{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "xux0Qgit7tZT"
   },
   "outputs": [],
   "source": [
    "from catboost import CatBoostRegressor\n",
    "from datetime import datetime, timedelta\n",
    "from fbprophet import Prophet\n",
    "from fbprophet.diagnostics import cross_validation, performance_metrics\n",
    "from fbprophet.plot import plot_cross_validation_metric\n",
    "from hyperopt import fmin, tpe, hp, STATUS_OK, Trials\n",
    "from matplotlib import pyplot\n",
    "from matplotlib.pylab import rcParams\n",
    "from pandas import DataFrame\n",
    "from pmdarima.arima import auto_arima, ARIMA\n",
    "from pylab import rcParams\n",
    "from sklearn.linear_model import LinearRegression\n",
    "from sklearn.metrics import accuracy_score, confusion_matrix, explained_variance_score, mean_squared_error, mean_absolute_error, r2_score, mean_squared_log_error\n",
    "from sklearn.model_selection import cross_val_predict, cross_val_score, GridSearchCV, RandomizedSearchCV, train_test_split\n",
    "from sklearn.preprocessing import PolynomialFeatures\n",
    "from statistics import mean\n",
    "from statsmodels.tsa.holtwinters import ExponentialSmoothing\n",
    "from time import sleep\n",
    "from tqdm import tqdm, tqdm_notebook\n",
    "from tqdm.notebook import trange, tqdm, tnrange\n",
    "from xgboost import plot_importance, plot_tree, XGBClassifier\n",
    "from xgboost.sklearn import XGBClassifier\n",
    "from IPython.display import clear_output\n",
    "import datetime as dt\n",
    "import getpass\n",
    "import graphviz\n",
    "import hyperopt\n",
    "import itertools\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import os\n",
    "import pandas as pd\n",
    "import pickle\n",
    "import pmdarima as pm\n",
    "import pycountry\n",
    "import pycountry_convert as pc\n",
    "import pydotplus\n",
    "import seaborn as sns\n",
    "import sklearn.linear_model as lm\n",
    "import statsmodels.api as sm\n",
    "import warnings\n",
    "import xgboost as xgb\n",
    "from sklearn import preprocessing\n",
    "pd.options.display.float_format = '{:.2f}'.format   \n",
    "pd.plotting.register_matplotlib_converters()\n",
    "rcParams['figure.figsize'] = 15, 5\n",
    "warnings.filterwarnings('ignore')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "5YZVPW5Y7tZg"
   },
   "source": [
    "## Data load"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "_461WUNO7tZi"
   },
   "outputs": [],
   "source": [
    "url = 'https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv'\n",
    "df = pd.read_csv(url)\n",
    "df = pd.melt(df, id_vars=['Province/State', 'Country/Region','Lat','Long'], var_name='Date', value_name='Confirmed')\n",
    "df['Date'] = pd.to_datetime(df['Date'])\n",
    "df.head(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "LX5gEFnyU8le"
   },
   "outputs": [],
   "source": [
    "max(df.Date)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "sUEMYEhh7tZv"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 66234 entries, 0 to 66233\n",
      "Data columns (total 6 columns):\n",
      " #   Column          Non-Null Count  Dtype         \n",
      "---  ------          --------------  -----         \n",
      " 0   Province/State  20169 non-null  object        \n",
      " 1   Country/Region  66234 non-null  object        \n",
      " 2   Lat             66234 non-null  float64       \n",
      " 3   Long            66234 non-null  float64       \n",
      " 4   Date            66234 non-null  datetime64[ns]\n",
      " 5   Confirmed       66234 non-null  int64         \n",
      "dtypes: datetime64[ns](1), float64(2), int64(1), object(2)\n",
      "memory usage: 3.0+ MB\n"
     ]
    }
   ],
   "source": [
    "df.info(verbose=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "eJQsyP027tZ4"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(66234, 6)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = df.rename(columns={'Province/State': 'Province', 'Country/Region': 'Country'})\n",
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "kq_G4Ga-7taA"
   },
   "outputs": [],
   "source": [
    "df_worldwide = pd.DataFrame(df.groupby('Date')['Confirmed'].sum())\n",
    "df_worldwide['Date'] = df_worldwide.index\n",
    "df_worldwide = df_worldwide.reset_index(drop=True)\n",
    "df_worldwide['Country'] = 'Worldwide'\n",
    "df = df.append(df_worldwide)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "32476713"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sum(df.Confirmed.loc[(df.Country == 'Worldwide')&(df.Date == '2020-09-25') ])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "dw1Rt2ZO7tbO"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>UID</th>\n",
       "      <th>iso2</th>\n",
       "      <th>iso3</th>\n",
       "      <th>code3</th>\n",
       "      <th>FIPS</th>\n",
       "      <th>Admin2</th>\n",
       "      <th>Province_State</th>\n",
       "      <th>Country_Region</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Long_</th>\n",
       "      <th>Combined_Key</th>\n",
       "      <th>Population</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4</td>\n",
       "      <td>AF</td>\n",
       "      <td>AFG</td>\n",
       "      <td>4.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>33.94</td>\n",
       "      <td>67.71</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>38928341.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>8</td>\n",
       "      <td>AL</td>\n",
       "      <td>ALB</td>\n",
       "      <td>8.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Albania</td>\n",
       "      <td>41.15</td>\n",
       "      <td>20.17</td>\n",
       "      <td>Albania</td>\n",
       "      <td>2877800.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>12</td>\n",
       "      <td>DZ</td>\n",
       "      <td>DZA</td>\n",
       "      <td>12.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>28.03</td>\n",
       "      <td>1.66</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>43851043.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>20</td>\n",
       "      <td>AD</td>\n",
       "      <td>AND</td>\n",
       "      <td>20.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>42.51</td>\n",
       "      <td>1.52</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>77265.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>24</td>\n",
       "      <td>AO</td>\n",
       "      <td>AGO</td>\n",
       "      <td>24.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Angola</td>\n",
       "      <td>-11.20</td>\n",
       "      <td>17.87</td>\n",
       "      <td>Angola</td>\n",
       "      <td>32866268.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>689</th>\n",
       "      <td>716</td>\n",
       "      <td>ZW</td>\n",
       "      <td>ZWE</td>\n",
       "      <td>716.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>-19.02</td>\n",
       "      <td>29.15</td>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>14862927.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>690</th>\n",
       "      <td>36</td>\n",
       "      <td>AU</td>\n",
       "      <td>AUS</td>\n",
       "      <td>36.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Australia</td>\n",
       "      <td>-25.00</td>\n",
       "      <td>133.00</td>\n",
       "      <td>Australia</td>\n",
       "      <td>25459700.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>699</th>\n",
       "      <td>124</td>\n",
       "      <td>CA</td>\n",
       "      <td>CAN</td>\n",
       "      <td>124.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Canada</td>\n",
       "      <td>60.00</td>\n",
       "      <td>-95.00</td>\n",
       "      <td>Canada</td>\n",
       "      <td>37855702.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>715</th>\n",
       "      <td>156</td>\n",
       "      <td>CN</td>\n",
       "      <td>CHN</td>\n",
       "      <td>156.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>China</td>\n",
       "      <td>30.59</td>\n",
       "      <td>114.31</td>\n",
       "      <td>China</td>\n",
       "      <td>1404676330.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>749</th>\n",
       "      <td>840</td>\n",
       "      <td>US</td>\n",
       "      <td>USA</td>\n",
       "      <td>840.00</td>\n",
       "      <td>nan</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>US</td>\n",
       "      <td>40.00</td>\n",
       "      <td>-100.00</td>\n",
       "      <td>US</td>\n",
       "      <td>329466283.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>188 rows × 12 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     UID iso2 iso3  code3  FIPS Admin2 Province_State Country_Region    Lat  \\\n",
       "0      4   AF  AFG   4.00   nan    NaN            NaN    Afghanistan  33.94   \n",
       "1      8   AL  ALB   8.00   nan    NaN            NaN        Albania  41.15   \n",
       "2     12   DZ  DZA  12.00   nan    NaN            NaN        Algeria  28.03   \n",
       "3     20   AD  AND  20.00   nan    NaN            NaN        Andorra  42.51   \n",
       "4     24   AO  AGO  24.00   nan    NaN            NaN         Angola -11.20   \n",
       "..   ...  ...  ...    ...   ...    ...            ...            ...    ...   \n",
       "689  716   ZW  ZWE 716.00   nan    NaN            NaN       Zimbabwe -19.02   \n",
       "690   36   AU  AUS  36.00   nan    NaN            NaN      Australia -25.00   \n",
       "699  124   CA  CAN 124.00   nan    NaN            NaN         Canada  60.00   \n",
       "715  156   CN  CHN 156.00   nan    NaN            NaN          China  30.59   \n",
       "749  840   US  USA 840.00   nan    NaN            NaN             US  40.00   \n",
       "\n",
       "      Long_ Combined_Key    Population  \n",
       "0     67.71  Afghanistan   38928341.00  \n",
       "1     20.17      Albania    2877800.00  \n",
       "2      1.66      Algeria   43851043.00  \n",
       "3      1.52      Andorra      77265.00  \n",
       "4     17.87       Angola   32866268.00  \n",
       "..      ...          ...           ...  \n",
       "689   29.15     Zimbabwe   14862927.00  \n",
       "690  133.00    Australia   25459700.00  \n",
       "699  -95.00       Canada   37855702.00  \n",
       "715  114.31        China 1404676330.00  \n",
       "749 -100.00           US  329466283.00  \n",
       "\n",
       "[188 rows x 12 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/UID_ISO_FIPS_LookUp_Table.csv'\n",
    "df_country = pd.read_csv(url)\n",
    "df_country = df_country.drop_duplicates(subset=['Country_Region'], keep='first')\n",
    "df_country"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "gUfOqBvC7tbU"
   },
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Province</th>\n",
       "      <th>Country</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Long</th>\n",
       "      <th>Date</th>\n",
       "      <th>Confirmed</th>\n",
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       "      <th>iso2</th>\n",
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       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>NaN</td>\n",
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       "      <td>2020-01-22</td>\n",
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       "      <td>Afghanistan</td>\n",
       "      <td>AF</td>\n",
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       "      <th>1</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Albania</td>\n",
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       "      <th>2</th>\n",
       "      <td>NaN</td>\n",
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       "      <td>1.66</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>DZ</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Andorra</td>\n",
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       "      <td>AD</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Angola</td>\n",
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       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Angola</td>\n",
       "      <td>AO</td>\n",
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       "    <tr>\n",
       "      <th>66478</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Worldwide</td>\n",
       "      <td>nan</td>\n",
       "      <td>nan</td>\n",
       "      <td>2020-09-22</td>\n",
       "      <td>31516787</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66479</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Worldwide</td>\n",
       "      <td>nan</td>\n",
       "      <td>nan</td>\n",
       "      <td>2020-09-23</td>\n",
       "      <td>31779835</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66480</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Worldwide</td>\n",
       "      <td>nan</td>\n",
       "      <td>nan</td>\n",
       "      <td>2020-09-24</td>\n",
       "      <td>32141225</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66481</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Worldwide</td>\n",
       "      <td>nan</td>\n",
       "      <td>nan</td>\n",
       "      <td>2020-09-25</td>\n",
       "      <td>32476713</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66482</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Worldwide</td>\n",
       "      <td>nan</td>\n",
       "      <td>nan</td>\n",
       "      <td>2020-09-26</td>\n",
       "      <td>32751412</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>66483 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Province      Country    Lat  Long       Date  Confirmed Country_Region  \\\n",
       "0          NaN  Afghanistan  33.94 67.71 2020-01-22          0    Afghanistan   \n",
       "1          NaN      Albania  41.15 20.17 2020-01-22          0        Albania   \n",
       "2          NaN      Algeria  28.03  1.66 2020-01-22          0        Algeria   \n",
       "3          NaN      Andorra  42.51  1.52 2020-01-22          0        Andorra   \n",
       "4          NaN       Angola -11.20 17.87 2020-01-22          0         Angola   \n",
       "...        ...          ...    ...   ...        ...        ...            ...   \n",
       "66478      NaN    Worldwide    nan   nan 2020-09-22   31516787            NaN   \n",
       "66479      NaN    Worldwide    nan   nan 2020-09-23   31779835            NaN   \n",
       "66480      NaN    Worldwide    nan   nan 2020-09-24   32141225            NaN   \n",
       "66481      NaN    Worldwide    nan   nan 2020-09-25   32476713            NaN   \n",
       "66482      NaN    Worldwide    nan   nan 2020-09-26   32751412            NaN   \n",
       "\n",
       "      iso2  \n",
       "0       AF  \n",
       "1       AL  \n",
       "2       DZ  \n",
       "3       AD  \n",
       "4       AO  \n",
       "...    ...  \n",
       "66478  NaN  \n",
       "66479  NaN  \n",
       "66480  NaN  \n",
       "66481  NaN  \n",
       "66482  NaN  \n",
       "\n",
       "[66483 rows x 8 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# apply the mapping to df\n",
    "df = pd.merge(df, df_country[['Country_Region','iso2']], left_on='Country', right_on='Country_Region', how='left')\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "vEwknQHM7tbZ"
   },
   "outputs": [],
   "source": [
    "def alpha2_to_continent(iso):\n",
    "    try: cont = pc.country_alpha2_to_continent_code(iso)\n",
    "    except: cont = float('NaN')\n",
    "    return cont\n",
    "\n",
    "df['Continent'] = df['iso2'].apply(alpha2_to_continent) # get continent code\n",
    "\n",
    "df.loc[df['Country'] == \"Diamond Princess\", 'Continent'] = \"Diamond Princess\"\n",
    "df.loc[df['Country'] == \"MS Zaandam\", 'Continent'] = \"MS Zaandam\"\n",
    "df.loc[df['Country'] == \"Netherlands\", 'Continent'] = \"EU\"\n",
    "df.loc[df['Country'] == \"Holy See\", 'Continent'] = \"AS\"\n",
    "df.loc[df['Country'] == \"Namibia\", 'Continent'] = \"AF\"\n",
    "df.loc[df['Country'] == \"Timor-Leste\", 'Continent'] = \"AS\"\n",
    "df.loc[df['Country'] == \"Western Sahara\", 'Continent'] = \"AF\"\n",
    "df.loc[df['Country'] == \"Worldwide\", 'Continent'] = \"WL\"\n",
    "\n",
    "\n",
    "df['Continent'] = df['Continent'].map({'WL':'Worldwide','MS Zaandam':'Ships','Diamond Princess':'Ships','AF':'Africa','AS':'Asia','EU':'Europe','NA':'North America','OC':'Oceania','SA':'South America'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "kpU4hYl3TxCm"
   },
   "outputs": [],
   "source": [
    "df_missing_continents = df.copy()\n",
    "df_missing_continents = pd.DataFrame(df_missing_continents.groupby(['Date','Continent'])['Confirmed'].sum())\n",
    "df_missing_continents.reset_index(inplace=True)  \n",
    "df_missing_continents['Country'] = df_missing_continents['Continent']\n",
    "df_missing_continents = df_missing_continents[df_missing_continents.columns.difference(['Continent'])]\n",
    "df = df.append(df_missing_continents)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "crBLP-Uy7taI"
   },
   "outputs": [],
   "source": [
    "df['Province_and_country'] = df['Country'].map(str) + \"_\" + df['Province'].map(str)\n",
    "df['Province_and_country'] = df['Province_and_country'].str.replace('_nan', '').map(str)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "OCfPdU4A7taP"
   },
   "outputs": [],
   "source": [
    "df = df[df.columns.difference(['Lat','Long'])]\n",
    "df = df.drop_duplicates(subset=['Province_and_country','Date'])\n",
    "df['Days_since_outbreak_global'] = df.groupby(['Province_and_country']).cumcount()+1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "5Ip8JYjtvop2"
   },
   "outputs": [],
   "source": [
    "df = df.reset_index(drop=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "1QO0K1Rp7taV"
   },
   "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>Confirmed</th>\n",
       "      <th>Continent</th>\n",
       "      <th>Country</th>\n",
       "      <th>Country_Region</th>\n",
       "      <th>Date</th>\n",
       "      <th>Province</th>\n",
       "      <th>Province_and_country</th>\n",
       "      <th>iso2</th>\n",
       "      <th>Days_since_outbreak_global</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>Asia</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>AF</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Albania</td>\n",
       "      <td>Albania</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Albania</td>\n",
       "      <td>AL</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>Africa</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>DZ</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>AD</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>Africa</td>\n",
       "      <td>Angola</td>\n",
       "      <td>Angola</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Angola</td>\n",
       "      <td>AO</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Confirmed Continent      Country Country_Region       Date Province  \\\n",
       "0          0      Asia  Afghanistan    Afghanistan 2020-01-22      NaN   \n",
       "1          0    Europe      Albania        Albania 2020-01-22      NaN   \n",
       "2          0    Africa      Algeria        Algeria 2020-01-22      NaN   \n",
       "3          0    Europe      Andorra        Andorra 2020-01-22      NaN   \n",
       "4          0    Africa       Angola         Angola 2020-01-22      NaN   \n",
       "\n",
       "  Province_and_country iso2  Days_since_outbreak_global  \n",
       "0          Afghanistan   AF                           1  \n",
       "1              Albania   AL                           1  \n",
       "2              Algeria   DZ                           1  \n",
       "3              Andorra   AD                           1  \n",
       "4               Angola   AO                           1  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "lBKXtxmuW7v-"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 68226 entries, 0 to 68225\n",
      "Data columns (total 9 columns):\n",
      " #   Column                      Non-Null Count  Dtype         \n",
      "---  ------                      --------------  -----         \n",
      " 0   Confirmed                   68226 non-null  int64         \n",
      " 1   Continent                   66483 non-null  object        \n",
      " 2   Country                     68226 non-null  object        \n",
      " 3   Country_Region              66234 non-null  object        \n",
      " 4   Date                        68226 non-null  datetime64[ns]\n",
      " 5   Province                    20169 non-null  object        \n",
      " 6   Province_and_country        68226 non-null  object        \n",
      " 7   iso2                        65487 non-null  object        \n",
      " 8   Days_since_outbreak_global  68226 non-null  int64         \n",
      "dtypes: datetime64[ns](1), int64(2), object(6)\n",
      "memory usage: 4.7+ MB\n"
     ]
    }
   ],
   "source": [
    "df.info(verbose=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "vSA0y2zp7taa"
   },
   "outputs": [],
   "source": [
    "df.to_csv('df_m.CSV',sep=',')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "FLelD1aZ7tag"
   },
   "source": [
    "## Analysis - Amount of cases"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "ibjkVruq7tai"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "274"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(df['Province_and_country'].unique())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "WpSwJ4DZ7tao"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "196"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(df['Country'].unique())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "SArUfGD47taw"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "82"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(df['Province'].unique())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "Y8ZlTKUo7ta2"
   },
   "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>Confirmed</th>\n",
       "      <th>Days_since_outbreak_global</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>68226.00</td>\n",
       "      <td>68226.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>102323.82</td>\n",
       "      <td>125.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>947878.10</td>\n",
       "      <td>71.88</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>0.00</td>\n",
       "      <td>1.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>14.00</td>\n",
       "      <td>63.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>384.00</td>\n",
       "      <td>125.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>4303.00</td>\n",
       "      <td>187.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>32751412.00</td>\n",
       "      <td>249.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        Confirmed  Days_since_outbreak_global\n",
       "count    68226.00                    68226.00\n",
       "mean    102323.82                      125.00\n",
       "std     947878.10                       71.88\n",
       "min          0.00                        1.00\n",
       "25%         14.00                       63.00\n",
       "50%        384.00                      125.00\n",
       "75%       4303.00                      187.00\n",
       "max   32751412.00                      249.00"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "hgrjnLkF7ta8"
   },
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAA3cAAAE8CAYAAABjM0iQAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAU2klEQVR4nO3db6imZ34X8O9vZ3ZVWj2VJmLJn53oxMhasSuHrFaUUgxmm5wGtMKki4Vm7LCl8Q/oi7EvXMUXCQgKNrHrSNNsRBJiusrMZtpQ2kpWTHUm69YmxtQhpuSYQma37FnXijXLzxc5keH0nHtOzvPMPOe+5vOBQ+a57vu5zo9cXEm+ua/7uqq7AwAAwLx9aNUFAAAAsDjhDgAAYADCHQAAwACEOwAAgAEIdwAAAAMQ7gAAAAZwdNUFfBA33XRTHzt2bNVlAAAArMTLL7/8le6+ebdrswp3x44dy8WLF1ddBgAAwEpU1a/vdc2yTAAAgAEIdwAAAAMQ7gAAAAYg3AEAAAxAuAMAABiAcAcAADAA4Q4AAGAAwh0AAMAAhDsAAIABCHcAAAADOLrqAkZw7PTzS+vrzUfvW1pfAADAjWOl4a6qPpTkHyT5fUkudvfnVlkPAADAXB14WWZVPVFV71TVKzva762q16vqUlWdvko3DyS5Jcn/TbJ50FoAAABudIs8uXsyyWNJnnq/oaqOJHk8yT15L6xdqKqzSY4keWTH9x9KcleSl7r7n1XVc0l+YYF6AAAAblgHDnfd/WJVHdvRfHeSS939RpJU1TNJHujuR5Lcv7OPqtpM8tvbH7950FoAAABudMveLfOWJG9d8Xlzu20vn0/yF6rqJ5K8uNsNVXWqqi5W1cXLly8vr1IAAICBLHtDldqlrfe6ubt/K8nJqQ67+0ySM0myvr6+Z18AAAA3smU/udtMctsVn29N8vainVbVRlWd2draWrQrAACAIS073F1IcmdV3VFVH0lyIsnZRTvt7nPdfWptbW3hAgEAAEa0yFEITyd5KcldVbVZVSe7+90kDyd5IclrSZ7t7leXUyoAAAB7WWS3zAf3aD+f5PyBK9pFVW0k2Th+/PgyuwUAABjGspdlXhOWZQIAAEybRbgDAABgmnAHAAAwgFmEO0chAAAATJtFuPPOHQAAwLRZhDsAAACmzSLcWZYJAAAwbRbhzrJMAACAabMIdwAAAEwT7gAAAAYg3AEAAAxgFuHOhioAAADTZhHubKgCAAAwbRbhDgAAgGnCHQAAwACEOwAAgAHMItzZUAUAAGDaLMKdDVUAAACmzSLcAQAAME24AwAAGIBwBwAAMADhDgAAYADCHQAAwACEOwAAgAHMItw55w4AAGDaLMKdc+4AAACmzSLcAQAAME24AwAAGIBwBwAAMADhDgAAYADCHQAAwACEOwAAgAEIdwAAAAMQ7gAAAAYwi3BXVRtVdWZra2vVpQAAABxKswh33X2uu0+tra2tuhQAAIBDaRbhDgAAgGnCHQAAwACEOwAAgAEIdwAAAAMQ7gAAAAYg3AEAAAxAuAMAABiAcAcAADAA4Q4AAGAAwh0AAMAAhDsAAIABHF3lL6+qP5vkU9t1fKy7v3uV9QAAAMzVgZ/cVdUTVfVOVb2yo/3eqnq9qi5V1empPrr7i9396SRfSPK5g9YCAABwo1vkyd2TSR5L8tT7DVV1JMnjSe5JspnkQlWdTXIkySM7vv9Qd7+z/ecfTPJXF6gFAADghnbgcNfdL1bVsR3Ndye51N1vJElVPZPkge5+JMn9u/VTVbcn2erurx+0FgAAgBvdsjdUuSXJW1d83txum3IyyU/vdbGqTlXVxaq6ePny5SWUCAAAMJ5lh7vapa2nvtDdn+nufz9x/Ux3r3f3+s0337xwgQAAACNadrjbTHLbFZ9vTfL2op1W1UZVndna2lq0KwAAgCEtO9xdSHJnVd1RVR9JciLJ2UU77e5z3X1qbW1t4QIBAABGtMhRCE8neSnJXVW1WVUnu/vdJA8neSHJa0me7e5Xl1MqAAAAe1lkt8wH92g/n+T8gSvaRVVtJNk4fvz4MrsFAAAYxrKXZV4TlmUCAABMm0W4AwAAYNoswp3dMgEAAKbNItxZlgkAADBtFuEOAACAacIdAADAAGYR7rxzBwAAMG0W4c47dwAAANNmEe4AAACYJtwBAAAMQLgDAAAYwCzCnQ1VAAAAps0i3NlQBQAAYNoswh0AAADThDsAAIABCHcAAAADmEW4s6EKAADAtFmEOxuqAAAATJtFuAMAAGCacAcAADAA4Q4AAGAAwh0AAMAAhDsAAIABzCLcOQoBAABg2izCnaMQAAAAps0i3AEAADBNuAMAABiAcAcAADAA4Q4AAGAAwh0AAMAAhDsAAIABCHcAAAADEO4AAAAGMItwV1UbVXVma2tr1aUAAAAcSrMId919rrtPra2trboUAACAQ2kW4Q4AAIBpwh0AAMAAhDsAAIABCHcAAAADEO4AAAAGINwBAAAMQLgDAAAYgHAHAAAwAOEOAABgAMIdAADAAIQ7AACAAQh3AAAAAzi6yl9eVbcneSzJV5L8Wnc/usp6AAAA5urAT+6q6omqeqeqXtnRfm9VvV5Vl6rq9FW6+SNJnu/uh5J87KC1AAAA3OgWWZb5ZJJ7r2yoqiNJHk/yybwX1h6sqo9V1R+vqi/s+PkDSf5TkhNV9YtJfmmBWgAAAG5oB16W2d0vVtWxHc13J7nU3W8kSVU9k+SB7n4kyf07+6iqv53kM9t9PZfkp3e551SSU0ly++23H7RcAACAoS17Q5Vbkrx1xefN7ba9/FySv15Vn03y5m43dPeZ7l7v7vWbb755aYUCAACMZNkbqtQubb3Xzd39SpIfWHINAAAAN5xlP7nbTHLbFZ9vTfL2op1W1UZVndna2lq0KwAAgCEtO9xdSHJnVd1RVR9JciLJ2UU77e5z3X1qbW1t4QIBAABGtMhRCE8neSnJXVW1WVUnu/vdJA8neSHJa0me7e5Xl1MqAAAAe1lkt8wH92g/n+T8gSvaRVVtJNk4fvz4MrsFAAAYxrKXZV4TlmUCAABMm0W4AwAAYNoswp3dMgEAAKbNItxZlgkAADBtFuEOAACAacIdAADAAGYR7rxzBwAAMO3A59xdT919Lsm59fX1H1l1LdfasdPPL62vNx+9b2l9AQAAh9ssntwBAAAwTbgDAAAYgHAHAAAwgFmEOxuqAAAATJtFuHOIOQAAwLRZhDsAAACmCXcAAAADEO4AAAAGMItwZ0MVAACAabMIdzZUAQAAmDaLcAcAAMA04Q4AAGAAR1ddANfOsdPPL62vNx+9b2l9AQAAy+fJHQAAwACEOwAAgAHMItw5CgEAAGDaLMKdoxAAAACmzSLcAQAAMM1umeyLnTcBAOBw8+QOAABgAMIdAADAAIQ7AACAAQh3AAAAAxDuAAAABiDcAQAADGAWRyFU1UaSjePHj6+6FJZgmccqJI5WAACAZCZP7rr7XHefWltbW3UpAAAAh9Iswh0AAADTZrEsE6Ysc5mnJZ4AAMyVJ3cAAAADEO4AAAAGINwBAAAMQLgDAAAYgHAHAAAwAOEOAABgAMIdAADAAIQ7AACAAQh3AAAAAzi6yl9eVR9L8veSfDXJL3T3c6usB46dfn7VJezqzUfvW3UJAAAccgd+cldVT1TVO1X1yo72e6vq9aq6VFWnr9LNJ5P8RHf/aJIfOmgtAAAAN7pFntw9meSxJE+931BVR5I8nuSeJJtJLlTV2SRHkjyy4/sPJfkXST5TVd+f5NsXqAUAAOCGduBw190vVtWxHc13J7nU3W8kSVU9k+SB7n4kyf17dPVj26Hw8wetBQAA4Ea37Hfubkny1hWfN5N8Yq+bt8Phjyf5liT/cI97TiU5lSS33377ksqEeVnmu4De3wMAGNOyw13t0tZ73dzdb2Y7uE3ccybJmSRZX1/fsy8AAIAb2bKPQthMctsVn29N8vaSfwcAAAA7LDvcXUhyZ1XdUVUfSXIiydlFO62qjao6s7W1tXCBAAAAI1rkKISnk7yU5K6q2qyqk939bpKHk7yQ5LUkz3b3q4sW2d3nuvvU2traol0BAAAMaZHdMh/co/18kvMHrggAAIAPbNnLMq8JyzIBAACmzSLcWZYJAAAwbRbhDgAAgGnLPufumqiqjSQbx48fX3UpMHsORAcAGNMsntxZlgkAADBtFuEOAACAacIdAADAAGYR7hyFAAAAMG0W4c47dwAAANNmEe4AAACYJtwBAAAMYBbhzjt3AAAA02YR7rxzBwAAMG0W4Q4AAIBpwh0AAMAAhDsAAIABCHcAAAADmEW4s1smAADAtFmEO7tlAgAATJtFuAMAAGCacAcAADAA4Q4AAGAAR1ddADBfx04/v7S+3nz0vqX1BQBwI/LkDgAAYACzCHeOQgAAAJg2i3DnKAQAAIBpswh3AAAATBPuAAAABiDcAQAADEC4AwAAGIBwBwAAMADhDgAAYABHV10AQJIcO/380vp689H7ltYXAMBceHIHAAAwgFmEu6raqKozW1tbqy4FAADgUJpFuOvuc919am1tbdWlAAAAHEqzCHcAAABME+4AAAAGINwBAAAMQLgDAAAYgHAHAAAwAOEOAABgAMIdAADAAIQ7AACAAQh3AAAAAxDuAAAABnB01QUALNux088vra83H71vaX0BAFxL1+3JXVX9oar6qap67oq2b6mqz1XVP6+qT12vWgAAAEazr3BXVU9U1TtV9cqO9nur6vWqulRVp6f66O43uvvkjua/mOS57v6RJN//gSoHAADg/9vvsswnkzyW5Kn3G6rqSJLHk9yTZDPJhao6m+RIkkd2fP+h7n5nl35vTfKr23/+5v7LBgAA4Er7Cnfd/WJVHdvRfHeSS939RpJU1TNJHujuR5Lcv8/fv5n3At6XY3MXAACAA1skUN2S5K0rPm9ut+2qqr69qj6b5ONV9Xe2mz+f5C9V1U8mObfH905V1cWqunj58uUFygUAABjXIrtl1i5tvdfN3f3VJJ/e0fa/kvzw1C/p7jNJziTJ+vr6nv0DAADcyBZ5creZ5LYrPt+a5O3FygEAAOAgFnlydyHJnVV1R5L/keREkh9cSlU7VNVGko3jx49fi+4B9uTMPABgLvZ7FMLTSV5KcldVbVbVye5+N8nDSV5I8lqSZ7v71WtRZHef6+5Ta2tr16J7AACA2dvvbpkP7tF+Psn5pVYEAADABzaL4weqaqOqzmxtba26FAAAgENpFuHOskwAAIBpi2yoAsAHsMzNWZZpmRu92IBmdfy9H4NxBBYxiyd3lmUCAABMm0W4sywTAABg2izCHQAAANOEOwAAgAHMItx55w4AAGDaLMKdd+4AAACmVXevuoZ9W19f74sXL666jN/hsG5vDgAAHMxhPU6kql7u7vXdrs3iyR0AAADTZhHuvHMHAAAwbRbhzjt3AAAA02YR7gAAAJgm3AEAAAxAuAMAABiAcAcAADCAWYQ7u2UCAABMm0W4s1smAADAtFmEOwAAAKYJdwAAAAMQ7gAAAAZQ3b3qGvatqi4n+fVV17GLm5J8ZdVFsFTGdCzGcyzGcyzGcyzGcyzG83D6aHffvNuFWYW7w6qqLnb3+qrrYHmM6ViM51iM51iM51iM51iM5/xYlgkAADAA4Q4AAGAAwt1ynFl1ASydMR2L8RyL8RyL8RyL8RyL8ZwZ79wBAAAMwJM7AACAAQh3H0BV3VtVr1fVpao6vcv1qqp/sn39P1fVn1xFnezPPsbze6pqq6q+vP3zd1dRJ/tTVU9U1TtV9coe183PGdnHeJqfM1JVt1XVL1XVa1X1alX9jV3uMUdnYp/jaY7ORFX97qr6j1X1K9vj+fd3ucf8nImjqy5gLqrqSJLHk9yTZDPJhao6293/5YrbPpnkzu2fTyT5ye2/csjsczyT5Ivdff91L5CDeDLJY0me2uO6+TkvT2Z6PBPzc07eTfK3uvtLVfV7k7xcVT/v36GztZ/xTMzRufg/Sb63u79RVR9O8u+q6me7+5evuMf8nAlP7vbv7iSXuvuN7v7tJM8keWDHPQ8kearf88tJvq2qvuN6F8q+7Gc8mZHufjHJb07cYn7OyD7Gkxnp7t/o7i9t//l/JnktyS07bjNHZ2Kf48lMbM+5b2x//PD2z85NOczPmRDu9u+WJG9d8Xkzv/MfZPu5h8Nhv2P1p7eXKfxsVf2x61Ma14j5OR7zc4aq6liSjyf5DzsumaMzNDGeiTk6G1V1pKq+nOSdJD/f3ebnTFmWuX+1S9vO/6uxn3s4HPYzVl9K8tHtZQrfl+Tf5L3lCMyT+TkW83OGqupbk/xMkr/Z3V/feXmXr5ijh9hVxtMcnZHu/maS76qqb0vyr6vqO7v7yneezc+Z8ORu/zaT3HbF51uTvH2AezgcrjpW3f3195cpdPf5JB+uqpuuX4ksmfk5EPNzfrbf5fmZJP+yuz+/yy3m6IxcbTzN0Xnq7q8l+bdJ7t1xyfycCeFu/y4kubOq7qiqjyQ5keTsjnvOJvmh7R2F/lSSre7+jetdKPty1fGsqj9YVbX957vz3nz56nWvlGUxPwdifs7L9lj9VJLXuvsf7XGbOToT+xlPc3Q+qurm7Sd2qarfk+TPJ/mvO24zP2fCssx96u53q+rhJC8kOZLkie5+tao+vX39s0nOJ/m+JJeS/FaSH15VvUzb53j+QJIfrap3k/zvJCe62xKEQ6qqnk7yPUluqqrNJJ/Jey+Fm58ztI/xND/n5c8k+StJfnX7vZ4k+fEktyfm6AztZzzN0fn4jiSf295J/ENJnu3uL/hv3Hkq8wwAAGD+LMsEAAAYgHAHAAAwAOEOAABgAMIdAADAAIQ7AACA66Cqnqiqd6rqlX3c+4+r6svbP79WVV+76nfslgkAAHDtVdWfS/KNJE9193d+gO/9tSQf7+6Hpu7z5A4AAOA66O4Xk/zmlW1V9Yer6ueq6uWq+mJV/dFdvvpgkqev1r9DzAEAAFbnTJJPd/d/q6pPJPmnSb73/YtV9dEkdyT5xat1JNwBAACsQFV9a5LvTvKvqur95t+147YTSZ7r7m9erT/hDgAAYDU+lORr3f1dE/ecSPJj++0MAACA66y7v57kv1fVX06Ses+feP96Vd2V5PcneWk//Ql3AAAA10FVPZ33gtpdVbVZVSeTfCrJyar6lSSvJnngiq88mOSZ3ucRB45CAAAAGIAndwAAAAMQ7gAAAAYg3AEAAAxAuAMAABiAcAcAADAA4Q4AAGAAwh0AAMAAhDsAAIAB/D/m5vquhg247wAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.hist(df['Confirmed'], density=True, bins=40) \n",
    "plt.yscale('log')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "JkBdSldf7tbC"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax=sns.lineplot(data=df, hue=\"Country\", x=\"Days_since_outbreak_global\", y=\"Confirmed\", ci=None)\n",
    "ax.legend_.remove()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "b8aocMPZ7tbJ"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "def group_and_chart(Geography, Figure, Data):\n",
    "    grouped = Data.copy()\n",
    "    grouped = Data.groupby(['Days_since_outbreak_global',Geography])[Figure].sum()\n",
    "    grouped = pd.DataFrame(grouped) \n",
    "    grouped.reset_index(inplace=True)\n",
    "    grouped = grouped.pivot(index=Geography, columns='Days_since_outbreak_global', values=Figure)\n",
    "    grouped = grouped.T[(grouped != 0).any()].T\n",
    "    grouped = grouped.transpose()\n",
    "    grouped.fillna(0, inplace=True)\n",
    "    min_max_scaler = preprocessing.MinMaxScaler()\n",
    "    grouped_temp = min_max_scaler.fit_transform(grouped)\n",
    "    grouped = pd.DataFrame(grouped_temp, index=grouped.index, columns=grouped.columns)\n",
    "    grouped = grouped.transpose()\n",
    "    rcParams['figure.figsize'] = 20, 14\n",
    "    sns.heatmap(grouped, cmap=\"Blues\", linewidth=.5)\n",
    "    \n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "jFBAU4_c7tbi",
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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A9y550eevHiJ0cV9ff/2w70XlUMvIJVYJj3mU0EV9fD22ix/b4jmfv3mc0L96+/rbrr7XvJfP47oRuvDZQ/N890Qkh797wo9t1tPn8d0JNXna198/5Xvn+8fwxKcJNe7u60l+fKiRf354sp8v1MC/dnhKb0L1H/f1VL/G6Bw6z68/PM2/n1Bd/97DM/oSqv3AobXOeplQTf95huf0R/45dM0fEREREREREZEsTEf+iIiIiIiIiEjWo7t9RejIHxERERERERGRLEw7f04wM2trZs7MqmTAa/94sl9TRERERERERDIX7fw58doDk4DrYhtmlu1EvrBzruGJnF9EREREREQk07LTMudPBtDOnxPIzOKBRsBtBDt/zKypmY03s4+ABUH+3sw+NrOlZtbbzG4ws+lmtsDMKgTPK2Jmn5jZjOCnUbC9h5m9a2YTzGy5md0f9fq7k9ZhZuPMbHYwZ+uT/VmIiIiIiIiISMbQBZ9PrDbA1865pWa21cxqBdvrAdWccyvMrClQHTgL2AosB952ztUzsweA+4AHgZeBF51zk8zsdGBM8ByAKkAzIC+wxMxed84diFrHPqCtc26nmRUGpprZKOecQ0RERERERESyNB35c2K1B4YE9ZAgA0x3zq2IGjfDObfOObcfWAaMDbYvAMoF9b+A/mY2FxgF5DOzvEHvS+fcfufcZmAjUCxmHQb0MrP5wLdAqRTG+IFmncxsppnNTExMTP87FhEREREREckMzDLnTwbQkT8niJkVAi4EqpmZA7IBDhgN7IkZvj+q/isq/8Wh39FpQAPnXDjmdWKff5DDf683AEWA2s65A2a2EohLad3OuUQgaa+P2/dn6u9RRERERERERDI/Hflz4rQDBjnnyjrnyjnnygArgMbHON9YoHNSMLMa6XhuArAx2PHTDCh7jGsQERERERERkVOMdv6cOO2BT2O2fQJcf4zz3Q/UMbP5ZvYTcFc6nvth8NyZ+KOAFh/jGkRERERERERODRl9V69MdLcvnfZ1gjjnmqawrR/QL2bbBGBCSs+L7gXX87k2hTl7xORqUXV81HMbpPc9iIiIiIiIiMipT0f+iIiIiIiIiIhkYTryR0RERERERESyngy6s1ZmZM65jF6DZF76coiIiIiIiGRdWXrvSKjRE5ny37Thyc+e9M9dR/5ImpJu9R6XPXkd20vP2JMxT/Qt6o/HPFrriVnrP/E9H++1hg/4x1COQ3VsDuVIfWxSb+8B/3cxdw5LVsf2APb+EeSclqwG2BPkPDktWQ2we7/P8bksUiflXfv/AiBvLn82cnTetS+o44JeVE6qk/LOIOcLxkbn9PR2hH1OCB2e0+ptDx8EIH8oG0CynFTH5qSx2/b6XCB3tmR1enpHGrt1j88F82RLVgNs2eO/XIXyZI/USXnzbp8Lx/sv3qYgF4nPnqwG2LQryHmzJ6sBNu7yX7yief0Xb8NOn4vly8H6oC6ez/fW7whyQo5kNcC6HX8AUCIhJwBrt/tcMn9O1gR1qfy+F51Xb/N16QK+t3rb/iDn4vet+yPvuUzBXPwW5NML5gJg1RafyxbKxcot+wAoVygOgBWbfS5fOI7lm3x9RhHfW7YxDECFoiEAfg3ymUVDLN2wF4BKxXIDsGS9z5WL52bxOl9XKeF7P63dA8DZJfOwcM3uyFqrlYpnwWqfzykdD8C833cBUL1MXub+5usap+cFYPaqnQDUKpuPWSt9XbtcPgBmLN8BQN0zEgCYtszn8yokMPXX7QDUPzM/AJN+2QZA44oF+GHpVgAuqFQQgPFLtgDQrHIhxi3eHFlr8yqFGfPTJgBanl0EgC8XbgTg0mpFGblgPQCtzykOwIh56wC4snoJhs5ZE5nn2pql+HDWagBuqF0agIEzfgOgY93TeWvaKgDuOM/f3PS1H1cCcE/Dcrw0cQUAD55fHoA+E5YD0KXpGQA8O+5XAJ5ofiZPjfkFgKdbVgSg2+ilAPRqVYlHPl8CwAuXVwbgvk9/BuCVtmdx9yc/Rdb6+lVnc8fHCwF46xp/WcaOg+f7Nbc/lxs/mAfABzdW9+/tvTkADO1Qk6venQXAJ7fW9p/LWzMBGHlHHQBavTEdgNF31eOiV6cCMPbe+gA0e/lHAMY/0JAL+k4G4IeHGwHQqM9EACZ3OZ/6vb+PrHVq1ybUeWY8ADOfbAZArae/A2D2UxdSo8c4AOb2aA7AOd2/AWBBzxZUfWIsAIuevQiAKl3HALC4d0sAKnb5GoBf+lxMhUe+AmDZC5cAUP6hLwFY8eKllL3/cwBW9bscgDL3jgTg91dbU+ruQ/dRWfN6W0reOQKAtW9eCUDxO4YDsP6tdhS97WMANr5zDQBFbhkKwKYB11K445DIPJsHXkehmwcDsGVQewAK3vQRAFvfv54CN34IwLYPbgAg/w0fALD9wxuT1QAJ178PwI6PbjosJ7QP6sG+l++6QQDsHHJzshog77XvAbBraIdInZTjrxkIwO6POwKQ5+oBAOwZdgt52gX18FsAyH3VuwDs/eRWQle+A0B4xG0AhNq+7fOnt/vcJtHnzzoRav2mr0fe6XtXvO7zqLsJXf6arz+/x/cu6+/zF50JXXrosqbhL++P5PCX9/uxl7zo81cPJasBQhf39fnrhwm1fN7XYx71vYv6+Dy2i88tnvP5m8cJ/au3r7/t6nvNe/k8rhuhC5/19XdP+F6znj6P7x6pI/mCHr7+wT+Gzn/K54lPE2rc3deT/HOic6jRE4fmmfwsoYbdfP2jX0eogV9XeEpvQvUf9/VUv/7oHDrPv7fwNP9eQ/X8ew9P959FqO7DPs/oS6iO/8zCM/1nGJ1DtR/w9ayXfa+W/+zDs/sRqhm5aTThOf0jOTynP/LPoZ0/IiIiIiIiIpL1ZNCdtTIjfRIiIiIiIiIiIlmYdv6IiIiIiIiIiGRh2vlzDMysrZk5M6tynOZbaWaF0zH+CjPrGtR3mdnNx2MdIiIiIiIiIlmGWeb8yQC65s+xaQ9MAq4DevydicwsW3qf45wbBYwK6jf+zuuLiIiIiIiISNamI3/SyczigUbAbfidP5jZ02Y2N/hZY2YDgu03mtn0YPubSTt6zGx38JxpQINg6i7B2OlmdmYw7nIzm2Zmc8zsWzMrFmzvaGb9g7qHmT0a1HeY2Qwzm2dmn5hZ7mD7QDPrZ2Y/mtlyM2t30j4wEREREREREclQ2vmTfm2Ar51zS4GtZlbLOfeUc64G0ATYAvQ3s7OAa4FGQe8gcEMwRx5goXPuPOfcpGDbTudcPaA/8FKwbRJQ3zlXExgCPHaEtY1wztV1zlUHfsbvoEpSAmgMXAb0Tm0CM+tkZjPNbGZiYuJRfBwiIiIiIiIimZCdljl/MoBO+0q/9hzaOTMkyLPNzIAPgRedc7PMrDNQG5jhW4SAjcHzDgKfxMw7OOrxxaAuDQw1sxJATmDFEdZWzcyeAfID8cCYqN5nzrm/gJ+SjiBKiXMuEUja6+P2/XmEVxQRERERERGRTE07f9LBzAoBF+J3sjggG+DM7DH8tX9WO+cGJA0H3nPO/V8KU+1zzh2M2eZSqF8B+jrnRplZU458faGBQBvn3Dwz6wg0jertj34rR5hHRERERERERLIInfaVPu2AQc65ss65cs65MvijcZ4EWgD3R40dB7Qzs6IAZlbQzMqmMfe1UY9TgjoBWBPUHY5ifXmBdWaWg0OnmImIiIiIiIj882T06V067euU1Z7Dr5fzCdAWKAlMD07xGuWce8rMngTGmtlpwAHgXmBVKnPnCi4AfVrwOuCP9BlmZmuAqUD5VJ6bdKRQd2Ba8BoL8DuDREREREREROQfTDt/0sE51zSFbf2AfqmMHwoMTWF7fEwuF5T/idk+EhiZwvMH4k/xAihEsEPJOfc68HoK4zum9foiIiIiIiIiknVp588pzMx6Audx5GsBiYiIiIiIiPyznKbL3SbRNX9OYc657s65es65LRm9FhERERERERHJnMw5d+RR8k+lL4eIiIiIiEjWlaUPjQk165kp/00bHt/9pH/uOu1L0rTvT/8Ylz15HdtLz9iTMU9Sfbzm0VpPzFqz2nsOH/B1KId/jM5p9dIz9mh6RzN27wH/dzB3Dv93Jzqn1UvP2L1/BHXOoBeVk+rYnNLYPUGdJ+jt3u9zfC6L1El51/6/AMibyx/YGp3T7O0L6rigl0aO7e0Mcr6409gR9nVCyPeic1KdlLeHDwKQP5QNIFmO7W3b63OB3NmS1bG92Lx1j68L5vG96Lxlj//yFsrjv8ybd/tcOD47m3Yf+uIXic/Opl0+F8nrx27c5b9MRfPmYMNOXxfL579o64NcPF8O1u8I6gTfW7v9DwBK5s8JwJogl8qfk9XbfF26gO9F59Xb9gd1LgB+2+rz6QV9XrXF57KFcrFyyz4AyhWKA2Dl5iAXjmNFUJcv7HvLNoUBqFAkFKljc4UiIQB+3ejzmUVD/LLB1xWL+d7SDXsBqFQsN0vW+7py8dwA/LxuDwBnlcgDwE9rfT67ZB4WrfF11VK+t3D1bgCqlY5n/u++PreMv0zfvN92AVD99LzMWbUrstaaZfMye9VOAGqVzQfAzBU+1ymfjxkrdgBQt3wCANOX+1zvjASmLtsOQP0K+QGY8qvPDc70efIv2wBoVLEAE5f6+vxKBQAYv8QfdNysciHGLd4MQPMqhQEY+/MmAC46qwhfL9oUWevFVYswetFGAFpVLQrAFws3AHBZtWKMXLAegNbnFAfg0/k+tz23OMPnrYvM0656CT6euxaAa2qUBGDwHH9z1PY1S/HBrNUA3Fi7NADvzfwdgA51yjBwxm8AdKx7OgDvTPf5tno+J0719+XoVL8sr05eCcC9jcoB8MrkFQDc16g8L0309YPn+3txvPD9cgAeaXIG/xu/LLLWx5pVoNc4n7s1rwDAs+N+BeCJ5mfSY+wvAPS4qCIA3b/2uefFFek2eikAvVpVAqBrkHsHucsXSwDoc1llHh61GIC+V1QB4P7PfO7Xpgr3fvozAK+2PQuAuz/5CYDXrzqbTsMWRdaaeHVVbh+6EIC3r60GwK1DFgDw7nXn0HHwfAAGtj8XgJs/8nnQ9edy4wfzAPjgxuoA3PD+XAA+vKkGANe9NweAIR1qcm1QD+1QE4CrB84GYFjHWrQb4Ovht9QC4Mp3ZgEw4rbatH5rZmStI++owxWJMwAY1akuAJe96fMXd9bl0jenA/DlnfUAaPWGz6Pvqsclr0+LzPPV3efR8jWfx9xzHgAt+k8F4JvO9Wn+ir8B77j7GgDQ7OUfARj/QEOavuTrCQ82BKDJi5MB+P6hRgCc/8IkACY+0pjGz08EYNKj5wPQ8H8/APDjYxdQv/f3AEzt2gSA8/7r87T/a0K9XhMia53erSl1nhkPwMwnmwFQu6fPs7o3o+Z/vgNgzr8vBKBGj3EAzO3RnOr/9vW8/zQH4Jzu3wCwoGcLAKo96fPCZ1pQ9YmxACx69iIAqnQdA8Di3i2p/LivlzzXEoBKj30NwNL/XUzFLl9H1vpLn4up8MhXACx74RIAznh4NADL+7ZKVgOUf/BLAFa8dCll7/8cgFX9Lgfg9PtGAfDbK1cAUOZefznU319tTcm7RgCw9o0rASjR6RMA1iVeRdHbPgZg4zvXAFDkFn8Z1k0DrqXQzYMja90yqD0FbvwQgG0f+JslJ7R/H4Adg28i/pqBAOz+uCMAedoNAGDP8FsItX07Mk/409sJtX7T1yPvBCB0WX+fv+hM6JIXff3VQ753UR+fx3Yh9C9/P6Hwt119r1lPn8d39/mCHj7/0INQY78tPMmPCTXwzwlP6U3ovC6+nubnDtXxrxWe+SKh2g8cWuuslwnV7OzrOf3J8jLozlqZkT4JEREREREREZEsTDt/RERERERERESyMJ32JSIiIiIiIiJZj2XpSxqli478OUnM7KCZzTWzeWY228waHmF8OTNb+Ddf8woz6/p35hARERERERGRU5uO/Dl5ws65GgBm1hL4L9Dk705qZtmdc3+m1HPOjQJG/d3XEBEREREREZFTl3b+ZIx8wDYAM4sHRgIFgBzAk865kcG4bGb2FtAQWAO0ds6FzWwC8CPQCBhlZkuBJ4GcwBbgBtsCsVwAACAASURBVOfcBjPrCNRxznU2s4HATqAOUBx4zDk3/GS8WREREREREZGTTnf7itAncfKEgtO+FgNvAz2D7fuAts65WkAz4AWzyImJFYFXnXNVge3AVVHz5XfONXHOvQBMAuo752oCQ4DHUllDCaAxcBnQO6UBZtbJzGaa2czExMRjfrMiIiIiIiIikjnoyJ+TJ/q0rwbAIDOrBhjQy8wuAP4CSgHFguescM7NDepZQLmo+YZG1aWBoWZWAn/0z4pU1vCZc+4v4CczK5bSAOdcIpC018ftS/GEMhERERERERE5VejInwzgnJsCFAaKADcEj7WDnUMbgLhg6P6opx0k+c66PVH1K0B/59w5wJ1Rz48VPZ8uey4iIiIiIiJZl1nm/MkA2vmTAcysCpANf32eBGCjc+6AmTUDyh7DlAn4awIBdDg+qxQRERERERGRrECnfZ08ITNLOoXLgA7OuYNm9iHwuZnNBOYCi49h7h7AMDNbA0wFyh+PBYuIiIiIiIjIqU87f04S51y2VLZvBhqk8rRqUeOej6qbxswxEn/HsNi5BwIDg7pjTC/+aNYtIiIiIiIickrS3b4i9EmIiIiIiIiIiGRh5pzL6DVI5qUvh4iIiIiISNaVpW8EFLqoT6b8N214bJeT/rnrtC8RERERERERyXoy6M5amZF2/kia9v3pH+OyJ69je+kZezLmSaqP1zxa64lZ6z/xPWutJ/e7FD7gH0M5ktdH6u094P9Potw57LCcZu+PoM4Z9KJyUp2U9wQ5TzA2Ou/e7+v4XL4XnWN7u/b/BUDeXKcdlnftC+q4oBeVdwZ1vqAXnXeE/4qsNSF0KCeE/Njt4YMA5A9lY9teXxfI7S9tF51je1v3+Fwwj89b9vhfWKE82dm829eF4/0vLzpv2uXrInl9LzZv2Ol/gcXy5WB9UBfP53+Z63cEOSEH63b8AUCJhJwArNnuc6n8OVm97Y/Iey5dICert+0P6lwA/L7V5zIFc/FbUJ9e0PdWbtkHQLlCcazcHNSF4wBYvsnnM4r4vGxjGIAKRUP8ssHXFYuFAFi6fi8AlYrnZvE6X1cpkRuAn9fuAeCsknlYtGZPZK1VS+Vh4erdAFQr7S/nN/93n88tE8+833YBUP30vADMWeVzzbJ5mb1yJwC1yuUDYMaKHQDULZ8AwPTlPtc7I4Gpy7YDUL9CfgCm/OpzgzPzM3HpNgDOr1QAgPFLtgDQrHIhvvl5c2StLc4qzJifNgHQ8uwiAIxetBGAVlWL8vmCDQBcfk4xAD6bvx6ANucWZ/i8dZF52lUvwcdz1wJwTY2SAHw0ezUA19cqzaCZvwNwc50yAAyc8RsAHeuezlvTVgFwx3n+5qqv/bgSgHsalgOg36QVANzfuDx9f1gOwMMXnAHA/8YvA+CxZhXoNc7X3ZpXAODpb34F4KkWZ/LUmF8ia326ZUWe+GopAM9eUgmArqN97t2qEo98vgSAFy6vDMCDI/19P15qXYX7Pv0ZgFfanuXXOOInv+YrzwbgzuGLAHizXVXu+HghAG9d4y8XeeuQBQC8e9053PzRfAAGXX8uADd+MA+AD26sTvtBSfcigcE31+Da9+YAMLRDTf9ZD5gNwPBbanHlO7MAGHFbbQBavzUTgJF31OGyN2cA8MWddQFo9cZ0AEbfVQ+Alq9NA2DMPefRov9UAL7pXB+A5q9MAWDcfQ1o9vKPAIx/oCEATV6cDMD3DzWi8fMTI2ud9Oj5NPzfDwD8+NgFANTv/T0AU7s24bz/+nra/zUBoF6vCQBM79aUus9OiMwz44mm1HlmPAAzn2wGQK2nvwNg9lMXUqPHOADm9mgOwLlPfQvA/Kf/RbUnvwFg4TMtADi721gAfup1EQCVHx8DwJLnWlKxy9cA/NLnYgAqPPIVAMteuITyD30JwIoXLwWg3ANfALDy5cs4/b5RkbX+9soVlOnsL/H5e//WAJS+5zMAVr/WhpJ3jQBg7RtXAlCi0ycArEu8imK3DwNgw9tXA1D01o8B2PjuNQAU7jgEgM0Dr6NQh8EAbHmvPQAFb/oIgK3vX0/+Gz4AYPuHNwKQ0P59AHYMvol81w2KrHXnkJuJv2YgALs/7ghAnqsHALBn2C3kvupdAPZ+cisAoSvfASA84jZCbRJ9/Vkn37vidZ9H3e3z5a/5/Pk9hC7t5+sv7/e9Vi/7PPoBQpe86OuvHvK9lv7yqeExjxK6qE9kreGxXQi1eM7X3zzuxzbv5fO4boQufNbX3z3he816+jy+O6EmTx+a5/unCF3Qw9c/+MfQ+U/5PPFpQo3888OT/Xyhht18/rEXoQZdfT2lt+/V9+sIT/XrCp3XxedpfQjVe9TX0/37CdV92OcZfQnVfsDXs/znEKrlP5fw7H6EanY+tNY5/SM5PKc/8s+ha/6IiIiIiIiIiGRhOvJHRERERERERLIe3e0rQp+EiIiIiIiIiEgWpp0/qTCzg2Y218zmmdlsM2t4Al6jqZl9kc7nTDCzOsfwWgPNrF16nyciIiIiIiIipzad9pW6sHOuBoCZtQT+CzTJ2CWJiIiIiIiIyFHR3b4idOTP0ckHbAMws3gzGxccDbTAzFoH28uZ2c9m9paZLTKzsWYWCnp1zWy+mU0xsz5mtjD2Bcysnpn9aGZzgsfKwfaQmQ0Jnj8UCEU956JgztlmNszM4oPtvc3sp+A5z0e9zAXB3Mt1FJCIiIiIiIjIP4N2/qQuFJz2tRh4G+gZbN8HtHXO1QKaAS+YRXYnVgRedc5VBbYDVwXbBwB3OecaAAdTeb3FwAXOuZrAU0CvYPvdwF7n3LnAs0BtADMrDDwJ/CtYy0zgYTMrCLQFqgbPeSbqNUoAjYHLgN4pLcLMOpnZTDObmZiYeORPSUREREREREQyNZ32lbro074aAIPMrBpgQC8zuwD4CygFFAues8I5NzeoZwHlzCw/kNc592Ow/SP8zpdYCcB7ZlYRcECOYPsFQD8A59x8M5sfbK8PnA1MDvY95QSmADvxO6jeNrMvgehrCn3mnPsL+MnMipEC51wikLTXx+37M62PSERERERERCST0t2+IrTz5yg456YER9oUAVoFj7WdcwfMbCUQFwzdH/W0g/hTtI72JMOewHjnXFszKwdMiF5CCuMN+MY51/6whlk9oDlwHdAZuDCF9enkRxEREREREZF/AO0GOwpmVgXIBmzBH6GzMdjx0wwom9ZznXPbgF1mVj/YdF0qQxOANUHdMWr7D8ANwTqqAecG26cCjczszKCX28wqBdf9SXDOjQYeBGoc9RsVERERERERkSxHR/6kLmRmSadwGdDBOXfQzD4EPjezmcBc/LV6juQ24C0z24M/omdHCmP+hz/t62Hgu6jtrwMDgtO95gLTAZxzm8ysIzDYzHIFY58EdgEjzSwuWPdDR/uGRURERERERLIM3e0rQjt/UuGcy5bK9s1Ag1SeVi1qXPRdthYFF1/GzLriL86Mc24CweldzrkpQKWo53QPtodJ5Wgh59x3QN0UWvVSGNsxJsen8h5EREREREREJAvRzp+T41Iz+z/8572K5Kd1iYiIiIiIiIicMOZcStcSFgFSvtC0iIiIiIiIZA1Z+ryo0GX9M+W/acNfdD7pn7su+CwiIiIiIiIikoXptC9J074//WNc9uR1bC89Y0/GPEn18ZpHaz0xa83q7zl8wD+GciSvY3vpGRvb23vA/58ZuXNYpI7kP4JeTv9/LETntHp7gjpP0Esr/91eZpsntfe8e7/P8bksWQ2wa/9fAOTNdVqyOrVeesamt3e85knPWnfu83W+ON/bHj4IQP5QNrbs8f9RFMrj/6PYuMt/gYvm9V/gDTt9LpYvR7I6Pb30jF234w8ASiTkBEiWV2/7I/KeSxc4lEsX8GNXb9sf5Fys2uLrsoX8/Rai88rN+wAoVzgOgCXr9wJQuXjuw/JPa/cAcHbJPADJcmxv0Rqfq5bKE6mT8uyVOwGoVS4fQLKcVm/GCn//ibrlEwAOy1OXbQegfoX8yWqAqb8G+cz8yerUekl5SpAbBGOjc1q9Sb9si8zTuGKBSG5csQBAshzbG79kCwDNKhfiu8W+vrBKIQDGLd4MQPMqhQ/L6el987PPLc4qzJifNkXW2vLsIpHc8uwiAMlyenqjF20EoFXVogB8sXADAJdVK5asPlJv5IL1ALQ+pzifzV8fWWubcw/lNucWB2DEvHUAXFm9BMODul31EgAMm7sWgKtrlExWx/aONHbwHH+z2/Y1SzFo5u8A3FynDECynFQn5YEzfgOgY93TAZLld4P61qAXnd+Z/ltkntvqnU7i1FUAdKrvb+AbnV+dvBKAexuVA0iWY3uvTF4BwH2Nyh+W+/6wHICHLzgDIFnuOnopAL1b+Ut/PjjS30vmpdZVInVSvvuTnwB4/aqzAbjj44UAvHVNNW7+aL7/zK73NwaOzte+NweAoR1qAnD1wNkADOtYC4B2A3wefkutZDXAVe/OAuCTW2vT5MXJAHz/UCOAZLnusxMia53xRFPO7jYWgJ96XQSQLBe6eTAAWwa1B6DgTR8BsPX968l/wwcAbP/wRoA0c8L17wOw46ObAJLl2F6eqwcAsGfYLeRpNyCy1j3DD+U9w28BINT2bQDCn95O6IrXfT3qbt+7tJ/PX95PqNXLkXnCox+I5PDoB/zYS170+auHktWH9Zr38vW4br7XuLvPk3r63NBvD//YK1l9xF79x32e+lykjuSanX09pz9Znul4lyT6JEREREREREREsjDt/BERERERERERycK08ycDmNlBM5trZvPMbLaZNQy2NzWzL9I5V9Ok54uIiIiIiIhIwCxz/mQAXfMnY4SdczUAzKwl8F+gyTHO1RTYDfx4fJYmIiIiIiIiIlmJjvzJePmAbVE53syGm9liM/vQzO8WNLOVZlY4qOuY2QQzKwfcBTwUHEl0vpldbmbTzGyOmX1rZsWC5/Qws3eD5y03s/tP7tsUERERERERkYygI38yRsjM5gJxQAngwqheTaAqsBaYDDQCJqU0iXNupZm9Aex2zj0PYGYFgPrOOWdmtwOPAY8ET6kCNAPyAkvM7HXn3IHj/u5EREREREREMpru9hWhTyJjhJ1zNZxzVYCLgUFJR/gA051zq51zfwFzgXLpnLs0MMbMFgBd8DuSknzpnNvvnNsMbASKxT7ZzDqZ2Uwzm5mYmJjOlxYRERERERGRzEZH/mQw59yU4HSuIsGm/VHtgxz6Hf3JoZ11cWlM+QrQ1zk3ysyaAj2ieqnNHb2eRCBpr4/b9+dRvAkRERERERERybR05E8GM7MqQDZgyxGGrgRqB/VVUdt34U/jSpIArAnqDsdhiSIiIiIiIiKnnoy+q1cmutuXdv5kjFBwgea5wFCgg3Pu4BGe8x/gZTObiD9qJ8nnQNukCz7jj/QZFozbfALWLiIiIiIiIiKnEJ32lQGcc9lS2T4BmBCVO0fVE4FKKTxnKXBuzOaRKYzrEZOrpWPJIiIiIiIiInKK0s4fEREREREREcl6dLevCH0SIiIiIiIiIiJZmDnnMnoNknnpyyEiIiIiIpJ1ZczVh0+SUNu3M+W/acOf3n7SP3ed9iUiIiIiIiIiWU8G3VkrM9LOH0nTvj/9Y1z25HVsLz1jT8Y8SfXxmkdrPTFr/bvzhA/4OpTDP8bmDTv9hmL5ciSrAab8uh2ABmfmZ/ySLQA0q1wIgI/nrgXgmholeW/m75G1dqhThremrQLgjvPKAtBt9FIAerWqxJ3DFwHwZruqANwyZAEAA647h6sHzgZgWMdaALR6YzoAo++qB0DzV6YAMO6+BlR78hsAFj7TAoAzHh4NwPK+rSh9z2cArH6tDQAl7xoBwNo3rqRQh8GRtW55rz15rh4AwJ5htwCQ+6p3Adj7ya2EWr/pP7ORd/rP7LL+Pn/RmdDFfX399cO+1/J5n8c86nOL53z+5vFk9bH0Irl5L1+P6+bHRuWj6aVnbKTXrKfP47sTavK0r79/yvfSyH+3d7zm+dtrPd9vC0/020INuvo8pXekjs3hKb1THZveXmab51R6z//ktf4T37PWmom+S/X937Pw1OeS1bG99Iw9mt4xzVPP/80OT38+WR3bS8/YUJ2HfD3zRd+Lykl1bE5rbHp7AKFa9/s8u1+y+lh6mW2elHp/a56a/t5B4Tn9I3VsDs/pj/xz6Jo/IiIiIiIiIiJZmI78EREREREREZEsx3TaV4SO/MlgZnbQzOaa2Twzm21mDU/Ca5Y0s+En+nVEREREREREJOPpyJ+MF3bO1QAws5bAf4Em0QPMLJtz7uDxekHn3Fqg3fGaT0REREREREQyLx35k7nkA7YBmFlTMxtvZh8BC8ysnJktTBpoZo+aWY+gnmBmz5nZdDNbambnB9uzmVkfM5thZvPN7M5ge7K5RERERERERLIaM8uUPxlBR/5kvJCZzQXigBLAhVG9ekA159wKMyt3hHmyO+fqmVkr4N/Av4DbgB3OubpmlguYbGZjAXe834SIiIiIiIiIZE468ifjhZ1zNZxzVYCLgUF2aFfgdOfciqOcZ0TwOAsoF9QXATcHO5emAYWAimlNYmadzGymmc1MTExMz/sQERERERERkUxIR/5kIs65KWZWGCgSbNoT1f6T5Dvr4mKevj94PMih36sB9znnxkQPTOsoIudcIpC018ft+/NoVy8iIiIiIiKSiehmXxE68icTMbMqQDZgSwrtDUBRMysUnMJ12VFMOQa428xyBPNXMrM8x23BIiIiIiIiIpLp6cifjJd0zR/w+yU7OOcOxl4Eyjl3wMyexp++tQJYfBRzv40/BWx2cCrZJqDN8Vq4iIiIiIiIiGR+2vmTwZxz2VLZPgGYELOtH9AvhbFNo+rNBNf8cc79BXQLfqLtAKod86JFREREREREMrmMurNWZqTTvkREREREREREsjDt/BERERERERERycLMOZfRa5DMS18OERERERGRrCtLnxeV99r3MuW/aXcN7XDSP3dd80fSlHSr97jsyevYXnrGnox5om9Rfzzm0VpPzFr/ie9Za03/WsMHfB3K4R+jc1Idm5PG7j3g/97nzmHJ6iP2/ghyzsPz3+0dr3lS6sXmPUGdJ+hF56PppWdsenvHc57d+32Oz2XJ6mPpHa95UuqlZ+yu/X8BkDeXP0g7OifVsTmtsentHa95du2LWmvcoZw3LhgblY+md7zmSan3d+bZGeR8cadF6ticL42x6e0dr3lO5bXuCPucEPJjo/PR9NIzNr294zXP31nr9vBBAPKHsiWrAbbt9blA7sNzenpb9vg/1oXyZGfz7kN/2AvHZ2dTkIvE+z/sG3b6P9DF8uVIVgOs2/EHACUScrJ2u69L5s8JwOptPpcu4PNvW/cDcHrBXKzcsg+AcoXiAFi+yeczisTx68YwAGcWDQGwdMNeACoVy83CNbsja61WKp55v+0CoPrpeQGYvXInALXK5WPqsu0A1K+QH4DvFvubMl9YpRCjF22MzNOqalFGLlgPQOtzigMwaObvANxcpwyJU1cB0Kl+WQB6f7cMgK4XVuCJr5YC8OwllQC4fehCAN6+1l+i9cp3ZgEw4rbanP/CJAAmPtIYgBo9xgEwt0dzSt39KQBrXm8LQN5r3wNg19AOhC7uG1lr+OuHCdXs7Os5/ZF/Dp32JSIiIiIiIiKShenIHxERERERERHJcnS3r0N05I+IiIiIiIiISBamnT8ZzMwOmtlcM5tnZrPNrGFGr0lEREREREREsg6d9pXxws65GgBm1hL4L9DkaJ9sZtmccwdP1OJERERERERETkU67esQHfmTueQDtgGYWVMz+yKpYWb9zaxjUK80s6fMbBJwdZB7mdkUM5tpZrXMbIyZLTOzu/6fvfsOj7JK/z/+vkEgQ4DQO9J7r4IogogoFgRRUGxYYK3ruury1ZVldfXHyq66ioXYsGBFFBUUWRBRVoTQewfpvROKen5/nCeTmSGJhpKE8fO6rlxzf577zJkzwyjm8SnBc4qY2cTg6KL5ZtY9F96fiIiIiIiIiOQwHfmT+0JmNgdIACoA5//G5x1yzp0DYGZDgHXOuXZm9jQwAmgfzLkQeAk4BPRwzu01s9LANDP71DnnMp5eREREREREROKBjvzJfanOuWbOuXrARcCb9tuOTXs/Jn8aPM4HfnDO7XPObQMOmVlxwIAnzGwe8F+gElAudlIz6x8cPZSSnJx8vO9JREREREREJHdZHv3JBTryJw9xzn0fHJVTBviJ6J1zCTHDD8Tkw8HjLxF1Wj4D6BvM29I5d9TM1mQwJ865ZCBtr4879NNxvBERERERERERyTN05E8eYmb1gPzADmAt0MDMCplZEtD5BKdPArYGO346AVVPcD4REREREREROQ3oyJ/cl3bNH/AHgN0Y3L1rnZl9AMwDlgOzT/B1RgKfmVkKMAdYcoLziYiIiIiIiORZuttXOu38yWXOufxZ9B4EHsxge7XMsnNuBP6CzxmNbXe86xQRERERERGR05NO+xIRERERERERiWM68kdERERERERE4o5O+0pnzrncXoPkXfpyiIiIiIiIxK+43jtS4rqRefJ32l1v983xz11H/kiW0m71nnBGdB3by87YnJgn8hb1J2MerfXUrPV45kk96h9DBaLr2B7AwaP+3/WFC1hUDXDgiM+JBY19h38BoGghfyZsZE6r0/KaHYcAqFYqAYDV232uXjqBldtSAahZJgTAgvX7AWhUuQjz1vm6SZUiAIxbuBWAbg3LAvDZ/C0AXNa4HKPnbgKgZ9MKALw7ewMA1zSvFFUDjJy5HoC+LSuH67Q8YsaPANzU+kwAkqetBaB/26q88L81ANxxdjWAqPz8VF/f2d73nvl2NQD3nlv9mJxV76kpqwC4r0MNAIZO9vmBjjUYMmlleK0Dz68ZzgPPrwnAExN9fqhzTR777woAHrmgFkBUTqtjc1Zjs9s7WfNoradmrbH50Qm+HtTF9yLz4K+WAzD4wtr+MSKn1bE5q7HZ7Z2seWLXOmi8z4929WMj8/H2AB7+YhkAj19cJ6rOTu+hccvCa32iW3p+opsfG5ljewODPKRbnXAdm4dkMPbOjxcD8HyP+gDc/tEiAF68skFUHdvLztjf0jtZ86T1er/h7/3x/o3Nj8mXDJ8OwNgBbQCicmyvy7BpAEy4q224js0T7mqb6di0XqO/TgBgwT+60PDhrwBY+PiFANR58EsAlj150TG5TL/3Adj2em+AqFz6pvcA2D6iD0BUTqvTcrE+bwKw970bAEjs9ToAB0b1o/CVrwFw8KObAaJyWp2WQ1ckA5D6SX+AqHxM77IXfP7sDkKXPOvrsff43sVP+/zFn47JobZ/8fW0f/peKz8mNeVpQi3/6OuZ//G9iJxWx+asxma3d7LmOaG1tvCfYeqsZ6Pq2F52xv6W3nHN0/wun2cPC9exOXX2sEzHZrd3sub5tbXK74N2/oiIiIiIiIhI3NFpX+l0wWcRERERERERkTimnT8iIiIiIiIiInFMO39OgJmVN7P3zGylmS0ys3FmVucE5xxsZvefwPNHmFmvoH7FzBqcyHpERERERERETkdmlid/coOu+XOczP+JfQy84ZzrE2xrBpQDlmX13JzinLs1t9cgIiIiIiIiIrlLR/4cv07AUefcS2kbnHNzgNlmNtHMZpnZfDPrDmBm1cxsSXA0zgIzG2lmF5jZVDNbbmZtIuZuamaTgu23Bc83MxsaPHe+mfWO2D4sOPJoLFA2bRIzm2xmrYL6RTNLMbOFZvb3U//xiIiIiIiIiEheoJ0/x68RMDOD7YeAHs65FvgdRP+29OO6agH/AZoA9YBrgXOA+4GHIuZoAlwCtAMGmVlFoCfQDGgKXAAMNbMKQA+gLtAYuA04O5P1PuycaxXMfZ6ZNclokJn1D3YSpSQnJ//6pyAiIiIiIiKSF1ke/ckFOu3r5DPgCTPrAPwCVMKfCgaw2jk3H8DMFgITnXPOzOYD1SLmGOOcSwVSzexroA1+J9G7zrmfgS1m9g3QGugQsX2jmU3KZF1Xm1l//J95BaABMC92kHMuGUjb6+MO/XRcn4GIiIiIiIiI5BHa+XP8FgK9MtjeFygDtHTOHTWzNUBC0DscMe6XiPwL0X8WLmZOR9b7B2PHRzGz6viji1o753aZ2YiINYmIiIiIiIhIHNNpX8dvElAo7Zo8AGbWGqgKbA12/HQKcnZ1N7MEMysFdARmAFOA3maW38zK4I/4mR5s7xNsr4A/1SxWMeAAsMfMygEXH8eaRERERERERE4buX1XL93tKw4Ep2v1AJ4xs4H4a/2sAQYDz5pZCjAHWHIc008HxgJnAo855zaa2cf4awDNxR/p86BzbnOw/XxgPv4uY99ksNa5ZjYbf7TSKmDqcaxJRERERERERE5D2vlzApxzG4GrM2i1y+QpjSKee1NEvSat55wbnMlrOeCB4Cd2+12ZPKdjRq8nIiIiIiIiIr8f2vkjIiIiIiIiInEnt06xyot0zR8RERERERERkThm/qwhkQzpyyEiIiIiIhK/4vrQmDL93s+Tv9Nue713jn/uOu1LsnToJ/+YcEZ0DZB61D+GCvjHg0f9P1eFCxgHjvg6saD/Tu87/AsARQvlY8cBP1GpRD/R9v0+ly7i8+Y9fuLySQVYv+swAJVLFAJg9fZDAFQvncDCDQcAaFgpEYBZa/cC0KJqMaYu3xV+D+1rl+DLhdsAuKhhGQBGzd0EQK+mFRgx40cAbmp9JgDPTV0NwN3tq/PExJUAPNS5pn8ctwyAJ7rVAeC+T/31vJ+6vB73jvH1M93rAXD2k1MA+N+DHajz4JcALHvyIr/+e8f69/PMJVS+45PwWte/cAXlbxvlP4eXe/nP5ab3/Oc0og+lbnwXgB1vXANAyevfAWDnW9dS4rqRAOx6uy8Axfq8CcDe9244JhftTwbzqAAAIABJREFU/QYA+96/EYAiV48AYP8HN5HY63UADozqB0DhK18D4OBHNxPq+Wp4ramjbyHU4xVff3wrAKHuw30eMyCqPqZ3+Yvp83x6ezinfnq7H3vZCz5/dkdUnZ1etua5dJivP/eXz4rMaXVszmrsb+pd8qzPY+85JmfZ6/YfX4/7o+9F5LQ6nC9+2tdf/MmPjchZ9i56ytdf3ud7WeRs9br+y+fx94fr2Jw6/v5jx1441Ndf+UueRea0OjZnOLbLP3094S++d8EQn/87MKqO7WVn7G/pnax5tNbT5D13fsLniQ8dk0+0d7Lmyah30tZ6/uPpa530cDinTnrYj43Iv6V3subJqJeteTo95uuvH/G9iJxWx+asxma396tjz3vU528GRdWZ9X7T2A6DfT3FP0bm0Ll+fOq3fnxWOXSOX2Pqd37NkTnU3n/WqVP9Zx0623+nUv/3RLgO53b+n7HU7/0/c6G2/t/tqdP+GVUf0zsr/fKZqT8MDefUH/zfF5E51Mb/nZQ63f+dFJmP6bX2f9elznjqmJxlr5X/ezg1xf89HJnT6tgcHtvS/7dA6sz/RNXZ6Z3QPC38f6ekzno2XMfm1FnPZjo2u72TNc+vrrW5/2+11NnDourMetkZm93eyZrn19Yaz3TaVzqd9iUiIiIiIiIiEse080dEREREREREJI7ptC8RERERERERiT866ytMR/7kQWZW3szeM7OVZrbIzMaZWX8z+zyT8a+YWYOcXqeIiIiIiIiI5H3a+ZPHmL8i1cfAZOdcTedcA+AhoFxmz3HO3eqcW5RTaxQRERERERGRU8PMLjKzpWa2wswGZtBPMrPPzGyumS00s36/Nqd2/uQ9nYCjzrmX0jY45+YA3wJFzGyUmS0xs5HBjiLMbLKZtQrq/Wb2ePAlmGZm5YLtl5nZD2Y228z+m7ZdREREREREJB6ZWZ78+ZU15weeBy4GGgDXZHCmz53AIudcU6Aj8G8zK5jVvNr5k/c0AmZm0msO3Iv/AtQA2mcwJhGYFnwJpgC3Bdu/A9o655oD7wEPZvQCwellKWaWkpycfPzvQkRERERERESyqw2wwjm3yjl3BP/7e/eYMQ4oGhwQUgTYCfyU1aS64PPpZbpzbj2Amc0BquF36kQ6AqRdG2gm0CWoKwPvm1kFoCCwOqMXcM4lA2l7fdyhLL8+IiIiIiIiInISVQLWReT1wFkxY4YBnwIbgaJAb+fcL1lNqiN/8p6FQMtMeocj6p/JeOfdUeecy2DMc8Aw51xjYACQcBLWKiIiIiIiIpIn5fbpXVn8hM+4CX76Ry47g7fiYnJXYA5QEWgGDDOzYll9Ftr5k/dMAgqZWdrpWphZa+C8E5w3CdgQ1Dee4FwiIiIiIiIichycc8nOuVYRP5HXXFkPVInIlfFH+ETqB4x23gr8mT31snpN7fzJY4KjdnoAXczf6n0hMJhj/7CzazDwoZl9C2w/wblERERERERE5OSbAdQ2s+rBRZz74E/xivQj0BkguJlTXWBVVpPqmj95kHNuI3B1Bq2XI8bcFVF3jKiLRNSjgFFBPQYYcwqWKyIiIiIiIpLn/NqdtfIi59xPZnYXMB7ID7zmnFtoZn8I+i8BjwEjzGw+/jSxvzjnsjzIQzt/RERERERERETyCOfcOGBczLaXIuqNwIXZmVOnfYmIiIiIiIiIxDFLvzGUyDH05RAREREREYlfp995UdlQccDoPPk77cbhPXP8c9dpX5KlQz/5x4QzouvYXnbG5sQ8afXJmkdrPTVrzc33fPCo/3ugcAHj4JGgLuj/HRyZ9x9O//uiSCFj3+FfAChayB84ue9QkBPysTv1ZwCKh/IDROVdB31dorDv7TjgF1Qq0S9o2z6fyxQ9g637jgJQtmgBADbv9bl8sQJs2nMEgApJBQHYsNvnSsULsm7n4fBaq5QsxOrthwCoXjoBgJXbUgGoWSbEss0HAahTvjAA89fvB6Bx5SLMWrsXgBZV/d0ip6/aA0CbGkkAfL9iNwDtahXn22W7ADi3TgkAvl66A4BOdUsxftE2ALo2KAPA5wu2AHBpo3KMmrspvNZeTSvwzqz1AFzbojIAb6asA+CGVlV4bcaPANzc+kwAXvp+DQB/aFeNZ75dHZ7n3nOrM3Syv87dAx1rAPDExJUAPNS5Jo9OWAHAoC61ABj81XL/eGFtBo339aNdawPwyJc+P3aRzw+NW+bn61aHgUE9pFsdgKj8wOdLARh6aV0A/vyZz/++rC73fbokvNanLq8Xzk9d7m/McPfHiwF4rkd97gzq53vUB+CO0YsAeKFnA27/yNcvXtkAgAGjFgIwvFdDAPp/6HPyVQ2jaoDbPlgAwMtXN+LW9339Su9G/vN9bz4Ar/VpHK5j82t9GgPQL8iv92kcVQPc9O48AEZc0ySqju0B3PCOz29e2ySqBrh+5FwA3urbNKqO7QFc97bPb1/XNKr+td41b84B4N0bmoXr2PzuDc2OGdvnjdkAvHdjc4ConFUPoHeQ37+xeVQNcNWIWQB8eFOLqDqzXlru9brPo/r5sVe+NhOAj25uGVUD9HzV59G3tIyqY3ux+YpXUgD45NZWAFH5t/SyMzat1/1ln8fc1ipcx+Yxt2U+Nq13efIMAD7t3zqqju1lZ2xs79LhPn8+oHW4js2fDzh27CXDpwMwdkAbgKgc2+v2ks/j/uDzxS/+AMAXt58VVf9ar+sLPo+/4ywufH5aeK1f3dk2nL+6sy1AVI7tdRnm84S72kbVsT2Azs99D8DEu9tx/rO+nnRPO4Co3Ok//wPg6z+eDUDHZ3yefO/ZdHhqanitU+5rz7n//g6Ab/98DgDt/jkFgO//0oG2Q74BYNpAf7PcVv/4GoCUv3ai5WNfh+eZ+Ugnmv5tIgBz/94ZgMaPTABg/mNdaPjwVwAsfNyfWVFv4HgAlgzpSp0HvwRg2ZMXAVD7AZ+XD/W55p+/AGDlvy+m2h8/B2DNfy4F4My7/XVbf3zucqrc6S/Jue757gBUuv1jADa82IOKA0aH17pxeE8q9P8IgE3JVwJQ7tYPAdjyylWUveUDALa+6i8bWurGdwHY8cY1lLz+HQB2vnUtACWuGwnArrf7ApB07VsA7HnnepKuCep3rwcg8arXATjwYT9CPV4BIPXjWwEIXeFvTpT6SX9CPV8NrzV19C1RvWPGdh/u6zEDfC8iH9O7/EWfP739mBy67AVff3aH7106zOfP74qqM+uF8yXP+nrsPX5sRA51+4+vx/3R9yJyWh3OFz3l6y/v82O7/svn8fcTunCor796wPe6/NPnCX8hdMEQX/93oO+d96jP3wzy+Vz/mPrto1E1QKj9wz5PfZxQa/+6qTP8OkKt/uRzytOEWtyTvtZZzxJq7j+X1Nnpn4XEP532JSIiIiIiIiISx3Tkj4iIiIiIiIjEn7g+qS17dOSPiIiIiIiIiEgc086fXGRm5c3sPTNbaWaLzGycmdXJ7XWJiIiIiIiISPzQaV+5xMwM+Bh4wznXJ9jWDCgHLDuBOc0598tJW6iIiIiIiIjIacj/iiygI39yUyfgqHPupbQNzrk5QH8z6562zcxGmtnlZnaTmY0xsy/NbKmZ/S3oVzOzxWb2AjALqGJm+yOe38vMRgT1VWa2wMzmmtmUHHqfIiIiIiIiIpKLtPMn9zQCZmaw/RWgH4CZJQFnA+OCXhugL9AMuMrMWgXb6wJvOueaO+fWZvGag4CuzrmmwOUZDTCz/maWYmYpycnJ2X1PIiIiIiIiIpLH6LSvPMY5942ZPW9mZYGewEfOuZ+Cw9UmOOd2AJjZaOAc4BNgrXNu2m+Yfiowwsw+AEZn8vrJQNpeH3fopxN7PyIiIiIiIiK5Qad9pdORP7lnIdAyk95b+CN8+gGvR2x3MePS8oFMtgMkhDc69wfgr0AVYI6ZlcrmmkVERERERETkNKOdP7lnElDIzG5L22Bmrc3sPGAEcC+Ac25hxHO6mFlJMwsBV+CP5MnIFjOrb2b5gB4R89d0zv3gnBsEbMfvBBIRERERERGROKbTvnKJc86ZWQ/gGTMbCBwC1gD3Oue2mNli/Cldkb7DHxVUC3jHOZdiZtUymH4g8DmwDlgAFAm2DzWz2oABE4G5J/VNiYiIiIiIiOQROu0rnXb+5CLn3Ebg6tjtZlYYqA28G9Pa6py7K2aONfiLR0duGwWMyuD1ep7gkkVERERERETkNKPTvvIYM7sAWAI855zbk9vrEREREREREZHTmzkXew1hkTB9OUREREREROJXXJ8XVeWuMXnyd9p1w7rn+OeuI39EREREREREROKYrvkjWTr0k39MOCO6ju1lZ2xOzJNWn6x5tNZTs9ZT/Z5Tj/rHUIHo+nh6v2XswaP+fywULuB35EfmrHoAB48EuaBF1bG9A0GdGPQic1odm9PG7j/sc5FCFlUD7Dv8CwBFC+WLqgH2HQpygs97g1wsIV9UDbAn1eekUD52p/4MQPFQfoCovOvgz+G1liicnksU9mMj884Dvi6Z6Hs7Dvg/6FKJZ7B9f/qXqXSR9Fy6iP8SbNvnc5miZ7Blr//DKlfM/+FtDnL5YgWi6tgewOY9QU4qEFXH9jbtOQJAhaSCAGzc7XPF4gVZv+tIeK2VS6TnyiX82PW7Dge5UFQNsG6nz1VKFmLtDl9XLeV7a3YcAqBaqYRj8jG97UEunRBVx/ZWBzVA9YhcPRgbmWN7q7b5XKNMQlQNsHJbKgA1y4SOySu3BnXZoBeRVwR1raCXVV6+xde1y/leZP4tvd8ydtmWgwDUKVcYICov2xzU5X1vaZDrZpCXbPJ1vQq+F5l/S++3jF286QAA9SskAkTlY3obg1zx2LwoqBsEvYUbfG5YKTGqju0t2LA/vNZGlYqEc6NK/l4UkTnL3vqIeSqn50aVg7ER+Xh7sXl+UDcOepE5q968delrbVIlPTep4sdG5qx6c9ftA6BplaIAWea5Pwb1mUEvImfVmxPUAM0icrNg7Oy1PjevWjSqBpi1di8ALaoWY9aaoK5WzPdi8swgt6xWjJTVvm5V3fdmrPZXOWhdPSmqBpixKsg1ksJ1bG5dw4+dHuQ2NZKi6sx6afmHlT6fVdOPjczTVu4GoG3N4gBR+ZjeiiDX8vn7ILerVZypy3cB0L52CYCo/F1QnxP0vl3m87l1SjBl2c7wWjvUKRnOHeqUBGDyUp871i0ZVQN8vXQHAJ3qloqqASYt8fn8esfmiUu2A9C5XmkAJiz2uUv90lE1wFeLtwFwYf0y4Totj1/kc9cGZQCicmzvy4U+X9SwDOMWbgWgW8OyAHy+YAsAlzYqB8Bn832+rHE5Ppm3GYArmpQH4OMg92hSnlFzNwHQq2kFAD6csxGAq5pV5N3ZG8JrvaZ5JUbOXA9A35aVAXgjZR0AN7aqwss/rAXgtrOqAvDvb1YB8OfzavDohBXheQZ1qcWfP1vqx1xWF4D+H/qbNidf1ZBr3pwDwLs3NAPg8uQZAHzavzXnP/s9AJPuaQdA2yHfADBt4HkANBn0XwDmPXoBNf/8BQAr/30xABX/MBqAjS/1pMR1IwHY9XZfAEKXvwhA6qe3E+r0WHitqV8/Qqi5v4xs6uxhyO+Hdv6IiIiIiIiISNzR3b7S6bQvEREREREREZE4pp0/IiIiIiIiIiJxTDt/coiZlTOzd8xslZnNNLPvzazHKX7NV8yswal8DREREREREZG8yMzy5E9u0DV/coD5P91PgDecc9cG26oCl5/gvPmdcz9n1nfO3Xoi84uIiIiIiIjI6U9H/uSM84EjzrmX0jY459Y6554zs/xmNtTMZpjZPDMbAH6HUbB9gZnNN7PewfaOZva1mb0DzDezfGb2gpktNLPPzWycmfUKxk42s1ZB/aKZpQTj/p7zH4GIiIiIiIiI5AYd+ZMzGgKzMundAuxxzrU2s0LAVDP7CmgBNAOaAqWBGWY2JXhOG6CRc251sKOnGtAYKAssBl7L4HUeds7tNLP8wEQza+Kcmxc7yMz6A/0Bhg8fzg039z++dywiIiIiIiKSi3S3r3Ta+ZMLzOx54BzgCLAWaJJ2tA6QBNQO+u8Gp3VtMbNvgNbAXmC6c251MP4c4EPn3C/AZjP7OpOXvTrYsXMGUAFoAByz88c5lwwkp8VDP53YexURERERERGR3KWdPzljIXBlWnDO3WlmpYEU4Efgbufc+MgnmFm3LOY7EDn0117czKoD9wOtnXO7zGwEkPDbly8iIiIiIiIipytd8ydnTAISzOz2iG2Fg8fxwO1mVgDAzOqYWSIwBegdXBOoDNABmJ7B3N8BVwbX/ikHdMxgTDH8DqM9wZiLT8abEhEREREREcmrcvuuXrrb1++Mc86Z2RXA02b2ILANvzPmL8CH+Gv2zAruCrYNuAL4GGgHzAUc8KBzbrOZ1YuZ/iOgM7AAWAb8AOyJef25ZjYbfwTSKmDqqXifIiIiIiIiIpL3aOdPDnHObQL6ZNJ+KPiJ9UDwEznPZGByRP7FzO53zu03s1L4o4PmB72OEeNuOv7Vi4iIiIiIiMjpSjt/4sPnZlYcKAg85pzbnNsLEhEREREREclVutlXmDnncnsNknfpyyEiIiIiIhK/4nr3SPU/jc2Tv9OufvqSHP/cdeSPiIiIiIiIiMSd3Lq4cl6knT+SpUM/+ceEM6Lr2F52xubEPGn1yZpHaz01a81s7OY9RwEon1Qgqs5O72TNk1afrHl+y1pHzd0EQK+mFQCicla9uz9eHF7rcz3qh/NzPeoDROWsele8kgLAJ7e2AsgyZ6fXdsg3AEwbeF64js3TBp6X6diseidrnrRejfvGAbDqqW7H5BPtZTa2xHUjAdj1dt+oGiDU9V8ApI6/P6qO7WVnbKj5Xb6ePcz3InJaHZuzGpvdXl6b53R6z7/ntf4e37PWqu+S1pq31xoP71l+H3SrdxERERERERGROKYjf0REREREREQk7ui0r3Q68ucUMLP9MfkmM8vymDozG2xm92fjNdqa2Q9mNsfMFpvZ4ONcroiIiIiIiIjEMR35c/p6A7jaOTfXzPIDdXN7QSIiIiIiIiKS9+jInxxmZlXNbKKZzQsez4zp1zSzWRG5tpnNzGCqssAmAOfcz865RcH4RDN7zcxmmNlsM+sebM9vZkOD7fPMbMCpe5ciIiIiIiIiucssb/7kBu38OTVCwelYc8xsDvBoRG8Y8KZzrgkwEng28onOuZXAHjNrFmzqB4zI4DWeBpaa2cdmNsDMEoLtDwOTnHOtgU7AUDNLBG4B9gTbWwO3mVn1k/JuRURERERERCTP0s6fUyPVOdcs7QcYFNFrB7wT1G8B52Tw/FeAfsHpXL0jxoc55x4FWgFfAdcCXwatC4GBwU6nyUACcGaw/YZg+w9AKaB27Lxm1t/MUswsJTk5OXvvWkRERERERETyHF3zJ/e5DLZ9BPwNmATMdM7tyPCJ/iihF83sZWCbmZUCDLjSObc0cqz5y5zf7Zwbn+VinEsG0vb6uEM/Zeu9iIiIiIiIiOQJuttXOh35k/P+B/QJ6r7Ad7EDnHOHgPHAi8DrGU1iZpdY+je5NvAzsDt43t1pPTNrHowZD9xuZgWC7XWC08FEREREREREJI5p50/Ouwd/Stc84Hrgj5mMG4k/KuirTPrX46/5Mwd/+lhf59zPwGNAAWCemS0IMvhTyRYBs4Ltw9GRXyIiIiIiIiJxT7/8nwLOuSIxeQTBRZudc2uA8zN4zuCYTecArwU7dDJ6jT6ZbE8FjrmTl3PuF+Ch4EdEREREREQkrumsr3Ta+ZMHmdnHQE0y2EkkIiIiIiIiIpId2vmTBznneuT2GkREREREREQkPphzGd1sSgTI+E5kIiIiIiIiEh/i+sSoun8Znyd/p136z645/rnrgs8iIiIiIiIiInFMp31Jlg795B8TzoiuY3vZGZsT86TVJ2serfXUrPX3+J611vj7LqUe9Y+hAtF1Zr3sjM1uLzYfPOr/Z1fhAv5/LkXm39L7TWOPBHXBoBeRs+r92tgDQU4saFF1bC827z/s6yKFfC8yx/b2Hf4FgKKF8oXr2Fy0UL5jxx4K6oSgF5Fje3uDXCyDHNvbk+pzUihfVA2wO9Xf/6F4KH+4Tsu7DvpconB+gKicnd7OAz6XTDw27zjgv/ilEv0XPzJv3+/r0kV8LzJv25/+D2mZImewbZ/PZYr6sZF56z7/5S1b1H+Zt+z1uVyxAuE6LW8OcvlifuzmPUFOKsCmPUcAqJBUECAqb9zt64rFfW9DkCsFef0unyuXKMj6XYeDuhAA63b6XKVkIX4M6jNL+t7aHT5XLVWINTsOhddarVQCa7b7XK10AgCrg1y9dAKrtvm6RhnfW7ktFYCaZUKs3BrUZUMArAhyrSAv23IQgDrlCrNsc1CXLwzA0iDXLV+YxZsOAFC/QiIAizcGuWIiCzccCK+1YaVEFmzYD0CjSv7eJfPX+9y4chHmrtsHQNMqRQGY+2OQzyzK7LW+bl7V92at2QtAi2rFAEhZ7XOr6sWYvmoPAG1qJAEwbeVuANrWLM73K3zdrlZxAL5bvguAc2qXYMqyneG1dqhTkq+X7gCgU91SAExYvB2ALvVLM37RNgC6NigDwNgFWwG4pFFZPpu/JTzPZY3L8cm8zQBc0aQ8AKPmbgKgV9MKfDBnIwBXN6sIwDuz1gNwbYvKvJmyDoAbWlUB4LUZPwJwc+szAXj5h7UA3HZWVV743xoA7ji7GgDPTV0NwN3tq/PUlFUA3NehBgBPfr0SgAc71eTxiSvCa324cy0eneDzoC61AHjky+UAPHZRbR4atwyAJ7rVAeDPny0F4N+X1eXeMUsAeKZ7Pb+O0YsAeKFnAwD6f7gQgOSrGnLr+wsAeKV3IwBuenceACOuacL1I+cC8FbfpgD0eWM2AO/d2Jxer88Kr3VUvxZ0fzkFgDG3tQLgkuHTARg7oA0XPj8NgK/ubAvA+c9+D8Cke9px3tNTAfjmT+0BaD/0WwCmPnAuAG2HfAPAtIHn0eofXwOQ8tdOADQbPBGAOYM70+ivEwBY8I8uANQbOB6AJUO6Uuv+L8JrXfGvi6l+71gAVj9zCQBV7hoDwLph3ak4YDQAG4f3BKDsLR8AsPXVqyl147vheXa8cQ0lrhsJwK63+wJQrM+bAOx97wYSe70OwIFR/QAIdR8OQOqYAYQuedbXY+/xva7/8nn8/T5fMMTn/w4kdN6jvv5mkO9F5NA5j/j6O3+z51Dbv/g87Z+EWv0pvNbUlKcJNb/L17OHIb8f2vkjIiIiIiIiInFHd/tKp9O+RERERERERETimHb+5HFmtj+b4zua2edBfbmZDTw1KxMRERERERGR04FO+4pjzrlPgU9zex0iIiIiIiIiOS1fPp33lUZH/pwmgiN6JpvZKDNbYmYjzfwZjGZ2UbDtO6BnxHNuMrNhQX2Zmf1gZrPN7L9mVi6X3oqIiIiIiIiI5CDt/Dm9NAfuBRoANYD2ZpYAvAxcBpwLlM/kud8BbZ1zzYH3gAdP/XJFREREREREJLdp58/pZbpzbr1z7hdgDlANqAesds4td8454O1MnlsZGG9m84EHgIYZDTKz/maWYmYpycnJJ/8diIiIiIiIiOQAs7z5kxt0zZ/Ty+GI+mfS//zcb3juc8BTzrlPzawjMDijQc65ZCBtr4879NPxLVRERERERERE8gYd+XP6WwJUN7OaQb4mk3FJwIagvvGUr0pERERERERE8gQd+XOac84dMrP+wFgz246/tk+jDIYOBj40sw3ANKB6zq1SREREREREJGdZbp1jlQdp508e55wrEjxOBiZHbL8rov4Sf+2f2OeOAEYE9RhgzKlcq4iIiIiIiIjkPTrtS0REREREREQkjunIHxERERERERGJOzrrK535u4OLZEhfDhERERERkfgV17tHGj8yIU/+Tjv/sS45/rnryB/JUtqt3hPOiK5je9kZmxPzRN6i/mTMo7WemrX+Ht/zqVxr6tH0tYYKpOdQAf8YmY+3F5sPHvV/nxYu4P/+isxZ9o6k/z1cuGB6LlwwGBuRDwR1YtCLzAci5knMYOz+wz4XKWRRdWxv3+FfAChayJ8NnVU+pncoyAn5omqAvUEulpAvXMfmYhmM3ZPq66SQ70Xm2N7u1J8BKB7Kf0yO7e066HOJwvmj6sx6mY3decDnkon5o+rY3o4D/gtaKtF/Ybfv97l0kWPztqAuE/Qi8zG9fUEu6vPWff5LWbZoAbbs9XW5Yv4LG5k3B3X5oLd5T5CTCoTr2Fw+yY/dtOcIABWSCrJxt68rFi8IEJU3BHWloBeb1+/yuXKJglG17x0OciHW7fR1lZKFAKLyj0ENcGbJQqzd4XPVUn7smh2HAKhWKoE124O6dAIAq4NcvXQCq7b5ukYZ31u5LRWAmmVCPm8NctkQK4K6VlnfW77F59rlQizbchCAOuUKA7Bsc5DLF2ZpUAPULV+YJZt8rlfBj1286QAA9SsksnhjUFdMBGBRkBtUTGThhgPheRpWSmTBhv0ANKpUBIAF64NcuQjzg7pxZd+bt87nJlWKMHfdPgCaVikKwNwfg3ymz7PX+ty8alFmrd0LQIuqxQCYucbnltWKkbLa162q+96M1XsAaF09iemr9oTX2qZGEj+s9PmsmkkATFu5G4C2NYvz/Qpft6tVHIDvlu8C4JzaJZiybCcAHeqUBGDyUp871vV50pIdAJxfrxQTl2wHoHO90gB8tXgbABfWL8P4Rb7u2qAMAOMWbgWgW8OyjF2wNbzWSxqV5bP5WwC4rHE5AMbM3wxA98bl+Xier3s0KQ/A6LmbAOjZtAIfztkIwFXNKgLw/mx/g9nezSsB8M6s9QBc26IyI2f6um/LygC8mbIOgBtaVeGNoL6xVRUAXpvxIwA3tz6Tl39YG17rbWdV5aXv1wDwh3bVAHh+qs93tq+OwJvCAAAgAElEQVTGc1NXA3B3e39/k2e+9fnec6vz1JRV4Xnu61CDoZN9fqBjDQCGTFoJwMDza/L4xBUAPNy5FgCPTvB5UJdaDBq/3G/rWtuP+WIZAI9fXAeAh8b5/ES3Ojw4dikAT15SF4A/f+bzvy+ry71jlvg1dveX77z748UAPNejPneMXhRe6ws9GzBg1EIAhvdq6D+HDxYA8PLVjbj1fV+/0tvf96Xfe/MBeL1PY254Z57/rK9tAsB1b88F4O3rmgJwzZtzAHj3hmb0fmM2AO/f2ByAXq/PAmBUvxb0fHUmAKNvaQnA5ckzAPi0f2suGT49vNaxA9rQ9YUfABh/x1kAdH7uewAm3t2Ojs/8D4DJ954NQIenpgIw5b72tB/6LQBTHzgXgLZDvgFg2sDzAGj9+GQAZjzckRaPTgJg1qDzAWj6t4kAzP17Zxo+/BUACx+/EIB6A8cDsGRIV2o/8GV4rcuHXkSN+8YBsOqpbgBUveczANY+exmV7/gEgPUvXAFAxQGjAdg4vCdlb/kgPM/WV6+m9E3vAbB9RB8ASl7/DgA737qWpGveAmDPu9cDUOTqEQDs/+AmQj1fBSB19C0AhC5/0edPb/f5kmd9HnsPoa7/8vX4+32v8xM+T3yIUIfBvp7iH0PtBvr8/RBCre8LrzV1xlOEmvvLx6bOHob8fmjnj4iIiIiIiIjEHd3tK50u+CwiIiIiIiIiEse080dEREREREREJI5p589JYGb7szm+o5l9fqrWE/Naj5rZBTnxWiIiIiIiIiJ5hZnlyZ/coGv+xDnn3KDcXoOIiIiIiIiI5B4d+XMSBUf0TDazUWa2xMxGWrBbz8wuCrZ9B/SMeE5JM/vEzOaZ2TQzaxJsH2xmrwXzrTKzeyKec52ZTTezOWY23MzyBz8jzGyBmc03sz8FY0eYWa+gHmRmM4IxyWlrExEREREREZH4pZ0/J19z4F6gAVADaG9mCcDLwGXAuUD5iPF/B2Y755oADwFvRvTqAV2BNsDfzKyAmdUHegPtnXPNgJ+BvkAzoJJzrpFzrjHwegZrG+aca+2cawSEgEtP1psWERERERERyUvM8uZPbtDOn5NvunNuvXPuF2AOUA2/E2e1c265c84Bb0eMPwd4C8A5NwkoZWZJQW+sc+6wc247sBUoB3QGWgIzzGxOkGsAq4AaZvacmV0E7M1gbZ3M7Aczmw+cDzSMHWBm/c0sxcxSkpOTT/CjEBEREREREZHcpmv+nHyHI+qfSf+MXSbjM9rvlzY2o7kMeMM593/HTGTWFH+k0J3A1cDNEb0E4AWglXNunZkNBhKOeWHnkoG0vT7u0E+ZrFpERERERERETgs68idnLAGqm1nNIF8T0ZuCP20LM+sIbHfOZXTUTpqJQC8zKxs8p6SZVTWz0kA+59xHwCNAi5jnpe3o2W5mRYBeJ/KGRERERERERPKy3L6rl+729TvjnDtkZv2BsWa2HfgOaBS0BwOvm9k84CBw46/MtcjM/gp8ZWb5gKP4I31Sg3nSduj9X8zzdpvZy8B8YA0w42S8NxERERERERHJ27Tz5yRwzhUJHicDkyO23xVRf4m/9k/sc3cC3TPYPjgmN4qo3wfez2ApsUf74Jy7KaL+K/DXzN+JiIiIiIiIiMQb7fwRERERERERkbiTW3fWyot0zR8RERERERERkThm/s7jIhnSl0NERERERCR+xfWxMS0enZQnf6edNej8HP/cddqXZCntVu8JZ0TXsb3sjM2JeSJvUX8y5tFaT3ytqUf9Y6hAep2WDx71/04uXMD/OzAyHzwS1AWDXkQ+ENSJQS827z/sc5FCFlUD7Dv8CwBFC+Vj36GgTvAHQ+4NcrGEfOE6Le9J9Tkp5MfuTv0ZgOKh/FE1wK6DPpconD+qju0B7Dzgc8nE/Ow44D+8Uon+w9u+3+fSRc5gW1CXKeJ7W/f5D7Ns0QJs3pv+wZYvVoBNe44AUCGpIAAbd/tcsXhB1u/ydeUSvrdu52EAqpQsxNodvq5aqhAAa3YcAqBaKX/TwNXbfa5eOoFV23xdo4zvrdyWCkDNMiFWbPV1rbIhAJZv8bl2uRDLthwMr7VOucIs2+xznfKFAVga5LrlC7Nkk6/rVfC9xZsOAFC/QiKLNx4Iz1O/YiKLgtygYiIACzf43LBSYlQNsGDDfgAaVSrCgvVBXbkIAPOD3DiDPG+dr5tU8b256/YB0LRK0agaYO6PQT6zKHOCGqBZRG52ph87e63PzasWZdZaf9PHFlWLAUTlWWuCulrQi8kzg9yyWrGoGiBltc+tqhdjxuo9ALSungTAjFVBrpHE9KAGaFMjiR9W+nxWTT922srdALStWZxpK4K6VnHfi8hTl+8CoH3tEgB8F+RzgvztMp/PrVOCKct2AtChTkkAJi/1uWPdkny9dAcAneqWAmDSEp/Pr+fzhMXbAehSvzRfLd4GwIX1ywDw5UKfL2pYhnELtwLQrWFZAMYu8PmSRmX5fMGW8Hu+tFE5Ppvv82WNywEwZv5mALo3Ls/H83zdo0l5AEbP3QRAz6YV+HDORgCualYRgA+CfHWQ3529AYBrmldi5Mz1APRtWRmAt4N8XcvKvJGyDoAbW1UB4LUZPwJwc+szeXX6j+G13tLmTJKnrQWgf9uqALz0/RoA/tCuGi/8z9d3nF0NgOen+nxn+2o8+91qAO45pzoAz3zr873n+vzUlFUA3NehBkMn+/qBjjUAePLrlQA82KkmT0z09UOd/U1NH5+4AoCHO9fi0Qkrwmsd1KUWg79aDsDgC2sD8MiXPj92UW0e/mKZf/7Fdfx843x+olsdHhy7NDzPk5fU5YHPfR56aV2/xk+X+DVfXo97x/j6me7+Uot3f7wYgOd61OfOoH6+R30Abv9oEQAvXtkAgAGjFgIwvFdDbvtgAQAvX+0vu3jr+z6/0rsR/d6bD8DrfRoDcNO78wAYcU0TbnhnXnitb17bhOvengvA29c1BaDvW3MAGHl9M/q8MRuA925sDkDvIL9/Y3N6vT4LgFH9/CUdr3xtJgAf3dwSgJ6v+jz6lpZ0fzkFgDG3tQLg8mR/X49P+7fm0uG+/nxAawC6vTQdgHF/aMPFL/4QXusXt59F1xd8Hn/HWQB0GTYNgAl3taXzc98DMPHudgB0+s//APj6j2fT8RlfT773bAA6PDUVgCn3tQfg3H9/B8C3fz6Hc/71LQDf3X8uAGc/OQWA/z3YgXb/9PX3f+kAwFn/7xsAfvi/82jzxOTwWqc/1JFW//gagJS/dgKg5WM+z3ykE83/PgmA2X87H4BmgycCMGdwZ5oM+m94nnmPXkDjRyYAMP+xLgA0fPgrABY+fiENHvL1oicuBKDuX8YDsPSfXanz4JcALHvyIgBqP+Dz8qE+17r/CwBW/Otiatw3DoBVT3UDoPqfxgKw+ulLqPbHzwFY859LAah6z2cArH32MqrcNSa81nXDulPlTp/XPe8vF1r5jk8AWP/CFVS6/WMANrzYA4CKA0YDsHF4Tyr0/wiATclXAlD+tlEAbH7Z3/y37C0fALD11aspe3NQv3Y1AGX6+cuMbnu9N6Vveg+A7SP6AFDqhncB2PHmNZS8/p3wWne+dS0lrhsJwK63+wJQvO/bAOweeR1J174FwJ53rgcg6Zogv3s9xfq8CcDe924AoGjvNwDY976/J06Rq0cAsP+Dm0js9ToAB0b1A6Dwla8BcPCjmwn1fBWA1NG3ABDq8YrPH99K6Irk8FpTP+lP6PIXff3p7X7sZS/4/NkdhC4d5uvP/aVcQ93+4/O4PxK6+On0eb74E6GLnvL1l/f5sRcO9fmrBwhdMMTX/x3oe52f8HniQ4Q6Pebrrx/xvQ6DfZ7iH0PnDvL520cJtX/Y11Mf9712fr7U74cQanO/r6f/y/da/cnnlKcJtbgnfa2zniXU3L+f1NnDiHe5dWetvEinfYmIiIiIiIiIxDHt/BERERERERERiWM67UtERERERERE4o7O+kqnI39OU2a2P7fXICIiIiIiIiJ5n3b+xBEzy5/baxARERERERGRvEU7f05zZtbRzL42s3eA+cG2T8xsppktNLP+EWP3m9njZjbXzKaZWblcW7iIiIiIiIjIKWRmefInN2jnT3xoAzzsnGsQ5Judcy2BVsA9ZlYq2J4ITHPONQWmALfFTmRm/c0sxcxSkpOTY9siIiIiIiIicprRBZ/jw3Tn3OqIfI+Z9QjqKkBtYAdwBPg82D4T6BI7kXMuGUjb6+MO/XRqFiwiIiIiIiIiOUM7f+LDgbTCzDoCFwDtnHMHzWwykBC0jzrnXFD/jP78RUREREREJE7pbl/pdNpX/EkCdgU7fuoBbXN7QSIiIiIiIiKSe7TzJ/58CZxhZvOAx4BpubweEREREREREclFOu3nNOWcKxI8TgYmR2w/DFyc1XOCehQw6pQuUkRERERERCSX5NadtfIiHfkjIiIiIiIiIhLHtPNHRERERERERCSOWfrNn0SOoS+HiIiIiIhI/Irr86LaDvkmT/5OO23geTn+ueuaP5KlQz/5x4QzouvYXnbG5sQ8afXJmkdrPTVr/T2+Z601+2tNPerrUAH/GJnT6tic1djs9k7WPPG01oNH/X9HFS5gUXV2erkyz5GgLhj0InJaHZszGnsgqBODXmTOqgew/7DPRQpZVA2w7/AvABQtlC+qBth3KMgJ+dgb1ADFEvKxJ9XnpJAfG5l3p/4MQPFQfgB2HfS5ROH8UTXAzgM+l0z0eccB/w9iqcQzomqA7ft9Ll3kDLYFdZkivrdtX5CLnsGWvelfpnLFCrA5yOWL+S/T5j1BTirApj1HAKiQVBCADbt9rlS8IOt3HQnPU7lEQdbtPAxAlZKFAPgxyGeWLMSaHYcAqFYqAYDV232uXjqBVdt8XaOM763clgpAzTIhAFZs9blW2RDLthwEoE65wgAs2xzk8oVZssnX9Sr43uKNBwCoXzGRRUEN0KBiIgs27AegUSV/6cUF64NcuQjz1vm6SRXfm/vjPgCanlmU2Wt93bxqUQBmrdkLQItqxQBIWe1zq+rFmLF6DwCtqycBMH2Vz21qJDFt5W4A2tYsDsC0FUGuVZypy3eF19q+dgn+P3v3GSVVlb5//3tLrG5yzjkpOQoiSDAgoCiDEUUQRWUUlRHlAWUY/MEfxdEREbVRQQwYEEUxoBJEco6SJSM5Q4Oo+3mxT1dXFdCAAt2212etXnVf5951ald1CYvtCVODfHn53ABMWbUHgMYV8jBp5W4AmlbMC8DEFT43q5SXb5fvAuCqi/MBMP7HnQBcc0l+AL5ctgOAlpULMG7pdgBaVykIwNgl2wBoU7UQnyz29Y3VCgEwetHPALSrXpgPF24Nz/XmGkUYtWALALfVLArAO/M2A3BH7WKMnLsJgA51igMwYs5GADrWLcEbszeG99O5XgkSZm4AoEv9kgAMnb4egK6XlWLw1HUAdLu8NADPT/kJgO6Ny/DspLUAPN60LAADJvjcq7nPT3+3BoCnrixHn/GrAeh3TXkAen+1CoD+11bg8S9WAvBsq4p+35+t8K91fSUe+mR5eK4v3XgxD3z8IwCv/OMSAO79cCkAw26uQqf3lwAw/NaqANz57iIA3m5fndtGLgRgVIcaANw0Yj4AH3WsBUDbN+YBMKZzba5PmAPAZ13qAtDqtdkAfHFfPa4ZOguA8V0vBaD5SzMAmPBQA5r8b3p4rpMfuYxG/50KwA//uhyAy56dAsD0xxtz6f/7HoBZ/98VANTtPxmAOb2bUKvfRADm92kGQPV/TwBg0X+aA1DlyW8BWPp/V1HxifEArHzmGgDKPfYVAGueu5bSj34BwLoXWgFQstvnAGwYfB3Fun4anuvmoTdQ5L4xAGx9rS0ABTp/CMCON24mX8f3Adg14lYA8tz5HgB73r6dXO3fCe9n37t3kOPWkQAceL8DAPHthgNweHQnQje+DkDiJ/cAELr+FZ8/e4BQq8G+/qKb77V43uevu/t81TM+f/sEoeYDfD2hl+817uvzlL6ELvPbEqf7MaFLe/g8axChOo+G55o49wVCNR/09YIhyN+HTvsSEREREREREUnHdOSPiIiIiIiIiKQ7uttXMh35IyIiIiIiIiKSjmnx5y/KzA6l9hxEREREREREJO3TaV/piJllcM79ltrzEBEREREREUltOusrmY78+YszsyZmNsnM3gOWBNs+NbN5ZrbMzLpEjO1kZqvM7HszG2Zmury7iIiIiIiISDqnxZ/0oR7Q2zl3SZDvds7VBuoA3cwsr5kVBv4DNASuAi452Y7MrIuZzTWzuQkJCRdi7iIiIiIiIiJyHum0r/RhtnNuXUTuZmY3BnVxoDxQCJjsnNsJYGYfABVid+ScSwCSVn3c0V/P36RFREREREREzhfd7SuZFn/Sh8NJhZk1Aa4EGjjnjpjZZCBr0HYXfmoiIiIiIiIikpp02lf6kxPYGyz8VALqB9tnAU2CU8AyATel2gxFRERERERE5ILRkT/pz9fA/Wa2GFgJzARwzv1sZn2BGcDPwHwgQ2pNUkREREREROR80llfybT48xflnMsWPE4GJkdsPwZce4rnDAeGA5hZR/wFoUVEREREREQkHdNpXyIiIiIiIiIi6ZiO/Pmbcs6NAEak8jREREREREREzgvd7SuZOacbQMkp6cshIiIiIiKSfqXr1ZFG/52aJv9N+8O/Lr/gn7uO/JEUHf3VP2bNGF3H9s5m7IXYT1J9rvajuZ6fuf4d3/Op5pp43D+GMkXXAEeO+7+z4jIZR34J6sz+74vIfPiX5L/b4iNyfDD20DGfs2UxDh77HYDsWfzZv5H54NGgzup7B4Kc4yR5f6Kvc4Z8b1/ibwDkCmWIqmN7e4/8Fp5r7rjknDvOj43Msb09h33OE58hXCfl3Yf9B5s33n+wkTml3q5Dvs6XzfdSyjuDOn/Qi8wn9A4GOXvGcB2b82c/9diT9XYc9F+QAtn9FySl/Gd752o/53OuqfGetx/wdcEcvheZU+qdzdiUetsOJM+1UEQuFIyNzGfV2x/knCfms+n9vP8XAArnzByuY3PhnJkB2LrP5yK5MkfVsb0t+5L3UzQiFw3Gbt7rc7HcmaNq3zsW5CxRNcCmPT4Xz+PzxiCXyJOFDbt9XTKv763ffRSAUnmzsn5XUOfLCsC6IJfOl5Wfdh4Nz7VM/qys3ZkIQNn8IQDW7PC5XIEQq7f7unxB31u17QgAFQrFsTKoKxaKA2D5z4cBuLhwvM9bg1wknmVbfF25qO8t3XwIgCrFsrF4k6+rFc8GwKKNBwGoXiI7CzYcDM+1ZsnszF9/AIBapXIAMC/ItUvlYM66/QDULZ0TgNk/+VyvTE5mrtkHQP1yuQCYtnovAA3L5wbgh1U+N6qQmymr9gDQuEIeACav9LlJxTxMWLELgOaV8gHwzfKdAFx9cX6+XrYzPNcWlfPzxdIdALSqUgCAz5dsB+C6qgUZu2QbAG2qFgLg08U+31CtEJ8ENcCN1QoxetHPALSrXhiADxduBeDmGkUYtWALALfVLArAu/M2A9C+djHeCeo7ahcDYOTcTQB0qFMcgBFzNgLQsW4J3pjt6871SgCQMHMDAF3ql2To9PUAdL2sFAAvT/P5nw1L8dK0deG5PtSwNIOn+tzt8tIAPD/lJwC6Ny7DoMm+7tGkDAADJ64FoGezsvSfsAaA3s3LAfD0dz4/daXP/b71uc9V5ej7zWoA+l5d3o/52uenW5Sn55er/L5bVvCvNW4lAINaV6T7ZyvCc33++kp0+9TnwTdU8vP/ZDkAL914Mf8M6pdvvBiA+0YvA+C1dpW598OlAAy7uQoAnd5fAsDwW6v6z/udRQC8c0d1bhu5EIBRHWoAcNOI+QB81LEW/3hzHgAf310bgOsT5gDwWZe6XPvKrPBcv3rgUpq/NAOACQ81AKDx89MAmNK9IQ0H/QDAtB6NAKg3YDIAs3s1ofbTk8L7mfdUU6r1+Q6Axf2uBKBSz/EArBh4DaUf/QKAdS+0AqD4g2MB2DSkDUXuHwPA1lfbAlCg84cA7HjjZgDydhgFwO6Rt5Hz9rcB2P/enQDkuHUkAAfe70Co1WAAEr/oBkCoWX+fJ/Ym1LB3eK6J0/oTqvmgrxcMQf4+tPgjIiIiIiIiIumOTvtKpgs+i4iIiIiIiIikY1r8ERERERERERFJx3TaVxplZoecc9nO4/77Aoecc8+dr9cQERERERERSS066yuZjvxJB8wsQ2rPQURERERERETSJi3+pHFmVtjMppjZQjNbamaNgu2HzKyfmc0CGphZHzObE4xJsODKVmZW1sy+NrN5ZvaDmVVK1TckIiIiIiIiIheUFn/SvtuB8c65GkB1YGGwPR5Y6py71Dk3FRjinKvrnKsChIDWwbgE4CHnXG3gMWBoSi9mZl3MbK6ZzU1ISDgf70dERERERETkvDOzNPmTGnTNn7RvDvCmmWUCPnXOJS3+/AZ8HDGuqZk9DsQBeYBlZjYJuAz4KOILliWlF3POJeAXjADc0V/PzZsQERERERERkdShI3/SOOfcFKAxsAV428w6BK2jzrnfAMwsK/6InnbOuarAMCAr/ve7zzlXI+Ln4gv/LkREREREREQktWjxJ40zs5LADufcMOANoNZJhmUNHneZWTagHYBz7gCwzsxuCvZlZlb9AkxbREREREREJFWZpc2f1KDTvtK+JkAPMzsOHAI6xA5wzu0zs2HAEmA9/lSxJO2BV8zsSSAT8D6w6DzPWURERERERETSCC3+pFHOuWzB41vAW6fqR+QngSdPMm4d0OIk2/ueq7mKiIiIiIiISNqlxR8RERERERERSXdS685aaZE551J7DpJ26cshIiIiIiKSfqXr1ZFmg2ekyX/TTuzW4IJ/7rrgs4iIiIiIiIhIOqbTviRFR3/1j1kzRtexvbMZeyH2k1Sfq/1orud2ronHk/cTypScQ5n8Y2T+o73YfOS4X/SPy+QX2SPzmfTOaOwvQZ056EXklHqnG3s4yPGZLaqO7R06ljzXbFmSc7YsfuzBY78DkD3LRRw8GtRZ/f8DiMwHgjpH0Nuf6HPOkM97j/wGQO64DFF1bG/3Yf9LzxvvvwS7DvmcL1tGdh5M/jLlz56R7Qf8L6tgDv/L27bf50I5M7F13y8AFMmVGYAtQS6aKzOb9/4S3k+x3JnZtOcYAMXzZAFgw26fS+bNwvpdRwEolc/fIPGnnT6XyZ+VtTsTASibPwTA2h1BLuDzmiCXKxBi9XZfly/oe6u2HQGgQqE4VgZ1xUJxAKz42edKhePCdVJe/vNhAC4uHA/A8q1BLhLPj0F9SRHfi8zLtvi6clHfW7rlEABVivpLwS3dHORi2aJqgCVBrlosW1R9ql5SXrzJ52rF/djInFJv0aaDAFQvnh0gxXxWvY1BLnFi/rO9Mxm7MKhrBL3InFLvbMbG9hZs8LlmyezhOjbXLHnqsWfSm7/hAAC1SuY4If/h3voD4bnWKpWca5UKxkbklHrzIvZTOyLXDsZG5tje3HU+1ymdI6qO7QHMWbcfgLqlczLnp6Auk9P3IvLsoK4X9CLzrLX7w3O9tGxOZq7dB0D9srkAovLMNUFdzvdmBLlBuVxMW70XgIblcwPwwyqfG1XwecqqPQA0rpCHySt93aRiHgAmrdwNQNOKeZmwYhcAzSvlA+Db5T5fdXE+xv+4MzzXay7JzxdLdwDQqkoBAMYt3Q5A6yoF+XyJr6+rWhCATxdvA+CGaoUYvehnANpVLwzABwu2AHBLzaIAvDd/MwC31yrGyLmbAOhQpzgAI+ZsBKBj3RK8MdvXneuVAODVGesBuL9BKQZPXReea7fLSzNw4loAejYrC8DT360B4Kkry9H7q1UA9L+2AgA9xq0EYFDrijwydkV4P/9rU4muY34EYGjbSwC498OlAAy7uQod3lsMwMjbqwFw61sLAHj/rpq0fWMeAGM61/af0Wv+fivj7qsLwLWvzALgqwcu5eqXZwLwzT/rA9Bs8AwAJnZrQOPnpwEwpXtDAC57dgoA0x9vTL0Bk8Nznd2rCbWfngTAvKeaAlDzPxMBWPDvZlTr8x0Ai/tdCcAlvb4B4McBV1Ph8a8BWPWsvwxo2X99BcDa/14LQOlHvgBg3f9aUeKhzwDY+NL1ABR/cCwAm4a0oegDnwCw5ZUbAShy3xgAtr7WloL3fBSe6/bXbyJ/pw8A2Dn8FgDydhgFwO6Rt5HnzvcA2PP27QDkav8OAPvevYOct70NwP5RdwKQ/RZ/6dODH9wFQPxNwwE4/FEn4v7xJgBHPr4bgFDbNwBIHNOZ0A0Jvv60i++1ec3nsfcRuv6V8FwTP3uAUOshvh73oB/b8kWfv3yYUIvnff11d9+7epDP3/QgdOXA5P181zOcE7/r6cc26+/zxN6Erujn6+/7+F7jvj5P6Uvo8qd8PfVp37usl8/TB/jcwO8vccZAQvWf8PXMZ3zv0h4+zxpEqN5jvp79nO/VedTnuS8Qqv1w8lznvUiopn+viQuGkN7prK9kOvJHRERERERERCQd0+KPiIiIiIiIiEg6ptO+RERERERERCTduUjnfYXpyJ80yswOnX6UiIiIiIiIiEjKtPgjIiIiIiIiIpKOafEnDTOzbGY2wczmm9kSM2sTbC9lZivM7C0zW2xmo80sLuj1MbM5ZrbUzBLM/HFuZjbZzJ4xs9lmtsrMGqXmexMRERERERE5n8zS5k9q0OJP2nYUuNE5VwtoCvw3aTEHqAgkOOeqAQeArsH2Ic65us65KkAIaB2xv4zOuXrAI8C/T/aCZtbFzOaa2dyEhITz8JZERERERERE5ELSBZ/TNgMGmFlj4HegKFAw6G1yzk0L6neAbsBzQFMzexyIA/IAy4DPg3Fjgsd5QKmTvaBzLgFIWvVxR389Z+9FRERERERERFKBFn/StucoO+wAACAASURBVPZAfqC2c+64ma0HsgY9FzPWmVlWYChQxzm3ycz6RowHOBY8/oZ+9yIiIiIiIpKOWWqdY5UG6bSvtC0nsCNY+GkKlIzolTCzBkF9GzCV5IWeXWaWDWh34aYqIiIiIiIiImmRFn/SIDPLiD9K512gjpnNxR8FtCJi2HLgLjNbjD+96xXn3D5gGLAE+BSYc0EnLiIiIiIiIiJpjk79SZsqA2udc7uABrFNMysF/O6cuz+255x7EnjyJNubRNS7OMU1f0RERERERETSg4t01leYjvxJY8zsfmAUJ1nAERERERERERE5W+Zc7HWDRcL05RAREREREUm/0vWxMS1fnZ0m/0375f31LvjnriN/RERERERERETSCDNrYWYrzWyNmfU8xZgmZrbQzJaZ2fen26eu+SMpOvqrf8yaMbqO7Z3N2Auxn6T6XO1Hcz0/c/0rvufE474OZfKPkfnIcf8/FuIy+YX8yHxC75cgZ/b5cJDjM1tUDXDomM/ZshgHj/0OQPYsfu3+4NEgZ70oXCflA0HOkdWPjcwp9fYn+jpnyPdi877E3wDIFcoQVQPsPeJz7rgMUfWpemcz9lzvZ89hn/PEZ4iqY3tnM3b3Yf+FyRvvv0yROamOzSmNPdve2YzddcjX+bL5XmTeeSh5rvkjcv5g7M6DQc6eMaoG2HHQ/0dRIHumqDq2F5u3H/B1wRy+F5lje9uCXCgp7w9yzkxRNcDP+38BoHDOzFH1qXpnMnbrPl8XyeV7kTml3unGbgly0VyZo+rY3ua9yXMtljs5F8vtx27eeyzIWaJqgE17fC6eJwsbg7pEHt/bsNvnknl9Xr/7KACl8maNqgHW7wpyvqxR9al6SXldkEsHYyNzbO+nnT6XyZ81XCfltTsTASibPwQQldfuCOoCQS8ip9Q73dg1QS5XIBRVn6qXlFdv97l8QT82Mv/R3unGrtp+BIAKBeOi6lP1zmZsUu9sPteUPruz/TzOZOyfes/bglwoLqo+mx7AyiBXLBQXVQOs+NnnSoXjomqA5T8fBuDiwvHhOpy3Br0i8QD8GORLisSzbIuvKxf1vaWbDwFQpVi2qBpgSZCrBnnRpoMAVC+enUUbg7pEdgAWBrlGiezM33AAgFolcwAwf32QS+Vg7roD4bnWKZ2DOT/tB6BumZwAzA5yvTI5mbl2HwD1y+YCYMYanxuUy8XU1XsBuLx8bgCmrNoDQOMKeQCYtHI3AE0r5uXb5bsAuOrifAB8s3wnAFdfnJ+vl/m6ReX8AHyxdAcAraoUYOySbeG5tqlaiDGLfgagbfXCAHy0cCsAN9Uowsi5mwDoUKc4AG/M3ghA53ol+N8P68L7eaRRafpPWANA7+blAOgzfjUA/a4pT49xKwEY1LoiAPeNXgbAa+0q03HUYgBG3FYNgFveWgDAB3fVBOD6BH8Pn8+61KXZ4BkATOzmLwtbrc93ACzudyVlun8JwE/PtwQgX8f3Adg14lZCrYeE55o47kFCNR/09YLk7ZJ2mFkG4GXgKmAzMMfMPnPO/RgxJhcwFGjhnNtoZgVOt18t/oiIiIiIiIhIumN/zZPa6gFrnHM/AZjZ+0Ab4MeIMbcDY5xzGwGccztOt1Od9iUiIiIiIiIicoGYWRczmxvx0yWiXRTYFJE3B9siVQBym9lkM5tnZh1O95o68ieNMLNDzrlsf/C5I4BxzrnR53ZWIiIiIiIiInIuOecSgIRTtE92vFLshaszArWB5kAImGFmM51zq071mlr8+YsxswzOud9OP1JERERERETk78v+mjcz2wwUj8jFgK0nGbPLOXcYOGxmU4DqwCkXf3TaVxpi3iAzW2pmS8zslmB7EzObZGbvAUuCcUPM7Ecz+wIoELGPPmY2J9hHgpk/yzE4HOwZM5ttZqvMrFHqvEsREREREREROYU5QHkzK21mmYFbgc9ixowFGplZRjOLAy4Flqe0Ux35k7a0BWrgV+zy4a/qPSXo1QOqOOfWmVlboCJQFSiIv/DTm8G4Ic65fgBm9jbQGvg86GV0ztUzs5bAv4ErL8B7EhEREREREZEz4Jz71cweBMYDGYA3nXPLzOz+oP+qc265mX0NLAZ+B153zi1Nab9a/ElbLgdGBad1bTez74G6wAFgtnMu6X6CjSPGbTWziRH7aGpmjwNxQB5gGcmLP2OCx3lAqZNNILjQVBeA1157jQ53dznZMBEREREREZE07aK/5Flf4Jz7EvgyZturMXkQMOhM96nFn7Qlpa/m4Zgce8EnzCwrMBSo45zbZGZ9gawRQ44Fj79xit99zIWn3NFfz2DWIiIiIiIiIpJm6Zo/acsU4BYzy2Bm+fFH+Mw+xbhbg3GFgabB9qSFnl1mlg1od95nLCIiIiIiIiJpmo78SQPMLCP+qJxPgAbAIvyRPY8757aZWaWYp3wCNAOW4K/m/T2Ac26fmQ0Ltq/HXyhKRERERERE5G8nuP+RoMWftKIysNY554AewU+Yc24yMDkiO+DBk+3IOfck8ORJtjeJqHdximv+iIiIiIiIiEj6otO+Ullwxe5RnGTBRkRERERERETkz9KRP6ksuGL3q6cdKCIiIiIiIiJnTGd9JTN/BpHISenLISIiIiIikn6l6+WRG16fmyb/TfvpPXUu+Oeu075ERERERERERNIxnfYlKTr6q3/MmjG6ju2dzdgLsZ+k+lztR3M9P3P9O77nv8JcE4/7OpTJP6aU/2zvVGOPHPf/kyYuk0XVp+qF8y9BL3MwNiKfTe9wkONPkg8d83W2LL4XmWN7B4/9DkD2LBeF69icPYv//zAHjwY560VRNcCBIOfIelFUDbA/0eecoRNzSr19ib8BkCuUASAq7z3yW3iuueOSc+44PzYyn01vz2Gf88SfmGN7uw/7L2Xe+IzsPOTr/Nn8FzalvPNgUGf3vR0H/ZerQPZMUTXAtgM+F8qRiW37k7+UhXIm50I5/dif9/8CQOGcmaNqgK37fC6SKzNbgrpoLt/bvNfnYrmT8rEgZ2HTHl8Xz5MFgI1BLpEnS1QNsGG3zyXzZgnXSXn97qMAlMqbFSAqr98V1PmCXkReF9Slg15s/mmnz2XyZ2XtzkQAyuYPAbBmh8/lCoSiaoDV230uXzAUrpPyqm1HAKhQKA6AlUGuWCiO5T8fBuDiwvEALN8a5CLx/BjUAJcUiWfZFp8rF/Vjl245BECVotlYstnXVYtlA4jKizYdBKB68ewALNoY5BI+L9jgc82S2Xlj9kYAOtcrAcDQ6esB6HpZKQZN/gmAHk3KANB/whoAejcvR99vVofn2vfq8vT+apUfc20FAB7/YiUAz7aqGFUDPPDxjwC88o9LuOeDpQC8fksVADq8txiAkbdXOyG3Gz4fgNGdagHQZthcAMbeW4eWr84G4Mv76wFw1ZCZAHz7YH2ueGFaeK7fP9ownL9/tCEA9Qd+D8DMnldQ5/8mATD3yaYA1Og7AYCFfZtH1QAVnxgPwMpnrgGg7L++AmDtf6+l1MPjAFj/YmsAij84FoBNQ9pQ5P4xAGx9tS0Ahe4dDcC2Ye3I3+mD8Fx3Dr+FvB1GAbB75G0A5Gr/DgD73r0jqgaIv2k4AIc/6kTcP94M7+fIx3cTuiEBgMRPuwAQum6oz593JdRqsK+/6OZ7177g81ePErrmOV+Pf8z3rnrG52+f8Ln5AJ8n9CLUrL+vJ/b2vaZP+zzpKUKN+/p6in8MNerj8w/9CF3+VHiuiVOfDufEqf75oYZ+f4nT+hO6rJevp/vXjcyhBj19PWOg78Xm+n7OiTOfiaoBQpf6+9AkzhoUVQOE6vn3njj7uXAdmxNn+88pVLe7z3Oej6rPpgcQqvOoz3NfiKrPqlf74eS5znsxnBPnvejHRuQz6YVzLf89SZzvvzeR+Y/2AEI1/X1+EhcMiar/SO9UY9Ozi3TeV5iO/BERERERERERSce0+CMiIiIiIiIiko5p8ec0zOxQRN3SzFabWYlztO+OZnbCsXZmNsLM2p3Ffnqdi/mIiIiIiIiIpBdmafMnNWjx5wyZWXPgJaCFc25jas8nhhZ/REREREREROSktPhzBsysETAMaOWcWxtsu9fM5pjZIjP72Mzigu0LI34SzewKM6tnZtPNbEHwWPEkr9HKzGaYWb5gU+Ng7E9JRwGZWWEzmxLse6mZNTKzgUAo2PZuMO5TM5tnZsvMrEvEaxwys/7BnGeaWcHz+8mJiIiIiIiISGrT4s/pZQHGAjc451ZEbB/jnKvrnKsOLAc6AzjnajjnagBPAXOB6cAKoLFzribQBxgQ+QJmdiPQE2jpnNsVbC4MXA60BgYG224Hxgf7rw4sdM71BBKD120fjLvbOVcbqAN0M7O8wfZ4YGYw5ynAvX/2wxERERERERFJi8wsTf6kBi3+nN5x/AJO55jtVczsBzNbArQHKic1zKw8MAi4xTl3HMgJfGRmS4EXIscCTYEn8EcV7Y3Y/qlz7nfn3I9A0hE6c4BOZtYXqOqcO3iKOXczs0XATKA4UD7Y/gswLqjnAaVin2hmXcxsrpnNTUhIOMXuRUREREREROSvQos/p/c7cDNQN+bCyiOAB51zVYH/AFkBzCwe+BC41zm3NRj7NDDJOVcFuC5pbOAnIDtQIeZ1j0XUBuCcmwI0BrYAb5tZh9jJmlkT4EqgQXCEz4KI1zvunHNB/RuQMfb5zrkE51wd51ydLl26xLZFRERERERE5C9Giz9nwDl3BH/6VXszSzoCKDvws5llwh/5k2Q4MNw590PEtpz4BRuAjjG73wC0BUaaWWVSYGYlgR3OuWHAG0CtoHU8mEfSa+11zh0xs0pA/TN8myIiIiIiIiLpRmrf1Sst3e3rhCM/5OScc3vMrAUwxcx24a/pMwu/eLMEyB4szrQDKpjZ3cFT7wGeBd4ys+7AxJPse6WZtcefGnZdCtNoAvQws+PAISDpyJ8EYLGZzQfuBu43s8XASvypXyIiIiIiIiLyN6XFn9NwzmWLqDcBpSPar5zkKac6mirytK6ngv2NwJ8+hnNuAXBJ0O94sjk4594C3jrJHJ/AXzcoybUnm0DMexkNjD7FXEVEREREREQkndDij4iIiIiIiIikOxel1jlWaZCu+SMiIiIiIiIiko5Z8s2fRE6gL4eIiIiIiEj6la4PjbnlrQVp8t+0H9xV84J/7jrtS1J09Ff/mDVjdB3bO5uxF2I/SfW52k9anWvicf8YygRHjvs/1+Iy+T9HDv/ic3xmnw8e+x2A7FkuYn+ir3OG/MF/+xJ/AyBXKAN7Dvs6T3wGALYf8C9SMEcmNu/9JTzXYrkzs3ZnIgBl84cAWLntCAAVC8WxdMshAKoU9Zeamrf+AAC1S+Vg9k/7w/upVyYnU1fvBeDy8rkBmLhiNwDNKuXl62U7AWhROT8A45ZuB6B1lYKMXbINgDZVCwGckMcs+hmAttULMzqo21UvDMBHC7cCcFONInwY1DfXKALABwv8zfluqVmUUQuSbtQHt9UsynvzNwNwe61iALw7z+f2tYvxTlDfUdv3Rs7dBECHOsUZMWcjAB3rlgDgjdk+d653Yo7tJczcAECX+iV5dcZ6AO5vUAqAodN97npZKV6etj481382LMVL09YB8FBDf6mywVN97nZ5aZ6f8hMA3RuXAeC/3/v8ryvKMGiyr3s08b1nJ60F4PGmZQEYONHnns3KRtUAAyb43Kt5WfpPWANA7+blAKLy09+tCc/1qSuT81NX+rGRObbX71uf+1xVLlzH5j5X+bF9v1ntH68uH1WfTe90Y/uM97nfNeWj6lP1zmbsmfSe+trnp1ucmP9s71Rje3+1CoD+11aIqmN7vb709YCWvpdSTqnXM6gHBr2Ucmzv8S9WAvBsq4pR9al6SbnHOJ8HtfZjI/O/Pvf1f6/zve6frQDg+esrRdWxPYBHxvr8vzaVomqAbp/6PPiGSlE1wEOfLAfgpRsvDtdJ+Z9BfvnGiwGictcxPwIwtK2/rGBkfuBjX7/yD9+LzfeNXgbAa+0qR9WxvS4f+TrhJt+LzPd+uDQ812E3V+GeD3x+/ZYqAFE5tnf3+0sAePPWquE6KXcK8vBbqwJE5Y6jFgMw4rZqAFG5w3u+Hnm778XmO99dBMDb7atH1QB3vOPzO3dUp/3bCwF4984aAFH5tpELw3Md1SE5j+rgx9761gIA3r+rJrcE9Qd31QSIyrG9m0bMB+Cjjv5mr+2G+zy6U62oOrb3jzfnAfDx3bUBaPuGz2M61w7XSfmG1+cC8Ok9dQCicmyvzTCfx95bh+sT5gDwWZe6ACfk1q/5PO6+urR6bTYAX9xXDyAqx/Zavurzl/fXC9dJ+dpXZgHw1QOXAkTl2N41Q30e3/XScB2bx3f1Y69+2d8r5Zt/1o+qY3tXDfH1tw/6Xkq5+UszAJjwUAMAmg32eWK3BjR9cToAkx6+DIArXpgGwPePNuTy55JvHjz1sUZc9uwUAKY/3hiA+gO/B2Bmzyuo83+TAJj7ZFMAav7H32Nmwb+bUa3PdwAs7nclAJf0+gaAHwdcDUD5Hl8DsHpQC8p0/xKAn55vCUCph8cBsP7F1hT/51gANr3cBoAi940BYOtrbSnQ+cPwXHe8cTN57xoFwO63bgMg9x3vArD3nfbkvO1tAPaPuhOA7Lf4S5oe/OAu4tsNB+Dw6E4AhNq+AUDiGH/D5dANCT5/2oXQ9f7yq4mfPeB7rYf4PO5BQq0G+/qLbr537Qs+f/UooWueC881cfxjhK4e5OtvevixVw70+buehJr19/XE3r7X9GmfJz1F6Ip+yfv5vg+hxn19PcU/hhr18fmHfoQa+ucnTvP7CzXo6fOMgYTq+0u3Js58xvcu9fNInDXohByq95ivZ/v3EKrb3ec5zxOq/bCv573oe7X8e0+cPzhch3PNB329YAjpXbpe2TpLOu1LRERERERERCQd0+KPiIiIiIiIiEg6ptO+RERERERERCTdMd3tK0xH/gTM7FBE3dLMVptZiVSYR30zm2VmC81suZn1/YP7yWVmXSNyEzMbd84mKiIiIiIiIiJ/CVr8iWFmzYGXgBbOuY1nMN7M7Fx+jm8BXZxzNYAqwIenGX8quYCupx0lIiIiIiIiIumaFn8imFkjYBjQyjm3NtjW3cyWBj+PBNtKBUflDAXmA8XNrIeZzTGzxWb2n4h9fmpm88xsmZl1OYNpFAB+BnDO/eac+zHYT55gX4vNbKaZVQu29zWzxyJeb6mZlQIGAmWDI4gGBe1sZjbazFaY2bumY+BEREREREQknbrI0uZPqnwWqfOyaVIWYCxwg3NuBYCZ1QY6AZcC9YF7zaxmML4iMNI5VzOoywP1gBpAbTNrHIy72zlXG6gDdDOzvKeZxwvASjP7xMzuM7Oswfb/AAucc9WAXsDI0+ynJ7DWOVfDOdcj2FYTeAS4BCgDNDzNPkRERERERETkL06LP8mOA9OBzhHbLgc+cc4dds4dAsYAjYLeBufczKC+OvhZgD8SqBJ+MQj8gs8iYCZQPGL7STnn+uEXir4Bbge+jpjL28GYiUBeM8t5lu9xtnNus3Pud2AhUCp2gJl1MbO5ZjY3ISHhLHcvIiIiIiIiImmN7vaV7HfgZuA7M+vlnBsApHRA1uGI2oD/55x7LXKAmTUBrgQaOOeOmNlkICunEZxy9oqZDQN2BkcLnWwuDviV6EW8lPZ/LKL+jZP8/p1zCUDSqo87+uvpZisiIiIiIiKS9uhKJ8l05E8E59wRoDXQ3sw6A1OAG8wszszigRuBH07y1PHA3WaWDcDMippZASAnsDdY+KmEP3WMYMxIM6sXuyMzaxVxLZ7y+EWafcFc2gdjmgC7nHMHgPVArWB7LaB08NyDQPY/+lmIiIiIiIiISPqgI39iOOf2mFkL/GLLI8AIYHbQft05tyC4oHLkc74xs4uBGcG6zSHgDvwpW/eb2WJgJf7UryTVCC7sHONO4AUzO4I/qqe9c+634Jbvw4N9HQHuCsZ/DHQws4XAHGBVMKfdZjbNzJYCXwFf/LFPRERERERERET+yrT4E3DOZYuoN5F8BA3A8zFj1+Nvwx657UXgxZPs+trYDWaWA1gdvE7sPG49xfz2AG1Osj0Rf72hkz3n9phNkyN6D57sOSIiIiIiIiLpgc76SqbFn1QQnK51U2rPQ0RERERERETSP13zR0REREREREQkHTPnXGrPQdIufTlERERERETSr3R9YlSH9xanyX/Tjry92gX/3HXal6Qo6VbvWTNG17G9sxl7IfYTeYv6c7EfzfX8zPXv+J7/inNNPO4fQ5lOzGfTO3Lc/90bl8nCdWyOy2Qnjv0lqDMHvYicVMfmk409HNTxQS8yp9QDOHTM52xZLKqO7R089jsA2bP4A2sPHg1y1ovCdVI+EOQcWf3YyLw/0dc5Q74Xmfcl/gZArlAGAPYe8Tl33Il5z2Ff54n3vd2H/S83b3xGdh3ydb5s/he9M8j5s2Vk58HkL1P+7BnZcdD/Mgtk97/Mbft9LpQzE1v3/QJAkVyZAdi81+diuTOzac8xAIrnyQLAht0+l8zr8/pdRwEolS8ra3cmAlA2fwiANTt8LlcgxKrtRwCoUDAOgBU/+1ypsM/Ltx4G4OIi8SzdcgiAKkX9pfyWbPa5arFsLNp0EIDqxf3NMBdu9LlGiezM33Ag/J5rlczBvPU+1y6VA4C563yuUzoHc37aD0DdMjkBmLl2HwD1y+ZixhpfNyiXC4AfVu0FoFGF3ABMWbUHgMYV8jBxxW4AmlXKC8CEFbsAaF4pH98s3wnA1RfnB+DrZT63qJyfL5ftCM+1ZeUCjFu6HYDWVQoC8PkSn6+rWpBPF28D4IZqhQD4JMg3VivE6EX+vhPtqhcG4KOFWwG4qUYRAD4M8s01ijBqwRYAbqtZFID35m8G4PZaxXh3nq/b1y4GwMi5/pKGHeoU5625yZc3vKtOcUbM2QhAx7olAHhjts+d65Vg2KwNANx7aUkAEmb63KV+SYZOXx/eT9fLSvHStHUAPNTQX6Lx+Sk/AdC9cRkGTfZ1jyZlABg4cS0APZuVZcAEX/dqXhaA/hPWANC7eTkA+n3rc5+rytFn/Gq/7ZryfsxXq/xzrq1Azy99PbBlBf9a41YCMKh1Rf71+crwXP97XUUeGbsCgP+1qeTn/MlyAF668WK6jvkRgKFtLwHgvtHLAHitXWW6fOTrhJsqA3DPB0sBeP0Wf9nJTu8vAWD4rVXpOGoxACNuqwbAne8uAuDt9tVp//ZCAN69swYAt761AID376rJLUEN8MFdNWk3fD4AozvVAojKbd+YB8CYzrUBuOH1uQB8ek8drk+YA8BnXeoC0Oo1f6+UL+7zN7a99pVZAHz1wKVc/bK//8k3//Q3wb1qiM/fPlif5i/NAGDCQw0AaPridAAmPXwZV7wwLTzX7x9tSKP/TgXgh39dDsDlz/kb8k59rBENB/l6Wo9GAFz27BQApj/emAbPTAnvZ8YTjak/8HsAZva8AoB6AyYDMLtXE+r29/Wc3k0AqP30JADmPdWUWv0mAjC/TzMAav7H5wX/9rn6vycAsOg/zan61LcALHn6KgAq9/4GgGX9r+aSXr7+cYC/hGfFJ8YDsPKZa6jw+Nfhua56tgXlHvsKgDXP+UuKlv2Xz2v/ey2lH/X3dln3QisASj8S5P+1omS3zwHYMPg6AEo89BkAG1+6HoDi/xwLwKaX21Cs66cAbB56AwBFH/gEgC2v3EiR+8YAsPW1tgAUunc0ANuGtaPgPR+F57r99ZsocPeHAOx482YA8nf6AICdw28hX8f3Adg1wl/qNG+HUQDsHnkbee58D4A9b/tLl+Zq/w4A+969A4Cct70NwP5Rd5L9lrcAOPiBvw9O/E3DATj8USfi/vEmAEc+vhuA0I2vA5D4yT2E2rwWnmvi2PsIXTfU15939WNbDfb5i26EWvpLuiZ++bDvtfCXgk38ujuhqwcl7+ebHoSuesbX3z7hxzYf4POEXoSaPu3rSU/5XuO+Pk/pS+hyvy1xqh8Tatjb52n9fb6sl8/TBxBq0NPXMwb63qU9fJ41iFDd7r6e4+cYqvOoz3NfIFSrW/Jc5w8mVNNf/jVxwRDk70OnfYmIiIiIiIiIpGM68kdERERERERE0p2L0vVJbWdHR/6IiIiIiIiIiKRjWvxJZWZ2KKJuaWarzazEeXid682sZ1DfYGaXnOvXEBEREREREZG0R6d9pRFm1hx4CbjaObfxXO/fOfcZ8FkQbwDGAT+e69cRERERERERSQvMdN5XEh35kwaYWSNgGNDKObfWzEqZ2dKI/mNm1tfMCpjZvGBbdTNzSUcJmdlaM4szs+vMbJaZLTCz78ysYNDvaGZDzOwy4HpgkJktNLOyF/4di4iIiIiIiMiFosWf1JcFGAvc4JxbkdJA59wOIKuZ5QAaAXOBRmZWEtjhnDsCTAXqO+dqAu8Dj8fsYzr+CKAezrkazrm1kX0z62Jmc81sbkJCwjl6iyIiIiIiIiKSWnTaV+o7DkwHOgMPn8H46UBDoDEwAGgBGPBD0C8GfGBmhYHMwLqzmYxzLgFIWvVxR389m2eLiIiIiIiIpA066SuZjvxJfb8DNwN1zaxXsO1Xon83WSPqH/BH/ZTEHzFUHbgcmBL0XwKGOOeqAvfFPFdERERERERE/ma0+JMGBKdrtQbam1lnYDtQwMzymlmWoJdkCnAHsNo59zuwB2gJTAv6OYEtQX3XKV7yIJD93L4LEREREREREUmLdNpXGuGc22NmLfCLO7uAfsAs/GlbKyLGrQ+uWJ50pM9UoJhzbm+Q+wIfmdkWYCZQ+iQv9z4wzMy6Ae1ir/sjIiIiIiIi8ld3ke72FabFn1TmnMsWUW8ierFm8CmeUyKiHoC/9k9SHos/HSz2OSOAEUE9Dbjkz81cRERERERERP4Kzui0LzPLc74nKYOs+wAAIABJREFUIiIiIiIiIiIi596ZHvkzy8wWAsOBr5xz7jzOSURERERERETkT9FZX8nsTNZxzF9k5krgbqAe8AEwwjm36vxOT1KZFvlERERERETSr3S9PHLvh0vT5L9ph91c5YJ/7md05E9wpM+3wLdm1hR4B+hqZouAns65GedxjpKKjv7qH7NmjK5je2cz9kLsJ6k+V/vRXM/PXP+O7zm9zzXxuH8MZYquT9U7k7FHjvu/s+My+b8jI3NSHZtTGnvS3i9BnTnopZD/bO9Mxh4O6vigF5lT6p3N2JR6h44lzzVbluScLYsfG5nPpnfw2O8AZM9y0Qn5j/YADh4NctaLouo/0kvKB4KcIxgbmWN7+xN9zhm6KKqO7QHsS/wNgFyhDFH1H+kl5b1HfM4d58dG5j/aO93YPYd9zhOfgd2H/R8EeeP9HwSROalOyrsO+Zwvmx+7M8j5s2Vkx0H/H36B7P4Pgsi87UDyHxqFcmRi236fC+X0Y7fu+wWAIrkysyWoi+bKDMDmvT4Xy52ZTXuOAVA8TxYANuz2uWRen9fvPgpAqbxZWbszEYCy+UMArN7uc/mCIVZtPwJAhYJxAKzaFuRCcawMaoCKheJYtuUwAJWLxgNE5cWbDgFQrbi/BOSijQcBqF4iO/PXHwCgVqkcAMxd53Od0j7PWrsfgEvL5mTmmn0A1C+XCyAqT1m1B4DGFfxVHCav9LlJxTxMWLErPNfmlfLR6f0lAAy/tSoAbYbNBWDsvXWiaoBrhs4CYHzXS2k22P9TYGK3BgDU7T8ZgDm9m5yQa/SdAMDCvs0BqPLktwAs/b+ruKTXNwD8OOBq/3k+/rX/fJ9tQelHvwjPdd0LrSjZ7XMANgy+DoDi//SXvNz0chuK3D8GgK2vtgWgcJePAfg54R8U6PxheD873riZ/J0+AGDn8FsAyNthFAC7R95GrvbvALDv3TsAyHHrSAAOvN+BbDePAODQhx0BiG83HIDDozsBEPePNwE48vHdhG58HYDET+4BINTmNZ/H3kfouqG+/ryr77Ue4vO4Bwm1fDE818QvHyZ07Qu+/upRP7bF8z5/3Z3QNc/5evxjvnf1IJ+/6UHoqmd8/e0TvnflQJ+/6+lzc3/50MQJvaJqgFCz/j5P7E2o6dO+nvSU70Xk0BX9kuf6fR9Cjfv6eop/jMyhRn18/YN/TmQOXe73nTjV7/uE3LC3z9P6R9UAocv8nBOnD4iqT+g16Jk81xkDwzlxhv9cQvX955Q485mo+oTepT2S9zNrUDgnzvKffWQO1fO/l8TZ/vcUmUN1u/t6jv99ppRDdfzvPnGu/y5E5lDth309z39vQrW6+Tx/MKGaDybPdcGQcE5cMAT5+zijxR8zy4u/vfid+NuQPwR8BtQAPuLkd5QSEREREREREUkVpvO+ws70mj8zgLeBG5xzmyO2zzWzV8/9tERERERERERE5Fw47eKPmWUAxjnnnj5Z3zn3zDmflYiIiIiIiIiInBOnvdW7c+43oPoFmEuaZmaHIuqWZrbazEqk5pyCuTxiZnGpPQ8RERERERGRtMQsbf6khjM97WuhmX2Gv77P4aSNzrkx52VWaZiZNQdeAq52zm08g/EZnXO/nm7cn/AI/gLcR043UERERERERET+fs508ScPsBtoFrHNAX+rxR8zawQMA1o659aa2Q/AQ865hUF/GvAA0BYoApQCdpnZw8B7QF5gDtACqA08DOxyzr0YPL8//oLa+YDrg5fND3wDPAh8CBQDMgBPAwWD15lkZrucc03N7BWgLhACRjvn/h3sez3wFnAdkAm4yTm34jx8TCIiIiIiIiKShpzp4s/rzrlpkRvMrOF5mE9algUYCzSJWDR5HegIPGJmFYAszrnFZtYWv7hzuXMu0cyGABOdc//PzFoAXYLnv4FfQHvRzC4CbgXqOed2A33MLCfwAzAEv2C01TnXCsDMcjrn9ptZd6Cpcy7pXp29nXN7gms1TTCzas65xUFvl3Oulpl1/f/Zu+/wqqp0j+Pfl5oDgdARKYIgoCBNQIogiGDDsaOIIjbsjjrgOHhlEEYGB8eKhaiIqAOKXURBEaQJ0pvSQQHpvQQUXPePtXNyzkkhUVIIv8/z5Mn72+86O2ufnHuZLHcBegG3xR6kmfVMnt/QoUPpfkvP2CEiIiIiIiIieV4BPe0r7Kj3/Am8kMlt+dlvwHTg1ohto4HOZlYYuAUYHtH71DmXFNTnAKMAnHNfAjuDei2w3cwaA52AecHCD+afSfcO8Ixzbg6wCDjfzJ40szbOud3pzLOLmc0F5gH1gDMieslnas3Bn5WUinMu0TnX1DnXtGdPLfyIiIiIiIiIHO8yPPPHzFoCrYDywRkmyUriLz06kfwOdAG+NrM+zrmBzrkDZvYVcFnQaxoxfn9EndFyY/LZQycBwyK29wPWO+feAHDOLTezs4CLgX+b2XjnXP/IHZlZDfwZPc2cczvNbDgQFzHkUPD9CJk/60tEREREREREjmNHO/OnCBCPXygoEfG1B7g6e6eW9zjnDgCdgW5mlnwG0GvA88As59yOdF46Fb84hJl1AkpH9D7CX9LVDBgXjOkMdATuTx5kZicDB5xzbwNPAU2C1l787wT8otx+YLeZVQQu+sMHKyIiIiIiInIcy+2neh03T/tyzn0LfGtmw51zP+XQnPK04H46FwKTg5ssf2Jme4A3MnjZ48BIM7sW+BbYiF+0wTn3q5lNBHY5544E4/+Gv5Hz9/7qLz4FpgGDzex3/CVodwVjE4EvzGxjcMPnecASYHXwGhERERERERE5gWX20p+iZpaIv09M+DXOufPSfUU+45yLj6jXATUgfEZOAfwTuZL7/WJevhu4wDl3OLiUrr1z7lDw+gJAC+CaiNe3T2ca49KY1wtE3H/JOdcjnflXj6hnA+3S+RkiIiIiIiIiko9kdvFnNPAK/hKnI0cZe8Iws+7AE8BDzrnfMxhaDXgvWOj5Fbg9eP0ZwBjgI+fciuyer4iIiIiIiMiJwvS0r7DMLv4cds69nK0zOQ4550YAIzIxbgXQOI3tPwCnZsPUREREREREREQAMOfc0QeZ9QO24G9OnPzEKDK4wbHkD0f/cIiIiIiIiMjxKl+fGnPPRz/myb9pX7zi9Bx/3zN75s9NwffeEdscOmsl3zt42H+PKxRdx/ayMjYn9pNcH6v9aK7ZM9cT8ZgzM9eNu38FoFJCEQBWbz0IwKnl45i6YicA55zmHxoYmUfO2xCea9fGlcO5a+PKAFH5le/WAnBny+oADJywCoA+HWpG1bG92Nx7zDIABneuA8Dt7y0G4NUu9bno5ZkAfHHX2X6OT03xc+7Vhkb9JoTnOr9fh3Ce368DAJXv+giADS9fQdnuIwHYPqIrQFROrmNzRmOz2jtW+9Fcs2euJ+Ixn8hzPRGPOT/MtdhVwwA48MEtUfUf6eW1/aTV+zP7CZ3zGABJUweE69icNHVAumOz2jtW+8m3c218r6/nDfG9iJxcx+aMxma1d6z2c7S55mdHe7z5iSRTiz/OuRrZPRERERERERERETn2MrX4E9zYOJXgnjciIiIiIiIiIpJHZfayr2YRdRzQAZhLJm52LCIiIiIiIiKS0/S0rxSZvezrvshsZgnAW9kyI0mTme1zzsXn9jxERERERERE5PjyR+9/dAA47VhOREREREREREREjr3M3vPnM1Ie+10QOB14L7smJZljZpcC/wcUAbYD3Zxzm82sDDAM/zS2A0BP59xCMzsXeC54uQPaOuf25sLURURERERERLJVAV31FZbZe/48FVEfBn5yzq3PhvlI1kwFWjjnnJndBjwM/A14HJjnnLvczM7D35upEdALuMc5N83M4oGDsTs0s55AT4ChQ4fS/ZaeOXQoIiIiIiIiIpIdMnvPn2/NrCIpN35ekX1TkiyoArxrZpXwZ/+sCbafA1wF4Jz7xszKBvdpmgY8bWbvAB+mtYDnnEsEEpPjwcPZfQgiIiIiIiIikp0ydc8fM+sCfA9cA3QBZprZ1dk5McmUF4AhzrkzgTvwT2IDSOvkNuecGwTcBoSAGWZWN2emKSIiIiIiIpKzClje/MoNmb3s61GgmXNuC4CZlQe+Bt7ProlJpiQAG4L6pojtk4FuwAAzawdsc87tMbOazrlFwCIzawnUBZbm5IRFREREREREJGdldvGnQPLCT2A7f/xJYfLHFDOzyMu0ngb6AaPNbAMwA6gR9PoBb5jZQvwNn5MXhh4ws/bAEeAH4IscmLeIiIiIiIiI5KLMLv58aWbjgJFBvhYYmz1TkrQ459JbbPskjbE7gMvS2H7fsZ6XiIiIiIiISF5kpsd9Jctw8cfMagEVnXO9zexK/I2EDfgOeCcH5iciIiIiIiIiIn+COefSb5qNAfo45xbGbG8K/NM5d2k2z09yV/ofDhERERERETne5etTY/722bI8+Tftfy+tk+Pv+9Eu+6oeu/AD4JybbWbVs2VGIiIiIiIiIiJ/Um49WSsvOtriT1wGvdCxnIjkTQcP++9xhaLr2F5WxubEfpLrY7UfzTV75prfjjnpN1+HCvvvkTmjXmw+8Jv/DxTFCvt/rSJzZnrh/GvQKxKMjch/tPdn9rM/yMWLWLiOzcUzGJtR71jtJ61eVsbuO+Tr+KK+F5mT69ic0dis9o7Vfo42172HfgegRNECUXVWetm2n4NBHRf0InJsb0+QS8YVCNexuWQGY7Pai827k3ydEPK9yJyZXlbGJvd2JR0BoFSoYFQd28vK2Mz00hu784DPpYsVjKrT62VlbFZ7Rxu7Y7/PZYoXjKrT62Vm7Pb9/h+RssX9PyqReds+X5eL973YvDXI5eMLsXVvUJcIehF5y17/D0yFEv4fnMi8ec9v4blWLFmYTUE+qaQfG5k37Q7qhKAXkTfu/hWASglFAPhll88nl/J5Q5ArlyrC+p2HAKhSuigA63b4XLVMUX4O6mplfO+n7T6fUrYoa7cfDM+1etk41m7zuXo5/+fK6q0+n1o+jlVbkwCoWd7/ubJqS5ArhFgZ1AC1InKtCn7s8k0HAKh9UjGWbvR13UrFAPjxl/0AnH5ycZZs8HW9ysUBWLx+HwD1q8QDsHCdzw2qxrPg570ANKxWAoB5P/nc+JQSzFm7B4CzqpcEYNaa3QA0q5HAzFW7w3M9u2YC363cBUDLWqUAmLJ8JwBtapdm4rLtALSvUxaAcT9sBeCCM8ozZvFmADrXrwjAhws2AnBlw0oAvDvPPzz42saVeXuOf77MDWdVAWD4rJ8B6NGsGokzfgKgZ4tTAHhh2hoA7mtdg8GTVofn2rvdqQz4eiUAj51fC4BHv1gOwBMX1ab3mGUADO5cB4AHPvEPH372srrc/eEPALx05RkA3P7eYgBe7VLfz2OkPy9heNcGdHtrPgDv3NgIgGuGzwVgdI8mXPn6HH+st54FwF8SZwHwac9mXPzK9+G5jr2zOR2HzADgq3tbANDu2ekATHqgFec8NQWAqb3aAHD2v78FYOY/zqVJ/2/C+5nb9zzO6DMegB8GdgKIyrV6+efsrHzqIgCq/3UMAGuf60yVuz8GYP1LlwNQ8bbRAGx+7RoAytz4PwB2vHU9Ja8bAcCeUd0BCF3xGgBJH91G6JLnff35/b7XYaDPE/oQatUnPNek6QMJNb7X1/OGICeOoz2xa5aZ3R670cxuBeZkz5RERERERERERORYOdqZPw8AH5lZN1IWe5oCRYArsnNiIiIiIiIiIiJ/lB72lSLDxR/n3GaglZm1B+oHmz93zn2TwctERERERERERCSPONqZPwA45yYCE7N5LvmKme1zzsVncuxwYIxz7v3snZWIiIiIiIiInGgytfgjIiIiIiIiInI8KaDrvsKOdsNnOYbMrKaZfWlmc8xsipnVjWifH2xbbmadg/HVg21zg69WwfZ2ZjbJzN43s6Vm9o6Z/1SbWQczm2dmi8xsmJkVDbavNbPHg/0sivnZIiIiIiIiIpJPafEnZyUC9znnzgJ6AS9F9KoD5wKXAK+YWRywBejonGsCXAs8HzG+Mf6G3GcApwKtg9cMB651zp2JP7PrrojXbAv29XLw81Mxs55mNtvMZicmJv7JwxURERERERGR3KbLvnKImcUDrYDRlnLqWdGIIe85534HVpjZaqAusAYYYmaNgCNA7Yjx3zvn1gf7no9fPNoLrHHOLQ/GvAncAzwb5A+D73OAK9Oap3MuEb9IBeAOHs76sYqIiIiIiIjkNp3tkkKLPzmnALDLOdconb5LIz8IbAYaBq8/GNE/FFEfwf8uj3ZBY/JrkseLiIiIiIiISD6nhbAc4pzbA6wxs2sAzGsYMeQaMytgZjXxl3EtAxKAjcEZQTcCBY/yY5YC1c2sVpBvBL49lschIiIiIiIiIscXnf2RfYqZ2fqI/DTQDXjZzP4PKAyMAhYE/WX4hZqKwJ3OuYNm9hLwQbBgNBHYn9EPDF5zM/7SskLALOCVY3lQIiIiIiIiIscDPewrhRZ/solzLr2zqi5MY2yPdPaxAmgQsekfwfZJwKSIcfdG1BPwN4OO3Vf1iHo20C7dyYuIiIiIiIhIvqHFHxERERERERHJdwro1J8wcy72PsMiYfpwiIiIiIiI5F/5enXksS9X5Mm/aQdceFqOv++64bOIiIiIiIiISD6my74kQwcP++9xhaLr2F5WxubEfpLrY7UfzfXYzjXpt5T9hAqn5FBh/z0yH/jNL9YXK+wXxyNzqt6vQS6SOsf29ge5eBFj3yFfxxf1vV1JRwAoFSrIjv1HwnMtU7wg2/b5AykX7w9sy14/2QolCrNpt69PSvAHsmHXrwBULlWEn3ccAqBamaIArN12EIDq5eIAWLklCYBaFUIs33wAgNoViwHw40Z/r/fTKxVn0fp9AJxZJR6ABT/vBaBhtRLMXbsnPNcm1Usya81uAJrVSABgxqpdALSoWYppK3YC0Pq00gBMWrYDgHZ1yjD+x60AdDq9PABjFm8GoHP9igB8vHATAJc3OIn35v8CQJdGJwPwv7n+PvfXN6nCm7PXAXBT06oAvP79zwDc2rwar3y3NjzXO1tW54VpawC4r3UNAP777WoA/nbuqQycsAqAPh1qAtD/q5UA9O1Yi0e/WB7ezxMX1eaRsT4Puri2f/1ny/z+Lq3DQ58uBeDpv9QF4P6PfX7+8rrc89GPALx4xekAqfJdH/wAwMtXncEd7y8BYOjV9QC4/b3FALzapT63jFoEwLDrzgTg5iC/cd2Z9Bi5MDzX4V0b0P1/Po+43t/a7cZ3/P3/3+rWkG5vzQfgnRsbAdB1hM8juzfi2jfnAfDuTf72ble/MReA929uAsDlr80G4OPbmvKXxFkAfNqzGUBU7jzU12Pu8L1Lhn4PwOd3NOeil2eG5/rFXWdzwUs+j7v7bAA6DpkBwFf3tqDDC98BMOG+lgCc97zP39zfkvbPTQdg4l9bAdDuWZ8nPZA6n/vMNAC+fbA1QFRu89+pAEz52zkAqfI5T00BYGqvNrQe7OtpvdsA0PLJyQB89/e2tBjkH4A545FzAWg+cBIA3/dpR5P+34SPeW7f82jQ92sAFvY/H4AzH/sKgEUDOkbVAPUeHQ/Akic6cUYfX/8wsBMAdR8ZB8DSQRcAUOfvPi978gJqP/wlAMv/428HWKvXFwCsfOoiqt33KQA/v/AXgKhc9d5PwnNdN+SycF435DKAqFz1nqB+MehF5Nhelbs/BmD9S5cDUPmujwDY8PIVUTXAyXd+CMAvr1zJyXcE9dArfS8iJ9exOXlspZ4fALAx8aqoGuCk298HYNOrV4fr2Lzp1avTHZtWr+JtowHY/No1ABnmP9tLzhVufQ+ALa93AYjKf7QHUOGWIA/rElVnpVf+5nfDc936xrXhvPWNawGicrkeowDYNvw6gKgc2yt700gAtr/ZNVUu2z2oRwS9iBzbK3Pj/wDY8db14To5l77hHQB2vt0NICpnppfe2FLd3gZg1zs3RNUACde/BcDu/90YVcf2ABK6BnnkjVF1bK/kdSMA2DOqO0BULnHtm+G57n33pnDe++5NAFE5vstwAPa91wMgKmfUAyh+zRsA7B99c1T9R3rhfHXQez8YG5Fje8WuGgbAgQ9uiapje7E5dOXrACR9eCtAVE7Vu+I1nz+6jdBfXg7PNenTu8I56dO7/NhLX/L5s7sJXfi0r798yPcueMrncb0IdRqcsp/xvQl1fNLXX/3dj43IoQ4DfT2hj+9F5NC5/X39bV/fi81t+/k8uR+hcx7z9dQBvtfK7y9p+kBCZ/f29Uw/r1AzP+ekWU8TanJ/ylznPk+osb9lbNK8IeR3uuorhc78ERERERERERHJx7T4IyIiIiIiIiKSj2nxJxuYmTOztyJyITPbamZjjvK6dkcbk8V5nGxm7x99pIiIiIiIiEj+UsDy5leuvBe582Pzvf1AfTMLBbkjsCGnJ+Gc+8U5d3VO/1wRERERERERyTu0+JN9vgAuCequwMjkhpk1N7PpZjYv+F4n9sXpjTGzKWbWKGLcNDNrYGbnmtn84GuemZUws+pmtjgYVz147dzgq1W2Hr2IiIiIiIiI5Ala/Mk+o4DrzCwOaADMjOgtBdo65xoDfYGBabw+vTGvAT0AzKw2UNQ5txDoBdzjnGsEtAGSYva3BejonGsCXAs8/6ePUERERERERCSPKmCWJ79y5b3IlZ96AggWZKrjz/oZG9NOAEYHZ+U8A9RLYxfpjRkNdDazwsAtwPBg+zTgaTO7HyjlnDscs7/CwKtmtijYxxlpzdvMeprZbDObnZiYmNnDFREREREREZE8qlBuTyCf+xR4CmgHlI3YPgCY6Jy7wsyqA5PSeG2aY5xzB8zsK+AyoAvQNNg+yMw+By4GZpjZ+cDBiP09CGwGGuIX/SJ7Yc65RCB51ccdjF1CEhEREREREZHjihZ/stcwYLdzbpGZtYvYnkDKDaB7pPPajMa8BnwGTHHO7QAws5rOuUXAIjNrCdQF5sfsb71z7nczuwko+IeOSEREREREROQ4kEtXWOVJuuwrGznn1jvnnkuj9R/g32Y2jfQXYdId45ybA+wB3ojY/ICZLTazBfj7/XwRs7+XgJvMbAZQG/9EMhERERERERHJ53TmTzZwzsWnsW0SKZdufYdfgEn2WGbHAJjZyfiFu/ER+78vjamsBeoH/RX4G08n+0cmD0dEREREREREjmNa/DnOmFl34AngIefc77k9HxEREREREZG8qIAu+wrT4s9xxjk3AhiR2/MQERERERERkeODOedyew6Sd+nDISIiIiIikn/l63NjnpiwMk/+Tftoh1o5/r7rzB8RERERERERyXcsf69tZYkWfyRDBw/773GFouvYXlbG5sR+kutjtR/NNXvmeiIes+aaNz9LSb/5OlTYf4/NB37z/9GoWGGLqlP1fg3qIr63P8jFixj7DqX8h6f4oik5vqgfu/eQv41biaIF2HswqOP8Qzl3HjgCQOliBaNqgB37fS5TPHWO7W3f7w+6bPFCbNvn63Lx/g3ZGuTy8YXYsve38FwrlCjMpj0+n1TSvyGbdgc5oTAbd/8KQKWEIgD8ssvnk0sVYUNQVy7le+t3+lyldHI+FOSirNvh66pligJE5Z+DulrQ+2m7z6eU9Xnt9oMAVC8bF1UDrNnmc41ycaze6utTy/veqq1JANQsH2LVlqTwMdesEGJlkGtVCAGwYrPPp1UMsXzzAQBqVywGwLJNPtc5qRg/bvQP0zy9UnEAlmzwuV5lnxdv2AdA/crxUTXA4vVBrhIfVcf2FgU1wJkR+cxgbGReuM7XDar63oJ1ewFoWLVEVA2w4OcgV0udY3vzg9yoWgnm/eTrxqf43tyf9gDQ5JSS4To2NzmlpB+7NsjVSzInqM+q7nuRefaalP00rZGSm9bwY2et2Q1AsxoJUXWq3uqgPjXoxeTvg9z81ISoGmDmKp/PrpkQVQPMWLULgBY1S4XrcF4Z9GqV8mMj8ndB3TLoTVuxE4DWp5VmalCfc1ppAKYs97lNbZ8nLdsBQLs6ZZi4bDsA7euUBeCbpT6fV7csE5ZuA6BD3XIAfPWjzx1PL8f4H7eG59rp9PLh3On08gCM+8HnC84oz5dLfH1hPd8bu2QLABfXq8CYxZsB6Fy/IkCq/Nkiny89syIfL9wEwOUNTgLgwwUbAbiyYSXeD+qrG1YCYOS8DQB0bVyZ/81dH57r9U2q8ObsdQDc1LQqAMNm/QzALc2q8cp3awG4s2V1AJ6evBqAh9qeyn8mrgrv5+H2NRnw9UoAHju/lv/+5QoABlx4Gn3GLgdg4MX+GSwPf74MgP9cUoeHPl3q9/2XugDc89GPALx4xekA3PH+EgCGXl2P299bDMCrXeoDcPOoRQC8cd2Z3PD2AgDevqGhP9YR8/2xd2/EtW/OC8/13Zsac9WwOQB8cMtZAFz26mwAPrm9KRe/8j0AY+9sDkDHITMA+OreFrR7djoAkx5oBUDrwVMAmNa7DQAtn5wMwHd/b0vzgZMA+L5POwCa9P8GgLl9z6PhPycAsODxDgCc0cc/e+aHgZ2o8/dx4bkue/ICav7NP3h41X8vAqDGA58DsObZSzjl/s8A+On5SwGoes8nAKx78TIq9fwAgI2JVwFQ4Zb3ANgyrAsAZbuPBGD7iK6UvuEdAHa+3Q2AhK5vAbB75I2UuPZNAPa+exMAxa/xD0neP/pmil01LDzXAx/cQujyRACSPu4JQOiyoT5/cgehzkN8PeZe37vkeZ8/v5/QhU+H95P05UOEOg329fjefuz5g3z++hFC7Qf4eqJ/hk/o3P4+f9uXUJu+vp7it4VaP+rztCd8bvmIz98NItTi776e8aTvNe/l8/dPEWr2kK9n+XmFzvqrz3OeI9T43pS5zhsSzknzhiAnDj3qXUREREREREQkH9OZPyIiIiIiIiJZzz9eAAAgAElEQVSS7+hpXyl05k82MDNnZm9F5EJmttXMxhzlde3SG2Nma82sXFBPP7YzFhEREREREZH8Sos/2WM/UN/MQkHuCGw4Vjt3zrU6VvsSERERERERkfxNiz/Z5wvgkqDuCoxMbphZczObbmbzgu91Yl9sZmXNbHwwZigRj+Azs33B93fN7OKI7cPN7CozK2hmg81slpktNLM7gn4lM5tsZvPNbLGZtcmeQxcRERERERHJXQUsb37lynuROz/2hDAKuM7M4oAGwMyI3lKgrXOuMdAXGJjG6/8JTA3GfApUS+dnXAtgZkWADsBY4FZgt3OuGdAMuN3MagDXA+Occ42AhsD8P32UIiIiIiIiIpKnafEnmzjnFgLV8Wf9jI1pJwCjzWwx8AxQL41dtAXeDvb1ObAzjTFfAOeZWVHgImCycy4J6AR0N7P5+EWnssBpwCzgZjPrB5zpnNsbu0Mz62lms81sdmJiYtYOWkRERERERETyHD3tK3t9CjwFtMMvwCQbAEx0zl1hZtWBSem83mW0c+fcQTObBFyAPwMo+dIyA+5zzo2LfY2ZtcVfjvaWmQ12zo2I2WcikLzq4w4ezmgGIiIiIiIiInmTmR73lUxn/mSvYUB/59yimO0JpNwAukc6r50MdAMws4uA0umMGwXcDLQBkhd7xgF3mVnh4PW1zay4mZ0CbHHOvQq8DjTJ8hGJiIiIiIiIyHFFiz/ZyDm33jn3XBqt/wD/NrNpQMF0Xv440NbM5uIv4/o5nXHj8ZeIfe2c+zXY9hrwAzA3uLRsKP4sr3bAfDObB1wFpDU3EREREREREclHdNlXNnDOxaexbRLB5V3Oue+A2hHtx9IYsx2/6JPswbT275z7jehLynDO/Q70Cb4ivRl8iYiIiIiIiORrufVkrbxIZ/6IiIiIiIiIiORjWvwREREREREREcnHzLkMHyglJzZ9OERERERERPKvfH1h1NOTV+fJv2kfantqjr/vuuePZCj5Ue9xhaLr2F5WxubEfiIfUX8s9qO5Zs9cj8dj3v+r//ejeBH//68jc0a9PQd/B6BknD/hMqP8R3u7k34PzzUhlJITQn5sZI7t7TxwBIDSxQpG1bG9rIyN7e3Y73OZ4gXDdWwuUzz9sWn1Nuz6NbyfyqWKhHPlUkUAWL/T5yqli0TVqXuHgrpo0IvO63b4XLVMUX4O6mplfO+n7T6fUrYoa7cfBKB62TiAqLx228HwXKuXS8nVywVjI/If7cXmNUFdI+it3urzqeXjourY3qqtSeG51iwfCuea5UMAUTkrvc8WbQbg0jMrpsqDvlkFwCPn1QRg4ASf+3SoSf+vVgLQt2MtgAxzbK/f+BX+e6fTour0eumNffjzZQD855I63PH+EgCGXl0PgKvfmAvA+zc3iapjewB/SZwFwKc9m0XVsb3OQ3095g7fu+ClmQCMu/tsOr04IzzX8fe0COfx97QAoOMQn7+6t0VUHdtr/9x0ACb+tRVAhjkrvbZPTwNg8kOtOeepKeG5Tu3VJpyn9moDQKv/TAZg+sNtafqviQDM/r/2AJw1wOc5j7UP18m5Sf9vAJjb9zwAGv5zAgALHu8QVWeld6z2k1wn5zP6jAfgh4H+Vo51H/EPZ1066IKo+mi903p/CcCKwRemylXv+QSAdS9eBkDpG94BYOfb3aJqgFLd3gZg1zs3ELrgqfBck8b1Cuekcb0AonKWep0G+zy+d6qcYa/jk77+6u++12GgzxP6hOvYnDShT+qx5z3h628e9b2InFzH5ozGZrV31LFt+/k8uV9UDRBq09fnKf3DdWxOmtI/3bFZ7WVpP639/JOm+eMJtfLvfdL0geE6NidNH5ju2HCvhf99J814klBz/xlK+t5/plLls/7q85znouo/0kt3bJP7fZ77fFSdXi8rYzPVa3yvz/OGpMp/tpfeWDkx6LIvEREREREREZF8TGf+iIiIiIiIiEi+U8Dy9VVtWaIzf0RERERERERE8jEt/hxjZubM7K2IXMjMtprZmBycw3AzuzqoXzOzM3LqZ4uIiIiIiIhI3qLLvo69/UB9Mws555KAjsCG3JqMc+623PrZIiIiIiIiIrmlgK76CtOZP9njC+CSoO4KjExumFkZM/vYzBaa2QwzaxBs72dmw8xskpmtNrP7I17zmJktNbOvzGykmfUKtjcK9rHQzD4ys9KxEwn21zSoXzaz2Wa2xMwez8bjFxEREREREZE8Qos/2WMUcJ2ZxQENgJkRvceBec65BkAfYEREry5wAdAc+KeZFQ4Wbq4CGgNXAk0jxo8A/h7saxHwz6PM61HnXNNgTucmLzyJiIiIiIiISP6lxZ9s4JxbCFTHn/UzNqZ9DvBWMO4boKyZJQS9z51zh5xz24AtQMVg/CfOuSTn3F7gM4DgNaWcc98Gr30TaHuUqXUxs7nAPKAekOpeQGbWMzg7aHZiYmJWDltEREREREQkzzDLm1+5Qff8yT6fAk8B7YCyEdvT+lW74PuhiG1H8L+fY/LRMLMaQC+gmXNup5kNB+JSTcS5RCB51ccdPHwsfrqIiIiIiIiIZIaZXQg8BxQEXnPODUpnXDNgBnCtc+79jPapM3+yzzCgv3NuUcz2yUA3ADNrB2xzzu3JYD9TgUvNLM7M4gnuJeSc2w3sNLM2wbgbgW/T2QdASfzNqHebWUXgoiwej4iIiIiIiIhkIzMrCLyI/5v9DKBrWk/wDsY9CYzLzH515k82cc6tx6/UxeoHvGFmC4EDwE1H2c8sM/sUWAD8BMwGdgftm4BXzKwYsBq4OYP9LDCzecCSYOy0LB2QiIiIiIiIyHGkwLG5kCanNQdWOudWA5jZKOAy4IeYcfcBHwDNMrNTLf4cY865+DS2TQImBfUO/C8udky/mFw/Ij7lnOsXLPJMBv4bjJkPtEhjXz0i6nZpbRcRERERERGRnGdmPYGeEZsSg1uwAFQG1kX01gNnx7y+MnAFcB5a/MlXEoPTvOKAN51zc3N7QiIiIiIiIiKSdTH32o2V0X2Ckz2Lf/L3EcvkHaS1+HMccM5dn9tzEBERERERETme5NaTtf6k9UDViFwF+CVmTFNgVLDwUw642MwOO+c+Tm+n5lzsApJImD4cIiIiIiIi+dfxuTySSS9NX5sn/6a9u1X1dN93MysELAc6ABuAWcD1zrkl6YwfDow52tO+dOaPZCj5Ue9xhaLr2F5WxubEfiIfUX8s9qO5Zs9cT8Rj1lz1WdJc085Jv/k6VNh/j8wZ9bIy9sBv/n//FSvs//dWZE6uY3N47K9BLmJRNcD+IBcvYlE1wL5DPscX9Xnvod8BKFG0AHsPBnWcf/jqniCXjCvA7iRfJ4R8b1fSEQBKhQqy88CR8FxLF0vJpYsVBGDHfp/LFC/I9v3+TS5b3L/p2/b5XC6+EFuDuny8723Z69+sCiX8m7d5j88VSxZmU1CfVNL3Nu7+FYBKCUX4ZZevTy5VBID1O32uUroI63YcCs+1apmi/LTd51PKFgVg7faDAFQvG8eabb6uUS4OgFVbkwCoWT7Eqi1J4f3UrBBi+eYDANSuWAyA5ZuCfFIxlm70dd1KvvfjL/sBOP3k4izZ4Ot6lYsDsHj9PgDqV/G3bFwU5DOrxLNg3V4AGlYtAcCCn4NcrQRzf/IPam1ySkkA5q4NcvWSzFmb8hDXsyLyWdX92NlrfG5aoySz1vhneDSrkQAQlWetDupTg14G+fugbh70IvPMVb4+u6bvReYZq3aF59qiZqlwblGzFEBUnrEyqGv53ndBblmrVFQNMG3FTgBan1Y6VY7tTQ3yOaeVjqoBpiz3uU3t0kxeviM817a1yzBpmc/t6pQBYOKy7QC0r1OWb5b6+ry6ZQGYsHQbAB3qluOrH7eF99Px9HKM/3ErAJ1OLw/Al0t8vrBeecYu2QLAxfUqADBm8WYAOtevyGeLfH3pmRUB+GTRJgAuO/MkAD5a6PMVDU7i/QUbAbi6YSUA3pvv/wN+l0Yn8+68DQBc27gyAO/MWQ9At7Oq8HZQA9xwVhWGz/oZgB7NqgHw+vc+39q8Gq98txaAO1tWB+CFaWsAuK91DZ6d4usH2tQAYPCk1QD0bncqAIO+WQXAI+fVZMDXKwF47PxaAPQdtwKA/hecRp+xywEYeHFt//oxy/z+Otfh/o+Xhuf6/OV1uftDf1/al670Dyi6/b3FALzapT49Ri4EYHjXBv7Y3l4AwNs3NOTaN+cB8O5NjQG48vU5AHx461kAdB46C4AxdzSj04szABh/j78FavvnpgMw8a+taPu0f7bN5IdaA9DqP5MBmP5wW87+d8oDkmf+41zOGjARgDmPtQeg4T8nALDg8Q7UfcQ/RGnpoAsAqNXrCwBWPnURNR74PLyfNc9eQtV7PwFg3RB/e9eT7/gQgF+GXkmFW94DYMuwLgCUufF/AOx463riuwwHYN97PQAIXfk6AEkf3urzpS/5/NndhC56xtdfPOh75/unfyd9/Qihc/v7+tu+vtfyEZ+/G0So2UPhuSbNeppQ43t9PW8Ikvc45w6b2b34p3gVBIY555aY2Z1B/5U/sl8t/oiIiIiIiIhIvlPgOD2vyTk3Fhgbsy3NRZ/MPtipwJ+floiIiIiIiIiI5FVa/BERERERERERycd02VceY2YOeNo597cg9wLinXP9jvHP2eeciz+W+xQRERERERHJKwocp4/7yg468yfvOQRcaWblcnsiIiIiIiIiInL80+JP3nMYSAQejG2YWXkz+8DMZgVfrYPt/czsLTP7xsxWmNntwfZ4M5tgZnPNbJGZXZazhyIiIiIiIiIiuU2LP3nTi0A3M0uI2f4c8IxzrhlwFfBaRK8BcAnQEuhrZicDB4ErnHNNgPbAf80yPu/NzHqa2Wwzm52YmHiMDkdEREREREQkZ5nlza/coHv+5EHOuT1mNgK4H0iKaJ0PnBGxflPSzEoE9SfOuSQgycwmAs2Bz4GBZtYW+B2oDFQENmXwsxPxZx4BuIOHj9FBiYiIiIiIiEiu0OJP3vUsMBd4I2JbAaBlsMgTFiwGuZjXO6AbUB44yzn3m5mtBeKya8IiIiIiIiIikvfosq88yjm3A3gPuDVi83jg3uRgZo0iepeZWZyZlQXaAbOABGBLsPDTHjgl2ycuIiIiIiIikgcUMMuTX7nyXuTKT5XM+i8Q+dSv+4GmZrbQzH4A7ozofY+/zGsGMMA59wvwTjB+Nv4soKU5M20RERERERERySt02Vce45yLj6g3A8Ui8jbg2nReutw51zNmX9vwN4DO8OeIiIiIiIiISP6lxR8RERERERERyXdy68laeZEWf/IB51y/3J6DiIiIiIiIiORN5lzsQ6JEwvThEBERERERyb/y9bkxw2b9nCf/pr2lWbUcf9915o9k6OBh/z2uUHQd28vK2JzYT3J9rPajuWbPXE/EYz6R55r0m/8eKpxSx+ZQ4fTHptU78FvKv+fFCls4Fyvs/z2NzKl6vwa5iEXVsT2A/UEuXsSi6qP19h3yOb6ohevYHF809di9h34HoERR/1yGyJxRL9XYg0EdF/Qicka9PUENUDIilwzG7k7yOSFUIKqO7e1KOgJAqVBBAHYe8Ll0sdR5x35flynue5F5+37/YSpb3H+Ytu3zuVy8z1uDXD6+EFv3BnUJ39uy139gKpQozOY9vq5Y0n+YNgX5pJKFw3U47w56CX7sxt2/AlApoQgbdvm6cqkiAKzfeQiAKqWLsm6Hr6uWKQrA2u0HAaheNg6ANdt8rlEujlVbkwCoWT4EwMotPteqEGL55gMA1K7ob/23bJPPdU4qxo8b94fnenql4izZ4HO9ysUBWLxhHwD1K8ezaL2vz6zib/W3YN1eABpWLcG8n3zd+JQSAMxZuweAs6qXBGDWmt0ANKuRwIxVuwBoUbMUANNW7ASg9WmlmbLc121qlwZg0rIdALSrU4Zvlm4Pz/W8umX56sdtAHQ83T/P4sslWwG4sF55Pl+8BYBL6lcA4OOFmwC4vMFJjJ7/S3g/1zQ6mZHzNgDQtXFlAEbMXgdA96ZVGTbrZwBuaVYNgFdn/gTA7WefwkvT1wJwd6vqADw/dQ0A959TA4CnJ68G4KG2p/KfiasAeLh9TQAGfL0SgMfOr8VjX67w2y48DYBHxi4HYNDFtfnbZ8vCc/3vpXW476MfAXjhitMBuOuDHwB4+aozuO3dxQC8dm19P///LfTHc30DrntzHgCjbmoMwNVvzAXg/Zub+Pfltdn+fbqtKRe9PBOAL+46G4AOL3wHwIT7WnLuM9MA+PbB1gC0HjwFgGm923D2v78Nz3XmP86l6b8mAjD7/9oD0PjxbwCY98/zqP9/XwGw+F8dAajz93EALHvyAmr+7QsAVv33IgBqPPA5AGuevQSAavd9CsDPL/yFKnd/DMD6ly4H4OQ7PgTgl6FXUvG20QBsfu0aACrc8h4AW4Z1oVyPUeG5bht+HWW7jwRg+4iuAFE5M730xpbq9jYAu965gYTr3wJg9/9uBCCha5BH3kjJ60YAsGdUd4BUucS1bwKw992biO8yHIB97/UAiMrFr3kDgP2jbwaIysWvfiM81/3vp+T97/uxxa4aBsCBD26JqgFCV74OQNKHt0bVsb2jjr080eePe0bVAKHLhvr8yR3hOjYnfXJH6rGXvuTrz+72vYgc6jzE12P8A45T5Uue9/nz+6PqVL2LnvH1Fw/63oVP+/zlQ+E6nC94ytfjevmxnQb7PL53VJ2qd94TKfv55lFC7Qf4euJjfuy5/X3+ti+hNn19PcVvC53jxyRNHRBVx/YAQmf7n500czChZg/5epY/hlBTf3xJs58h1MS/D0lz/fsQauzfs6R5Q8J1bE6aN4T8Tk+4SqH3QkREREREREQkH9Pij4iIiIiIiIhIPqbLvkREREREREQk3zE97itMZ/7kMWZWxcw+MbMVZrbKzJ4zsyK5PS8REREREREROT5p8ScPMb8s+SHwsXPuNKA2EA88keELRURERERERETSocu+8pbzgIPOuTcAnHNHzOxBYI2ZrQE6AQWB+sB/gSLAjcAh4GLn3A4zux3oGfRWAjc65w6Y2XBgD9AUOAl42Dn3fo4enYiIiIiIiEgO0UVfKXTmT95SD5gTucE5twf4Gb9QVx+4HmiOPxvogHOuMfAd0D14yYfOuWbOuYbAj8CtEburBJwDdAYGpTUBM+tpZrPNbHZiYuIxOzARERERERERyR068ydvMcBlsH2ic24vsNfMdgOfBf1FQIOgrm9m/wJK4S8ZGxexn4+dc78DP5hZxbQm4JxLBJJXfdzBw3/mcEREREREREQkt2nxJ29ZAlwVucHMSgJVgSP4y7uS/R6RfyfldzkcuNw5t8DMegDtIl4T+XqdASciIiIiIiL5VgE97StMl33lLROAYmbWHcDMCuLv7TMcOJDJfZQANppZYaBbdkxSRERERERERI4fWvzJQ5xzDrgCuMbMVgDLgYNAnyzs5jFgJvAVsPSYT1JEREREREREjiu67CuPcc6tAy5NozU8+EoeVz2iDveccy8DL6ex3x4xOf5PT1ZEREREREQkj9JFXyl05o+IiIiIiIiISD5m/kojkTTpwyEiIiIiIpJ/5euTY96Zsz5P/k3b7awqOf6+67IvEREREREREcl39LCvFFr8kQwdPOy/xxWKrmN7WRmbE/tJro/VfjTX7JnriXjMf3auSb/5OlTYf4/MyXVszmhsWr0Dv/n/QFKssP/XMqN84NegLhL0InJmesl5f5CLB2Mjc0a9fYdS9hNfNCXHF/VjI/PeQ78DUKKov+I5MqfqHQxynM97glwyrgC7k3ydEPK9yLwr6QgApUIFAaLyzgNHwnMtXSwlly7mx0bmHft9Xaa4723f7z8EZYsXYts+X5eL9x+QrUEun5z3BrlEIbbs9b/YCiX8L3rzHp8rlizMpqA+qaTvbdod5ITC/LLr1/BcTy5VhPU7fa5SuggA63ceCnJRft7h62pligLw03afTylbNKoGWLPtIAA1ysWlyqu3+vrU8r63amsSADXLh1i5xde1KoQAWLHZ59Mq+rx8k38gZu2TirF0o6/rVioGwI+/7Afg9JOLs2SDr+tVLg7A4g37AKhfOZ7F6/eFj7l+lXgWBfnMKv4WeQvW7QWgYdUSzP/Z142qlQBg7k97AGhySklmr/F10xolAZi1ejcAzU5NAGDGyl0AtKhViqkrdgJwzmmlAZi4bDsA7euU5asftwHQ8fRyAIxdsgWAi+tV4JNFm8JzvezMk3h/wUYArm5YCYCR8zYA0LVxZUbMXgdA96ZVAXh15k8A3H72KbwwbQ0A97WuAZAq/2fiKgAebl+TPmOXAzDw4toA9B6zDIDBnetw30c/+tdfcToAPUcvASDxmnrcPGpReK5vXHcm3d6aD8A7NzYC4JrhcwEY3aMJl782G4CPb2sKQOehswAYc0czLnp5Zng/X9x1Nh1e+A6ACfe19O/Zc9P9e/jXVrR9ehoAkx9qDUDrwVMAmNa7DS0GfQvAjEfOBaD5wEkAfN+nHQBN+n8DwNy+59HwnxMAWPB4BwDqPToegCVPdIqqAeo+Mg6ApYMu4NSHxobnuvrpi6nxwOcArHn2EgBOuf8zAH56/lKq3vMJAOtevAyAynd9BMCGl6+gUs8PANiYeBUAFW8bDcDm164BoMIt7wGwZVgXyvUYBcC24dcBULb7SAC2j+hKmRv/B8COt64HiMoJXd8Kz3X3yBsped0IAPaM6g5AiWvfBGDvuzcR32U4APve6wFA8WveAGD/6JspdtUwAA58cAsAoStfByDpw1t9vuI1nz+6jdDlib7+uKfvReTQZUN9/ckdvvcXfxvLpE/vCtfhfOlLvv7sbj+28xCfx9wbVQOELnne58/vJ3Txcyn7GfvXcE4a+1c/NiKHLnrG11886HsXPu3zlw9F1QChC57yeVyvVDnUabCvx/f2vYgc6vikr7/6u++dP8jnrx8J1+HcYaCvJ/hnwUTm0HlP+PqbR30vIofaD/D1xMd8Lzaf29/nb/tG1al6bfv5erL/HplDbfqmzHVK/3BOmuJfH5lT9c7x80iaOiCqBgi19seTNO2JVDnDXiv/HiVN9+9RZA61fCRlrt8NCuek7/z7HZlDLfzvJWmG/z1F5tDZvVP2M3NwOCfN9L/fUHP/WUj6/qmoGiDUzH9ukmY9HVUDhJr6z1vS7GdS5dBZ/nOaNMd/TiNzqMn9vp7rP++ROdT43pS5zhsSzknzhiAnDt3zR0REREREREQkH9OZPyIiIiIiIiKS75iu+wrTmT8iIiIiIiIiIvmYFn+ykZkdMbP5ZrbYzEabWbEMxvYzs15pbO9vZudn8LrLzeyMYzVnEREREREREclftPiTvZKcc42cc/WBX4E7s7oD51xf59zXGQy5HNDij4iIiIiIiEiEAnn0Kzdo8SfnTAFqmdmlZjbTzOaZ2ddmVjF2oJndbmZfmFnIzIab2dXB9kFm9oOZLTSzp8ysFfAXYHBwhlHN4LWzzGyBmX2QfLZRsJ/nzWy6ma1O3qeIiIiIiIiI5G9a/MkBZlYIuAhYBEwFWjjnGgOjgIdjxt4LXApc7pxLitheBrgCqOecawD8yzk3HfgU6B2cYbQK+NA518w51xD4Ebg1YveVgHOAzsAg0mBmPc1stpnNTkxMPBaHLyIiIiIiIiK5SE/7yl4hM5sf1FOA14E6wLtmVgkoAqyJGH8jsB6/8PNbzL72AAeB18zsc2BMOj+zvpn9CygFxAPjInofO+d+B35I64wjAOdcIpC86uMOHs7EUYqIiIiIiIjkMXraVwqd+ZO9ku/508g5d59z7lfgBWCIc+5M4A4gLmL8YqA6UCV2R865w0Bz4AP8fX6+TOdnDgfuDfb/eMz+D0XU+r8CERERERERkROAFn9yXgKwIahviunNwy8IfWpmJ0c2zCweSHDOjQUeABoFrb1AiYihJYCNZlYY6HaM5y4iIiIiIiIixxkt/uS8fsBoM5sCbIttOuemAr2Az82sXESrBDDGzBYC3wIPBttHAb2DG0jXBB4DZgJfAUuz7ShERERERERE8jDLo1+5Qff8yUbOufg0tn0CfJLG9n4R9ThS7tXTI2JY8zReN43oR72/HHzFjusRk1PNTURERERERETyH535IyIiIiIiIiKSj5lzLrfnIP/P3p3H21ju/x9/fczL3uZ5nock81goqZSUpEmISlSn06z6NjiOTn6V5qTsVISQpFHREaFM20wykyHzzCLp+v1x3XtZa2822xG77f3ssR/r874/17rWtdZe1cPtHtIvfTlEREREREQyrgx9I6BP5v+WLv9Me0PNYmf8c9eRPyIiIiIiIiIiGZiu+SOpOviHf8yRJbZO3kvL2DMxT1J9uubRWv+atZ6L7/lMrjV82NehrP4xOqfWO3DY/wVJzqz+LyRSyyl6vwc5m8XUx+ulZWxSb3+Q47JZpE6e41IZm9Tbd8jn+OwWUyfvpWXs3kN/ApAru/+7leicVCfPqY2N9A4GOUemmDp5L3neE9S5g150PpleUt4d9jlPyI+Nzmnp7QofASBvKHOKfKo9gJ0HfM6XM3NMfSq9kxm7Y7+v88f53vb9/l++AnFZYmqAbft8LhifMm8N6kJBLzpv3RvUuYJeVN6y93BkrYVzZY3kwrn8v9Cb9/hcJHfWmBpgU5CL5s4aUwNs2h3kPCnzb7t/B6BYnmwAMTl5b+Mun4vnzRapk/KGIJfI68dG5/U7fV0yn++t33koyNlZt+NQZJ5S+Y/mUvmzA/BrkEvnzx5TA6zd7nOZAtlZs/0gAGUL5ABImbcFuWAOVgd1uYK+F51Xbg0DUKFQCICVW4JcOMTyzeHIWisVCbFs0wEAKhfNCcDSIFcpmpMlv+0H4LxicQAs2Rjk4nH8HNTVivveog37AKhewl+2cdH6IDaSqyMAACAASURBVJeMZ2FQX1DS96Lz/HV7AahZyt8cdt6vPtcqnYu5a/dG1lq7TC7mrNkDQJ2yuQFIXO1zvXK5mbV6NwD1y+UBYOYqnxuUz8OMlb5uWMH3pq/YBUCjinkBmBbkxhXzMnX5TgCaVMoHwORlOwBoVjk/k5b6+pIq+QH4/pftAFxatQATfjl6n5QWVQsy7uetALSsVgiArxZtBqB19SKMWbAJgLY1igLw8byNANxUqzgfzVkfmefWOiUZNOtXALrULw3AuzPWAnBXwzL0/2kNAPdeWBaAN6auBuD+JuV4+YdVADxycXkAnv9+JQBPXFoBgJ7jlgPQu2UlnvpmGQDPXVUZgB5fLQWgb+sqPPi5vz/La22qAnDP6J8BeLtdNbqOXBRZ68Cbq9Nl+AIABrWvAUCnYfMBGNKhJrcMngvAiM61AWj3/mwARt9Rl2sTZgHwRbf6ALR6ZyYAY+/2lxNt8eY0ACb8szHNX/8JgIkPXAhA05enAjDlkSZc1HcKAD/2aApAw//3AwAz/u9i6v1nYmStiU83p1avCQDM69UCgAue+Q6Ahc9eTrUnxwPwc58rAKj82LcALHvxSio88g0AK1++CoByD30NwOpXrwag7ANfAbDm9daUus9fRnVdvzYAlLz3MwDW97+O4nd/CsDGd64HoHj3IA+4niJdR0XWunngjRS6fSQAWz+4GYACtw0HYPuH7cnbYSgAu4Z1BCD+pkEA7Pu4C3E3fBCZZ/8ntxO6LgGA8GfdAAhd09/nL+8l1Op1X499wPdavuTzuEcJXfa8r//7hO81f9bnic/43LSnz1N6E7rwSV//1Mf3GvvnhKc9T6jBo76e6ecO1fP3Bwonvkqozv2RtYbnvEGo9n2+ntsPOXdo54+IiIiIiIiIZDg61ekofRYiIiIiIiIiIhmYdv6kgZkdMbN5ZrbIzEaZWU4zK2tmi44zvreZXRbUk8ysXlCPNbO8p7iGu83stlN/FyIiIiIiIiJyLtFpX2kTds7VAjCzYcDdwKfHG+yc63mc7a1OdQHOuXdO9bkiIiIiIiIi5wqzDH0zszTRkT+nbgpQMagzm9m7ZrbYzMabWQjAzAaZ2Q3Jn2hma8ysYHDU0C9mNtjMFpjZJ2aWM2rMC2Y2M/ipGGzvZWaPBvWkqDHLzKxpsD2zmfU1s1nBvN2D7cXMbHLU0UtN//qPSURERERERETOJu38OQVmlgW4ClgYbKoEvOWcOx/YBbRLw3RVgATnXA1gD3BvVG+Pc64B0A947TjPzxKMeRD4V7DtTmC3c64+UB+4y8zKAbcC44Kjl2oC89KwThERERERERH5G9LOn7QJmdk8IBH4FXgv2L7aOZe0I2U2UDYNc65zzv0Y1EOBJlG94VGPjY/z/KTTzqJf9wrgtmCtM4AC+B1Us4DbzawXcIFzbi/JmFk3M0s0s8SEhIQ0vA0RERERERGR9MPS6c/ZoGv+pE3kmj9JgnMID0VtOgKE0jCnSyUfr46W9NpHOPr7NOCfzrlxyQebWTPgamCImfV1zn0Y8+LOJQBJe33cwT9O/AZEREREREREJP3SkT9nX2kzSzqqpz0wNap3c9TjtDTMOQ64x8yyAphZZTOLM7MywBbn3Lv4o5bq/G9LFxEREREREUmfzNLnz9mgI3/OviVAZzMbACwH3o7qZTezGfiddO3TMOdA/Clgc8wfmrQVuA64BOhhZoeBfYBuGS8iIiIiIiKSwWnnTxo45+KPsW0NUD0qvxRVd4mqL4mqywKYWTzwp3Pu7uO85FvOuX8ne71ex5lzG8E1f5xzfwJPBj/RBgc/IiIiIiIiInKO0M4fEREREREREclwMp21yyunP9r5cxYlP2ooWa/sGV2MiIiIiIiIiGRI5tzxbiIlctw7jImIiIiIiMjfX4Y+NObLhZvT5Z9pr7mgyBn/3HXkj4iIiIiIiIhkOGfrzlrpkXb+SKoO/uEfc2SJrZP30jL2TMyTVJ+uebTWv2at5+J7TuqFD/vHUNaU+X/tna55knoHDvu/MMmZ1VLkA78HdbagF5X3B3Vc0IvOSXVS3nfI5/jsfmx03nvoTwByZc8EEJP3HvwzMk+uHEdzrhx+7J4g586Rid1hX+cJ+d6u8BEA8oYys/OAr/PlzAyQIu/Y73P+uMxs3+9/mQXi/C9z2z6fC8ZnYeteXxfK5Xub9/gPs0jurGzaffQXVDRPVjbu+h2A4nmzAbAhyCXyZmP9Tl+XzOd763YcAqBU/uz8GtSl82cHYM32gwCULZDD521BLpiDVVt9Xb6Q763cEgagQuEQK4K6YuEQAMs2HwCgcpGc/PLbgchaqxbLyZKN+wE4r3gcAIs27AOgeol4Fq739QUl/T0R5v+6F4CapXMxZ+0eAOqUyQ1A4mqf65Xzeeaq3QA0KJ+H6St2AdCoYl4Api7fCUCTSvmYtHQHAJdUyQ/Ad0u2AXD5eQUB+HbxVgCuPL8QXy3aDEDr6kUAGLNgEwBtaxRl1LyNANxYqzgAw+duAKB97RJ8mLgu8p5vq1eK92f9CsAd9UsD8M60NQDc3bgsb0xdDcD9TcoB0HfSKgB6XFKeZ/+7AoBnLqsIQM9xywHo3bISAE+OXQZAn1aVeeTLpQC8fE0VAP45ZgkAb7Y9j3tG/wzA2+2qAdB15CIABt5cnS7DF0TWOqh9DToMmQfAsE61ALhl8FwARnSuTbv3ZwMw+o66ALR5NxGAz++qx9UDZgLwdfcGAFzx1nQAxv+jEQCXvjENgO/vb8zFr/4IwA8PXQRA05enAjDlkSZc+OJkAH56rBkAjZ7/AYDpT1xM/ecmRdY666lLqPvsRABmP9McgNr//h6Auf+6lJr/mgDA/H+3AOCCZ74DYOGzl3P+U+Mj8yx+7gqqPD4OgKUvtASgUo9vAVje90oqPPINACtfvgqAcg99DcDqV6+m3INB/drVAJS5/0sA1r5xDQCl7vscgHX92lDqH0H9VhsAStwzBoANb7elePdPAdg44HoAinUbDcBvCe0oetcnkbVuevcGinQdBcDmgTcCUPjOjwHY8t5NFLp9JABbP7gZgIJdRgCwbdAtFOg8HIDtg/0NXwvcFuQPfc7f6SMAdgy5lXwdhwGwc2gHAPJ2GArArmEdyXPrEAB2f9QJgDztgzy8E7lv+TCy1j0jbovkPSP8DWFz3ezvE7J3ZGfibxoEwL6PuwAQd+MHAOwfdTtxNwT1J7f7XrKcs937ABwYfQeh698DIPzpnQCE2g70eUzXmBogdF2Cz591i9SR3GaArz/v7sdG5dC1/ua54S/u8b2oHLqm/9F5vrw3ksNf3uvHtu7n81f3xdQAoavf8Pnr+2NqgFCr130e+4DPV73q8zcPEbryFV9/+7DvReVQS3+vmPC4R30vKoeu6Ht0reN7RHJ4fA8/9vIXfP7ucUKXPe/r/z7he1E51KKPryf4e8GkyJc+5/P3T8XUAKHmz/o88ZmYGiB0cW+ff+gZqSO5WS9fT/aP0TnUtKevp/jnROcUvSb+tcJTn02RQxf5NYZ/9GuOzqEL/XsL/+Tfa3QONX7i6FqnPR/J4Wn+Mws1etzn6S/E1AChhv6zD8/oG6kjuYH/HYZn+t9hdA7V97/78Cz/u4/OoXoP+TrRf2dSy6G6/vsVnu2/b6E6/vsXnvNGTA0Qqu2/t+G5/SJ18hye2w85d2Q62wsQEREREREREZG/jo78EREREREREZEMxzL2JY3SREf+pFNmVtLMPjez5Wa2ysz6mVn2VMaXNbNbz+QaRURERERERCT9086fdMjMDPgU+Mw5VwmoBISAF1N5WlkgTTt/zCzzqa5RRERERERERP4etPMnfboUOOic+wDAOXcEeAi4zcyqm9kUM5sT/FwYPOd5oKmZzTOzh4IjgVKMM7NLzGyimX0ELDwbb05ERERERETkr2aWPn/OBl3zJ306H5gdvcE5t8fM1gC5gcudcwfNrBIwHKgHPAE86pxrDWBmOY8zDqABUN05t/qMvBsREREREREROWt05E/6ZIA7zvaswLtmthAYBVQ7zhypjZt5vB0/ZtbNzBLNLDEhIeFYQ0RERERERETkb0RH/qRPi4F20RvMLDdQBGgFbAZq4nfeHTzOHA+lMm7/8V7YOZcAJO31cQf/OIXVi4iIiIiIiJxlmXS3rwgd+ZM+TQBymtltELkw88tAPyAb8Jtz7k+gE5B00ea9QK6oOfIcZ5yIiIiIiIiInEO08ycdcs45oC1wg5ktB7YDfzrnngP6A53NbDpQmaNH8SwA/jCz+Wb2UCrjREREREREROQcotO+0inn3DrgWoDgTl3Dzayuc242UCNq6P8F4w8DLZJNc6xxk4BJf82qRURERERERNKHs3VnrfRIO3/+BpxzPwFlzvY6REREREREROTvR6d9iYiIiIiIiIhkYOYvLyNyTPpyiIiIiIiIZFwZ+sSo8Uu2pss/015xXqEz/rnryB8RERERERERkQxM1/yRVB38wz/myBJbJ++lZeyZmCepPl3zaK1/zVrPxfd8NtcaPuwfQ1lj67T0TjT2wGH/lys5s1pMfbzeccf+HuRsFlMn7+3//eg8cVE5Lhgbnfcd8nV8dt/be+hPAHJlz8Teg0Gdw/+dyJ4g5z5G3h32dZ6Q7+0KHwEgbygzOw/4Ol/OzAAxecf+I5G15o/LzPb9/hdUIM7/grbt87lgfBa2BnWheN/bujfIubKwZa//0Avn8h/65j0+F8nt86YgF82dld92/w5AsTzZANi4y+fiebOxIahL5PW99Tt9LpkvG+t2HIqstVT+7Pwa5NL5swOwZvtBAMoWyMGabUFdMAcAq7b6XL5QDlZuDQNQoVAIgBVbfK5Y2Oflm32uVCTE0k0HAKhSNCcAS37zN6k8r1gcP2/0dbXicQAs2rAPgOol4gFYuN7nC0rGM3/dXgBqlsoFwLxffa5VOhdz1/q6dhnfm7NmDwB1yuYmcfWeyHuuVy43s1btBqB++TwAzAxyg/J5mLHS1w0r+N70lbsAaFQhL9NW+LpxxbwA/Lh8JwAXVcoHwJRlPjetnI/Jy3YA0KxyfgAmLt0OQPMqBfj+F19fWrUAAN8t2QbA5ecV5NvFWyNrvfL8Qny9aAsAV1cvDMCXCzcDcM0FRRizYBMAbWsUBWDUvI0A3FirOMPnbgCgfe0SAAydvR6AjnVLAjA4cR0AneuV4t0ZawG4q6G/BGH/n9YAcO+FZXlj6moA7m9SDoC+k1YB0OOS8jw3YUVkrU+1qEiv8csB6HVFJb/tm2UAPHdVZR77eikAL15dBYBHvvT55WuqcP9nv0TmeeO6qvxjzBIA3mp7HgDdP1kMwIAbzqfryEUADLy5OgBdhi8AYFD7GnQcOt+/1441Abhl8FwARnSuDcANH8wB4JPb63DdwEQAPutaD4DWA2YB8FX3+lz19gwAvrmnIQCX95sOwHf3NaL56z9F1jrxgQtp9sqPAEx++CIALuo7BYAfezSl8QuTAZj2eDMAGv6/HwCY8X8XU+8/EwFIfLo5AHV6fw/AnJ6XAlCr1wQA5vVqQY2e/wVgQe/LAKj+9HcALPrP5VR7cjwAP/e5AoDKj30LwLIXr6Tio99E1rripaso//BYAFa90gqAcg9+DcDq166m7ANfAbDm9dYAlP7nFwD8+ua1lPrH5wCse6sNACXuGQPAhrfbAlC8+6cAbBxwPcW6jQbgt4R2ABTpOgqAzQNvpPCdHwOw5b2bACh0+0gAtn5wMwW7jIisddugWyjQeTgA2we3ByB/p48A2DHkVvJ1HAbAzqEdAMjbYSgAu4Z1JM+tQyLz7P6oE3na+7x7eCcAct/yIQB7RtxGrpsHA7B3ZGcA4m8aBMC+j7sQd+MHAOwfdTsAOdu9D8CB0XcAELr+PQDCn95JqO1AX4/p6nvXJfj8WTdCbQb4+vPuvnft2z5/cQ+ha/pH1hr+8l5Crfv5+qv7/Nir3/D56/sJtXrd12Mf8L2rXvX5m4cIXfmKr7992PdavuTzuEd9vqKvz+N7ELr8BV9/97jvXfa8z/99glCLPr6e8KTvXfqcz98/Fakjufmzvp74jB97cW+ff+hJqFkvX0/2j9E51LSnr6f48aEm/vnhqc+myKGLnvL1j/61Qxf6dYV/6hNTA4QaP+HztOcjdSQ38u81PN2/91DDHj7P6BtTA4Qa+M8sPPOlSJ08h2f6zzdU33/e4VmvxNQAoXoP+Zz4akwNEKrrf4fh2a+nyKE69/t6jv/dR+cUvdr+exKe2y9SJ8/huf2Qc4d2/oiIiIiIiIhIhmMZ+6y2NNFpXyIiIiIiIiIiGZh2/gTM7CkzW2xmC8xsnpk1PE3zTjKzekE91szyHmdcbTNzZtbyFF9njZkVPMb2u83stlOZU0RERERERET+/nTaF2BmjYHWQB3n3KFgJ0q20/06zrlWqbTbA1ODx3HHWKPh7872Zxpf8500LVJEREREREQkA8iks74idOSPVwzY5pw7BOCc2+ac2whgZj3NbJaZLTKzhGAnTPIjegqa2ZqgDpnZiOAIopFAKOlFUjk6x4AbgC7AFWaWI9he1syWmFl/YA5QyszeNrPE4CilfyebqoeZzQx+KgZz9DKzR4P6ruC9zDez0WaW83R9gCIiIiIiIiKSPmnnjzcev2NlmZn1N7OLo3r9nHP1nXPV8TtyWp9grnuAA865GsBzQN2TeP2LgNXOuZXAJCD6CKEqwIfOudrOubXAU865ekAN4GIzqxE1do9zrgHQD3jtGK/zafBeagJLgDtPYm0iIiIiIiIi8jemnT+Ac24ffidNN2ArMNLMugTt5mY2w8wWApcC559gumbA0GDeBcCCk1hCeyDp/pUjgpxkrXNuelS+yczmAHODtVSL6g2Pemx8jNepbmZTgvfS4Vjvxcy6BUcWJSYkJJzE0kVERERERETSH0un/5wNuuZPwDl3BH/UzaRg50hnMxsB9AfqOefWmVkvIEfwlD84uvMsR/LpTvZ1zSwz0A641syeAgwoYGa5giH7o8aWAx4F6jvndprZoGSv7Y5TJxkEXOecmx/s3Lok+QDnXAKQtNfHHfzjZN+JiIiIiIiIiKRHOvIHMLMqZlYpalMtYC1Hd6xsM7N4/HV5kqzh6Cld0dsn44+qwcyq40/PSs1lwHznXCnnXFnnXBlgNHDdMcbmxu8M2m1mRYCrkvVvjnqcdozn5wJ+M7OsSWsUERERERERkYxNR/548cCbwW3Y/wBWAN2cc7vM7F1gIX5nz6yo57wEfGxmnYDvo7a/DXxgZguAecDME7x2e2BMsm2j8dcOmhK9MThiZy6wGFgF/JjsednNbAZ+p157UnoGmIHfsbUQvzNIREREREREJMMx3e0rQjt/AOfcbODC4/SeBp4+xvZfiD2q5+lgexi45ThzlT3Gti7H2PYF8EUQq59ofLK5/51se6+o+m38zikREREREREROUfotC8RERERERERkQxMR/6IiIiIiIiISIZztu6slR6Zcyd9Yyo59+jLISIiIiIiknFl6L0jk5buSJd/pr2kSv4z/rnryB9JVdKt3nNkia2T99Iy9kzME32L+tMxj9b616w1vb7n8GH/GMp6tE6eQ1mPP/ZkegcO+/8P5cxqKXKqvd+DOlvQi8pJdfJ8rLH7gzou6EXn1HoA+w75HJ/dYmqAvYf+BCBX9kwxNcDeg0HOkYk9QQ2QO0cmdod9zhPyY3eFjwCQN5SZnQd8nS9nZoCYvH3/0S9TgbgsbN3nc6F4/8vcvMd/8EVyZ+W33b8DUCxPNgDW7zwEQMl82Vm73ddlCmQHYOWWMAAVCocAWLrpAABViuZk8Yb9AJxfIg6ABev2AVCjVDxz1+4FoHYZfz392Wv2AFC3bG5mrtodWWuD8nmYtmIXAI0r5gVg6vKdADSplI9JS3cAcEmV/AB8/8t2AC6tWoBxP28FoGW1QgCMXbwFgFbnFwbgy4WbAbjmgiKMWbAJgLY1igIwat5GAG6sVZzhczcA0L52CQCGzl4PQMe6JXl/1q+Rtd5RvzQJ09cC0K1RGQDe/HE1AP+8qByvTfH1g03LAfDixJUAPNa8As9NWAHAUy0qAtBr/HL/eIW/weaTY5cB0KdVZR77eql//tVVAHj4i18AeOXaqjz4ua9fa1PVv+6YJX4dbc8D4J7RPwPwdrtqdBu1GICEG8/36x+xEID3b7mALsMXADCovb9kX8eh8/1771iTDkPmRd7zsE61uGXwXABGdK7tP7NBc/xn2KUO7d6fDcDoO/xNP9u8mwjA53fVo/UAf2+Ir7rXB6DVO/6+D2PvbgBAy/4zABh3b0NavOlvzDnhn40BaP76TwBMfOBCLn7V39Phh4cuAqDpy1MBmPJIE5q8dPR+EFMfbcqFL04G4KfHmgHQ+AWfpz3ejEbP/wDA9CcuBqBBn0kAzHzyEur9ZyIAiU83B6BOb3//ijk9LwWgVq8JAMzr1YIaPf8LwILelwFwwTPfAbDw2ctjaoDqT/u86D+XU+3J8ZG1/tznikj+uc8VAFR9YhwAvzzfkiqP+3rpCy0BqPzYtwAse/FKKvX4NjLP8r5XUvHRbwBY8ZK/8Wl0rvCIr1e+7HvlHx4LwKpXWlHuoa8BWP3q1QCUezDIr/lc9oGvAFjzemvK3P8lAGvfuAaA0v/0l2P89c1rKXXf5wCs69cGgFL/CPJbbSJ1Ui5572cArO/vb+Ra4h5/n48Nb7el+N2fArDxnesBYnLx7kE9wPeKdRsNwG8J7VLkIl1HAbB54I0AFL7zYwC2vHcThW4fCcDWD/xNYQt2GQHAtkG3UKDz8Mhatw9uT4HbfN7+ob9vSP5OHwGwY8it5Os4DICdQ/0NY/N2GArArmEdydN+CAC7h3cCIPctHwKwZ8RtAMTfNAiAfR93Ie6GDwDY/8ntAISufw+A8Kd3ErouwdefdfO9a/2lKsNf3EPomv6RtYa/vJdQ636+/uo+P7bV6z6PfYDQla/4+tuHfa/lSz6Pe5TQFX2PzjO+B6HLX/D1d4/7sc2f9XniM4Sa9fL1ZP8YatrT5ym9Y2qAUJNnfJ7qnx+66Cmff3wupk7Ru/BJX//Ux/eicqjxE0fXOu35SA5Pe96PjcqhRn794en+/UTnFL2GPXye0TdFDjV41Ncz/WcWnVPt1X/46FpnvRLJ4Vn+dxGdU/TqPeRz4qsxdfJeWsaG6j7g69n+exGdk+rk+Zhj69zv6zlv+F5UTqqT58jY2v67GZ7bL6ZOS+90zZNUH2+snBu080dEREREREREMpxMGfq4prTRBZ9FRERERERERDIw7fwREREREREREcnAtPPnf2BmT5nZYjNbYGbzzKyhmQ00s2pne20iIiIiIiIi5zJLp/+cDbrmzykys8ZAa6COc+6QmRUEsjnnup7lpaVgZpmdc0fO9jpERERERERE5MzTkT+nrhiwzTl3CMA5t805t9HMJplZPQAz22dmz5nZfDObbmZFgu0VgjzLzHqb2b5ge7yZTTCzOWa20MzaBNvLmtkvZjY4OMroEzPLGfRamNncYPz7ZpY92L7GzHqa2VTgRjO7wsymBXOPMrP4M/+RiYiIiIiIiMiZpp0/p248UMrMlplZfzO7+Bhj4oDpzrmawGTgrmD768Drzrn6wMao8QeBts65OkBz4GUzSzomrAqQ4JyrAewB7jWzHMAg4Gbn3AX4I7nuiZ7POdcE+C/wNHBZMHci8DAiIiIiIiIiGZRZ+vw5G7Tz5xQ55/YBdYFuwFZgpJl1STbsd+CroJ4NlA3qxsCooP4oarwBfcxsAX6HTQmgSNBb55z7MaiHAk3wO4RWO+eWBdsHA82i5hsZPDYCqgE/mtk8oDNQ5ljvy8y6mVmimSUmJCQc9/2LiIiIiIiIyN+DrvnzPwiuozMJmGRmC/E7VaIdds65oD7CiT/vDkAhoK5z7rCZrQFyJL1c8peHE14pan/waMB3zrn2JxiPcy4BSNrr4w7+caJniIiIiIiIiEh6piN/TpGZVTGzSlGbagFrT/Lp04F2QX1L1PY8wJZgx09zYo/OKR1cZBqgPTAV+AUoa2YVg+2dgB+O83oXJY0zs5xmVvkk1yoiIiIiIiLyt2Pp9Ods0M6fUxcPDDazn4PTtKoBvU7yuQ8CD5vZTPyFo3cH24cB9cwsEX8U0C9Rz1kCdA5eKz/wtnPuIHA7MCo48uhP4J3kL+ac2wp0AYYHz58OVE3DexURERERERGRvymd9nWKnHOzgQuP0bokakx8VP0J8EkQNwCNnHPOzG7BX4AZ59w2/PWAYphZWeBP59zdx1jHBKD2MbaXTZa/B+qn/q5EREREREREJKPRzp+zoy7QL7iT1y7gjrO8HhEREREREZEMJdPZurVWOqSdP2eBc24KUDMN49cA1f+yBYmIiIiIiIhIhmVHb0YlkoK+HCIiIiIiIhlXhj40ZtqKXenyz7SNK+Y945+7jvyRVCXd6j1Hltg6eS8tY8/EPNG3qD8d82itf81a0+t7Dh/2j6GscODw0f9f5MxqHPjd55zZ/H+vo/P+oI4LevsO+Ryf3WJqgL2H/gQgV3Z/3f29B4OcI1NMnby3J6hzB73onFQnz0ljd4d9zhPKxK7wEQDyhjIDsPOAz/lyZo6pk/eS5x37fZ0/zvei8/b9/oMtEOc/2OicVCfPSWO37fO5YHwWtgZ1oXjfi85b9x6dp1CuLGzZ6395hXNlBYjJyXub9/hcJHdWNgV10dy+t3HX7wAUz5stRV6/09cl8/nerzsOAVA6f3ZWbzsIQLmCOQBYuSUMQIXCIZZtOhBZa+WiOfl5434AqhWPA2DR+n0AVC8Zz4J1vq5Ryl86bv66vQDULJWLeb/6ulbpXADMXetz7TI+z1m7B4A6ZXKTuNrX9crlBmDWan9/gfrl8jBzla8blM8DwPSVuwBoVCEv01fsiqy1UcW8TAty44p5AfhxzvYI6QAAIABJREFU+U4ALqqUj6lB3aRSPgCmLPO5aeV8TFq6A4BLquQHYOLS7QA0r1IAgO9/8fnSqgX4bsk2AC4/ryAA45dsBeCK8wox7mdft6xWCICvF20B4OrqhVPkLxduBuCaC4oA8PnCTQC0uaAoYxb4um2NogB8PG8jADfVKs5Hc9ZH3vOtdUryzrQ1ANzduCwAz01YAcBTLSrSc9xyAHq39Df9fHLsMgD6tKrMI18uBeDla6oA8PAX/t4Nr1zr77Pw4Oc+v9amKv8YswSAt9qeB8BdHy8C4N2bqtNl+AIABrWvARCTb/toQWStH95ag45D5wMwtKM/qLjDkHkADOtUi/Yf+nr4bbUAYvItg+cCMKKzv3Rg8nxzkEd2rh1TA9w4aA4Ao7rU4YYPfP3J7XUAaPf+bABG31GX69+bHVnrp3fW5bqBiQB81rUeQExOrdd6wKzIPF91rx/JX3X3lzO8esBMAL7u3iCmBrjq7RkAfHNPw5g6eQ+gZX+fx93bkCvemg7A+H80AojJl/fz9Xf3+V50TqqT56SxLd6cBsCEfzbm0jd8/f39/pKPzV75EYDJD19E5ce+BWDZi1cCUP7hsQCseqUVACXuGQPAhrfbUrz7pwBsHHA9AMW6jQbgt4R2FL3LX3Jy07s3AFCk6ygANg+8kcJ3fhxZ65b3borkLe/dBECh20cCsPWDm2Pq5L0CnYcDsH1we4CU+bYgf9g+pgbI3+kjAHYMuZW8HYYCsGtYR4CYnFQn5Ty3DgFg90edAGJyqr32QyLz7B5+NO8e7sfmvuVDAPaMuC2mTksPIP6mQQDs+7gLcTd+AMD+UbcDxOST6UXyDUHvk2BsVE6tF7r+PQDCn94JQKjtQJ/HdPX5ugSfP+sWUwOE2gzw+fPuhK5929df3ON71/T3+ct7I3XyHP7y3pRjr37D11/f73tXvuLztw8TuvwFX3/3uO9d9rzP/30iRQ616OPrCU/6XlROtdf82aNrnfhMJIcnPuPHXtzb5x96EmrWy9eT/WOoiR8TnvosocZPHJ1n2vOEGvbw9Yy+fmyDR32e+VJMnZYeQKj+wz7PeoVQvYd8nfiq79V9wOfZrxOq4z/P8Bz/+UbnUO37jq51br9IDs/tR0aXofdspZHu9iUiIiIiIiIikoFp54+IiIiIiIiISAam075EREREREREJOPReV8ROvLnNDKzp8xssZktMLN5ZtbwOON6m9llx9g+yMxuOA3rmGRm9f7XeURERERERETk709H/pwmZtYYaA3Ucc4dMrOCQLZjjMvsnOt5xhcoIiIiIiIiIuckHflz+hQDtjnnDgE457Y55zYCmNkaM+tpZlOBG9NyhI+ZxZvZBDObY2YLzaxNsL2smS0xs3eDo43Gm1ko2XMzmdlgM/tPkD8zs9nB+G6n882LiIiIiIiIpCeWTv85G7Tz5/QZD5Qys2Vm1t/MLk7WP+ica+KcG5HGeQ8CbZ1zdYDmwMtmlvRtqQS85Zw7H9gFtIt6XhZgGLDMOfd0sO0O51xdoB5wv5kVSP5iZtbNzBLNLDEhISGNSxURERERERGR9EanfZ0mzrl9ZlYXaIrfSTPSzJ5wzg0Khow8xakN6GNmzYA/gRJAkaC32jk3L6hnA2WjnjcA+Ng591zUtvvNrG1Ql8LvPNqe7H0kAEl7fdzBP05x1SIiIiIiIiKSLmjnz2nknDsCTAImmdlCoDMwKGjvP8VpOwCFgLrOucNmtgbIEfQORY07AkSf9vUT0NzMXnbOHTSzS4DLgMbOuQNmNilqHhEREREREZEMxXS3rwid9nWamFkVM6sUtakWsPY0TJ0H2BLs+GkOlDnJ570HjAVGmVmWYJ6dwY6fqkCj07A2EREREREREUnndOTP6RMPvGlmeYE/gBXAqVxUeYCZvRbU64BrgC/NLBGYB/xyshM5514xszzAEKALcLeZLQCWAtNPYW0iIiIiIiIi8jejnT+niXNuNnDhcXplk+Uuxxl3zO1A4+Nsrx713Jei6kui6n9Fjb/qOPOIiIiIiIiIZCg66+sonfYlIiIiIiIiIpKBaeePiIiIiIiIiEgGZs65s70GSb/05RAREREREcm4MvSZUbNW706Xf6atXy7PGf/cdc0fSdXBP/xjjiyxdfJeWsaeiXmS6tM1j9b616z1XHzPf4e1hg/7OpTVP6aW/9fe6Z7nwGH///ecWf3/T6PzqfZO1zxJ9ema52+x1t+DOlvQSyWfai8tY/cHdVzQ23fI5/jsxt5Df0bec67smdh70OdcOfxB0tH5VHuna56kOinvCXLuYOzusM95Qpli6uS9XeEjAOQNZQZINe884Ot8OX0vOp9MLy1jk3o79vucPy4z2/cf/Q9cgbgskVwgzv9HbNs+nwvGZ2FrUBeK973onKK3N8i5UuYte/1/YArn8v/x2bzH5yK5s7IpqIvm9r1Nu4OcJyu/7f49stZiebKxcZfPxfNmA4jJqfU2BHWJoJdaXr/zEAAl82UHYN0On0vlz87a7b4uU8D31mw/CEDZAjlYs+1gZK1lCx7NZQvm8GOj8qqtvi5fyPdWbg0DUKFQiJVbgrpwCIDlm32uVMTnZZsPAFC5SE6WbQrqojkB+OU3n6sWy8mS3/YDcF6xOACWbAxy8TgWb9gfWev5JeJYtGEfANVLxAOwaH2QS8azYJ2va5Tyvfm/7gWgZulczF27NzJP7TK5mL1mDwB1y+YGYNaq3QDUL5+H6St2AdCoYl4ApizbCUDTyvn4/pftAFxatQAA437eCkDLaoUA+GrRZgBaVy/Cp/N/A+D6msUAYvJHc9YDcGudkgC8P+tXAO6oX5p3pq2JrPXuxmV5ZfIqAB5uVh6APhNWAvBkiwr0HLccgN4t/c2He3y1FIC+ravwzzFLAHiz7XkAdP9kMQADbjjfv9aIhf61b7mAjkPnAzC0Y00Abhw0B4BRXepw3cBEAD7rWg+AVu/MBGDs3Q24vN/Re8l8d18jLnntJwAmPegvidrkpSkATH20KQ3/3w8AzPi/iwGo++xEAGY/05ya/5oAwPx/twDg/KfGA7D4uSsAqNTjWwCW972Scg99DcDqV68GoPQ/vwDg1zevpfjdnwKw8Z3rASh61ycAbHr3BgrdPjKy1q0f3Ez+Th8BsGPIrQDkaT8EgN3DOxF34wcA7B91OwA5270PwIHRdxBqOzAyT3hMV0JtBvj68+4AhFr38/mr+wi1et3XYx/wvZb+cq3hcY8SuvwFX3/3uO+16OPzhCd9bv6szxOfIdS0p6+n9Pa9i57y+cfnCDXyzw9P9/OF6j/s86xXCNV94OhaZ79OqPZ9vp7bDzl36LQvEREREREREZEMTEf+iIiIiIiIiEiGYxn7rLY00ZE/IiIiIiIiIiIZmHb+pHNm9pSZLTazBWY2z8wapuG5A82s2l+5PhERERERERFJ33TaVzpmZo2B1kAd59whMysIZDvJ52Z2znX9SxcoIiIiIiIikk6ZzvqK0JE/6VsxYJtz7hCAc24bcJ6ZjUkaYGaXm9mnQb3PzHqb2QygsZlNMrN6Qe9tM0sMjiL691l4LyIiIiIiIiJyFmjnT/o2HihlZsvMrL+ZXQx8j98BVCgYczvwQVDHAYuccw2dc1OTzfWUc64eUAO42MxqHOsFzaxbsJMoMSEh4fS/IxERERERERE5o3TaVzrmnNtnZnWBpkBzYCTwBDAE6GhmHwCNgduCpxwBRh9nupvMrBv+d14MqAYsOMZrJgBJe33cwT9O05sREREREREROYN01tdR2vmTzjnnjgCTgElmthDoDHQHvgQOAqOcc0m7aA4G42OYWTngUaC+c26nmQ0CcpyB5YuIiIiIiIjIWabTvtIxM6tiZpWiNtUC1jrnNgIbgaeBQScxVW5gP7DbzIoAV53utYqIiIiIiIhI+qQjf9K3eOBNM8sL/AGsALoFvWFAIefczyeaxDk338zmAouBVcCPf9F6RURERERERNIHnfcVoZ0/6ZhzbjZw4XHaTYB3k42PT5Yviaq7nObliYiIiIiIiMjfgHb+/A2Z2Wz8aVyPnO21iIiIiIiIiEj6Zs65s70GSb/05RAREREREcm4MvSJUXPX7k2Xf6atXSbXGf/cdcFnEREREREREZEMTKd9SaoOBjeRz5EltgYIH/aPoawpc/LegcN+h2vOrMaB34M6m9/ZmTzvD3JcNoup09Lbd+joDt747EdzfHY/du/BPwHIlSNTTA2wJ8i5c2SKqZP30jI2td7u8J+RteYJZWJX+AgAeUOZAWLyzgO+zpfT96Jzaj2AHft9zh+Xme37/S+zQJz/ZW7b53PB+CwxdfLe1qAGKBSfhc17/C+6SG7/i47Om4K6aNCLzkl1JO8Oenn82N92/w5AsTzZYuoT9Tbu8rl43pR5Q1CXCHrRef3OQwCUzJcdgLXbfS5TIDurth6MrLV8oRws23wAgMpFcgKwYN0+AGqUimfu2r0A1C6TC4Apy3YC0LRyPr5dvBWAK88vBMCn838D4PqaxQB4b+avANzZoDQv/7AKgEcuLg/AM98uB+DZKytx/2e/APDGdVUBuOvjRQC8e1N1OgyZF1nrsE61uG5gIgCfda0HwNUDZgLwdfcGNH/9JwAmPuAvK9bsFX8d+MkPX0TjFyYDMO3xZgDU+89EABKfbg5ArV4TAJjXqwXVn/4OgEX/udx/Lo99C8CyF6+kUg9fL+97JQAVHvkGgJUvXxWpk3L5h8cCsOqVVgCUe/BrAFa/djVlH/gKgDWvtwag1H2fA7CuX5tIHcn/CHpvtfFjo3LyXsl7PwNgff/rKNB5OADbB7cHoMBtQf7Q53wdhwGwc2iHmBogb4ehAOwa1jGmBshz6xAAdn/UKVInz7s/6nTcsSfVax/k4T7nunkwAHtHdib+pkEA7Pu4C0BMjrvxAwD2j7odICYn1clzamPT2jtj89wQ5E9uj6mP10vL2LT2AHK2ex+AA6PviKlPpXe65jlW70RjQ9e/B0D40ztj6uP10jL2lOZpO9DnMV1j6rT00jTPdQm+/szfhyM6J9XJc2pjT6rXZoDPn3dPkf/X3v88zzX9ff3lvb6XPLfu5/NX98XUKXqtXvf12Ad8r+VLPo97NFInz+Fxj6Yce9nzvv7vE77Xoo/PE56M9JL60b0UYy99ztffP+V7UTnU/FlfT3wmRe+EYy/u7fMPPWPq4/UiuVkvX0/2j6Gm/jnhKb1j6hP2mvh1hKc+myL/r73TNU+kd5H/PMM/Ppcip+hd6H+H4Z/6EGrsf/fhaf73HZ1DjR4/utbpL0RyePoLfmxUDjXs4esZfX0vKifVkdzAfxfDM/13MTqn6NV7yOfEV2NqgFBd//0Pz/b/PoTq3O/znDcI1fb/3oTn+n9vovPJ9I43Vs4N2vkjIiIiIiIiIhmOZeiT2tJGp32JiIiIiIiIiKQTZnalmS01sxVm9sQx+h3MbEHw85OZ1TzRnNr5IyIiIiIiIiKSDphZZuAt4CqgGtDezKolG7YauNg5VwN4FkjgBLTz5wwwswJmNi/42WRmG6JytmRj7zaz2/6idVjw2Cs6i4iIiIiIiGQ0lk5/TqABsMI5t8o59zswAmgTPcA595NzbmcQpwMlTzSprvlzBjjntgO1ILLjZZ9z7qXjjH3nL1xKBzMrDuQws8eAjcDQv/D1REREREREROTklQDWReX1QMNUxt8JfJNKH9CRP2eNmd1lZrPMbL6ZjTaznMH2Xmb2qJkVNrPZwbaaZubMrHSQV5pZTjO7xsxmmNlcM/uvmRWJmuN9M5tkZqvM7H4A59xQ/JfoMeDXIIuIiIiIiIjIGWJm3cwsMeqnW3T7GE9xx9iGmTXH7/x5/Fj9aNr5c/Z86pyr75yrCSzB/8IinHNb8Efo5AaaAolAUzMrA2xxzh0ApgKNnHO18YeCPRY1RVWgJf6QsX+ZWVYzuxUoBbwIlA5yjOgvYULCCU8bFBEREREREUmfzvb5Xcf5cc4lOOfqRf1E/+F7Pf7P7UlK4s/aiX1rZjWAgUCb4GyjVOm0r7Onupn9B8gLxAPjjjHmJ+AioBnQB7gS/3WZEvRLAiPNrBiQDX/RpyRfO+cOAYfMbAtQBBjunHNm1ss59+KxrvkTfOmSvnju4B//69sUERERERERkZM0C6hkZuWADcAtQMyBG8FZQZ8CnZxzy05mUh35c/YMAu5zzl0A/BvIcYwxU/BH/ZQBPgdqAk2AyUH/TaBfMEf3ZHMciqqPAFmccw7AOdcreDzmoWMiIiIiIiIicuY55/4A7sMfILIE+Ng5tzi4OdTdwbCeQAGgf3AjqcQTzasjf86eXMBvZpYV6IDfo5fcZOA/wGTn3J9mtgNoBfxf0M8T9bzOf/F6RURERERERP427GTurZUOOefGAmOTbXsnqu4KdE3LnDry5+x5BpgBfAf8cqwBzrk1QZl0pM9UYFfULd16AaPMbAqw7S9bqYiIiIiIiIj8benInzMs6ZSrwNsn6OOcKx1V98Ff+ycpf44/HexEc1Q/1fWKiIiIiIiIyN+bdv6IiIiIiIiISIaT8hZH5y7TNX8lFfpyiIiIiIiIZFwZevfIwvX70uWfaS8oGX/GP3dd80dEREREREREJAPTaV+SqoN/+MccWWLr5L20jD0T8yTVp2serfWvWeu5+J61Vn2XTvdaDxz2f6GVM6v/C6QDvwc5m7H30J8A5Mru/65n78Eg58jErvARAPKGMgOw84DP+XJmZsf+I5G15o/LzNZ9/kULxfsXjc5b9wZ1Lt/bvOcwAEVyZ2XTbl8XzZMVgA27fgegRN5sAKzdfgiAMgWys3JLGIAKhUMALN10AIAqRXOyaMM+AKqXiAdg/q97AahZOhcAiav3AFCvXG6mr9wFQKMKeQGYsszfI6Fp5XxM+MXfG6FF1YIAfL1oCwBXVy/MZws2Rd7zdTWK8vG8jQDcVKs4AMNmrwegQ92SDE5cB0DneqUAeHfGWgDualiG/j+tAeDeC8sC8MbU1QDc36QcAK9MXgXAw83K8+LElQA81rwCAH0m+Pxkiwr0/m4FAD0vr+gfxy0HoHfLSjz1zbLIWp+7qjJPjPX5+VaVAejx1VIA+rauwoOf+3tKvNamql/HZz6/cV1V/jFmCQBvtT0PgHtG/wzA2+2qAdBt1GIAEm48n64jFwEw8GZ/GcE7RiwE4P1bLqDL8AUADGpfA4BOw+YDMKRDTToOnR9Z69CONWn/4TwAht9WC4BbBs8FYMT/Z+/O422s+j6Of34Zt3kMSeYhZJ5lLkIlUkSJBtKgEnErEjePIpVKOU1SlJJSVHSLyDyPlTIlkSGzQ6r1/LGus+19OHLK4Ti+717ntX/f67eutdfe90mP67mG2yty0+ilAHzQsRIArd/0eUKnSrR6fUl4nol3VqbFq/6JtpPurgLA9TGLAPikc1Waj1oIwJQu1QBo9orPn91TjaYvLwDg867VAWj80nwApt1X44TccMQ8AL7qVhOABs/PBWDGg7WiaoC6w+cAMKt7beo88014rbMfuZIrh80G4JsedQCo9bR/jsfcR+tS8ylfz+tVF4AaQ74GYH7velQbPBOAhX3qA1B1kM+LHvO5yn9nALD48QZUHujrJX0bAFDxya8AWPZEQyr0nw7A8v6NACj/hM8rnmxEuX7/C6915YCrKPv4lwCs/u/VAJR5bBoAawY1pnQfX68d3BiAUr2nAvDdkCaU7OXr759qAkDxnl8A8MPQawAo1uNzAH4c1pSij/h6/TNNASjS3T/MZsPwZhR+eAoAG59tDkDhh4L8XHMKdvs0vNbNI67jsgc+AeCnF64HoMD9/jaYW15sQYH7gvqlFgBceu/HAPw88gbyd/0oPM/Wl1tySZeJAPwyqhUA+Tp/CMC2mBvJe/cEALa/2hqAPHd9AMCvr90UVQNcfOf7AOx4/WYAcncaD8DON9uQq+N7AOwa3RaAnLe/C8Dut24hZ4egHnMLADluGwfAb2+3I/utY8Nr3fNOe7K1fweAvWNvBSBru7cB2DfuNrLeEtTv3gZAlrZjANj/Xgcyt3kLgAPj/cOBM908GoCD73cEIONNbwJw6INOZGwd1BM6AZDhxjcAOPzhHYRavQ5A7MQ7AQi1fM3nj+4idENMeK2xH3cm1GKUryd18WMj8gm960b6/Om9hK590deT7/e95iN8ntLN52bP+/zZg4SaPuvrzx/2vWuG+/xFd0JNhvl6ag/fazzU52k9CV391PG1ftmL0FVDfP2/3n5sI3+L1djpfQg1HOTrrx7zvQYDfZ7Rl1C9Acfn+bofobr9fT3Lv4bq9PN59gBCV/b19Td+/1BtP1/snEGEavXx9Vz/vqGafh2x8/y6QtV7+rxgKKFq/vPELvSfL1S1u8+LhhOq4r+H2MX+ewlVftDnJc8TqtTt+FqXjiBU0X+/scteJKVL0ac1JZLO/BERERERERERScF08EdEREREREREJAXTwZ8zwMxymtny4Ge7mW2NyGnjjb3HzDoE9QAzuyqoN5lZrpPMPfdv3rvPmfwsIiIiIiIiIimCJdOfc0D3/DkDnHO7gQoAZtYfOOicG5bA2Fci6n6nMXetvxnSBxh82osVERERERERkQuKzvxJImZ2t5ktMrMVZvahmWUItvc3sx5BPdrMWsfbL2RmX5jZ3UE+GLzmM7NZwdlEq82sjpkNAULBtrHBuI/NbImZrTGzzhHzHjSzQcF65ptZnrP0VYiIiIiIiIjIOaSDP0lnonOuqnOuPPAtcOdp7JMJ+BQY55x7NV6vHTDVOVcBKA8sd871BmKdcxWcc+2DcXc45yoDVYBuZpYz2J4RmB+sZxZw97/6dCIiIiIiIiLJmCXTf84FHfxJOmXNbLaZrQLaA2VOY59JwJvOuTEn6S0COgWXlV3hnDuQwBzdzGwFMB8oABQPtv8OTA7qJUChk+1sZp3NbLGZLY6JiTnZEBERERERERE5j+ieP0lnNHCDc26FmXUE6p/GPnOApmY2zjnnIhvOuVlmVhdoDrxtZkPjHyQys/rAVUBN59xhM5sJpA/axyLm/JME/rd3zsUAcUd93JE/TmPVIiIiIiIiIsmMnaObKydHOvMn6WQGtplZGvyZP6ejH7AbGBm/YWYFgR3B5WCvA5WC1rHgPQCyAnuCAz+lgBr/5gOIiIiIiIiIyPlPB3+STl9gAfAl8F28njtxeNhDQHozezre9vrAcjNbBtwIPB9sjwFWBjd8/gJIbWYrgYH4S79ERERERERE5AKmy77OMOdc/4j48kmG5AQ2B2M7RuxXKGJMp4jtmYLXt4C3TvJ+vYBeEZuaJrCuTBH1BGBCgh9CRERERERE5Dynq76O05k/Z5GZDQSqA5+c67WIiIiIiIiIyIVBB3/OIudcX+dcNefc7nO9FhERERERERG5MFi8h0qJRNIvh4iIiIiISMqVoq+M+nbboWT5d9rL82U869+7zvwREREREREREUnBdMNnOaUjf/jX9Kmj6/i9xIxNzDyxx3wdCh5mH5lPp5eYsXG9w8f8weEMaSyqjt9LzNjT6Z2pec6ntYbz70EvbTA2Iv/THsChIGdMa1E1wMGjPmdKZ1E1wP4jfwGQJf1F7I39M7zWbKFU7Dnsc/YMqQDYddD/wubKlJpf9/tfpjxZ/C/TL3t/B+CSbGnZvPsoAAVzpgPg218OAXD5JRkBWP7TAQAqXJaZRRv2AVC1SFYAZq/bA0CdEtmZunYnAE1K5wbg45XbAbihXF7GLf05vNZ2lS7llXmbALinZiEAhny1HoDeDYvS57N1AAxuVgKA+z76FoCXWl5Op/dWAfBm2ysAaPvWMgDeu70iAC1eXQzApLur0Pgl/1DBaffVAKDB83MBmPFgLeoOnwPArO61Aag2eCYAC/vUp9KAr8JrXdqvIeWfmA7AiicbAVD28S8BWP3fqynVeyoA3w1pAkCJR78AYN3T11Csx+fheX4c1pTCD08BYOOzzQEo9OBkADY9fy2XPeBvt/bTC9cDUOC+SQBseakF+bt+BMDWl1sCcEmXiQD8MqoVAHnv9vfI3/5qa/Lc9QEAv752EwAX3/k+ADtev5mcHd4FYPeYWwCico7bxoXX+tvb7cL5t7fbAZD91rEA7HmnPdnavwPA3rG3AkTlrO3eBmDfuNsATpmztB0DwP73OgBE5dPpxeXMbfzzBg6Mvx0gKme6eTQAB9/vCBCVT9X7u7EZb3oTgEMfdIqq4/cSM/aUvdZvhj/zoQnH86EJwdiInOHGNwA4/OEdAIRavQ5A7MQ7o+r4vRPGtnzN1x/d5XsROXRDjK8/7ux7ETmuDucWo3w9qYsfG5FP6F3vn0UR+0nXqDp+LzFjT9m7buTxtX56bzjHfnqvHxuRT9m79sXj80y+P5xjJ9/vx0bkRPWaj/B5SrcT8il7zfxDV2M/e9D3InJcHc5Nn/X15w/7sRE5Ub1rhvv8RfcT8gm9JsN8ntojqgYINR7q87Se4Tp+jp3W04+9+imfv+wVVf9tr9Fgn6f3OSGf0Gs4yOevHouqE+qFc4OBvp7R14+NyCf06g3w+et+4Tp+jv26X4Jjw706/jV29oCoOn4vMWNDV/o1xn7j1xyq7T977JxB4Tp+jp0zKMGxJ+3V8t917Fz/3Z8qn9Cr2dvneUOi6oR6iRkb7tXwvzex85+KqgFC1f3vYuyCoSfkE3rV/O947MJhUXVCvQTHVvX/HsUuGh5VA4Sq+H8fYxc/G67j59jF/t/dUGX/50PskuejaoBQJf/nSuzSEVF1/N4JYyv6P7til/k/yyLz6fQSGisXBh38EREREREREZEUx1L2VW2Josu+RERERERERERSMB38SQJmltPMlgc/281sa1DvNbO1iZzrHjPrENSjzaz1GVrjTDOrcibmEhEREREREZHkS5d9JYHgUe4VAMysP3DQOTfMzAoBkxM51ytnen0iIiIiIiLe0N8dAAAgAElEQVQiKZ3pqq8wnflz9qUys1fNbI2ZTTOzEICZ3W1mi8xshZl9aGYZgu39zaxH/EnMrF8wfrWZxZj5X+vgjJ6nzGyhma0zszrB9pCZvWdmK81sPBA6i59ZRERERERERM4RHfw5+4oDLznnygB7gRuD7ROdc1Wdc+WBb4E7/2aeF4PxZfEHcq6N6KV2zlUDHgKeCLZ1BQ4758oBg4DKZ+bjiIiIiIiIiEhypoM/Z99G59zyoF4CFArqsmY228xWAe2BMn8zTwMzWxCMbxhv/MSTzF8XeAfAObcSWHmySc2ss5ktNrPFMTExJxsiIiIiIiIikuxZMv05F3TPn7PvaET9J8cvvxoN3OCcW2FmHYH6CU1gZumBkUAV59yW4L5C6U/yHn8S/b+x+7vFOedigLijPu7IH3+3h4iIiIiIiIgkZzrzJ/nIDGwzszT4M39OJe5Azy4zywSczhPAZsXNa2ZlgXL/dKEiIiIiIiIicv7QmT/JR19gAbAZWIU/GHRSzrm9ZvZqMG4TsOg05n8ZeNPMVgLLgYX/dsEiIiIiIiIiyZae9hWmgz9JzDnXP6LeBJSNyMMi6pfxB2hOtX/HiPpx4PGTjK8fUe8iuOePcy4WaPuPPoSIiIiIiIiInLd02ZeIiIiIiIiISAqmM39EREREREREJMUxXfcVZs797QOg5MKlXw4REREREZGUK0UfHfnh19hk+Xfa4nlCZ/1712VfIiIiIiIiIiIpmC77klM68od/TZ86uo7fS8zYszFPXH2m5tFak2atF+Jnjuvti/0LgKyhi07I/7Z3puY5WS+p1rrjwDEALs6cBiAqx+/98GssAMXzhFiyaX94nsqFsjB17U4AmpTODUCNIV8DML93vag6fq9cv/8BsHLAVQDk7jQegJ1vtgEgc5u3ADgw/vaoOn4vdL2/b3/sJ10BonJcHT+famxie2dqnvNprRfiZ76Q13ohfmatNYl/l64a4uv/9fZjI/I/7Z2peeLqMzVPgmut1cfnuYOj6kT1Kt5/fK3LXgzn2GUv+rER+Z/2ztQ8Z3qtKeEzp2SWos9rShyd+SMiIiIiIiIikoLp4I+IiIiIiIiISAqmgz8JMLOcZrY8+NluZluD+qCZjTwL7z/azFr/yzn6nKn1iIiIiIiIiJxPLJn+nAu6508CnHO7gQoAZtYfOOicG5ZU72dmqZxzf57hafsAg8/wnCIiIiIiIiJyHtGZP4lkZvXNbHJQ9zezt8xsmpltMrNWZva0ma0ysy/MLE0wrpGZLQu2v2Fm6YLtm8ysn5l9A9x0Gu+dysyGmtkiM1tpZl2C7fnMbFZwZtJqM6tjZkOAULBtbDDuVjNbGGwbZWapkup7EhEREREREZHkQQd//r2iQHOgBfAOMMM5dwUQCzQ3s/TAaKBNsD010DVi/yPOuSudc++dxnvdCexzzlUFqgJ3m1lhoB0w1TlXASgPLHfO9QZinXMVnHPtzexyoA1QOxj3J9D+X396ERERERERkeToXF/flYyu+9LBn3/vc+fcMWAVkAr4Iti+CigElAQ2OufWBdvfAupG7D8+Ee/VGOhgZsuBBUBOoDiwCOgUXJ52hXPuwEn2bQRUBhYF+zcCisQfZGadzWyxmS2OiYlJxNJEREREREREJDnSPX/+vaMAzrm/zOyYc84F2//Cf79/d1zvEICZvQlUBH5xzjVLYKwBDzjnpp7QMKuLPwPpbTMb6pwbc5J933LO/edUi3HOxQBxR33ckT/+ZvUiIiIiIiIikqzpzJ+k9x1QyMyKBfk24Ov4g5xznYJLtBI68AMwFegacS+hEmaW0cwKAjucc68CrwOVgvHH4sYC04HWZnZxsG+OYD8RERERERGRFMeS6T/ngs78SWLOuSNm1gn4wMxS4y/ReuU0dx9lZs8F9RagNv5SsqVmZsBO4AagPtDTzI4BB4EOwT4xwEozWxrc9+dxYJqZXQQcA+4DNv/bzygiIiIiIiIiyZcO/pwG51z/iHomMDP+9iBnSmCf6fhLuuLPW+gU79kxgVaf4CfSW8FP/Dl6Ab0i8ngSd48hERERERERETnP6eCPiIiIiIiIiKQ4do6erJUc6Z4/IiIiIiIiIiIpmB1/OJXICfTLISIiIiIiknKl6HNjNu46kiz/Tls4V/qz/r3rsi85pbhHvadPHV3H7yVm7NmYJ/IR9WdiHq01adZ6IX7muF7sMf8aSnNiPlXv8DH/368Mafx/Lw797nPGtMaBo3+F15o53UUcOOJz5vT+JM/9Qc6S/iL2HP4TgOwZUgFE5d2H/GJzZvSL3XnA59yZff51v19Qnixp2LbvdwDyZU0LwNa9PufPlpYtvx0FoECOdABs2nUEgEK50rN+Z2x4rUVzh1j362EASuTJAMC32w4BcHm+jKzeehCAsvn9bdVWbvG5XIFMLNt8IDxPxYKZWbJpPwCVC2UBYOGGfQBUK5KVeT/uBaBmsWwAzF63B4A6JbIz4/vdADQomROAad/uBKDx5bkBmLJ6BwDNy17Mp6t+BeC6K/IA8NHK7QC0LJeXCSu2AdC6fD4Axi/bCkCbivkZt/Tn8FrbVbqUsUt8bl/5UgDGLN4CQIcqBXhj0U8A3FH1MgBeXeDvzX939YK8Mm8TAPfULATAyLk+31vL5xfmbATggdqFGfGNr7tdWRiA52b7/FCdwjzz9QYAHqlXBICnZ6wH4NEGRRny1frwWns3LMqg6T8C8Fgj/+DKgf/zue9VxRjwpa/7Xe17/af94F8bF6fvF74eeE1xv//n6wAY1LQEAH0+83lwsxI8OuV7v47mJQHoOdnnodeW5JFPff3Mdb7X/ZPvABh+fakT8kOTfP1cC9/r9rHPI24oxQMffeu/o5aXA3BfkF9qeTn3Tlwb/swjW5UO55GtSgPQ9UOfX76xNF0mrAFgVOsyAHT+wOeYm8pw9/urAXj15rIA3DXe59fanJjveG8VAG+0vQKATkF+s+0VUTVAx3dXAjD6lnJ0GLcyvNYx7cpx29gVALzdvjxAVL71HV+/c6vvtX97OQBjb6vALWN8/W6HCgC0fWsZAO/d7m9T2CbI42+vyE2jlwLwQUf/QNEb31gCwId3VKbV676eeGdlAG54bTEAH99VhRavLg6vddLdVbg+ZhEAn3SuCsC1o3ye3KUqzUctBGBKl2oANHvF58/uqUbTlxeE5/m8a3WajPR56r3VAWj80nwApt1Xg0YvzANg+gM1AWg4wuevutWkwfNzAZjxYC0A6j/n88yHfK737BwAvn64NnWH+3pW99oA1HnmGwBmP3IlVw6bDcA3PeoAUHuoz3N61qHW07PCa537aF1qPuXzvF51AagxxD/0dX7velE1QPX/83nBf+pRbfBMABb2qQ9A1UE+L3rM5yr/nQHA4scbUHmgr5f0bQAQlSsN+AqApf0aAlDxSZ+XPdGQCv2nh9e6vH+jcF7evxEA5Z/wecWTjSjX738ArBxwFQBX9P0SgFUDr46qAco+7vPq//pc5rFpAKwZ1JjSfXy9dnBjgKhcqvdUAL4b0gSAkr18/v6pJpR49IvwWtc9fQ3Fe/r8w9BrAKJysR6fA/DjsKYAFH3E5/XPNKVI98/C82wY3ozCD08BYOOzzQEo/FCQn2tOoQcnA7Dp+WsBKNjtUwA2j7iOyx74BICfXrge4IRc4P5JAGx5sQUF7gvql1oAcOm9HwPw88gbyN/1IwC2vtwSgEvumQjAL6+04pIuE8Nr/WVUK/J1/hCAbTE3ApD37gkAbH+1NXnu+gCAX1+7CYCL73gfgB1v3EzuTv6WnzvfbANAro7vAbBrdFsAct7+LgC737qFnB2CeswtAOS4bRwAv73djuy3jgVgzzvtAcjW/h0A9o69lazt3g6vdd+428jSdgwA+9/zz6HJ3MbfnvTA+NvJdPNoAA6+3xGAjDe9CcChDzqR4cY3ADj84R0AhFq9DkDsxDt9bvmazx/dRajFKF9P6uJ717/s8yddCV030tef3ut7zUf4PKUboWbPh9ca+9mDhK4Z7usvuvuxTYb5PLUHocZDfT2tp+9d/ZTPX/Yi1Gjw8Xmm9yHUcJCvv3rMj20w0OcZfQnV7e/rWf41VKefz7MHEKrtx8fO8fuHavnbu8bO9fOHavb2ed4QQtX9OmIX+HWFqvXweeEwQlX9+mMX+c8Tqvygz0ueJ1Sp2/G1Lh1BqOL9vl72Iildij6ylUi67EtEREREREREJAXTwR8RERERERERkRRMl32JiIiIiIiISMqj677CdPDnHDOznEDcBdd5gT+BnUGu5pz7/RT7FgImO+fKJuUaRUREREREROT8pYM/55hzbjdQAcDM+gMHnXPD/m4/M0uVxEsTERERERERkRRA9/xJhsxstJm1jsgHg9f6ZjbDzMYBq+LtU8TMlplZVTMramZfmNkSM5ttZqXMLLOZbTSzNMH4LGa2KS6LiIiIiIiIpCSWTP85F3Tmz/mnGlDWObcxuOwLMysJvAd0cs4tN7PpwD3OuR/MrDow0jnX0MxmAs2Bj4G2wIfOuWPn4kOIiIiIiIiIyNmhM3/OPwudcxsjcm5gEnBrcOAnE1AL+MDMlgOjgHzB2NeATkHdCXgz/uRm1tnMFpvZ4piYmCT7ECIiIiIiIiJydujMn+TpD4IDc2ZmQNqI3qF4Y/cBW4DawJpgv73OuQrxJ3XOzTGzQmZWD0jlnFt9kjExQNxRH3fkj3/7UURERERERETOPtPTvsJ05k/ytAmoHNQtgFPdl+d34Aagg5m1c87tBzaa2U3gDx6ZWfmI8WOAdznJWT8iIiIiIiIikvLo4E/y9CpQz8wWAtU58WyfKM65Q8C1wMNm1gJoD9xpZivwZwO1iBg+FsiOPwAkIiIiIiIiIimcLvtKRpxz/SNijYj6P0F/JjAzYvwmoGxQ7wWqRuxzTQJvcyUwIRgvIiIiIiIikiLpqq/jdPDnAmJmLwBNgWbnei0iIiIiIiIicnbo4M8FxDn3wLleg4iIiIiIiIicXeacO9drkORLvxwiIiIiIiIpV4q+MurnPUeT5d9pL82e7qx/7zrzR04p7lHv6VNH1/F7iRl7NuaJfET9mZhHa02atV6In/lMrzX2mH8NpTlex8+hNAmPjesdPub/u5ghjUXVAId/D3Janw8FOWNa42Dw39NMwX+/IvOBo38BkDmdf7bAgSNBTn8R+4MaIEv6i9gX63PWkB+7N/ZPALKFUrHnsK+zZ0gFEJV/O/RneJ4cGVOx66D/gnJl8l/QziDnzpSanQeCOnPQi8i/7vdfSJ4s/gvZHuS8cXlfkLOm4Ze9vwNwSba0AGwNcv5safl5z1EALs2eDoAtv/lcIEc6Nu8+Gl5rwZzp2LT7CACFcqYHYOMunwvnSs+Gnb4uktv31u+IBaDoxSF+DOpiF4cAWPfrYQBK5MkAwPfbfS6ZNwPfbfN1qXy+9+02//yAy/NlZO0vvi59SUYA1mz1uUz+jKz++WB4rWUvzcTKLT6XK5AJgBU/HQCg/GWZWbbZ1xULZgZg6ab9AFQqlIXFG31dpXAWABZt2AdA1SJZAViw3ufqRbMy/0d/K7oaxbIBMOeHPQDULp6dWet+A6BuiRwAzPh+NwANSuYE4MtvdwFw9eW5mLp2JwBNSucGYMrqHQA0L3sxk1ZtB6DFFXkB+Gilzy3L5WXCim3hz9y6fD7eX/4LADdXuASAcUt/BqBdpUsZu8TX7StfCsCYxVsA6FClAKMX/QRAx6qXAfD6Qp/vrOZzzPzNAHSuUZCRczcBcG+tQgC8NMfn+2oXYsQ3GwHodmVhAIbP2gBA97pFGDpzQ3itPesX4ekZ6wF4tEFRAAZP97lPo6IMmv4jAI81KgbAgC997nd1MfpP+wGA/o2LA9D3C58HXuPzY5+vA2BQ0xL0+czXg5uVAKB3kIc0K8GjU74H4OnmJf2aJvs89NqSPPLp9+G1PnNdSbp/8p3/PNeXAuChST4/16IU3T729YgbfO+Bj74F4IWWl3PvxLXheUa2Kk3XD31++cbSAHSZsAaAUa3L0PkDX8fcVAaAu99fDcCrN5fljvdWAfBG2ysA6BTkN4Pc8d2VAIy+pRwdxvl6TLtyANw2dgUAb7cvT/u3lwMw9rYKALR9axkA791ekZtGLw2v9YOOlbjxjSUAfHiHf5Brq9d9nnhnZW54bTEAH99VBYDrYxYB8Ennqlw7yteTu/hbOjYftRCAKV2qAdDsFZ8/u6caTV9eAMDnXasD0GSkz1PvrU7jl+YDMO0+fzvJq1/0+cv7a9DohXnhtU5/oCYNR/j8VbeaAFG5wfNzAZjxYC0A6j/n88yHalHv2TkAfP1wbYATct3hPs/qXps6z3wDwOxHrgTgymGzAfimRx1qD/X1nJ51AKj19CwA5j5al5pPzQqvdV6vutQY8jUA83vXA4jK1f/P1wv+43vVBs8EYGGf+uE6Llcd5POix+oDUOW/MwBY/HiDqBqg8kCfl/RtQKUBXwGwtF9DgBNyxSd9XvZEw6gaoEL/6QAs79+I8k/4esWTjQAo1+9/AKwccBVX9P0yvNZVA68O51UDrwag7OM+r/7v1ZR5bBoAawY1BqB0H5/XDm5Mqd5TAfhuSBMASvby+funfC7e8wsAfhh6DcV6fA7Aj8OaAlD0EZ/XP9OUIt0/A2DDcH8HicIPTwFg47PNKfzQlPBaNz7XnEIPTgZg0/PXAlCw26cAbB5xHZc98AkAP71wPQAF7psEwJaXWpC/60cAbH25JQCXdJkIwC+jWgGQr/OHAGyLuZE8d30AwK+v3QTAxXe8D8CON24mV8f3ANg1ui0AOW/3z7rZ/dYt5LhtXHitv73djmzt3wFg79hbAcjSdgwA+9/rQKabRwNw8P2OAGS48Q0ADn94B6GWr4Xnif3oLkItRvl6UhcAQteN9PnTewk1e97Xnz3oe9cM9/mL7oQaD/X1tJ6+d9UQn//X2+eGg3z+6jFC9Qb4+ut+vndlX5+/GUioph8fO8/vH6rWw+eFwwhVefj4Whc/S6ji/b5e9iJy4dDTvkREREREREREUjCd+SMiIiIiIiIiKVCKvqotUXTmj4iIiIiIiIhICpYkB3/MrJCZrY63rb+Z9fib/aqY2Yigrm9mtf7Be28ys1wJ9CqamTOzJomd9+/mjhjT0cx2mtnyiJ/SiXiPe8ysQyLX9Y++KxERERERERFJ+ZLVZV/OucXA4iDWBw4Cc8/gW9wCfBO8To3fNDPDPwHtr/i9RBrvnLv/n+zonHvlZNvNLLVz7o+T9Uia70pERERERETkvGW66ivsnFz2ZWYzzewpM1toZuvMrE6wvb6ZTTazQsA9wMPBmTN1zCy3mX1oZouCn9rBPjnNbJqZLTOzUSRwUV9wYKc10BFobGbpg+2FzOxbMxsJLAUKmNnLZrbYzNaY2ZPxpuoZrHuhmRVLxGeub2Zfm9n7wWceYmbtg3lWmVnRYFz4DKngexpsZl8DD5rZdWa2IPis/zOzPIn8rupFnI20zMwyn+76RUREREREROT8dC7v+ZPaOVcNeAh4IrLhnNsEvAI865yr4JybDTwf5KrAjUDcs/WeAL5xzlUEPgEuS+D9agMbnXPrgZlAs4heSWCMc66ic24z8JhzrgpQDqhnZuUixu4P1v0i8FwC79Um3mVfoWB7eeBB4ArgNqBEMNdrwAMJzJXNOVfPOfcM/qylGsFnfQ94NJHfVQ/gPudcBaAOEBv/zcysc3Dga3FMTEwCSxIRERERERGR80VSXfblTmP7xOB1CVDoNOa8Cihtx8/byhKcuVIXaAXgnJtiZnsS2P8W/AETgtfbItaw2Tk3P2LszWbWGf/95ANKAyuD3rsRr88m8F4nXPYVrHuRc25bkNcD04L2KqBBQnNF1JcC480sH5AW2JjAPgl9V3OA4WY2FpjonPs5/o7OuRgg7qiPO5LQhWYiIiIiIiIiyZiu+jouqQ7+7Aayx9uWg+iDFUeD1z9Pcx0XATWdc1FnqwQHOBI62BQ3JhX+DJjrzewx/O9AzojLng5FjC2MP0OmqnNuj5mNBtJHTOcSqE/H0Yj6r4j8Fwl/B4ci6heA4c65T8ysPtA/gX1O+l0BQ8xsCv6sp/lmdpVz7rtErF9EREREREREzjNJctmXc+4gsM3MGgGYWQ7gGvxlS6frABB5T5ppQPhsGjOrEJSzgPbBtqaceNAJ/JkwK5xzBZxzhZxzBYEPgRtOMjYL/oDLPjPLAzSN128T8TovEZ/nTMgKbA3q2yO2n9Z3ZWZFnXOrnHNP4W+sXSpplysiIiIiIiIi51pS3vOnA/C4mS0HvgKeDO63c7o+BVrG3cQY6AZUMbOVZrYWf5NjgCeBuma2FGgM/HSSuW4BPoq37UOgXfyBzrkVwDJgDfAG/lKpSOnMbAH+3j0PJ7D2+Pf8OVOPYe8PfGBms4FdEdtP97t6yMxWm9kK/P1+Pj9D6xIRERERERFJVsyS58+5kGSPenfOrSWB+9g45+pH1LsI7vnjnJuJvxkzzrl1+BsuR2oTL+Oc240/6BPnhAMyzrmOJ9n2Cf4G0QBl/258sL1QUMZ/AljkmNHA6ATaMyPG1Y+oZ3L8c/c/2ZggTwImneQ9T/e7Suim0iIiIiIiIiKSQp3Lp32JiIiIiIiIiEgSS7Izf0REREREREREzhXT877CzLnEPrBKLiD65RAREREREUm5UvTRke37jiXLv9PmzZrmrH/vOvNHTunIH/41feroOn4vMWPPxjxx9ZmaR2tNmrVeiJ/5fFxr7DH/GkpzYo7fOxz89zVDGouqE+olOPb3IKc1DgV1xrS+F5kPHj0+T6Z0xoGjfwGQOZ2/qjkyn7J3JKjTB71T5P1BnSXoRebT6SU0dl+sz1lDF0XViekB7I39E4BsoVRR9T/pJTR2z2Gfs2dIFVUnppeYsb8d8nWOjL53qhy/t/uQ/4XOmTF1VJ1QLy7vOuhzrkx+bGTeGdS5g15kPlUPYOeBIGdOHVXH7+044P/lujiz/5crMv+6/1h4rXmypGF7kPNm8WMj8/Z9QZ016EXkbft+ByBf1rQAJ+Rf9vp8Sba0UTXA1iDnz5aWn/f4+tLsvvfznqNBTheu4/KW33wukCMdAD8F+bIc6di829cFc/rept1HACiUMz2bdh0Jz1MoV3o2BrlwrvQAbNjpc5Hc6Vm/MxaAorlDAKzfEeSLQ/zwq6+L5/G9db8eBqBEngw+bw9y3gx8t83XpfL53rfbDgFweb6MfPtLUF+SEYA1W30ukz8jq7ceDK+1bP5MrPrZ5ysuzQTAii0HAChfIDMrfgrqy/xDW5du3g9ApYJZWLLJ15ULZQFg0cZ9AFQtnBWAhRt8rlYkK/N/3AtAjWLZAJjzwx4AahfPzqx1vwFQt0QOAGZ8vxuABiVzMv27488PaVQqF1PX7gSgSencAExZvQOA5mUv5tNVvwJw3RV5APho5XYAWpbLy4QV2wBoXT4fAOOX+YfTtqmYH4BxS38GoF2lSxmzeAsAHaoUAGD0Iv+slo5VLyNm/mYAOtcoCMDIuZsAuLdWIZ6bvTG81ofqFGbozA0A9KxfBIBB038E4LFGxeg/7QcA+jcu7rd9vs6PaVqCR6d8H57n6eYl6fbxdwCMuME/BPfeiWv9e7cqTecP1gAQc1MZAO54bxUAb7S9gg7jVgIwpp2/7eYtY5YD8G4H/0Di1m8uBWBCp0q0en0JABPvrAzAtaMWATC5S1WavrwAgM+7Vgeg8UvzAZh2Xw0aPD83vNYZD9ai7nD/HJpZ3WsDcOWw2QB806MONZ+aBcC8XnUBqDpoJgCLHqtP5YEzAFjS19+OteKTXwGw7ImGAJR/YjoAK55sxBV9vwRg1cCrASjz2DQA1gxqTKneUwH4bkgTAEr28vn7p5pQvOcX4bX+MPQaij7inyuz/hn/4OQi3T8DYMPwZhR+aAoAG59rDkDBbp8CsHnEdVz2gL8l608vXA9Agfv87U63vNQCgEvv/RiAn0feQP6u/nk+W19uCcAlXSYC8MuoVuTr/CEA22JuBCDv3RMA2P5qay6+8/3wWne8fjO5Or4HwK7RbQHIcds4AH57ux1Z270NwL5xtwGQuc1bABwYfzsZb3ozPM+hDzoRavU6ALET7wQg1GKUz5O6ELpupK8/vdf3mj3v82cPEmoyzNdTe/heo8E+T+/jc70BPn/dj1Cdfr6e7beFavkxsXMHE6rRy9fzn/K9qt19XjScUKVu4bXGLh1BqKJ/MHTssheRC4cO/oiIiIiIiIhIypOiz2tKHN3wWUREREREREQkBdPBHxERERERERGRFEwHf06TmRUys9XxtvU3sx4JjB9tZq0TMX99M5t8ku3Xm1nvU+xXwcyane77iIiIiIiIiFwILJn+nAs6+JPMOec+cc4NOcWQCoAO/oiIiIiIiIjISengz7+XwcyWR/z8aWYFg95VZjbbzNaZ2bUAZpbKzIaa2SIzW2lmXeJPaGZVzWyZmRUxs45m9mKw/SYzW21mK8xslpmlBQYAbYL3bmNm1cxsbrD/XDMrGezb0cwmmtkXZvaDmT19lr4fERERERERETmH9LSvf++wc64CgJndB9Rzzm02M4BCQD2gKDDDzIoBHYB9zrmqZpYOmGNm0+ImM7NawAtAC+fcT2ZWN+K9+gFNnHNbzSybc+53M+sHVHHO3R/snwWo65z7w8yuAgYDNwb7VwAqAkeB783sBefclsgPY2adgc4Ao0aNosMdnc/YFyUiIiIiIiJytpie9hWmgz+nz51qu5nVBu4C6kT03nfO/QX8YGYbgFJAY6BcxP2AsgLFgd+By4EYoLFz7peTvNccYLSZvQ9MTGA9WYG3zKx4sLY0Eb3pzrl9wXrXAgWBqIM/zrmYYA0A7sgfCbyLiIiIiIiIiJwXdNnX6dsNZI+3LQewy8zyAa8DbZxzByP68Q8YOfz9nXdWdN4AACAASURBVB5wzlUIfgo75+LO/NkGHMGfnXMC59w9wONAAWC5meU8ybCBwAznXFngOiB9RO9oRP0nOvgnIiIiIiIikuLp4M9pCg7qbDOzRgBmlgO4BpgPvA/0cs6ti7fbTWZ2kZkVBYoA3wNTga5mliaYp4SZZQzG7wWaA4PNrH78NZhZUefcAudcP2AX/iDQASBzxLCswNag7vjvPrWIiIiIiIjI+cmS6T/ngg7+JE4H4HEzWw58BTwJ5AWqAk9G3PT5kmD898DXwOfAPc65I8BrwFpgafDo+FFEnIHjnPsVf8bOS2ZWPd77DzWzVcF+s4AVwAygdNwNn4Gngf8zszlAqiT4DkRERERERETkPKLLfhLBObcWaHCSVvqTbOuYwBx/AX2Cn0gzgx+ccz8BZYLtC4DRwfZWJ5nyN/zBp0glIuq+wb6j4+YJ8rUnW5+IiIiIiIiIpCw6+CMiIiIiIiIiKY+e9hVmziX0ECuRBJ9wJiIiIiIiIue/FH14ZOfBP5Ll32lzZ0p91r933fNHRERERERERCQF02VfckpH/vCv6VNH1/F7iRn7b+aJPeZfQ2mi64R6CY09fMwfAM6QxqJqgMO/BzmtRdXxe4kZezq9MzXP+bTW0xl7KKgzBr0DR/4CIHP6i6Lq+D2AfbE+Zw1dFFUD7Dn8JwDZM6SKqgF+O+Rzjoyp2H3oj/Bac2ZMza6DPufK5H8pdx7wOXfm1Gzf73/R8mbxv2jb9wU5axq27fsdgHxZ0wKw5bejABTIkQ6Azbt9LpgzHRt3HQGgcC5/O7ENO30ukjs9P+6IBaDYxSEA1m0/DECJvBn4btvh8FpL5cvAmq2HACiT3z9QcNXPBwG44tJMrNhyAIDyBfzDApf/5HOFyzKzdNN+ACoVygLAkiBXDvLijT5XKZwlqgZYtHEfAFULZ2XRhqAukhWAhUGuViQrC9bvC6+1etHjuXpRPzYyz1+/F4AaRbMBMP/HIBfLFq7j5xrF/Nh5Qa5ZLFtUnZjemZpnXsRaz8Q8Z3qts9b9BkDdEjnCdfxct0SOBMeeTm/atzsBaHx5bgCmrvW5SencfLHG19eU8b3I/NmaHQA0K3MxwCnzP+1NWb0j/Jmblz2em5f1YyPzP+2dqXnir3Xy6l8BuLZsHoCo/E97/2aeT1f5fN0VeZi0ant4rS2uyMtHK31uWS4vQFQ+nV5cnrhiGwCtyucDiMrxexOC3Lp8vqg6fi8xY0+nF5fHL/MPYW1TMT9AVP6nPYB3g3xLxfxRdfze2CU/A9C+8qUAUTmujp9PNTau98ainwC4o+plvL7Q13dWuwyAVxdsBuDu6gUBiJnvc+caBaNqgFfmbQLgnpqFeGHORgAeqF0YgOGzNgDQvW4Rnp6xPrzWRxsU5dEp3wPwdPOS/r3eX+3f++aytH97uV//bRUAaPX6EgAm3lmZJiMXhOeZem91Go6YB8BX3WoCUP3/vgZgwX/qUf6J6QCseLIRAMV7fgHAD0OvodCDkwHY9Ly/jeYl90wE4JdX/C06L+kS5FGtuPiO9wHY8cbNAOTs8C4Au8fcQuY2bwFwYPztAGS48Q0ADn94B6HrXw6vNfaTroSaj/D1lG4AhBoP9XlaT0JXP+XrL3v5XqPBPk/vQ6jeAF9/3c/34ue6/X2e1Z9QHb8tdrYfE7qyr8/fDCRUy9+yNHaunztUs7fP84YQqtHr+FrnPxXOsfP9ukLVe/q8YGhUDRCq1sPnhcOi6vi9E8ZW7e7rRcN9LyKfslfl4eNrXfwsocoP+nrJ835sRD5lr1K34/MsHRHOsUv9/06R+YRexft9XvZiVB2/l5ixp9NLaGxKlqJPa0oknfkjIiIiIiIiIpKC6eCPiIiIiIiIiEgKpsu+RERERERERCTFMV33FaYzf5KQmc00sybxtj1kZhvMrPff7FvfzGol7QpFREREREREJKXTwZ+k9S7QNt62tsDtzrkhf7NvfUAHf0RERERERETkX9HBn6Q1AbjWzNIBmFkh4BKgmJm9GGzLbWYfmtmi4Kd2MO4e4GEzW25mdcxstJmNMLO5wZlDrYP9M5nZdDNbamarzKxF3HuZ2Xdm9pqZrTazsWZ2lZnNMbMfzKzaWf82RERERERERM4SS6b/nAs6+JOEnHO7gYXANcGmtsB4wEUMex541jlXFbgReM05twl4JdhewTk3OxibD7gSuBaIO3PoCNDSOVcJaAA8Yxa+srFYMH85oBTQLti/B9DnZGs2s85mttjMFsfExPybjy8iIiIiIiIiyYBu+Jz04i79mhS83oE/GBPnKqD08eM1ZDGzzAnM9bFz7i9grZnlCbYZMNjM6gJ/AfmBuN5G59wqADNbA0x3zjkzWwUUOtkbOOdigLijPu7IH4n5qCIiIiIiIiKS3OjgT9L7GBhuZpWAkHNuqZlFHvy5CKjpnIuN3MlOflvyo5FDgtf2QG6gsnPumJltAtKfZPxfEfkv9L+9iIiIiIiIpGB62tdxuuwriTnnDgIzgTfwZwHFNw24Py6YWYWgPAAkdAZQpKzAjuDATwOg4L9asIiIiIiIiIikKDr4c3a8C5QH3jtJrxtQxcxWmtla/I2eAT4FWsbd8PkUc48N9l+MPwvouzO4bhERERERERE5z+nSn7PAOfcRxy/Twjk3Ghgd1LuANifZZx3R9waaHa+fKWL/mgm8ddmI8R0j6k2RPRERERERERFJuXTmj4iIiIiIiIhICmbOub8fJRcq/XKIiIiIiIikXCn6lsh7Dv+ZLP9Omz1DqrP+veuyLxERERERERFJcfS0r+N08EdO6cgf/jV96ug6fi8xY8/GPHH1mZpHa02atV6In/l8WGvsMV+H0vjXU+V/2zub8xw+5v8fPxnS+P8rIDKfqpeYsafTO1PzaK3n6Wf+PchpLar+J70zNc/JemdqnkMRa80YkTMGYw8e9TlTOouqAQ4c/QuAzOku4sCRv8LzZE5/EfuDnCW9v4PBvlifs4YuYm/snwBkC6UCYM9hn7NnSMVvh3ydI6Pv7T7k//DLmdH/YbjzoM+5M6VmxwH/B8jFmf0fKNv3+5w3Sxq27fsdgHxZ0wLw8x6fL82elp9+Oxpe62U50rF5t88Fc6YDYNOuIwAUypWeDTt9XSR3egDW74wFoGjuED/86uvieUIArNt+GIASeTMA8N02n0vly8C3vxwC4PJLMgKwZqvPZfJnZPXPBwEoe2kmAFZu8blcgUys+OlAeK3lL8vM0s37AahUMAsAizf6XKVwFhZt2AdA1SJZAViw3ufqRbMyf/1eAGoUzQbAnB/2AFC7eHYAZq/zuU6J7Mxa9xsAdUvkAGDG97sBaFAyJ1995+uGpXIC8OW3uwC4+vJcTF27M7zWJqVz89maHQA0K3MxAJNX/wrAtWXzMGnVdgBaXJEXgI9X+nxDubx8FNQALcvlZcKKbQC0Lp8PgPeX/wLAzRUu4d1lWwG4pWJ+AMYu+RmA9pUvZcziLQB0qFIAgNGLfgKgY9XLAHh9oc93VruMmPmbAehcwz+Ud+TcTQDcW6sQL8zZCMADtQsD8Nxsnx+qU5ihMzeE19qzfhGGfLUegN4NiwIwaPqPADzWqBj9p/0AQP/GxQHo+4XPA68pTu/P1gEwpFkJP9fk7wEYem1JAB751OdnrivJQ5P8s2Oea1EKgPs++haAl1peTpcJawAY1boMAHeNXw3Aa23K0mHcyvBax7Qrxy1jlgPwbgf/IOObRi8F4IOOlWj1+hIAJt5ZGYBrRy0CYHKXqjR9eQEAn3etDkCjF+YBMP0Bf4vTes/OAeDrh2tT6+lZAMx9tC4A1f/vawAW/KceVf47A4DFjzcAoPwT0wFY8WQjyjw2LbzWNYMaU7LXVAC+f6oJAEW6fwbAhuHNKNjtUwA2j7gOgPxdPwJg68styXv3hPA8219tTa6O/tk+u0a3BSBru7cB2DfuNjLe9CYAhz7oBECoxSgAYid1IdR8hK+ndPO9JsN8ntrD50aDfZ7eh1C9Ab7+up/vXdnX528GEqrRy9fzn/K9qt19XjScUKVu4bXGLh1BqKJ/2HTssheRC4fu+SMiIiIiIiIikoLpzB8RERERERERSXEsZd/SKFHOypk/ZvasmT0Ukaea2WsR+Rkz657IOeubWa0Eeh3NbKeZLTezNWY2wcwy/MO1FzKz1f9k3zPxHmZW3Mwmm9l6M1tiZjPMrG5SrkdEREREREREUo6zddnXXKAWgJldBOQCykT0awFzEjln/bg5EzDeOVfBOVcG+B1ok8j5zzkzSw9MAWKcc0Wdc5WBB4Ai53ZlIiIiIv/f3pnH2zWd///9JEEuIRFCqBDUHEQSSZGaq4ZqaKNmDSUU4Usnqq2UUi0/itJK1TyWqtAiQSOqCRKZg1BTxTwlglCJ5/fHWjfZ2Tnn3r1v7r775N7PO6/1yho++1lr7+ece/Zeew1CCCGEWF5oqc6ff7O4o2YrYAYwz8xWN7OVgC2AyWbW18zGxhEuo8xsHQAzO8XMnjazaWZ2m5n1BE4ATouje75arWIz6wCsAnwQ0/ub2RNmNtnMHjKztWP+cDO7xsweMbMXzeyUCrY2isdtn8rvZGYPm9kkM5tuZoNifk8ze8bM/hRHII02s7pY1tfMpprZeOCkKs0/HBjv7vfUZ7j7DHe/Ltrob2bjYpvGmdlmMf/qeF2mxBFQZ1droxBCCCGEEEII0Roxq81QBi2y5o+7v25mC8xsfUIn0HjgS8AOwFxgGuDA5cAgd3/HzA4GzgOOAc4ANnT3z8ysi7vPMbM/Ah+5+0VVqj3YzAYC6wDPAffG/MeAr7i7m9mxwI+BH8SyzYHdgFWBWWb2h3pjsWPlNuBod5+SqutT4EB3/9DM1gQeN7P6DptNgEPd/Tgz+wvwbeAm4FpgmLuPNbMLq5zDVsCkKmUAzwI7u/sCM9sTOB/4trsfG9u8ATAKuK5aG93dq9gWQgghhBBCCCFEK6Ald/uqH/1T3/kzPpEeB2wG9AIeNLMpwM+A9eKx04CbzewIYAHZuN3dewPdgenAj2L+esAoM6vPS04/+4e7f+bu7wJvA2vH/G7ASOCICh0/AAacb2bTgIcIHVv1x76UOOYpoKeZdQa6uPvYmH9jlhMys7+Z2QwzuytmdQbuiOsFXZI8lzhl7A7gZHd/pZE2JusYamYTzWziiBEjsjRLCCGEEEIIIYSoOaxGQxm0ZOdP/bo/WxOmfT1OGPlTv96PATPjOj293X1rd98rHrsfcAXQF3gqTuXKRBzZci9Qv0jy5cDv3X1r4HigY0L+WSK+kMUjo+YCrwI7VanmcEIHUd/Y4fRWwm4lm0YY6dQYM4E+iXM5EBgCdI1Z5wJj3L0XsH/qXP4I3OXuD2Vo4yLcfYS793P3fkOHDs3QRCGEEEIIIYQQQtQyLT3y5xvA++6+0N3fB7oQOoDGA7OAbma2A4CZrWBmW8UFonu4+xjCFK0uQCdgHmF6VhYGAi/EeGfgtRj/bsbj/wccABxlZodVKO8MvO3un5vZbsAGDRlz9znA3DgtDULHTCVuAXYys28m8pK7liXPZUh9ppmdBKzq7hc0tY1CCCGEEEIIIYRoHbTImj+R6YRdvm5J5XWK06wws8HAZXFaVAfgd4T1em6KeQZcEtf8uRe4My5cPMzd/5Wqr37Nn3bAbBZ3jgwnTJV6jTD6aMMsjXf3j83sG4RpaR+7+8hE8c3AvWY2EZhCWIunMY4GrjGzTwjr8lSqc36s82Iz+x1htM484FdR8lvgejM7Hfhn4tAfAp/H6XMQRgE1pY1CCCGEEEIIIcTySVlzrGqQFuv8cfeFwGqpvCGp9BQWT89KMjCd4e7PAdtUqes6wiLHlcpGEtbvSecPT6V7JZK9Yt4cYImdvmL+u4QRTJXoldBdlIg/BWyb0C1Rf0L3LLBvlbLxwKaJrJ/H/GodWtXaKIQQQgghhBBCiFZKS077EkIIIYQQQgghhBAtTEtO+xJCCCGEEEIIIYRoEUzzvhZhYTMsISqiD4cQQgghhBBCtF5ade/IR5/VZodHp5Wsxa+7pn0JIYQQQgghhBBCtGI07Us0yKcLwv8dOywZT5fl0baEnfp4c9lRW4tpa1s8Z7VVn6Xmbuv8z8P/dSssnU6XffJ5ePm18grGJ/+L8RXDi6dk+uP/LX5JtkoivUrUzvvsCwBWXakd8z6N8Y7hfdKHMb1ax3ZLxAHmzF8IQJe69gC8/3FId12lPe9+FE5szU7hxN6J6W6dOiwRB3hzbjix7p3Dib0+538ArNtlRV6L8S91WRGA2R98BsB6q6+0RBzg1fdDukfXlXjlvc8WnfMGa6zEy+9+CkDPNTsC8FJMb7hmR154ez4AG69VB7BE+rk3PwFg0+4rAzArpjeL6adf/xiALdddhamvzgNg2x6rAjDlvyHde/1VmfjShwD02zDslTHhxbkAbL9RZ56McYD+G3XmiRdCesDGnQF4/IU5AHxl4y489vwHAAzcZHUAxsx6D4DdNluD0c+8A8BeW3QD4O8z3gLgG73WBuD2ya8BcPB2X+Lmp2YDcHjf9QC4+NEXATh95404/+EXAPjpHhsDcO5D/wHg53t+mXMe/M+itv7ia19m+OjnARi+1yYhb1RIn/P1TTjr/ucAOG+fsJfFj/8xC4Df7rcZ/zdy8Salvxu0OcP+9gwAlx+4BQDH3DYdgGsO2Zoht04D4LpDw74gR948FYAbD9+WI24K8ZuOCHtuHHpD2Bj11qN6AzD42kkA3Hl0Hwb9aSIAI4/rB8B+Vz0JwD+O78/Xr3wCgFEnDgjX8IrHARh90lfY4/Lxi9r68LAd2O3ScQCMOXVHAHa55N8AjD1tJwZeFDarfeyHXwVgwK/HAvDEmbvQ71djAJj4s90A6HtuSD/185De8qejAXj6/L3Y5EcPAPD8hXsDsNHp9wHw4sX7suFp/wDgpUv2A2CDU+4F4JXL9qfHSYv3QHn1ikGsd+LdAMy+8gAA1j3+LgBev+pbdD/uTgDe/NNgANY+9g4A3rr6INb63l8AePvP3wGg29G3A/DOtQcDsMZRtwLw3g2HLhFPl61+xM0AfHDT4QB0OfwmAObcfASdD7txUVvn3nIkqx1yAwAf3nYUwBLpVQ++HoB5t38XYIl0fbw+vcrgawH4+M6jAVj529cA8Mlfj1kiDlA36CoA5o88fok4QN03/xDS93w/pPe9NKTvO5W6/S4L8X+cEsr2uSSk7z9tiThA3dfD/jDzR/1wUXxReq8LQ3z0j4J2zwtC+qEzqNvj/BB/+KehLJGu2/28EP/nWaFst3NDeszPl0ovVbbLOSE99hfU7Tw8xB8N/9d99Rch/a9zFsUXpXcKdc3/d6g7ma7bMbRx/rjQxmS6boczQnx8OLe6AeFc5z9x4VLpuv4/DPEnw3VKphss2/70xW2dcDF1/cK1nz8x+CKZrut7aog/FfyZTNfH0+lF2j7B3/MnXbZEfKmy7U4O8cm/D2UNpJe1rJq2NdPy42tqF438EUIIIYQQQgghhGjFqPNHCCGEEEIIIYQQohWjzp8SscBjZrZPIu87ZvZAme0SQgghhBBCCCGWd6xGQxlozZ8ScXc3sxOAO8xsDNAeOA/Yu9yWCSGEEEIIIYQQorWgzp+ScfcZZnYv8BNgFeAm4Cwz25rgn+HuPtLMhgAHEDqIegH/D1gROBL4DNjX3d83s42BK4BuwCfAce7+rJldB3wI9AO6Az929ztb7kyFEEIIIYQQQghRBpr2VRv8EjgM2AfoCPzT3bcHdgMuNLNVoq5X1PUnjBD6xN23A8YDR0XNCGCYu/cFfghcmahnHWAg8A3ggkLPSAghhBBCCCGEKJOy53fV0Lwvdf7UAO7+MXA7cCPwNeAMM5sCPELoDFo/Sse4+zx3fweYC9wb86cDPc2sE7AjYRrZFOAqQodPPXe7+xfu/jSwdqW2mNlQM5toZhNHjBjRrOcphBBCCCGEEEKIlkfTvmqHL2Iw4NvuPitZaGYDCNO7kvrPEvEOhM68Oe7eu0odyeMr9je6+wjC6CEA/3RBnlMQQgghhBBCCCFEraGRP7XHKGCYmRmAmW2X9UB3/xB4ycwOiseamW1bTDOFEEIIIYQQQojaxWr0Xxmo86f2OBdYAZhmZjNiOg+HA98zs6nATGBQM7dPCCGEEEIIIYQQyxGa9lUjuPvwRPL4CuXXAdcl0j0rlbn7S1TYKt7dh6TSnZahuUIIIYQQQgghhCgAM9sbuJSw2/fV7n5Bqtxi+b6EXb6HuPukhmyq80cIIYQQQgghhBCtDitpZ61lwczaA1cQNoOaDUwws3vixk317ANsEsMA4A/x/6po2pcQQgghhBBCCCFEbdAf+I+7v+ju/wNuY+nlXAYBN3jgcaCLma2TNpTE3L2Y5orWgD4cQgghhBBCCNF6WQ7HxmTn0wW1+UzbsUP1625mg4G93f3YmD4SGODuJyc0fwcucPfHYvph4CfuPrGaXY38EQ1hhOmEx9fHGwtZtUXYVFvLr19tXb60ZdevtpavLbt+tbV8bdn1q63Ll7bs+tXW8rVl16+2FqJt1XTsgNViMLOhZjYxEYYmml3JL+lOrCyaVKm7gkKDAZjY3NoibKqt5devti5f2rLrV1vL15Zdv9pavrbs+tXW5Utbdv1qa/nasutXW4vTKtROAHYARiXSZwJnpjRXAYcm0rOAdRqyq5E/QgghhBBCCCGEELXBBGATM9vQzFYEDgHuSWnuAY6ywFeAue7+RkNGtduXEEIIIYQQQgghRA3g7gvM7GRgFGGr92vcfaaZnRDL/wjcR9jm/T+Erd6PbsyuOn9EFkYUoC3CZlHasuvPoy27/jzasuvPoy27/qK0ZdefR1t2/Xm0ZdefR1t2/Xm0ZdefR1t2/Xm0ZdefR1t2/Xm0ZddflLbs+vNoy64/j7bs+vNoy64/j7bs+vNoy65f1Bjufh+hgyeZ98dE3IGT8tjUbl9CCCGEEEIIIYQQrRit+SOEEEIIIYQQQgjRilHnjxBCCCGEEEIIIUQrRp0/QgghhBBCCCGEEK0Ydf6IZsPMbqiSf4qZ9Wjp9oiGMbO1ym5DVsxsjbLbUDby1/LD8uQrIYQQzYeZrVAhb81GjulkZn3MrEuV8vXry8ysp5kNNrNeOdu1eSPlJ1bJ3yZnPWZmA8zsW2Z2YIxbFW07M2sX4yvGa9A1pVkxebyZ7WZmPzCzfRpoQ79Y9/4ZzrtZ/dUSvoqaZvGXaIO4u4JCpgAcnYjfkwr3Ah/Vp1PHzQVeB/4FnAh0K/tcYrvWWMbjVwN+DdwIHJYquzKV3jsR7wz8GZgG3AKsnSjrB4wBbgJ6AA/G6zcB2C5H2+5PpbumwhrAy8DqQNeUdhLwM2DjRuroDFwAPAu8F8MzMa9LStsd+ANwRax7ODAd+AuwTkp7AbBm4nq8SNjC8BVgl4SuE3AOMDNeo3eAx4Ehy+KvrL6qBX9l9dXy5q+svmqt362E3oABwLeAA2PcqmjbAe1ifEWgT4X6V0weD+wG/ADYp4E29It17w9s3kh7V6iQt2Yjx3SKbe1SpXz9+jKgJzAY6JXDXw22OWpOrJK/TdZ68vgri69q0V9F+2pZ/FWUr4r0l75breu7FW3MJvy2jQZ6JsompbTJe46BwH8Jv0+vAvumtGcALxF+u4+N//+Z8Ft6eo5r+N9E/PRU+AHwbn06ddxCwm/6ucCWjdSxV9TeD1wdwwMxb6+U9gDgLeANYBDwBPDPeA33T+imAqvH+I+AcYTf0QeBX6ds7gJMBB4CPgD+DvwbeAToUbS/ivBVkf5SaJuh9AYoLD8h9cMxifAQtWv8Y7tr/AO+C4kHvqidTPhB3iv+EXwn/hh8F1g1pS31ATWWZ3pIBf4a7R5A6PT6K7BS/fVJaScl4lcDvwI2AE4D7k6UPQnsAxwaf1QGx/w9gPEpm32qhL7AGyntF/EHKRk+j/+/mNK+BFxE+HF7MrZx3Qqfh1HAT4DuKZ/8BHgwpX0AGEb4YZwWNevHvJEp7fREfAywfYxvCkxMlI0EhgDrEX4Afw5sAlwPnF+hvZn8ldVXteCvrL5a3vyV1Vet9bsVtW36JjqWL/ONNC10E53VX1l9VQv+amlfLYu/ivBVUf4qwlf6bpX/3SK8SNgqxgcDzwNfienJKZvJ79kYoE+Mb0TidzPmzQTqCPe584gvUIFVgBkp7WVVwuXAhwndPOB24BfA2TF8UB9P2ZwM9ALOi9d8avz89EzqovaZKvkbAs9UsNs9ln0IbBbzN2DJe4cZifhEoC7GOwDTKtjslqjzbzH+NWB0Stvs/irCV0X6S6FthtIboFBbgfCgVylMBz5L6NoRHlweBHrHvBer2EzfoKwAfBO4FXgnVVbqA2rMy/SQCkxJHXcW4YZgjQrnPKmB46Yk4pMT8fSNVfrHaCHhxmZMhTA/pf1hvF5bJ/JeasxfwFeBK4E3o92hibJZDXyOZlVre4XzSl+PZ4EOMf54A36cmiqbkPhsPluhTZn8ldVXteCvrL5a3vyV1Vd5/FW2r5rgrzZ9Ex3zMt1IUwM30Vn9ldVXteCvInxVlL+K8FVR/irCV/pulf/dYunfuK2AWYTRQg39bj2Vri+Vnhb/bw+8TRzZlD6PhA+GEl6upsO7Cd36wJ3Ab4CVY17We/j+wMWETsVxqbLnifcDqfwVgf9UO88K55G8PuOII9IIv7X1nXYdKxyX/J61T9mZmdI2u7+K8FWR/lJom6H0BijUViC8NelN+LFMhp7A6xX06wF3AL8n9UCV0ExuoL66VLrUB9SYzvSQSrghaZfSfpdwU/VKKn82i9+EvciSw42TP1bjCW+5DiKMSjog5u9ChZsXYJMq1+rVBnx1MbBq1h+OmNce2Bu4NpE3GvgxS06tWZvQCfdQtWsK/CpVlr7RGhZt704YzfU7YGfgl8CNCd04YGCM7w+MauhzlNVfWX1VumfiGgAAE8hJREFUC/6iwnerkq+WN39l9VUNfrcuqearPN+tmN+mb6KTbaCRG2lq4CY6q7+y+qoW/FWEr4ryVxG+KspfRfhK363yv1uETqTuqWPXA6YA81L5n7D4xeq8RP3tKtR/HWEa80jCS9MbgcMJI7X+ktL+E9ixyjV/qULeIMKLlcEN+KriPTxhKt4uqbwzCZ1lPwEOi+EnMe/MtF0WT9Hrn7rGyc/gNoTOwRtieAG4Jl7v9LTwa+J1OYzQEXlxzF+ZpV8yNbu/ivRVEf5SaJuhA0Isyd+BTu4+JV1gZo+k89x9NnCQme1HeNNSiYOrVebu81NZr5jZj4Hr3f2tWO/ahJE4r6a0yQXL04tNt0+lrwDuM7MLgAfM7HfAXYQpH+lz/djMBrr7Y2a2P/B+bOsXqUXr7iU88D6UOJ/rzewtwluxJH8iPBRCGEG0JvCOmXVP1X8C8FvCVJKvA983s+uA14DjUjaHU33R9mHpjISv9ieM2Fq5yrHPVTh2IeEG6YFE9sGEN3Vjo48gjGK4F/hOysRIM+vk7h+5+8/qM83sy+n63P1yM5tBuBabEt7EbUr4Mf1VQvp94E9mthnhB/l70WY3gr/TZPVXVl/Vt+E3LOmvawlrXA1NaYfT/P6aVeG4Sr6Cpf3lhM7eeyjGX3ezpL9OAK5O+OuYaLOSv1rqu9WSvoLs3y0IN7ETzOw2Fv/t6wEcQriRXAIza+fuXxCva8xrT3hAqucE4GYzm0p44JtoZmMJN9fnp0xONLM/Aw8TbjgfiTZXZum/r5+bWXd3fzOe00wz24Pwe7JxSru5mU0j3Ij2NLPV3f2DuOhneuHNSWZ2C2E0wsPA9Wb2AOGz8XRCN4FwAz6uwnUZnky7+3+BwWY2CHjQzC5JH5M8PHXsk8CTZvYDQgdnksz+yugrKN9fRfgKivHXsvpqfcLfyKZ+tyC7v/Tdap3frTMIL1TeTJzXbDPbFTgpZXOLVPrj+H9XwsipJMcSXlo4oXNtAGH68iyW/u0cDHxKBdx9wwp5I83sQcLLmtmVjgMurGLPgbGpvF+b2UjC6P4dCH6eDRzu7um/A0MJfvk0+r+eHoRp3/U2p5lZH8LLm00JHUGzCVMJ56RsHk+4V96RcP9wTb0Zwu9+kiL8lfZVf0JH1DL7KuY3q79E28TCZ0GI2sDMVif8QR4E1O+YU/+AeoG7f5DQngP81t0/Stn4ctQOTuXvSnhYr39AfZXwgHqNuy9I6LYhzCnflDAC4Bh3fy4+pB7q7pcltJsDXwKeSLbDzPZx9/tT9VfT7u3uDyTSWwDrNqaLef0Jf9MnmNmWhBEEz7r7falLm9ZuTbjGkzJoG7SbOu5Gdz+yIU1Ce4O7H9Wc2pw2BxJ+mGe4++hl1UXtV6N2elprZgMIQ9Q/NLM6whuy7Qg32ue7+9wq2pUJnRF9gKeS2pw2TyEMV093olY6j2bX5rS5EuFB7HV3f8jMDiPczD0DjHD3z1PaQ4DXGtKa2YqEG+Z63eFR93TaZtRvTHi73gNYQHj7fGvymlbRLiSspXFDBm1jdrck3ER/icU30fekb6LNbHvCZ+7TVH5PwmirmxJ57Vl8E90h2hyVvom2sAPKccCWhJvta9x9YfycreXuryS0exKm8E5N2egMnOzu5yXyNkid5uvu/rmF3VV2dve7EtoOVL6R/i9whbt/HHVdCQ8Qn6SvYUPE79YvgQHunn7gxMwOc/dbcthr1F95fBXzS/NXEb6K2mb3VxN8tQXhN7DZvlsxv1F/6bvVer9bQiwLZraWu79dpla0ftT5I5YbzOxod7+2VrRmNgw4mfCQ2Rs41d1HxrJJ7t4ncVwmbXxAPpEwTa0xm2cTFrDtQBhtMIDwRmpPwg3MeQ1o+xPeAGTRVrRrZvdUuES7E4ay4u7fTNhMa42wkGUWbUW7eeqP+ifdvX+MH0d4s/M3ws3fve5+QQXdsQS/LaWrYvNEQodiJe1MYFt3X2BmIwjDiO8kjD7b1t2/1YD2Y8Kix0toc9qcG+28QBiWfIe7v1vhGqa1t0btOxm0Ve1W0N3ZgM2bCZ+/lYE5hEXY60fq4e5D8mor6FYh+HUPwm/hdxM2TwG+ATwK7EsYQfQBodPmRHd/JKXdn/B9ajatEC1J1oeD1vrAYWZruPt7ZWnz2BS1SeyQO5Ow8HS3mP02YdTyBakOwKZq1yJ02FXUNtK++9296vboeXWVtGa2WmzresB97n5rouxKdz+xivb+ZGdgUht1PyV0/DWLzZjuTliP6gvC6J1hwLcJ9+mnuvsbebVVdN8i3NOnbXZNX07CC77tCPck7zeghbDxThZtVbuijeI1MPdMQSFLoMqaQmVpCVNXOsV4T8L84VNjOj2/PpO2CTbbEx5mPwRWi/l1LL0uS7Nryb/jW1ZtJrt5bFa4zhNYcoHL6Xl1TdAmF6ZMrz+QXqMqkzanzTy77jW7NqfN+vUoOhBG/rWPaWPpz2smbU6b0xPlKwOPxPj6VPkeFqDNs/NhJm0TbT7TmLahQLgBL1QLrAb8mrC+QnoNiCtT6aK0lXafnEZq98kqumq7VGaymdBemdFu11RYA3gZWJ3EtthZdVW0XRvQ7p36nP05ntctJNYkq6DtQhiVu5Q2p83k7p99CWuFPU/l3T/z7BSaSZvT5iTCLlQbZ/hONLs2tm8M4be2B+GF0FzC7912GbRzcmir2c26A2sm3TJoZzRSf54NS5pDe0YFbaadKrPqmqDNs1Nn1h1Ym91mTOfZNCaTNqfNPDuFFqJVaJuh9AYoKCQDGXcbqwUt8HTquE7xD//FLP3gnUmb0+bkSvGYLlxLvh3fml2bx2Ysm0p4EFmDpRf4nZxX1wTtHcDRMX4t0C/GNyUuKp5Xm9Nmnl33ml2b0+YMwloAqxMWV+wa8zuy9G48mbQ5bU5n8Q3j6iQWT2XpxTiL0ua54c/0IJFV1wRtUQ8SWR9kino4aPYHiay6grWZHg6y6pqgTT7YXU1YG2wDwt/zu5uizWkzz+6fza7NafMl4CLCdKwn4/msm9QUqY1l+xCmzL4KDI75ewDjW0ibdQfWTLqitOTbsKQobaadKrPqmqDNs1Nn1h1Ym91mLMuzaUwmbU6beXYKLUSr0DZD6Q1QUEgGcuw2VrY2/hj2Th3bgbD49MJUfiZtTptPsHhHjeROHZ0r/MgVoo35je74VqQ2h+5lwhvWl+L/3WN+J5b88c6ka4K2M2EniBfiNf48HjOWMEUrtzanzTy77jW7NqfN0+J5vAKcQlho80+EzpOzm6LNafNUwgP0CMIomfoOtm7Aoy2kbfaHgyJsxnRRDxJZH2SKejho9geJrLqCtZkeDrLqmqBt6MEunc6kzWkzz+6fza7NaTN5Xl8ljO56M34HhhatbeRzlX7BUZQ26w6smXRFacm3o2ZR2kw7VWbVNUGbZ6fOrDuwNrvNtF9ZelfTqrsAN6TNYzPmZdqFt0itQtsLpTdAQSEZCEO1B1Ypu6WWtPGPa/cqup1S6UzanDZXqqJbk8QNeJHaVPl+pN6YtaQ2j83UcSsDGzaXrjFt/CHeljB6Ye1G7GTSZtEBm+a4Js2uzWMz6tclvokmTPcYTGI72KZoc9rcKpZvnqGtza6lgIeDImzG/KIeJLI+yBT1cNDsDxJZdUVqY16mh4Osupw2ZxNGUPyA0CFribL0FMxM2pw2h8XP9+6E6XG/I+ww9UvgxqK1OW1WeuHSnrAJw7VFa4HxhKm6BxE6zg+I+buw9CilorTjiPdkhDXTRiXKZuXVFaUljOb8DaFz7wPCTrHPxLz01MeitIOBzap87w7Iq2uC9rfAnhV0ewPPN0VbhM2Ydw5xmYVU/pcJaxLm1uaxmSrfnzCV8M1qmqK1Cm0nlN4ABQUFBQUFhSVD6ob//dQN/+pN0RZhM2qLepDI+iBT1MNBsz9IFPHAkVebKs/0cNCcDxyEBVGToX6ttO6EXfJya/PYjPm7ArcT1iKbDtxH2Hq6Q0toc+hua+x6F6klvFQYBdwPbA5cSljHZyawYwtptyFME5sDPEZ8kUAYMXlKXl3B2s0Jm2N0SuXvXeHaFqndozFtVl0zavdpqrYIm0Vdg6baJKyr2aultQptL5TeAAUFBQUFBYXsgThdrDm1RdisBW3Z9S8PbU09HFTVZtXl1bbW66q21o62JeonTCeeRdjx82VgUKIsPU20VG2B9Q9rbm0RNmukraV/XhTaZii9AQoKCgoKCgrZAwXsZliEzVrQll2/2lq+tuz61dbytS1RPwXsAFuUtuz61dba0Cq0zdABIYQQQtQUZjatWhFh7Z3c2iJs1oK27PrV1vK1ZdevtpavLbt+oL27fwTg7i+b2a7AnWa2QdRSQ9qy61dba0Mr2iDq/BFCCCFqj7WBrxMW+ExihAVIm6ItwmYtaMuuX20tX1t2/Wpr+dqy63/TzHq7+xQAd//IzL4BXANsnTq2bG3Z9auttaEVbRB1/gghhBC1x98JQ7enpAvM7JEmaouwWQvasutXW8vXll2/2lq+tuz6jwIWJMvdfQFwlJldlTq0bG3Z9auttaEVbRBz97LbIIQQQgghhBBCCCEKol3ZDRBCCCGEEEIIIYQQxaHOHyGEEEIIIYQQQohWjDp/hBBCCCGEEEIIIVox6vwRQggh2iBmttDMppjZTDObamanm1kp9wVmdrWZbVlG3Q1hZgck22Vmj5hZvwLqGWJmv19GGz3NbEZz12NmL5vZmsvSNiGEEEKUj3b7EkIIIdom8929N4CZrQXcAnQGzm7phrj7sS1dZ0YOIOz283TWA8ysQ9xdRQghhBCiZtDIHyGEEKKN4+5vA0OBky3Q08z+ZWaTYtgRwMxuNLNB9ceZ2c1m9k0z28rMnowjiaaZ2SaV6jGzVczsH3Gk0QwzOzjmLxpRY2Yfmdl5UfO4ma0d89c2s7/F/KmJNh2RqPsqM2tf7TzN7FAzmx7r/k0i/6NEfLCZXRftfxO4MNreOEqOMLNx0Ub/eMxwMxthZqOBG8ysm5n91cwmxLBT1PWPx06O/29WoY37mdn4aqNtzGzjeF0mmNk5ybYnNB3N7Np4rpPNbLdEcQ8ze8DMZpnZ2Ylj7jazp+JIsKHVrqEQQgghlk/U+SOEEEII3P1Fwn3BWsDbwNfcvQ9wMHBZlF0NHA1gZp2BHYH7gBOAS+NIon7A7CrV7A287u7bunsv4IEKmlWAx919W+BR4LiYfxkwNub3AWaa2RaxfTvFuhcCh1eq2MzWBX4D7A70BrY3swMauB7jgHuAH7l7b3d/ob597r4jcCJwTeKQvsAgdz8MuBS4xN23B75NuG4AzwI7u/t2wC+A81NtPBA4A9jX3d+t0rRLCdd6e+D1KpqT4jlsDRwKXG9mHWNZf8I16g0clJjGdoy79yX47xQzW6PatRFCCCHE8oemfQkhhBCiHov/rwD83szqO1Q2BXD3sWZ2RZwm9i3gr+6+wMzGA2eZ2XrAXe7+fBX704GL4qibv7v7vypo/keYagXwFPC1GN8dOCq2YyEw18yOJHS6TDAzgDpCx1Ultgcecfd3IIxaAnYG7m7wiizNrbENj5rZambWJebf4+7zY3xPYMvYJoDVzGxVwrS66+PIKCdc53p2I3S87OXuHzZQ/w6E6WgQpupdVEEzELg8tvNZM3uF6EPgQXd/D8DM7oraiYQOnwOjpgewCfBeA+0QQgghxHKERv4IIYQQAjPbiNDR8zZwGvAWsC2hQ2LFhPRGwsiRo4FrAdz9FsIUqfnAKDPbvVId7v4cobNmOvBrM/tFBdnn7u4xvpCGX1QZcH0cmdPb3Tdz9+ENaKvhiXjHqqqltcn0x4m8dsAOiXZ9yd3nAecCY+Kop/1Tdb0IrMriTpplIeu5AriZ7UrosNohjqyaTOPXQQghhBDLEer8EUIIIdo4ZtYN+CPw+9jx0hl4w92/AI4EkuvoXAf8H4C7z4zHbwS86O6XEaZKbVOlnnWBT9z9JsKIlT45mvkw8P1op72ZrRbzBseRSJhZVzPboMrxTwC7mNmacV2gQ4GxsewtM9vCwm5nByaOmUfokElSv07RQGCuu8+tUNdo4OT6RBxBBeG6vhbjQ1LHvEIYTXWDmW1V5RwAHidMJQM4pIrmUeL0NzPbFFgfmBXLvhavUx1hBNG/Y7s+cPdPzGxz4CsN1C+EEEKI5RB1/gghhBBtk7q4kPFM4CFCh8UvY9mVwHfN7HHCSJRFo1rc/S3gGeKon8jBwAwzmwJsDtxQpc6tgSej7izgVznaeyqwm5lNJ0wH28rdnwZ+Bow2s2nAg8A6lQ529zeAM4ExwFRgkruPjMVnEKaa/RN4I3HYbcCP4qLJ9Qs+f2Bm4widZd+r0tZTgH4WFr9+mrAmEsBvCSOe/s2SHWr1bZxF6LS5I1Ffmv8DTjezJ+O5Vup8uhJoH6/V7cAQd/8slj1GGL01hTBtbyJh7aUO8RqeS+hgEkIIIUQrwhaPrBZCCCGEaBgzW5kwbatPlVEvokDi9Z/v7m5mhwCHuvugxo4TQgghRNtGCz4LIYQQIhNmtidhh6uL1fFTGn0Ji3EbMAc4puT2CCGEEGI5QCN/hBBCCNGsxG3CH65QtEf9TlMF1/8EsFIq+0h3n1503c2FmZ0FHJTKvsPdzyujPUIIIYRYvlHnjxBCCCGEEEIIIUQrRgs+CyGEEEIIIYQQQrRi1PkjhBBCCCGEEEII0YpR548QQgghhBBCCCFEK0adP0IIIYQQQgghhBCtGHX+CCGEEEIIIYQQQrRi/j/jrEOEYoW1jAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.copy()\n",
    "df_ = df_.loc[(df.Continent == 'Asia')]\n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "ed8nCfk97tbq"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Europe')]\n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "HWELiiD57tbv"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Africa')]\n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "-9MtAf6c7tb0"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'North America')]\n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "YLjvSOJ_7tb4"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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AAAAwMm0XQyofAAAAgK4kHwAAAICutF0AAADA2HRdDKh8AAAAALqSfAAAAACSJFW1b1WdUlWnVtXBlzG/bVV9uKq+WVUnV9XjV3JfbRcAAAAwstV42kVVbZbk0CT3SLI2yfFVdXRr7TuLlj0tyXdaa/evqu2TnFJVb2+t/X65e6t8AAAAAJLkTklOba2dNpdMeFeS/ZasaUm2rkl2Zaskv05y8fpuLPkAAAAAJMn1k/x0Ubx27tpir01yiyQ/S/LtJM9qrf1xfTfWdgEAAAAjm9a2i6o6MMmBiy6taa2tmZ++jB9pS+J7JflGkr2T3CTJp6rq8621c5fbV/IBAAAAriDmEg1rLmd6bZIbLIp3yKTCYbHHJ3lZa60lObWqfpTk5km+tty+2i4AAACAJDk+yc5VtVNVbZ7kEUmOXrLmJ0n2SZKqunaSmyU5bX03VvkAAAAAI5vWtovltNYurqqnJ/lEks2SvKm1dnJVPXVu/rAkL07ylqr6diZtGs9rrZ25vntLPgAAAABJktbaMUmOWXLtsEXjnyW554beV9sFAAAA0JXKBwAAABjZamy76EnlAwAAANCV5AMAAADQlbYLAAAAGJuuiwGVDwAAAEBXkg8AAABAV9ouAAAAYGROuxhS+QAAAAB0JfkAAAAAdKXtAgAAAEam7WJI5QMAAADQleQDAAAA0JW2CwAAABiZtoshlQ8AAABAV5IPAAAAQFfaLgAAAGBsui4GVD4AAAAAXUk+AAAAAF1puwAAAICROe1iSOUDAAAA0JXkAwAAANCVtgsAAAAYmbaLIZUPAAAAQFeSDwAAAEBX2i4AAABgZNouhlQ+AAAAAF1JPgAAAABdabsAAACAkWm7GFL5AAAAAHQl+QAAAAB0pe0CAAAAxqbrYqBaaxv7GS7P1D4YAAAAf7ZN+o/nOx300an8M+2PXnXfjfK5q3wAAACAkXnh5NBUJx8uvHjyfYsrXTpebm5D1s6Pe639c5/P77Lx127M3/vcC/+YJNlmi8nrWRbH8+P5+Fe/nfzw9ltNbvy/Z/8+SXL97TbPj868MEmy0zW3SJKc8osLkiQ3u85VLxUvN7cha+fH8/GJPz43SXKHHbdJkkH8puN/srD2CbvdcCF+wm43TJK85NOnJklesM9Nc/Ax30+SvOw+uyTJsvHTPvDdJMmhD7pFkiwbr2RuPn78u76dJHnzI26dJIN4frw0nl/78CO+niR59wG3G4yXzvVaOz+ehrWb0u/td/G7bKz/b93v8OOTJB95ym7Z89+OS5J86R/vmiTLxts//t1Jkl+9+eFJsmy8krkx1m77yCOTJOe88zGD8dK5Xmvnx73WTtPvMvugNyRJ1n3gSQvjpfG6Dzzpctde1lyvtX/K8/1Ja+/9qsn4YwdN1i6Kl5tLktndnzeJv/LywXjp3KXW3u7pk/HXXzuZWxTPj5fGY629rLlea9f3fFxxeOEkAAAA0NVUVz4AAADAaqTtYkjlAwAAANCV5AMAAADQlbYLAAAAGJmuiyGVDwAAAEBXkg8AAABAV9ouAAAAYGROuxhS+QAAAAB0JfkAAAAAdKXtAgAAAEam62JI5QMAAADQleQDAAAA0JW2CwAAABiZ0y6GVD4AAAAAXUk+AAAAAF1puwAAAICR6boYUvkAAAAAdCX5AAAAAHSl7QIAAABGNjOj72IxlQ8AAABAV5IPAAAAQFfaLgAAAGBkTrsYUvkAAAAAdCX5AAAAAHSl7QIAAABGVvouBlQ+AAAAAF1JPgAAAABdabsAAACAkem6GFL5AAAAAHQl+QAAAAB0pe0CAAAARua0iyGVDwAAAEBXkg8AAABAV9ouAAAAYGTaLoZUPgAAAABdST4AAAAAXWm7AAAAgJHpuhhS+QAAAAB0JfkAAAAAdKXtAgAAAEbmtIshlQ8AAABAV5IPAAAAQFfaLgAAAGBkui6GVD4AAAAAXUk+AAAAAF1puwAAAICROe1iSOUDAAAA0JXkAwAAANCVtgsAAAAYma6LIZUPAAAAQFeSDwAAAEBX2i4AAABgZE67GFL5AAAAAHQl+QAAAAB0pe0CAAAARqbrYkjlAwAAANCV5AMAAADQlbYLAAAAGJnTLoZUPgAAAABdST4AAAAAXWm7AAAAgJHpuhhS+QAAAAB0JfkAAAAAdKXtAgAAAEbmtIshlQ8AAABAV5IPAAAAQFfaLgAAAGBkui6GVD4AAAAAXUk+AAAAAF1puwAAAICROe1iSOUDAAAA0JXkAwAAANCVtgsAAAAYma6LIZUPAAAAQFeSDwAAAEBX2i4AAABgZE67GFL5AAAAAHQl+QAAAAB0pe0CAAAARqbtYkjlAwAAANCV5AMAAADQlbYLAAAAGJmuiyGVDwAAAEBXkg8AAABAV9ouAAAAYGROuxhS+QAAAAB0JfkAAAAAdKXtAgAAAEam62JI5QMAAADQleQDAAAA0JW2CwAAABiZ0y6GuiQfqurVrbVnV9WHk7Sl8621B/TYFwAAAJg+vSofjpz7/ooN+aGqOjDJgUly+OGH57FPOHDs5wIAAAD+wrokH1prJ859P3YDf25NkjXz4YUXj/1kAAAA0J+ui6FebRfvaa09rKq+nUu3XbQkv07y6tbah3rsDwAAAEyPXm0Xz5r7fr/Lmb9mkrcnkXwAAACATVyvtoufz30//XKWnF5V+/fYGwAAADa2GX0XA73aLr7QWrtLVZ2XYdtFJWmttW3m3wsBAAAAbNp6tV3snyStta073R8AAABYJWY63fcD84Oqel+nPQAAAGAqVU3n18bSK/mw+Fe6cac9AAAAgFWgV/KhXc4YAAAAuILp9c6HXavq3EwqIGbnxsmiF0522hcAAAA2unLaxUCvozY363FfAAAAYPXp1XYBAAAAkKRf2wUAAABcYc3ouhhQ+QAAAAB0pfIBAAAARuaFk0MqHwAAAIAkSVXtW1WnVNWpVXXw5ay5W1V9o6pOrqpjV3JflQ8AAABAqmqzJIcmuUeStUmOr6qjW2vfWbRmuySvS7Jva+0nVXWtldxb8gEAAABGtkq7Lu6U5NTW2mlJUlXvSrJfku8sWvOoJO9vrf0kSVprZ6zkxtouAAAA4Aqiqg6sqhMWfR24aPr6SX66KF47d22xXZJcrao+V1UnVtVjV7KvygcAAAC4gmitrUmy5nKmL6teoy2Jr5TkDkn2STKb5MtV9ZXW2veX21fyAQAAAEZWl/nn+Km3NskNFsU7JPnZZaw5s7V2fpLzq+q4JLsmWTb5oO0CAAAASJLjk+xcVTtV1eZJHpHk6CVrPpTkr6vqSlV11SR3TvLd9d1Y5QMAAACQ1trFVfX0JJ9IslmSN7XWTq6qp87NH9Za+25VfTzJt5L8MckbWmv/s757Sz4AAADAyGZWZddF0lo7JskxS64dtiQ+JMkhG3JfbRcAAABAV5IPAAAAQFfaLgAAAGBkVau076ITlQ8AAABAV5IPAAAAQFfaLgAAAGBkui6GVD4AAAAAXUk+AAAAAF1puwAAAICRzei7GFD5AAAAAHQl+QAAAAB0pe0CAAAARqbrYkjlAwAAANCV5AMAAADQlbYLAAAAGFnpuxhQ+QAAAAB0JfkAAAAAdKXtAgAAAEam62JI5QMAAADQleQDAAAA0JW2CwAAABjZjL6LAZUPAAAAQFeSDwAAAEBX2i4AAABgZJouhlQ+AAAAAF1JPgAAAABdabsAAACAkZXTLgZUPgAAAABdST4AAAAAXWm7AAAAgJHN6LoYUPkAAAAAdCX5AAAAAHSl7QIAAABG5rSLIZUPAAAAQFeSDwAAAEBX2i4AAABgZLouhlQ+AAAAAF1JPgAAAABdabsAAACAkTntYkjlAwAAANCV5AMAAADQlbYLAAAAGNmMrosBlQ8AAABAV5IPAAAAQFfaLgAAAGBkTrsYUvkAAAAAdCX5AAAAAHSl7QIAAABGpuliSOUDAAAA0JXkAwAAANCVtgsAAAAY2YzTLgZUPgAAAABdrSj5UFVX7/0gAAAAwKZppW0XX62qbyR5c5KPtdZax2cCAACAVU3XxdBK2y52SbImyWOSnFpVL62qXfo9FgAAALCpWFHyoU18qrX2yCRPSnJAkq9V1bFVtUfXJwQAAABWtRW1XVTVNZI8OpPKh18meUaSo5PcNslRSXbq9YAAAACw2pS+i4GVvvPhy0mOTPLA1traRddPqKrDxn8sAAAAYFOx3uRDVW2W5COttRdf1nxr7eWjPxUAAACwyVhv8qG19oeq2vUv8TAAAACwKdB1MbTStotvVNXRmbzf4fz5i62193d5KgAAAGCTsdLkw9WTnJVk70XXWhLJBwAAAGBZK00+vKG19sXFF6pqrw7PAwAAAKvejL6LgZkVrvvPFV4DAAAAGFi28qGq9kiyZ5Ltq+o5i6a2SbJZzwcDAAAANg3ra7vYPMlWc+u2XnT93CQP6fVQAAAAsJrpuhhaNvnQWjs2ybFV9ZbW2ul/oWcCAAAANiErfeHkVapqTZIdF/9Ma23vy/0JAAAAgKw8+XBUksOSvCHJH/o9DgAAAKx+pe9iYKXJh4tba//V9UkAAACATVK11ta/qOpfkpyR5ANJfjd/vbX2625Plqz/wQAAAFitNunSgKd94LtT+WfaQx90i43yua+08uGAue/PXXStJbnxuI8zdOHFk+9bXOnS8XJzG7J2ftxr7Z/7fH6Xjb92jN973UWT77NXHo6Xzl1w0SX/fLrqlSsX/H4SX3XzyT8ffvu7SbzVVSrnXfjHhbVbbzGTs86fbHqNLSebLo5/cc5kk+tsO9n0J7+e5BBvePWrJEm+/4sLkiS7XOeq+eZPzkuS7HrDyQE3X/nh2UmS3W+yXZLkM987K0my982vkQ9+6xdJkgfe5jpJknectDZJ8qjb75DXf/WSd9Q++c43yks//cMkyfP3uUmS5B8/ekqS5N/ue7MceNTJC2vXPPRWeehbTkqSHPW42ydJ7nPY15Ikxzz1Trnbq7+UJPncs/dMkuz5b8clSb70j3dNkuz2ks8lSY5/wd2y6z9/OknyzX/dJ0lyqxd8Mkly8kvumSS5+cGfSJJ872X3ys7P/XiS5AeH7JskucnffyxJ8sN/v3d2evZHF57vR6++b270zA8nSU5/zf0nn+Mzjp58rv/5gNzgaR9aWPvTQ/fLDn/3wSTJ2tc9MElyvae+P0nys8MePBgnyfWeMhcfPomve+D7kiQ/X/O3uc6T35sk+cXrJwcNXftJRyVJfvmGh14qXm7uWk98z8LznfHGhy3EZ7zxYUmSaz1hLn7TwxbGS+Mz3rTha7d//LuTJL9688MH46VzSXLNx70rSXLmWx4xGC+d25C18+Mx1l7jgHcmSc464pGD8dK5Xmvnx73WbpK/y2Pn4rdeOl5uLkmu/ph3JEl+feSjBuOlc1d79NsXnu83b9t/If7N2/ZPkkH856zdbv+3JUnOfvujk2QQLzeXJNs+6sgkyTnveMxgvHRuQ9Zu+8gjF57vnHdeEp/zzrm1i+L1rd3mEW9Nkpz7rscOxkvneq2dH69k7dYPP2Jh7XnvPmAhPu/dk39lXhwvndvqYW9Jkvz2PY+7VLzc3IasnR/Px1s+5M1JkvPf+/gkyeyD35gkWff+J2b2QW9YWLvuA0/K7H6HT8Yfespk7QMmxc/rjv6/mb3fayfjjzx9Mnff10zijz5zEt/nPybxMc/K7L1fNRl/7KDJ3L6vnMQff86l4tl7HjIZf3LyR43Ze7x8En/qeQvjhfj/vGwy/u+DJ2v3fskk/swLMvs3L7pk7bEvXIjXHfvCydq7/sskPu5fMnuXf7pk7RdenNm9XjAZf3Fyv8Xx7J7Pn4y/9NLJ3NJ4j8mzrPvyyzK7+/Mm469MnvtS8Z0nv+O6rx6S2Tv9w2T8tVdM5hbF8+Ol8cLa3Saf47rjX7kwXhqvO37yGc/ecfLXYN0JrxqMl84lyewdnjWJT/yPwXjpXJLM3n7y133dSa/J7O0mf0+s+/rk75HF8fx4aTy/dlM2s7EfYMqsKPnQWtup94MAAAAAm6YVJR+q6rGXdb219tbLug4AAAAwb6VtF7stGm+RZJ8kJyWRfAAAAIAlnHYxtNK2i2csjqtq2yRHXs5yAAAAgAV/6jswLr++e3QAACAASURBVEiy85gPAgAAAGyaVvrOhw/nkqMvN0tyiyTvufyfAAAAgCuuGV0XAyt958MrFo0vTnJ6a21th+cBAAAANjErartorR2b5HtJtk5ytSS/7/lQAAAAwKZjRcmHqnpYkq8leWiShyX5alU9pOeDAQAAwGo1U9P5tbGstO3iBUl2a62dkSRVtX2S/07y3l4PBgAAAGwaVnraxcx84mHOWRvwswAAAMAV2EorHz5eVZ9I8s65+OFJjunzSAAAALC6VTnuYrFlkw9VddMk126tPbeqHpzkLkkqyZeTvP0v8HwAAADAKre+1olXJzkvSVpr72+tPae1dlAmVQ+v7v1wAAAAwOq3vraLHVtr31p6sbV2QlXt2OWJAAAAYJXbmCdLTKP1VT5ssczc7JgPAgAAAGya1pd8OL6qnrz0YlU9McmJfR4JAAAA2JSsr+3i2Uk+UFX755Jkwx2TbJ7kQT0fDAAAAFYrh10MLZt8aK39MsmeVXX3JH81d/mjrbXPdH8yAAAAYJOwvsqHJElr7bNJPtv5WQAAAIBN0IqSDwAAAMDKzei7GFjfCycBAAAA/iySDwAAAEBX2i4AAABgZP5L/5DPAwAAAOhK8gEAAADoStsFAAAAjMxhF0MqHwAAAICuVD4AAADAyGaUPgyofAAAAAC6knwAAAAAutJ2AQAAACPTdTGk8gEAAADoSvIBAAAA6ErbBQAAAIxsRtvFgMoHAAAAoCvJBwAAAKArbRcAAAAwshnHXQyofAAAAAC6knwAAAAAutJ2AQAAACPTdTGk8gEAAADoSvIBAAAA6ErbBQAAAIxsRtvFgMoHAAAAoCvJBwAAAKArbRcAAAAwsoq+i8VUPgAAAABdST4AAAAAXWm7AAAAgJE57WJI5QMAAADQleQDAAAA0JW2CwAAABiZtoshlQ8AAABAV5IPAAAAQFfaLgAAAGBkVfouFlP5AAAAAHQl+QAAAAB0pe0CAAAARua0iyGVDwAAAEBXkg8AAABAV9ouAAAAYGQOuxhS+QAAAAB0JfkAAAAAdKXtAgAAAEY2o+9iQOUDAAAA0JXkAwAAANCVtgsAAAAY2YyuiwGVDwAAAEBXkg8AAABAV9ouAAAAYGQOuxhS+QAAAAAkSapq36o6papOraqDl1m3W1X9oaoespL7Sj4AAAAAqarNkhya5N5JbpnkkVV1y8tZ9/Ikn1jpvbVdAAAAwMhmsir7Lu6U5NTW2mlJUlXvSrJfku8sWfeMJO9LsttKb6zyAQAAAK4gqurAqjph0deBi6avn+Sni+K1c9cW//z1kzwoyWEbsq/KBwAAALiCaK2tSbLmcqYvq1yjLYlfneR5rbU/1Aa8VVPyAQAAAEa2Sk+7WJvkBoviHZL8bMmaOyZ511zi4ZpJ7lNVF7fWPrjcjSUfAAAAgCQ5PsnOVbVTkv9N8ogkj1q8oLW20/y4qt6S5CPrSzwkkg8AAABAktbaxVX19ExOsdgsyZtaaydX1VPn5jfoPQ+LST4AAADAyGZWZ9tFWmvHJDlmybXLTDq01h630vs67QIAAADoSvIBAAAA6ErbBQAAAIxsZpUed9GLygcAAACgK8kHAAAAoCttFwAAADAyXRdDKh8AAACAriQfAAAAgK60XQAAAMDInHYxpPIBAAAA6EryAQAAAOhK2wUAAACMTNfF0OjJh6r6dpJ2efOttduMvScAAAAwvXq0Xdwvyf2TfHzua/+5r2OSvHe5H6yqA6vqhKo6Yc2aNR0eDQAAAPhLG73yobV2epJU1V6ttb0WTR1cVV9M8qJlfnZNkvmsQ7vw4rGfDgAAAPrzgsWhnp/HllV1l/mgqvZMsmXH/QAAAIAp1POFk09M8qaq2nYuPjvJEzruBwAAAEyhbsmH1tqJSXatqm2SVGvtnF57AQAAwDQpx10MdEs+VNVVkvxtkh2TXGn+g2+tXe47HwAAAIBNT8+2iw8lOSfJiUl+13EfAAAAYIr1TD7s0Frbt+P9AQAAYCppuhjqedrFl6rq1h3vDwAAAKwCPSsf7pLkcVX1o0zaLipJa63dpuOeAAAAwJTpmXy4d8d7AwAAwNSacdrFQM+jNk9Pkqq6VpIteu0DAAAATLdu73yoqgdU1Q+S/CjJsUl+nORjvfYDAAAAplPPF06+OMnuSb7fWtspyT5JvthxPwAAAJgKNaVfG0vP5MNFrbWzksxU1Uxr7bNJbttxPwAAAGAK9Xzh5NlVtVWS45K8varOSHJxx/0AAACAKdQz+bBfkguTHJRk/yTbJnlRx/0AAABgKjjsYqjnaRfnLwqP6LUPAAAAMN1GTz5U1XlJ2mVNJWmttW3G3hMAAACYXqMnH1prW499TwAAAFhNSt/FQM93PiRJqupaSbaYj1trP+m9JwAAADA9uh21WVUPqKofJPlRkmOT/DjJx3rtBwAAAEynbsmHJC9OsnuS77fWdkqyT5IvdtwPAAAApsLMlH5tLD33vqi1dlaSmaqaaa19NsltO+4HAAAATKGe73w4u6q2SvL5JG+vqjOSXNxxPwAAAGAK9Uw+7JdkXZJnJ9k/ybZJXtRxPwAAAJgKTrsY6pZ8aK2dX1U3SrJza+2Iqrpqks167QcAAABMp56nXTw5yXuTHD536fpJPthrPwAAAGA69Xzh5NOS7JXk3CRprf0gybU67gcAAABToab0a2PpmXz4XWvt9/NBVV0pSeu4HwAAADCFeiYfjq2q5yeZrap7JDkqyYc77gcAAABMoZ6nXRyc5IlJvp3kKUmOSfKGjvsBAADAVHDaxdDoyYequllr7ZTW2h+TvH7ua35uryRfHHtPAAAAYHr1aLv4blUdUVVbXcbcf3bYDwAAAJhiPZIPJydZm+Skqtp9yZy6EwAAADZ5M1P6tbH02Pui1toLkjwpyduq6oVVNb+P0y4AAADgCqZb4qO1dlySOya5eZLPV9WOvfYCAAAApleP0y4WWitaa2cneVRVHZDk80mu2mE/AAAAmCpOuxjqUfnw+qUXWmtHJPmbJEd12A8AAACYYqNXPrTWXnc5109L8tSx9wMAAACmW4+2CwAAALhC03QxtDFP2gAAAACuALpVPlTV3km+0lq7oNceAAAAMI28b3KoZ9vF45IcVlVnZXLSxeeTfKG19puOewIAAABTplvyobX22CSpqusleUiSQ5Ncr+eeAAAAwPTp2Xbx6CR/neTWSc5M8tpMqh8AAABgkzbjlZMDPasQXp3kh0kOS/LZ1tqPO+4FAAAATKlup1201q6Z5AlJtkjykqr6WlUd2Ws/AAAAYDr1bLvYJskNk9woyY5Jtk3yx177AQAAwLRw2sVQz7aLLyz6em1rbW3HvQAAAIAp1fO0i9skSVVt2Vo7v9c+AAAAwHTr9s6Hqtqjqr6T5Ltz8a5V9bpe+wEAAMC0qCn938bSLfmQyWkX90pyVpK01r6Z5K4d9wMAAACmUM/kQ1prP11y6Q899wMAAACmT88XTv60qvZM0qpq8yTPzFwLBgAAAGzKnHYx1LPy4alJnpbk+knWJrntXAwAAABcgfQ87eLMJPv3uj8AAACwOoyefKiqFy4z3VprLx57TwAAAJgmMxvxZIlp1KPy4fzLuLZlkicmuUYSyQcAAAC4Ahk9+dBa+/f5cVVtneRZSR6f5F1J/v3yfg4AAADYNHV550NVXT3JczJ558MRSW7fWvtNj70AAABg2jjtYqjHOx8OSfLgJGuS3Lq19tux9wAAAABWjx5Hbf59kusl+f+S/Kyqzp37Oq+qzu2wHwAAADDFerzzoUdCAwAAAFYNbRdDEgUAAABAV5IPAAAAQFddTrsAAACAK7KKvovFVD4AAAAAXUk+AAAAAF1puwAAAICRzei6GFD5AAAAAHQl+QAAAAB0pe0CAAAARua0iyGVDwAAAEBXkg8AAABAV9ouAAAAYGSl62JA5QMAAADQleQDAAAA0JW2CwAAABiZ0y6GVD4AAAAAXUk+AAAAAF1puwAAAICRzei6GFD5AAAAAHQl+QAAAAB0pe0CAAAARua0iyGVDwAAAEBXkg8AAABAV9ouAAAAYGSl62JA5QMAAADQleQDAAAA0JW2CwAAABiZroshlQ8AAABAV5IPAAAAQFfaLuD/b+/O426t5/2Pvz7tXfZu1iSkATkpmjQYMjRwil8KeVAoHOKgHJnyc44KOaYfR6ZEIaRDppAGVCKpNI8kIkVJGjcaPr8/vte9W+va6773vWp997rufb+e+3E97mt4r+t7rXXd+17X+q7v9/pKkiRJ0ogt43AXfWz5IEmSJEmSqorMHPcxTKazByZJkiRJesCW6qYBP7/qb538TPukR686lte9090u/n53+Tlv7qLLU20bJjsxXyv7QI/P5zL+7NL0vH0uo3kud/6zvI8sv1z5u927PDHfXp4qO2hbrez9Ob5a2aXpeftcZu5zuaOZX6HZNtVye9vt/yjLKz4oFs63l1d80JLPDtpWKzvM8d3293sXZleat8zC5ZXmlYa4vcu3LCjzq8wv226+8x4AHrz8HABuuqP8YV59hbl98wB/ub0sr7FiWb7htrsAWGulZbnmpn8AsN7qDwLoW/7dTX9feHzrrz5v4fL6q88D6Fv+zY0LFmYfteZ8Lr/uDgAe+7AVALjg97cBsPm6K3H+NWV+i/VWAuC8a24FYMv1VgbglMv/AsAzH7sG37/kBgCe87i1ADjmvGsB2GvLdRZZ/uTPfgfA65+yPkDf8sT8xPLex1wEwNF7bQrAv3/jMgA+/YKNF863lz/9go0B2OXTvwDgB/++LTsc9nMAfrz/kwDY7sNnAPDTtzx1keWtDz0NgHPe+QyAKZc3eNP3AfjtR58D0Lf8sNd+c+HxXXf48xcuX3f48wFY+9XHAfCnz+7Byi8+emH21mP3Xrh867F7A7DCCz8PwB1ff8XC+YXLezTbjnsFAPN3+wwAC77zmr55gPnPOawsf3//svyvHy7LJ72F+TscWuZ//M6yrb38tIPL8k8O7psHmP/Ud5XlM97N/O3+a+HxLfjpexYuL/jpe0r2KWV/C3526ML59vKCn5Wy5z/x7WX5rA/0zbe3DZ19whvL8i8/1jcPMH+LN5Tl8z+xcL69vOD8T7C0W6prVu4Hu11IkiRJkqSqrHyQJEmSJElVdbrbhSRJkiRJM5L9LvrY8kGSJEmSJFVl5YMkSZIkSarKbheSJEmSJI1Y2O+ijy0fJEmSJElSVVY+SJIkSZKkqux2IUmSJEnSiIW9LvrY8kGSJEmSJFVl5YMkSZIkSarKbheSJEmSJI2YvS762fJBkiRJkiRVZeWDJEmSJEmqym4XkiRJkiSNmv0u+tjyQZIkSZIkVWXlgyRJkiRJqspuF5IkSZIkjVjY76KPLR8kSZIkSVJVVj5IkiRJkqSq7HYhSZIkSdKIhb0u+tjyQZIkSZIkVWXlgyRJkiRJqspuF5IkSZIkjZi9LvrZ8kGSJEmSJFVl5YMkSZIkSarKbheSJEmSJI2a/S762PJBkiRJkiRVZeWDJEmSJEmqym4XkiRJkiSNWNjvoo8tHyRJkiRJUlVWPkiSJEmSpKrsdiFJkiRJ0oiFvS762PJBkiRJkiQBEBE7R8SVEXFVRBw4YPtLIuKiZjozIjabzn6tfJAkSZIkSUTEHOCTwC7AxsCeEbFxK/Zb4OmZuSnwHuCI6ezbbheSJEmSJI3YDO11sQ1wVWZeDRARxwK7AZdNBDLzzJ78WcA609mxLR8kSZIkSRLAw4E/9Cxf26ybzL8BP5jOjm35IEmSJEnSLBER+wL79qw6IjMnuk4MarCRk+xne0rlw3bTKdfKB0mSJEmSRq2j/S6aiobJ7tNwLfCInuV1gOvaoYjYFPgcsEtm3jSdcu12IUmSJEmSAM4BNoyIDSJiOeDFwPG9gYhYF/gm8LLM/NV0d2zLB0mSJEmSRGbeHRFvAE4C5gBHZealEfHaZvvhwLuA1YFPRQTA3Zm51eL2beWDJEmSJEkjFl3td7EYmXkCcEJr3eE9868CXjXsfu12IUmSJEmSqrLyQZIkSZIkVWW3C0mSJEmSRixmZq+Lamz5IEmSJEmSqrLyQZIkSZIkVWW3C0mSJEmSRsxeF/1s+SBJkiRJkqqy8kGSJEmSJFVltwtJkiRJkkbNfhd9bPkgSZIkSZKqsvJBkiRJkiRVZbcLSZIkSZJGLOx30ceWD5IkSZIkqSpbPkiSJEmSNGJhw4c+tnyQJEmSJElVWfkgSZIkSZKqstuFJEmSJEkjZq+LfrZ8kCRJkiRJVVn5IEmSJEmSqrLbhSRJkiRJo2a/iz62fJAkSZIkSVVZ+SBJkiRJkqqy24UkSZIkSSMW9rvoY8sHSZIkSZJUlZUPkiRJkiSpKrtdSJIkSZI0YmGviz62fJAkSZIkSVVZ+SBJkiRJkqqy24UkSZIkSSNmr4t+tnyQJEmSJElVWfkgSZIkSZKqstuFJEmSJEmjZr+LPrZ8kCRJkiRJVVn5IEmSJEmSqrLbhSRJkiRJIxb2u+hjywdJkiRJklSVlQ+SJEmSJKkqu11IkiRJkjRiYa+LPrZ8kCRJkiRJVVn5IEmSJEmSqrLbhSRJkiRJI2avi362fJAkSZIkSVVZ+SBJkiRJkqqy24UkSZIkSaNmv4s+tnyQJEmSJElVWfkgSZIkSZKqstuFJEmSJEkjFva76GPLB0mSJEmSVJWVD5IkSZIkqarq3S4iYi1g3sRyZv6+dpmSJEmSJI1T2OuiT7WWDxHx3Ij4NfBb4HTgd8APapUnSZIkSZK6qWa3i/cATwR+lZkbADsCP6tYniRJkiRJ6qCalQ93ZeZNwDIRsUxmngpsPtUDImLfiDg3Is494ogjKh6aJEmSJEn1REencal5z4e/RcSKwBnAVyLiBuDuqR6QmUcAE7UO+fcp05IkSZIkaSao2fJhN+BO4D+AE4HfALtWLE+SJEmSJHVQtZYPmXlHRKwHbJiZX4yI5YE5tcqTJEmSJKkzHO2iT83RLl4NHAd8pln1cODbtcqTJEmSJEndVLPbxeuBpwC3AmTmr4G1KpYnSZIkSZI6qOYNJ/+Rmf+MKG1NImIukBXLkyRJkiSpE8J+F31qtnw4PSL+LzA/Ip4JfB34bsXyJEmSJElSB9WsfDgQuBG4GHgNcALwnxXLkyRJkiRJHVRztIt7gc82kyRJkiRJs0bY66JPtcqHiHgKcDCwXlNOAJmZj6xVpiRJkiRJ6p6aN5w8EngT8EvgnorlSJIkSZKkDqtZ+XBLZv6g4v4lSZIkSeoke130q1n5cGpEfAj4JvCPiZWZeV7FMiVJkiRJUsfUrHzYtvm5Vc+6BHaoWKYkSZIkSeqYmqNdbF9r35IkSZIkdZmjXfQbeeVDRLw0M78cEQcM2p6ZHxl1mZIkSZIkqbtqtHxYofm5UoV9S5IkSZKkGWbklQ+Z+Znm5yGj3rckSZIkSTOD/S56VbvnQ0R8nnKDyT6Z+cpaZUqSJEmSpO6pOdrF93rm5wHPA66rWJ4kSZIkSeqgmqNdfKN3OSK+CvywVnmSJEmSJHWFo130W2YJlrUhsO4SLE+SJEmSJHVAzXs+3Ea550M0P/8EvL1WeZIkSZIkqZtqdrtwqE1JkiRJ0qxkr4t+I698iIg5wPzMvL1ZfiKwXLP5/My8bdRlSpIkSZKk7qrR8uEDwA3AB5vlrwKXUEa8OA+7XkiSJEmSNKvUqHzYEdi6Z/lvmblrRARwRoXyJEmSJEnqFEe76FdjtItlMvPunuW3A2RmAitWKE+SJEmSJHVYjcqH5SJi4c0mM/NkgIhYhdL1QpIkSZIkzSI1Kh8+C/xvRKw7sSIi1qPc++GzFcqTJEmSJKlToqP/xmXk93zIzI9ExJ3ATyNiBSCBO4D3Z+anR12eJEmSJEnqtho3nCQzDwcOj4gVgXB4TUmSJEmSZq8qlQ8TMvP2mvuXJEmSJKmTHO2iT417PkiSJEmSJC1k5YMkSZIkSaqqWreLiDgD+AlwBvAz7/sgSZIkSZot7HXRr2bLh32AK4EXAGdGxLkR8dGK5UmSJEmSpA6q1vIhM6+OiAXAP5tpe+CxtcqTJEmSJEndVLPbxW+AvwDHAEcC+2XmvbXKkyRJkiSpK8J+F31qdrs4DPg9sCewP7BPRDyqYnmSJEmSJKmDqlU+ZObHMvOFwE7AL4GDgV/VKk+SJEmSJHVTzW4X/w/YDlgR+DnwLsrIF5IkSZIkLdXC8S76VKt8AM4CPpiZf65YhiRJkiRJ6ria93z4BvDMiPgvgIhYNyK2qVieJEmSJEnqoJqVD58EngTs1Szf1qyTJEmSJGnpFh2dxqRmt4ttM3PLiDgfIDNvjojlKpYnSZIkSZI6qGbLh7siYg6QABGxJnBvxfIkSZIkSVIH1Wz5cBjwLWCtiDgU2AP4z4rlSZIkSZLUCY510a9a5UNmfiUifgnsSHndd8/My2uVJ0mSJEmSuqlmywcy8wrgipplSJIkSZKkbht55UNE3EZznwdKi4eJ+bnAcplZtcJDkiRJkqRxC/td9Bl5RUBmrtS7HBErAa8DXkO5B4QkSZIkSZpFqo12ERGrRsTBwIXASsDWmfnmWuVJkiRJkqRuqtHtYg3gzcCLgKOALTLzllGXI0mSJElSV4XjXfSpcf+Fa4Abgc8DdwL/Fj2dXTLzIxXKlCRJkiRJHVWj8uFD3HeTyZWmCkqSJEmSpKVfjRtOHjzqfUqSJEmSNJM42kW/ajeclCRJkiRJAisfJEmSJElSZVY+SJIkSZKkqmrccHKhiHgOsAkwb2JdZr67ZpmSJEmSJKlbqrV8iIjDgRcB+wEBvBBYr1Z5kiRJkiSpm2p2u3hyZu4N3JyZhwBPAh5RsTxJkiRJkjohopvTuNSsfFjQ/LwzIh4G3AVsULE8SZIkSZLUQTXv+fC9iFgV+BBwHpDA5yqWJ0mSJEmSOqha5UNmvqeZ/UZEfA+Yl5m31CpPkiRJkqSuCMbYx6GDqlU+RMTeA9aRmUfXKlOSJEmSJHVPzW4XW/fMzwN2pHS/sPJBkiRJkqRZpGa3i/16lyNiFeBLtcqTJEmSJKkrxjmyRBfVHO2i7U5gwyVYniRJkiRJ6oCa93z4LmWEC4A5wGOBr9UqT5IkSZKkrrDhQ7+a93z4cM/83cA1mXltxfIkSZIkSVIHVet2kZmnA1cCqwCrUSogJEmSJEnSLFOt8iEiXgWcDTwf2AM4KyJeWas8SZIkSZI6Izo6jUnNbhdvBbbIzJsAImJ14EzgqIplSpIkSZKkjqk52sW1wG09y7cBf6hYniRJkiRJ6qCaLR/+CPwiIr5DGfViN+DsiDgAIDM/UrFsSZIkSZLGJhzvok/NyoffNNOE7zQ/V6pYpiRJkiRJ6phqlQ+ZeUitfUuSJEmSpJmjWuVDRKwJvA3YBJg3sT4zd6hVpiRJkiRJXRD2uuhT84aTXwGuADYADgF+B5xTsTxJkiRJktRBNSsfVs/MI4G7MvP0zHwl8MSK5UmSJEmSpA6qecPJu5qf10fEc4DrgHUqlidJkiRJUifY66JfzcqH90bEKsCbgY8DKwNvqlieJEmSJEnqoJFXPkTEPOC1wKOBhwNHZub2oy5HkiRJkiTNDDVaPnyR0uXiDGAXYGPgjRXKkSRJkiSpm+x30adG5cPGmfl4gIg4Eji7QhmSJEmSJGmGqDHaxcSNJsnMuyvsX5IkSZIkzSA1Wj5sFhG3NvMBzG+WA8jMXLlCmZIkSZIkdUbY76LPyCsfMnPOqPcpSZIkSZJmrhrdLiRJkiRJ0gwUETtHxJURcVVEHDhge0TEYc32iyJiy+nst0a3C0mSJEmSZrWYgb0uImIO8EngmcC1wDkRcXxmXtYT2wXYsJm2BT7d/JySLR8kSZIkSRLANsBVmXl1Zv4TOBbYrZXZDTg6i7OAVSPioYvbcWTm6A93NDp7YJIkSZKkB2wGtg2Yvr/f3c3PtPPmTv66R8QewM6Z+apm+WXAtpn5hp7M94D3Z+ZPm+UfAW/PzHOnKrfLLR+C0p3kNRPzi5vMDpcdd/lmzXapfLNmu1S+2aU/O+7yzZrtUvlmZ3V2qTZvLtHFKSL2jYhze6Z9ew570HlpV6JMJzMgkdnpCTjXbJ3suMs3a7ZL5Zs126XyzS792XGXb9Zsl8o3a9apOxPwJOCknuV3AO9oZT4D7NmzfCXw0MXtu8stHyRJkiRJ0pJzDrBhRGwQEcsBLwaOb2WOB/aO4onALZl5/eJ27GgXkiRJkiSJzLw7It4AnATMAY7KzEsj4rXN9sOBE4BnA1cBdwKvmM6+Z0LlwxFmq2XHXb5Zs10q36zZLpVvdunPjrt8s2a7VL5Zs+qQzDyBUsHQu+7wnvkEXj/sfrs82oUkSZIkSVoKeM8HSZIkSZJUlZUPkiRJkiSpKisfJEmSJElSVZ2ufIiI7SLigIh41oBty0XE3hGxU7O8V0R8IiJeHxHLLvmj7YaIWH3cx9AFEbHWuI9hGJ43z5kkSW3NMHbbRsTzI+J5zXxMkl0mIpZp5peLiC0jYrUBueV69xER20fEmyNilymOY6um/F0jYqPFHPMi1+ERscZiHrNic7yrTrJ93YltEbF+ROwREY+bap8D9jHlcTeZ102yftMhyxr7eVsazpmWQpnZmQk4u2f+1cAFwEHAz4ADW9mvAP8LfBf4EvAt4GXAF4Avjvi41nqAj18FeD9wBXBTM13erFu1lV0b+DTwSWB14GDgYuBrwENb2fcDazTzWwFXU4Y7uQZ4eiu7IvBu4FLgFuBG4Czg5QOOd2Xgv5vXda/Wtk+1lnduPc8jgYuAY4CHtLJbAacCXwYeAZzSHMs5wBZDvJ4/aC2v1ppWB34HPBhYrZU9D/hP4FFL03nznM28czZDzttG08i8bpL1m063nCYfwLbA84HnNfMxSXYZYJlmfjlgy/bvTc+26FneHngzsMsUx7FVU/6ui3v+wLID1q0xRX7FAV27TAAAFstJREFU5lhXnWT7uhPbgPWBPYDHDfk6es5GeM66ft48ZzPvnA1z3oBnUd5rfgB8rplObNY9q5XdHfgzcD2wG/AL4MfAtcCureyFwIOb+bcCZ1LeZ08B/ruVfTpwLvBD4Gbge5Tr8tOAR7Sy2zfl3QicDKzfs+28VvZTPfPbAb+nvG/9AXh2K3sg8FvKe/urmp9HUt5nDxjinP2+tXxAa3oz8JeJ5Vb2nuZ1fw+wcZfP29J0zpyWvmnsB9B3MHB+z/w5wJrN/ArAxa3sRc3Puc1/2jnNckxsm2aZ1T8UUcZIfTuwds+6tZt1p7SyJwL7Nf9pL2oy6zbrvtPKXtwzfyqwdTP/GODcVvY7wMuBdSh/VP8L2BD4IvC+VvYblA9buwPHN8sPmnjO7degZ/5zwHuB9YA3Ad9uZc8GdgH2bP5Q7dGs3xH4eSu75STTE4DrW9l7mz9wvdNdzc+rW9nfAh9u/mCe3Rznw2b6efOczbxz1pXztpi/XbPiQq3ZPvKLNby4nnHnbKadN8/ZzDtnw5w3SuX5+gPWbwBc3lp3PuX9bgPgVuBfmvXrsej71CU98+cC85v5ubSuoZv9rtlT7rea+WcCJ7ey5wCbNPN7AL8Gnjixn1a292/lqcCWzfwjBxzvpcB8yjX5bfR/PriklT1skunjwK2t7G2ULzLfRfmy86Dm9/Ig4KABr8PjgEObc3dh87s06PyM9bzNtHPmNLumsR9A38E0b2DNL2r7l7j9H+ASSm37g5tf6tWa9fMG/Mce64ci4MopnvOVkz1PFn1ju6C1fAUwt5k/q7WtXVlzYWv5nObnMsAViynnnZSLg9WZ+gNR+3Ht5ameW/v83kO50Dl1wLSglX0L5QLq8b3nZpLXu/d4nwp8CvhTs999Z+p585zNvHPWofM26y/UevY70os1vLiecedspp03z9nMO2fDnLfmOc8dcM6WA65q73PQOWm/Ps3ymTQtPSjvxROVR/MGPLb3Q+2c1mt9aSvbfv/bBLiS0splqve0X072XHqPoSn/BpoWOZM819uAfYF9Bkx/aWXXBY4DPgAs36zru9af4jXcBvgIpYLrzC6dt5l2zpxm1zSXblkF+CWl9UJGxNqZ+aeIWLFZ1+tIygeCOZQL9q9HxNXAE4FjW9lzgNMH7AOg3U/pbcBOwFsz82KAiPhtZm4w4LE3Z+ZbgLdExFMp3zKeFxGXA1/NzCOa3DUR8TZKd5A/N/t8COXb0T+09tl7H46jW9vmtJY/CZwQEe8HToyI/wG+Sfl284JW9o6I2C4zfxoRuwJ/BcjMewf0QXtQRCyTmfc2mUMj4lrgJ5SmjL3WiogDKK/tyhERmeUvC4veU+Tvzf07VqGc390z89sR8XTKB9delwOvycxft9YTEX2vWWZ+OCKOBT7abDsIyPbj2jLzDOCMiNiPcuHzIuCInsiozlv7dahx3pbmcxY9j1uazhl047y9gvIN3T9Y1J6t5U0oF1srAIdk5p0RsU9mHjLgsZmZl1D+Pr8zIrYBXkw5f3/IzCf3ZOdSvuFs+yOwSD/UzPwTQET8PjOvbNZdM9FntsetEfG45jj+QrlAW9CU187Oycwbm/nfUz5kkZmnNOe713KZeWmz/bjmb/43I+JAJv89Xjkzz2sec3VEtP+e35OZCyLin80x3tRk7xjQTdhzVtQ+Z9D98+Y5W1TXz1lT3LTO21HAOc375cR72COa7JHtnfa8n7yyZ90cyofeXq8FvhIRF1I+GJ4bEacDmwLva2XPjYgjgR9RWsGc1ux3eRa9Lr1r4tq9eZKXRsSOlBYuj2plN4qIiyjvaetHxIMz8+bm96v9+3heRBxDeW1/BHwxIk4EdgAua2XPoXy4PXPA63Nw73Jm/h7YIyJ2A06JiI+2H9P78NZjzwbOjog3A09rZcd93mbaOdNsUqNGY9QTsDywwYD1D6NpaUCpRNgD2GZA7hJgw0n2/YcB69YBvk55E1mJadaCNuvmADsDn+9Z92BKreoVlFrwv1I+qH2ARbtyvBtYccB+Hw0cN2D9Myg17edT+qufQKnxXbaV24zSOuNvwE+571uMNYH9W9kPAjsNKGtn4NetdQe1polvENYGjh5wDCdRmnxuBHyseT0uBZ7Syu4xcYwDjmP3KX5XnkvpX/+nSbYfO8TvXRfP22MGnbcZfs52nY3n7AGet3eN8Lz9GHjyJK/nbydZvxulhcYeTP738fxJ1geL3ifjHc3r+nZgr2Z6e7PuHe39cl8/9G161s9h0W+NNqV8o3h0M/2GclF4LoveY+MoykXhXs15/kizfnkWbbFyLj1de5p161Aqom7rWXcnpUvPxZRv4ya+pVpmwLF+gXL/ju8AX6XcB+QlzTF9bYacswNn+jmbaedtBOdsxv8/m2nn7H6ct40p/7c+DnyimV+kqwawNTBvwPr1gZcOWD+H0j3vjZQKlhcx4B4ZlA+Vr2vKfjX3dXOeD6zXyu4EbDZgH6sA72ytW681LdusXwN4fis7l1LZ8+Jm/snN8bwNWKGVXY2mFcMwU/M7+CHgJ5Ns32vI/Y3tvM20c+Y0u6ZofkGWahGxB6Vp9JUDtu2emd+e5HG7Umql18/MtQdsPzYzXzzNY9iI8qZ5Vmbe3rN+58w8cUD24cAvRpx9bJOdzjFsQ6mZPyciNqZ8GLoiM08Y8NyGyW4L3NtkN2mylw/KDnjs0Zm59zRy8ykfxl64uOyQ+30qpZndxZl58mKy2zXZS6aRfcD7bV7XKzLzlub5vwPYglK7/L7MvGWS7PKUN8TpZCf2uyXlQ2w7uz+lCW27hcGg59GXbfb9qCzfBE2ZXcx+l6O82f0xM38YES+hvOFdBhyRmXf1ZB9EedO+rsnu1WQvH5BdjvIGet009ts+hkn32+QfRWne+Ajgbkpzza/2vrY92Uc32XXuR/Yq4Jh2Nsodtf+emXdO9doO2P8KlJt0bpuZ7W99iIi9MvOYIfb3WMpF+8MpF+DXAsdn5mWt3NaU/yt/b61fH9guM7/cWj+H0tf9Mdz3ze9Jmfm3Vm5ZykXaxpQPUkdl5j3N7+ZamXlNT3Yn4MbMvLC1j1WAN2Tmoc3yeq2neV1m3hXlDuJPy8xv9jx2LvBCyje6x1H+n+9F+Xb4k5l5R0/2/p6z5YFD8Jz17mNV4PUT56xZ1z5v12fmP7t43jxnC9c9kHO2LeVv9ijP2Uj/PkpLUkSslZk3jDOrpdesqHyYSkS8IjM/P8X2hR+KFpedbL/Nh6fXUz58bA68MTO/02w7LzO37HncfsAbppkdZr/7U2pBr5hG9iBKrepcyg2jtqU02dqJcjFx6Iiy21C6wwzKHt9+SSk3n/oxQGY+d4oslGZd08lOtd+zM3ObZv5VlNf625QLrO9m5vsnyb66yX5rGtlh9vsqyu/GIvuNiEspNdd3R8QRlG+BjqN0C9gsM5/fs88Hkr2DclPEQdlbmu2/oXyb9PW8r3lt/4u+aPZrmfmXaWan2u9XKL9f8ymjO6zQvF47Uv7e7TMguzyllcKK3NeVgsx8+RTZ6ex34hh699vO7g/8H0o3i2dTvtG7mVJp8LrMPK12VhqVLlywzrSL24hYPTNvGmV2mH2q25oKzXdQbgC6ZrP6Bkqrjff3Vu4sgexuwFpTZRfzXH6QmZMO5TmqbESs3BzvOpSbyh/Ts+1Tmfm6JZBdm9JK8V5KS8X9KCPMXEG5/r5+MdkXUK7tp5NdZL9N7l2UCrbF7XO19ktK6QK/BeWa5a8jykK5Uf8iWc0y2YHmF+OcaN2MrUaW0gxwxWZ+fUpTwjc2y+0btHQlO4fyQetWSv9JKB+m2jePqpU9nzJM4DMod8d+BuWu209n0SaJ5w2RHWa/w4y+MtYsPTcLY9EbBLVvRlgrez6lieuzKM1Xb6TcEGkfYKUllJ32KDgdyV7cs3154LRmfl0m+X9ZITvM8KS92b8OkZ1yv1NNtEYk6kKWaQ6ROt3c/cgOM0zsoOxFQ2Qn2297ZKjVmHxkqGFGkaq132GGqu3NrjrC7DBD9g7K/rqdHXKfEyN0PXIav/PDDHF8f7LTOYaphgzefIjsFq3s1gOyf5skO8zQySPPMvkITgey6AhOw4z2VCs7zA3ea2WHGUWqVnaY0bRGnh1yn8PcaL9K1ml2TWM/gCXyJMt/vEHTxcA/ameBy1qPW7H5w/ARFv0A14Xs+YPmm+UllV2GMnrIKTQXGZP9saqYHWb0lbFmKfcoeUUz/3lgq2b+MTSjLSyBbPvNd1nKPTi+Smk6uySyw4yC04Xsxdx38fJgeu4ezaL9lGtlvWAdPjuti9Dp5u5HdqwXtk127BesQ2aHGaq2VnaYIXunlR1yn79l+sMWdyE7zFDPtbLDDJ088izDjeDUhewwo17Vyg4zilSt7DCjaY08O+Q+hxl9rErWaXZNYz+AJfIky7ePm7PojVLWp/TBrZpt/mC2a+nnUm7MdE9rfReyv+C+IYd6h8ZZZcAf2CrZnm0TN//8RPsPaO0s5Ru0q2kuZGk+RFEqbtp/vMeabV7DL1C6JvyCcgF+NaVby2atfdbKDryBVrNt/hLKvqk5vmuA/Sl3WP4s5cP4QR3MvpHyIe8ISguBiYqeNWnd9Kpi1gvW4bPTugidbu5+ZMd6Ydssj/2CdcjsMEPV1soOM2TvtLJD7nOYYYu7kB1myOBa2WGGTh55FjiZcoO+h/SsewilYvCHrX10ITvtG7xXzF5OzzVms24fSiuTa5ZQ9sKe+fe2tk06PPeossPss1k3rRvt18w6zZ5p7AewRJ5kaQa53STbjqmdbf7zrT1Jrn3n+S5kHzRJbg16LvJqZgdknkPrm4Mlne15zMDRV7qQbf64b0b5tvYhi9nHSLM0ozpM8/irZJv8tEbB6VB2k2b7RtN4biPP4gXr/clO6yJ0urn7kR3rhW3PurFfsE43S7kB4gGUu8NfTXPPq2ZbuztUrex+zf+LHShdWv6HMkTfIcCX7k92yH1Oa4SuDmV/Tulu90JKZe7uzfqns2irjlrZM2mu8ygjM53Us61diTryLMON4NSF7LRHvaqYHWYUqVrZaY+mVSM7zD5b26ccfWxJZJ2W/mnsB+Dk5OTkNL6pdWH519aF5YOXULYLF6wjv7hdWi9sB2wf+wXr4rIMN8RwlWyz/hkMHrJ37v3NDpEbZtjiLmQHDRn8N0qF3JOXUHZTpj90cq3sRpQbc6/YWr/zgNesK9kdO5rdpQPZJfI63N99Uu7D9rglnXWaPdPYD8DJycnJqZsTTXcNs6PPjrv8UWdbF5adz3bhNaudHXf5Zh94ltJ170rKiFi/A3br2dbujmW2LO8327ND7nPs58xpdk1jPwAnJycnp25OLIHRgGZrdtzlm136s+Mu3+wDz9KdEdDMzqDsuMsfNus0u6a5SJJmrYi4aLJNlHs0mL2f2XGXb3bpz467fLPVs3My83aAzPxdRDwDOC4i1muymDU7IDvu8ofNahax8kGSZreHAP9KuZFYr6DcFM3s/c+Ou3yzS3923OWbrZv9U0RsnpkXAGTm7RHxf4CjgMe3HmvWbFfKHzarWcTKB0ma3b5HaRp5QXtDRJxm9gFlx12+2aU/O+7yzdbN7g3c3bs9M+8G9o6Iz7QeatZsV8ofNqtZJLL0vZEkSZIkSapimXEfgCRJkiRJWrpZ+SBJkiRJkqqy8kGSJEmSJFVl5YMkaYmLiHsi4oKIuDQiLoyIAyJiLO9JEfG5iNh4HGVPJSJ27z2uiDgtIraqUM7LI+ITD3Af60fEJaMuJyJ+FxFrPJBjkyRJ3eBoF5KkcViQmZsDRMRawDHAKsBBS/pAMvNVS7rMadqdclf8y6b7gIiY29xRXJIkqVNs+SBJGqvMvAHYF3hDFOtHxBkRcV4zPRkgIr4UEbtNPC4ivhIRz42ITSLi7KYlxUURseGgciJihYj4ftPS4pKIeFGzfmGLgoi4PSIObTJnRcRDmvUPiYhvNesv7Dmml/aU/ZmImDPZ84yIPSPi4qbsD/Ssv71nfo+I+EKz/+cCH2r2/agm8tKIOLPZxzbNYw6OiCMi4mTg6IhYMyK+ERHnNNNTmtw2zWPPb37+y4BjfE5E/Hyy1gYR8ajmdTknIt7de+w9mXkR8fnmuZ4fEdv3bH5ERJwYEVdGxEE9j/l2RPyyaQmz72SvoSRJmrmsfJAkjV1mXk15T1oLuAF4ZmZuCbwIOKyJfQ54BUBErAI8GTgBeC3wsaYlxVbAtZMUszNwXWZulpmPA04ckFkBOCszNwN+Ary6WX8YcHqzfkvg0oh4bHN8T2nKvgd4yaCCI+JhwAeAHYDNga0jYvcpXo8zgeOBt2bm5pn5m4njy8wnA68Djup5yBOA3TJzL+BjwEczc2vgBZTXDeAK4GmZuQXwLuB9rWN8HnAg8OzM/Mskh/Yxymu9NXDdJJnXN8/h8cCewBcjYl6zbRvKa7Q58MKebiSvzMwnUM7f/hGx+mSvjSRJmpnsdiFJ6opofi4LfCIiJj7QPwYgM0+PiE823TSeD3wjM++OiJ8D74yIdYBvZuavJ9n/xcCHm1YH38vMMwZk/knp6gDwS+CZzfwOwN7NcdwD3BIRL6N86D8nIgDmUypOBtkaOC0zb4TSagN4GvDtKV+RRX21OYafRMTKEbFqs/74zFzQzO8EbNwcE8DKEbESpVvLF5uWIUl5nSdsT/ng/6zMvHWK8p9E6Q4CpavMhwdktgM+3hznFRFxDc05BE7JzJsAIuKbTfZcSoXD85rMI4ANgZumOA5JkjTD2PJBkjR2EfFISkXDDcCbgD8Dm1E+EC/XE/0S5ZvzVwCfB8jMYyhdFBYAJ0XEDoPKyMxfUSoLLgb+OyLeNSB2V2ZmM38PU1fSB/DFpmXC5pn5L5l58BTZyWTP/LxJU4tme5fv6Fm3DPCknuN6eGbeBrwHOLVp9bFrq6yrgZW4r5LggZjucwXIiHgGpcLkSU3LkvNZ/OsgSZJmGCsfJEljFRFrAocDn2g++K8CXJ+Z9wIvA3rvo/AF4D8AMvPS5vGPBK7OzMMoXRU2naSchwF3ZuaXKd/YbznEYf4I+PdmP3MiYuVm3R5NSwwiYrWIWG+Sx/8CeHpErNHcF2JP4PRm258j4rFRRvt4Xs9jbqNUCPSauE/FdsAtmXnLgLJOBt4wsdC0IIHyuv6xmX956zHXUFqTHB0Rm0zyHADOonTlAHjxJJmf0HQ/iYjHAOsCVzbbntm8TvMpLSh+1hzXzZl5Z0RsBDxxivIlSdIMZeWDJGkc5jc3UrwU+CHlA/MhzbZPAftExFmUb+IXfqufmX8GLqdp9dB4EXBJRFwAbAQcPUmZjwfObnLvBN47xPG+Edg+Ii6mdMfYJDMvA/4TODkiLgJOAR466MGZeT3wDuBU4ELgvMz8TrP5QEpXjx8D1/c87Fjgrc1NGyduOHlzRJxJqaz5t0mOdX9gqyg337yMck8MgA9SWnz8jP4KnYljvJJSafD1nvLa/gM4ICLObp7roMqPTwFzmtfqf4GXZ+Y/mm0/pbReuYDSbeZcyr035jav4XsoFRySJGkpE/e1LpUkqdsiYnlKt4ktJ/nWXxU1r/+CzMyIeDGwZ2butrjHSZIkecNJSdKMEBE7UUZ4+IgVD2PzBMrNQAP4G/DKMR+PJEmaIWz5IElaqjTDNP5owKYdJ0ZaqFz+L4AHtVa/LDMvrl32qETEO4EXtlZ/PTMPHcfxSJKkmc/KB0mSJEmSVJU3nJQkSZIkSVVZ+SBJkiRJkqqy8kGSJEmSJFVl5YMkSZIkSarKygdJkiRJklTV/we8UplGHzG7EgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Oceania')]\n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "TwWWdPy87tb-"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'South America')]\n",
    "group_and_chart(Geography='Country', Figure='Confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "TeO2TVjv7tcE"
   },
   "source": [
    "## Analysis - daily increase"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "VvvqaMyz7tcF"
   },
   "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>Confirmed</th>\n",
       "      <th>Continent</th>\n",
       "      <th>Country</th>\n",
       "      <th>Country_Region</th>\n",
       "      <th>Date</th>\n",
       "      <th>Province</th>\n",
       "      <th>Province_and_country</th>\n",
       "      <th>iso2</th>\n",
       "      <th>Days_since_outbreak_global</th>\n",
       "      <th>Day</th>\n",
       "      <th>Weekday</th>\n",
       "      <th>Week_number</th>\n",
       "      <th>Quarter</th>\n",
       "      <th>Month</th>\n",
       "      <th>Year</th>\n",
       "      <th>Confirmed_lag_1</th>\n",
       "      <th>Daily_increase_confirmed</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>Asia</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>AF</td>\n",
       "      <td>1</td>\n",
       "      <td>22</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>2020</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Albania</td>\n",
       "      <td>Albania</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Albania</td>\n",
       "      <td>AL</td>\n",
       "      <td>1</td>\n",
       "      <td>22</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>2020</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>Africa</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>DZ</td>\n",
       "      <td>1</td>\n",
       "      <td>22</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>2020</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>AD</td>\n",
       "      <td>1</td>\n",
       "      <td>22</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>2020</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>Africa</td>\n",
       "      <td>Angola</td>\n",
       "      <td>Angola</td>\n",
       "      <td>2020-01-22</td>\n",
       "      <td>0</td>\n",
       "      <td>Angola</td>\n",
       "      <td>AO</td>\n",
       "      <td>1</td>\n",
       "      <td>22</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>2020</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68221</th>\n",
       "      <td>4829522</td>\n",
       "      <td>0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>0</td>\n",
       "      <td>2020-09-26</td>\n",
       "      <td>0</td>\n",
       "      <td>Europe</td>\n",
       "      <td>0</td>\n",
       "      <td>249</td>\n",
       "      <td>26</td>\n",
       "      <td>5</td>\n",
       "      <td>39</td>\n",
       "      <td>3</td>\n",
       "      <td>9</td>\n",
       "      <td>2020</td>\n",
       "      <td>4791932.00</td>\n",
       "      <td>37590.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68222</th>\n",
       "      <td>8479504</td>\n",
       "      <td>0</td>\n",
       "      <td>North America</td>\n",
       "      <td>0</td>\n",
       "      <td>2020-09-26</td>\n",
       "      <td>0</td>\n",
       "      <td>North America</td>\n",
       "      <td>0</td>\n",
       "      <td>249</td>\n",
       "      <td>26</td>\n",
       "      <td>5</td>\n",
       "      <td>39</td>\n",
       "      <td>3</td>\n",
       "      <td>9</td>\n",
       "      <td>2020</td>\n",
       "      <td>8423415.00</td>\n",
       "      <td>56089.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68223</th>\n",
       "      <td>29437</td>\n",
       "      <td>0</td>\n",
       "      <td>Oceania</td>\n",
       "      <td>0</td>\n",
       "      <td>2020-09-26</td>\n",
       "      <td>0</td>\n",
       "      <td>Oceania</td>\n",
       "      <td>0</td>\n",
       "      <td>249</td>\n",
       "      <td>26</td>\n",
       "      <td>5</td>\n",
       "      <td>39</td>\n",
       "      <td>3</td>\n",
       "      <td>9</td>\n",
       "      <td>2020</td>\n",
       "      <td>29411.00</td>\n",
       "      <td>26.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68224</th>\n",
       "      <td>721</td>\n",
       "      <td>0</td>\n",
       "      <td>Ships</td>\n",
       "      <td>0</td>\n",
       "      <td>2020-09-26</td>\n",
       "      <td>0</td>\n",
       "      <td>Ships</td>\n",
       "      <td>0</td>\n",
       "      <td>249</td>\n",
       "      <td>26</td>\n",
       "      <td>5</td>\n",
       "      <td>39</td>\n",
       "      <td>3</td>\n",
       "      <td>9</td>\n",
       "      <td>2020</td>\n",
       "      <td>721.00</td>\n",
       "      <td>0.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68225</th>\n",
       "      <td>7864065</td>\n",
       "      <td>0</td>\n",
       "      <td>South America</td>\n",
       "      <td>0</td>\n",
       "      <td>2020-09-26</td>\n",
       "      <td>0</td>\n",
       "      <td>South America</td>\n",
       "      <td>0</td>\n",
       "      <td>249</td>\n",
       "      <td>26</td>\n",
       "      <td>5</td>\n",
       "      <td>39</td>\n",
       "      <td>3</td>\n",
       "      <td>9</td>\n",
       "      <td>2020</td>\n",
       "      <td>7811306.00</td>\n",
       "      <td>52759.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>68226 rows × 17 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       Confirmed Continent        Country Country_Region       Date Province  \\\n",
       "0              0      Asia    Afghanistan    Afghanistan 2020-01-22        0   \n",
       "1              0    Europe        Albania        Albania 2020-01-22        0   \n",
       "2              0    Africa        Algeria        Algeria 2020-01-22        0   \n",
       "3              0    Europe        Andorra        Andorra 2020-01-22        0   \n",
       "4              0    Africa         Angola         Angola 2020-01-22        0   \n",
       "...          ...       ...            ...            ...        ...      ...   \n",
       "68221    4829522         0         Europe              0 2020-09-26        0   \n",
       "68222    8479504         0  North America              0 2020-09-26        0   \n",
       "68223      29437         0        Oceania              0 2020-09-26        0   \n",
       "68224        721         0          Ships              0 2020-09-26        0   \n",
       "68225    7864065         0  South America              0 2020-09-26        0   \n",
       "\n",
       "      Province_and_country iso2  Days_since_outbreak_global  Day  Weekday  \\\n",
       "0              Afghanistan   AF                           1   22        2   \n",
       "1                  Albania   AL                           1   22        2   \n",
       "2                  Algeria   DZ                           1   22        2   \n",
       "3                  Andorra   AD                           1   22        2   \n",
       "4                   Angola   AO                           1   22        2   \n",
       "...                    ...  ...                         ...  ...      ...   \n",
       "68221               Europe    0                         249   26        5   \n",
       "68222        North America    0                         249   26        5   \n",
       "68223              Oceania    0                         249   26        5   \n",
       "68224                Ships    0                         249   26        5   \n",
       "68225        South America    0                         249   26        5   \n",
       "\n",
       "       Week_number  Quarter  Month  Year  Confirmed_lag_1  \\\n",
       "0                4        1      1  2020             0.00   \n",
       "1                4        1      1  2020             0.00   \n",
       "2                4        1      1  2020             0.00   \n",
       "3                4        1      1  2020             0.00   \n",
       "4                4        1      1  2020             0.00   \n",
       "...            ...      ...    ...   ...              ...   \n",
       "68221           39        3      9  2020       4791932.00   \n",
       "68222           39        3      9  2020       8423415.00   \n",
       "68223           39        3      9  2020         29411.00   \n",
       "68224           39        3      9  2020           721.00   \n",
       "68225           39        3      9  2020       7811306.00   \n",
       "\n",
       "       Daily_increase_confirmed  \n",
       "0                          0.00  \n",
       "1                          0.00  \n",
       "2                          0.00  \n",
       "3                          0.00  \n",
       "4                          0.00  \n",
       "...                         ...  \n",
       "68221                  37590.00  \n",
       "68222                  56089.00  \n",
       "68223                     26.00  \n",
       "68224                      0.00  \n",
       "68225                  52759.00  \n",
       "\n",
       "[68226 rows x 17 columns]"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['Day'] = df['Date'].dt.day\n",
    "df['Weekday'] = df['Date'].dt.weekday\n",
    "df['Week_number'] = df['Date'].dt.week\n",
    "df['Quarter'] = df['Date'].dt.quarter\n",
    "df['Month'] = df['Date'].dt.month\n",
    "df['Year'] = df['Date'].dt.year\n",
    "df['Confirmed_lag_1'] = df.groupby('Province_and_country')['Confirmed'].shift(1)\n",
    "df['Daily_increase_confirmed'] = df['Confirmed']-df['Confirmed_lag_1']\n",
    "df = df.replace([np.inf, -np.inf], np.nan)\n",
    "#df.loc[df['Daily_increase_confirmed'] == np.inf, 'Daily_increase_confirmed'] = df['Confirmed']\n",
    "#df.loc[df['Daily_increase_death'] == np.inf, 'Daily_increase_death'] = df['Deaths']\n",
    "df = df.replace(np.nan, 0)\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "YIIhiPsz7tcJ"
   },
   "outputs": [],
   "source": [
    "df.to_csv('df_m.CSV',sep=',')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "1AEK3PHf7tcP"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "fA50eD8P7tcS"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "group_and_chart(Geography='Continent', Figure='Daily_increase_confirmed', Data=df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "XnP-xSPW7tca"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Asia')]\n",
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "eBBJfQ0q7tce"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Europe')]\n",
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "yA-axP9o7tcj"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Africa')]\n",
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "vA1E1CgX7tcn"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'North America')]\n",
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "CX8SAI5L7tcq"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'Oceania')]\n",
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "IbzTaAfy7tcw"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1008 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_ = df.loc[(df.Continent == 'South America')]\n",
    "group_and_chart(Geography='Country', Figure='Daily_increase_confirmed', Data=df_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [],
   "source": [
    "rcParams['figure.figsize'] = 15, 5"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "7nY6SQde7tc1"
   },
   "source": [
    "## Prediction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "4z1UkLf67tc1"
   },
   "outputs": [],
   "source": [
    "df_ml_confirmed = df.copy()\n",
    "df_ml_confirmed['Confirmed_lag_1'] = df_ml_confirmed.groupby('Province_and_country')['Confirmed'].shift(1)\n",
    "df_ml_confirmed['Confirmed'] = df_ml_confirmed['Confirmed']-df_ml_confirmed['Confirmed_lag_1']\n",
    "df_ml_confirmed['Confirmed_lag_7'] = df_ml_confirmed.groupby('Province_and_country')['Confirmed'].shift(7)\n",
    "df_ml_confirmed['Days_since_outbreak_country'] = df_ml_confirmed.loc[(df_ml_confirmed.Confirmed.notnull())].groupby(['Province_and_country']).cumcount()+1\n",
    "df_ml_confirmed = df_ml_confirmed.replace(np.nan, 0)\n",
    "df_ml_confirmed = df_ml_confirmed[['Confirmed', 'Province_and_country', 'Days_since_outbreak_global', 'Date','Day','Weekday','Week_number','Quarter','Month','Year','Confirmed_lag_7','Days_since_outbreak_country']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "iYDRdwuT7tc4"
   },
   "outputs": [],
   "source": [
    "df_ml_confirmed.to_csv('df_ml.CSV',sep=',')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "8ynrD_Bw7tc8"
   },
   "source": [
    "### One Country Test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "Vy1Gi3fL7tc9"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "datetime.datetime(2020, 9, 19, 11, 0, 38, 620738)"
      ]
     },
     "execution_count": 65,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "split_date = datetime.today() - timedelta(days=8)\n",
    "split_date"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "8x5TF52U7tdA"
   },
   "outputs": [],
   "source": [
    "def create_x_y(df, label=None):\n",
    "    df.index = df['Date']\n",
    "    X = df[['Days_since_outbreak_global','Day','Weekday','Week_number','Quarter','Month','Year', 'Confirmed_lag_7','Days_since_outbreak_country']]\n",
    "    if label:\n",
    "        y = df[label]\n",
    "        return X, y\n",
    "    return X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "Lui0xefb7tdE"
   },
   "outputs": [],
   "source": [
    "def root_mean_squared_log_error(real, predicted):\n",
    "    sum=0.0\n",
    "    for x in range(len(predicted)):\n",
    "        if predicted[x]<0 or real[x]<0: # check for negative values\n",
    "            continue\n",
    "        p = np.log(predicted[x]+1)\n",
    "        r = np.log(real[x]+1)\n",
    "        sum = sum + (p - r)**2\n",
    "    return (sum/len(predicted))**0.5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "jHrslYIr7tdG"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "32936.19792013137\n",
      "44862.439445560616\n",
      "0.17453374590158868\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Linear Regression\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Worldwide\")]\n",
    " \n",
    "Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "\n",
    "X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "X_train = X_train.fillna(0)\n",
    "X_test = X_test.fillna(0)\n",
    "\n",
    "linear_regressor = LinearRegression(fit_intercept=False)  # create object for the class\n",
    "linear_regressor.fit(X_train, y_train)\n",
    "\n",
    "Confirmed_test['File_type'] = \"Test\"\n",
    "Confirmed_train['File_type'] = \"Train\"\n",
    "\n",
    "Confirmed_test['Confirmed_Prediction'] = linear_regressor.predict(X_test)\n",
    "Combined = Confirmed_train.append(Confirmed_test)\n",
    "Combined['MA_7_d'] = Combined['Confirmed'].rolling(window=7).mean()\n",
    "\n",
    "plt.plot(Combined.index, Combined['MA_7_d'], label='MA 7 days', color = 'lightseagreen')\n",
    "plt.plot(Combined.index, Combined['Confirmed'], label='Train',marker ='^')\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed'], label='Test', marker = \"*\")\n",
    "plt.plot(Combined.index, Combined['Confirmed_Prediction'], label='Linear Regression', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "print(np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])))\n",
    "print(root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction']))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "9jh_qkS47tdN"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "385.75906929458444\n",
      "457.44417331380305\n",
      "0.28107036679534086\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Holt winters-non-optimized\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    "\n",
    "List.index = List['Date']\n",
    "#List = List.reset_index(drop=True)\n",
    "\n",
    "train = List.loc[List.Date <= split_date]\n",
    "test = List.loc[List.Date > split_date]\n",
    "\n",
    "train = train.fillna(0)\n",
    "test = test.fillna(0)\n",
    "\n",
    "train = pd.DataFrame(train['Confirmed'])\n",
    "test = pd.DataFrame(test['Confirmed'])\n",
    "\n",
    "model = ExponentialSmoothing(train, trend='add', seasonal='add', seasonal_periods=12, damped=False) #base_model\n",
    "\n",
    "hw_model = model.fit(optimized=True, use_boxcox=False, remove_bias=True) #base_model\n",
    "\n",
    "pred = hw_model.predict(start=test.index[0], end=test.index[-1])\n",
    "pred = pd.DataFrame(pred)\n",
    "pred.rename(columns={ pred.columns[0]: \"Confirmed\" }, inplace = True)\n",
    "\n",
    "plt.plot(train.index, train, label='Train',marker ='^')\n",
    "plt.plot(test.index, test, label='Test', marker = \"*\")\n",
    "plt.plot(test.index, pred, label='Holt-Winters', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=pred, y_true=test))\n",
    "print(np.sqrt(mean_squared_error(y_pred=pred, y_true=test)))\n",
    "print(root_mean_squared_log_error(real=test.Confirmed, predicted=pred.Confirmed))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "T-EXoV3G7tdS"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['add', True, 'add', 6, False, False]\n",
      "385.03700538492154\n",
      "451.78578430700475\n",
      "0.27950742851542776\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Holt Winters optimized\n",
    "def exp_smoothing_configs():\n",
    "    models = list()\n",
    "    # define config lists\n",
    "    t_params = ['add', 'mul', None]\n",
    "    d_params = [True, False]\n",
    "    s_params = ['add', 'mul', None]\n",
    "    p_params = [0,6,12]\n",
    "    b_params = [True, False]\n",
    "    r_params = [True, False]\n",
    "    # create config instances\n",
    "    for t in t_params:\n",
    "        for d in d_params:\n",
    "            for s in s_params:\n",
    "                for p in p_params:\n",
    "                    for b in b_params:\n",
    "                        for r in r_params:\n",
    "                            cfg = [t,d,s,p,b,r]\n",
    "                            models.append(cfg)\n",
    "    return models\n",
    "\n",
    "cfg_list = exp_smoothing_configs()\n",
    "\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    "\n",
    "List.index = List['Date']\n",
    "\n",
    "train = List.loc[List.Date <= split_date]\n",
    "test = List.loc[List.Date > split_date]\n",
    "\n",
    "train = train.fillna(0)\n",
    "test = test.fillna(0)\n",
    "\n",
    "train = pd.DataFrame(train['Confirmed'])\n",
    "test = pd.DataFrame(test['Confirmed'])\n",
    "\n",
    "best_RMSE = np.inf\n",
    "best_config = []\n",
    "t1 = d1 = s1 = p1 = b1 = r1 = ''\n",
    "for j in range(len(cfg_list)):\n",
    "    try:\n",
    "        cg = cfg_list[j]\n",
    "        t,d,s,p,b,r = cg\n",
    "\n",
    "        model = ExponentialSmoothing(train, trend=t, damped=d, seasonal=s, seasonal_periods=p)\n",
    "\n",
    "        hw_model = model.fit(optimized=True, use_boxcox=b, remove_bias=r)\n",
    "\n",
    "        pred = hw_model.predict(start=test.index[0], end=test.index[-1])\n",
    "\n",
    "        pred = pd.DataFrame(pred)\n",
    "        pred.rename(columns={ pred.columns[0]: \"Confirmed\" }, inplace = True)\n",
    "        \n",
    "        rmse = np.sqrt(mean_squared_error(y_pred=pred, y_true=test))\n",
    "        \n",
    "        if rmse < best_RMSE:\n",
    "            best_RMSE = rmse\n",
    "            best_config = cfg_list[j]\n",
    "    except:\n",
    "        continue\n",
    "\n",
    "t1,d1,s1,p1,b1,r1 = best_config\n",
    "print(best_config)\n",
    "\n",
    "if t1 == None:\n",
    "    model = ExponentialSmoothing(train, trend=t1, seasonal=s1, seasonal_periods=p1)\n",
    "else:\n",
    "    model = ExponentialSmoothing(train, trend=t1, seasonal=s1, seasonal_periods=p1, damped=d1)\n",
    "\n",
    "hw_model = model.fit(optimized=True, use_boxcox=b1, remove_bias=r1)\n",
    "\n",
    "pred = hw_model.predict(start=test.index[0], end=test.index[-1])\n",
    "\n",
    "pred = pd.DataFrame(pred)\n",
    "pred.rename(columns={ pred.columns[0]: \"Confirmed\" }, inplace = True)\n",
    "\n",
    "plt.plot(train.index, train, label='Train',marker ='^')\n",
    "plt.plot(test.index, test, label='Test', marker = \"*\")\n",
    "plt.plot(test.index, pred, label='Holt-Winters optimized', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=pred, y_true=test))\n",
    "print(np.sqrt(mean_squared_error(y_pred=pred, y_true=test)))\n",
    "print(root_mean_squared_log_error(real=test.Confirmed, predicted=pred.Confirmed))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "ZN7cQ3E_7tdW",
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "358.04593978778183\n",
      "431.7940992928598\n",
      "0.2591892201026014\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Auto-Arima\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    "\n",
    "List.index = List['Date']\n",
    "\n",
    "train = List.loc[List.Date <= split_date]\n",
    "test = List.loc[List.Date > split_date]\n",
    "\n",
    "train = train.fillna(0)\n",
    "test = test.fillna(0)\n",
    "\n",
    "train = pd.DataFrame(train['Confirmed'])\n",
    "test = pd.DataFrame(test['Confirmed'])\n",
    "\n",
    "stepwise_fit = auto_arima(train, error_action='ignore', trace=False,\n",
    "                      suppress_warnings=True, seasonal=False, stepwise=True)  # set to stepwise\n",
    "\n",
    "stepwise_fit.summary()\n",
    "\n",
    "pred = pd.DataFrame(stepwise_fit.predict(n_periods=7), index= test.index)\n",
    "\n",
    "pred.columns = ['Confirmed']\n",
    "\n",
    "plt.plot(train.index, train, label='Train',marker ='^')\n",
    "plt.plot(test.index, test, label='Test', marker = \"*\")\n",
    "plt.plot(test.index, pred, label='Auto-Arima', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=pred, y_true=test))\n",
    "print(np.sqrt(mean_squared_error(y_pred=pred, y_true=test)))\n",
    "print(root_mean_squared_log_error(real=test.Confirmed, predicted=pred.Confirmed))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "-Kn9Sb-e7tdZ"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "276.8728550502232\n",
      "294.11190656806923\n",
      "0.17089043815661994\n"
     ]
    },
    {
     "data": {
      "image/png": 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Mz+vz+fja177GDTfcwG233Ybf72fnzp2cc845ec9zg62FCxfS2dnJ+973PgCuu+46Pv7xj/P888/zkY98hOuvvz7v+s0338yvfvUrnnvuOR588EH8fj8333xzOvP34Q9/eEzvD4rvZvlN4JfW2j81xviBKuAfgGZr7a3GmBuBG4HPGmPOAK4AlgELgF8bY0611iaAbwNrgaeBjcAlwENjfhciclwU6maZCuaKy8z95xNHyxvcWXK3XJb6IV4X9GIt9EXj1AV9Y7xqEREROZb+peVfeKnzpbzHNFQ18IlHPkFDVQNHBo5wUv1JfPu5b/Pt576d9fi3znorn1392YKv/dBDDzF//nx27NjBxRdfPOLxP/mTP6G1tZVTTz2Vn/70p0CqzPLf//3fsdZy7bXX8rWvfY0bb7yRTZs2pY/52Mc+xmc+8xmAnOvveMc7uOqqq7j88sv54Ac/WPBaR6NgZs4YUwe8C/gvAGtt1FrbDXwAuMs57C7gMuf2B4C7rbWD1trXgD3AamPMfKDOWrvJWmuBH2ScIyJlqGA3S28Fg/Ek1ubPqLWHIjy2+0j6fixhh2TnaoOpz51CYZVaioiITEV1/joaqho41H+IhqoG6vx1Y37O7du388gjj/D000/zjW98g0OHDrFs2TK2bduWPub+++/nzjvvTDdKyWSM4X3ve1+6OUq2x/Ot33777dxyyy0cOHCAlStX0tHRMeb3NFwxmbmTgCPA940xZwFbgXXAXGvtIQBr7SFjTKNz/EJSmTdXm7MWc24PXxeRMlWwAYqTsRuMJ3MeA9DU3EpyWMCXmZ1zs3FqgiIiIlJ+ismguaWVn1jxCe59+V6uOesaVs9fPerXtNZyzTXXcNttt3HiiSfy93//96xfv57vfe97/PM//zMPPvhget9cvm6VTz75JCeffDIA559/PnfffTcf+9jH+OEPf8g73/nOvOuvvPIKb3vb23jb297Gz372Mw4cOEBtbS29vb2jfl/DFbNnzgucA3zbWns20E+qpDKXbCGqzbM+8gmMWWuM2WKM2XLkyJFsh4jIJBBxRhMEvDn2zHlTAVyhUstt+7tJDNtaF0tYtu3rAlKjCUDBnIiIyFTkBnIbLtjAdWdfx4YLNgzZQzca//mf/8mJJ56YLq38m7/5G1566SVaWlr4+c9/zu23385JJ53E29/+dm655RY+//nPp89198ytWLGCZ599li984QsANDU18f3vf58VK1bw3//933zzm9/Mu/73f//3nHnmmSxfvpx3vetdnHXWWVx44YXs2rVr3BqgFJOZawParLXPOPd/QiqYO2yMme9k5eYD7RnHn5Bx/iLgoLO+KMv6CNba7wLfBVi1apU6HohMUpF4kkqfJ2eZgZuNK9QEZeO6NXz557v40TP7efHLl4x4vK5SZZYiIiJT1Y6OHWy4YEM6E7d6/mo2XLCBHR07Rp2dW7t2LWvXrk3f93g8bN26NX0/13iAq666KmtnS4DFixfzm9/8puh1dx9dplmzZrF58+ZCl1+0gpk5a+0bwAFjzGnO0kXALuBB4Epn7UrgAef2g8AVxpiAMWYJsBRocUoye40x5zldLD+ecY6IlKFwNJGzkyUc7XIZLqIJStdAlFnV/qyPpTNzgwrmREREppqrl189ImhbPX81Vy+/+jhdUfkotpvlp4AfOp0sXwX+glQgeK8x5i+B/cCHAKy1O40x95IK+OLAtU4nS4BrgDuBSlJdLNXJUqSMhWOJnM1PIDMzVziY6x6IUV+VvVPl0QYoKrMUERERcRUVzFlrtwOrsjx0UY7jvwJ8Jcv6FmBsAyNEZNKIxBLpJifZuJm5YoK5zv4oM6tyZeZSP6p6NThcREREJK2ooeEiItlEYol0k5NsjjZAKTw4vHsgyswcZZYBr4eAt0INUERERMpIodFEMlKpf2YK5kRk1MKxRM6B4QABt8wyXsyeuRgzc5RZAtRV+ggpMyciIlIWgsEgHR0dCuhKYK2lo6ODYDBY9DnF7pkTERkhEksW2DOX+rxosECZZTyRpCccoz5HmSWkSi1DysyJiIiUhUWLFtHW1obGjJUmGAyyaNGiwgc6FMyJyKiFo4m82bRiRxP0OCMHZuV5rtqgT2WWIiIiZcLn87FkyZLjfRlTnsosRWTUIrFEOmDLpthull0DqWAu1545gLqgV3PmRERERDIomBORUYsUGE1QWXQwFwXIW2ZZF/SNqptleyjC5d/ZRHtvpORzRURERCYzBXMiMmqFGqCkRxPE85dZdvWngrlZ+YK5ytHtmWtqbmXz3k6amveUfK6IiIjIZKZgTkRGLVyozNIZTRCO5s/MdTtllrmGhoO7Z660zFx7KMKPWvZjLfxkywFl50RERGRKUTAnIqNirSUSS+YN5ioqDH5PRcHRBJ1OmWW+PXO1AS+RWJJogSxfpqbmVpJOR+SEtcrOiYiIyJSiYE5ERmXQCary7ZkDCPgqGCzQzbJrIIrfU0F1npLNuspU1q7Y7Fx7KMJ9W9vS92MJq+yciIiITCkK5kRkVNzSSXdfXC5Bn6dgA5Tu/hj1VT6MMTmPqQ2mJqkUO54glZUbOqhU2TkRERGZShTMiciohJ0ArVBmLuirKKqb5cw8zU8g1c0SIFRkZm7b/m5iiaHBXCxh2bavq6jzRURERCY7DQ0XkVFxA7R83Swh1QSl0NDwroFo3uYnUHpmbuO6NfQMxDjr5ocB+M+Pr+LiM+YWda6IiIhIOVBmTkRGxc3MBbyFMnOegg1QugZizMrT/ARS3Syh+D1zAD0ZQ8YP9YSLPk9ERESkHCiYE5FRKTozV0SZZfdANO/AcEjNmQMIhYufNZdZkvl6t4I5ERERmVoUzInIqLilk4X3zOUvs7TW0jUQY2bBMsvS9szBsMxct7pYioiIyNSiYE5ERqXYbpYBb/5ulqFInETSFi6zDHgxpvg9cwAhJ5ibUenjoDJzIiIiMsUomBORUSm2m2Wl35OeSZdNtzMwvFCZZUWFocbvLSkz5x771nm1HOpRZk5ERESmFgVzIjIqbrYtWKjM0luRzuJl09mfCuYKlVlCanB4KZk5t8zy9Pl1vBGKkEjaAmeIiIiIlA8FcyIyKkUHcwW6WXYPpAKumQXKLCE1niAULiEzF47jqTCc0lhDImlp71V2TkRERKYOBXMiMirhcepm2TXgZuaKC+ZKzczVBb0srK8E0L45ERERmVIUzInIqLgdKoPe/D9G3G6W1mYvcSypzDLoo3ewtD1zdZU+FqSDOWXmREREZOpQMCcioxKOJfB5DF5P4WAOyNkEpXsgRoVJBWqFpMosS+tmWRf0Mb8+CGhwuIiIiEwtCuZEZFTC0UTB/XIAASdzN5hj1lyXMzC8osIUfK5UA5TS5szNqPRRF/RRE/AqMyciIiJTioI5ERmVwXii4FgCOJqZy9UEJRXMFc7KgZOZi8RzlmwOF4rEqav0ArCgPqg9cyIiIjKlKJgTkVEpNjOXDuZyNEHp6o8V1fwEoDboI5G06eYrhbhllgDzZ1RyUGWWIiIiMoUUFcwZY/YaY14wxmw3xmxx1mYZYx4xxrQ632dmHP85Y8weY8zLxpj3ZKyf6zzPHmNMkzGmcF2ViExK4VixmbnUj5lInjLLYoM5NzArtqOlW2YJsKC+kkMqsxQREZEppJTM3IXW2pXW2lXO/RuBZmvtUqDZuY8x5gzgCmAZcAnwLWOM+z++bwNrgaXO1yVjfwsicjxEYkmCBcYSAAS9BTJzA9GiOllCqswSKGrWXCSWYDCepM4N5mYE6eiP5h2TICIiIlJOxlJm+QHgLuf2XcBlGet3W2sHrbWvAXuA1caY+UCdtXaTTW14+UHGOSJSZsKxRMGxBHB0Dl220khrLV0DsaIGhgPpwCxURGYu5DRKqcvIzAEc6lF2TkRERKaGYoM5CzxsjNlqjFnrrM211h4CcL43OusLgQMZ57Y5awud28PXRaQMRWKJggPDIbPMcmQwF44liMaTJeyZczJzRXS0dEcY1DnnpMcTqAmKiIiITBHeIo97h7X2oDGmEXjEGPNSnmOz7YOzedZHPkEqYFwLcOKJJxZ5iSJyLEWK3DMXSJdZjtwzt/twLwBFJPiAo4HZLT/fxbIFdTTWBnMeOzwzt9DJzL2uYE5ERESmiKL+C2WtPeh8bwfuB1YDh53SSZzv7c7hbcAJGacvAg4664uyrGd7ve9aa1dZa1c1NDQU/25E5JgpvgGKOzR8ZGbuO4+9CsCTe94s6jXdBiivHumnqXlP3mN7nH11bgOUeTNSgd9tv26lvVelliIiIlL+CgZzxphqY0ytexv4Q2AH8CBwpXPYlcADzu0HgSuMMQFjzBJSjU5anFLMXmPMeU4Xy49nnCMiZSYcTRIoqZvl0GCuPRTh1y8eBmDTK51FBVjurDoL/GTLgbznuE1S3AAw4PUQ8Fbwene4YCAoIiIiUg6KyczNBZ40xjwHtAC/sNb+ErgVuNgY0wpc7NzHWrsTuBfYBfwSuNZa6/4v7hrge6SaorwCPDSO70VEjqHBEjNzw8ssv9ncSjyRqrS22KICrO86mTyAhM1/TmhYZq49FCEaT11DoUBQREREpBwUDOasta9aa89yvpZZa7/irHdYay+y1i51vndmnPMVa+3J1trTrLUPZaxvsdYudx67zulqKSJlKBxLUOkv/HlQtqHh7aEI92w+kN40G0vYggFWeyjCfVuP9lAqdI7b8dJtmtLU3Jp+rFAgKCIiIlIOxjKaQESmqVgiSTxp0zPk8nHHF7iZufZQhD/65hPEk0M/yykUYDU1t5K0xZ8TCscIeCsI+jzpQLCU4FFERERkslMwJyIlc7NsxYwm8Hoq8FaY9H63puZWOvqjI46LJSzb9nXlfJ5t+7uJJYYGc/nO6QnH0iWWpQaCIiIiIuWg2NEEIiJp7gDwYBF75tzjIrFEqrxyS2oMpbfC8NTn3p13vECmjevWAHDTgzv5321tvHDTe/IeH4rE0mMJSg0ERURERMqBgjkRKVkkmiqZLD6YqyASS9LU3ErCKa80Bpqa93DLZctLeu2G2gC9kTiRWCLv6/eEY+m5dG4g+JuXDnP1nVu4/2/O5+wTZ5b0uiIiIiKTjcosRaRkbslkMd0sIRX0dQ9EuW9rG+5WudHuW2uoDQBwpHcw73GhcDxdZpk+tyaVBWwvcK6IiIhIOVAwJyIlC0fdPXPF/QgJ+jzsONgzLvvWGp1grlBAlllmmT63rrhAUERERKQcKJgTkZKl98wV0c0SUmWWXf3Rcdm3djQzlz+jl9kAxTW72o8xysyJiIjI1KA9cyJSMrebZbCIbpaQCvrOXFjPRac3cssvXqTlHy6isa64xifDuQ1T8mXXrLWEwjHqgkODOa+ngtnV/oKBoIiIiEg5UGZOREqWHk1QSjfLeIJnD3SzsL5y1IEcwKxqPxUFsmt9g3GSFuoqR35e1VAbVJmliIiITAkK5kSmqfZQhMu/s2lUg7NLH02Q6mb57L4uzj6xvuTXy+SpMMyuCeQNyEKROMCIMktIlWmqzFJERESmAgVzItNUU3Mrm/d2jmpwdtgZTVBsZi7g89DWNcDBngjnjMNIgMYCAVkoHAMYUWaZPjekYE5ERETKn4I5kWnocE+YH28+gLWMajxAyWWWXg+9TrZsrJk5SGXX8mXmepxgLltmrrE2wJt9gySTdsRjIiIiIuVEwZzINLTh4d3p4d2jGQ/gllkGfMWOJkgd5/dWsGzBjJJeK5vGAsFcOjOXo8wynrR0DUTHfB0iIiIix5OCOZFppj0U4YHnDqbvj2Z4dySWwBgIeIufMwewfEEd/iLPyaehQHbN3TOXvczS6YbZp1JLERERKW8K5kSmmabm1hFBUKnZuUgsQaXPgzGmqOMTydQeu7fOqy3+QvNoqMmfXctXZunOqdO+ORERESl3CuZEpplt+7uJJ8c2vDscSxTdyRLg2f3dABzoChd9Tj7uaINcTVDcMsua4MjRBI1uMKeOliIiIlLmNDRcZJrZuG4Nv951mL/6wRb+v3MW8a+Xn1Xyc3T2x+iLxGjvjaTLFnNpD0XYeTAEQMtrnUWdU4ibXTvSO8jp80c+3hOOURvw4qkYmTnMPFdERESknCkzJ7YrtR4AACAASURBVDIN9Q2m9pS5XSlLteP1HqKJ4kozm5pbcasxk6NotpJNoexaKBLL2vwEoDrgpdrvGdV8PREREZHJRMGcyDTUG0mVIYZHEcy1hyK0dQ0AhccatIci3Le1jVgiVdY5mmYr2cypyZ9dOxIapLM/mvN1GuuCKrMUERGRsqdgTmQa6nUycwPReMnnNjW34m65K9Q4JXXs2JqtZONm13IFcy+/0Us4lsj5OoXm1ImIiIiUAwVzItNQn9O6PxxLlnSem2lzFcq0bdvfnc7KZZ5TSrOVXFLZtZGv2x6KpMcO5Lo2BXMiIiIyFagBisg01OsEc5Fo/jLL9lCE6378LP/+52fTWBukqbl1RCdMN9N2y2XLR5y/cd2a8bvoYRpqsgdkTc2tuFeY69oaawM8pmBOREREypwycyLTkNsApdCeuabmVjbv7UyXK27b301ijGMNxktD3chgrtjMYUNtgL7B+KjKTEVEREQmC2XmRKahYhqgtIci3LulDWtT5YrXX3QKG9et4S++38Lr3WEevuGCY3W5WTXUBHh8WDCXb49eZnbOHY3QHhpk8Rz9GBQREZHypMycyDTkllmG85RZNjW3Ek2k9tS5AZG1lufaejhrUf0xuc58GusC9A7Gh7yHYvfouaMN3L11IiIiIuVIH0mLTEOZZZbWWowZOlw7V7nin56zkM7+KCtPPP7BXEPGeIITZ1cBqT16m/d28qHbN/GDq1fzrlMbsp/rzqkLKZgTERGR8qXMnMg05GbmEkk7IpMFucsVNzz8MsCkyMw1pLNrQ/fDdTjZttk1/pznHh06rsHhIiIiUr6KDuaMMR5jzLPGmJ8792cZYx4xxrQ632dmHPs5Y8weY8zLxpj3ZKyfa4x5wXmsyQxPB4jIMeFm5iD7vrlc5Yq7DvUS8FZw2rzaCb/GQtx9bzf+7wtDgrKO/igAs6sDOc+dWeXHW2E0nkBERETKWimZuXXAixn3bwSarbVLgWbnPsaYM4ArgGXAJcC3jDEe55xvA2uBpc7XJWO6ehEZlb5InBmVPgAiWYK5jevWsPXzfwDA3LpUUPTUje/m5IZqli+cgc9z/JP6bmZuT3vfkOHgnX2pYG5mtS/nuRUVhplVfu7NMyNPREREZLIr6n9kxphFwKXA9zKWPwDc5dy+C7gsY/1ua+2gtfY1YA+w2hgzH6iz1m6y1lrgBxnniMgxEokliCaS6VLDgRxNUNxSzMtXnQDAg88d5IXXJ0fzE4C405zFMnQ4eEd/lNqAl4DXk+fsVNnom33RIYGgiIiISDkp9uP124DPAMmMtbnW2kMAzvdGZ30hcCDjuDZnbaFze/i6iBxDbollo5Nxy9XR0j3uzIUzWLagjtsffYVILMmSOVXH5kIL+I/fHg3C3G6bkArm8u2Xg1SDl+6BVAYv2xw6ERERkXJQMJgzxrwXaLfWbi3yObPtg7N51rO95lpjzBZjzJYjR44U+bIiUgw34+buOcs1ay7kzKKrCXp574oFdIdT97cchwHhw+UbDt7ZP8is6vzBXFNza/p2ZiAoIiIiUk6Kycy9A3i/MWYvcDfwbmPM/wCHndJJnO/tzvFtwAkZ5y8CDjrri7Ksj2Ct/a61dpW1dlVDQ/bW4iIyOn1OMOfuOcu2Zy7zuLqgj/NOmpVe/9WON457JivfcPCOviiz8jQ/cQPBpHN6ZiAoIiIiUk4KBnPW2s9ZaxdZaxeTamzyG2vtR4EHgSudw64EHnBuPwhcYYwJGGOWkGp00uKUYvYaY85zulh+POMcETlGegdTGTZ3TluuMks3g1cT8PK/W9vSqfXJkMnKNxy8sz/K7DyZuXyBoIiIiEg5GcvQ8FuBe40xfwnsBz4EYK3daYy5F9gFxIFrrbXu/xavAe4EKoGHnC8ROYbSZZbOnrmBXJk5Z89cJJbgvq1t6ZpoN5N1/UWnpEs1j7WN69YA8L0nXuWWX7zIc//0h8yo9GGtZek/PpR3z1y+QFBERESknJQUzFlrHwUedW53ABflOO4rwFeyrG8Blpd6kSIyfkaUWRZogHLXpr05M1m3XHZ8/znPm5EKJg/1hJlR6SMUjhNP2rx75txA8BfPH+LaH23jl3+7hrfOqzsm1ysiIiIyno7/sCgROabS3SydYC5fAxS/t4LnDvRM2kzW/HQw544lSA0BL9TNEqC+KjWHrmcgNkFXJyIiIjKxxlJmKSJlqDfi7pnL382yLxKnNuBNZ7Imo3kzKgF4wwnmOvtT4wbyNUBxuUPT3S6dIiIiIuVGmTmRaaZ3MI7fW0FtMPVZTr4GKO4xk1VjbYAKk5mZSwVz+RqguNxgrkfBnIiIiJQpBXMi00xvJE5d0EtFhSHoq8idmRuMUzPJgzmfp4KG2gCHusMAdPQ5wdxxLLNsD0W4/DubNOpAREREJpyCOZFppi8SpyaQCtIqfZ48mbkYtQHfsby0UZk3o5I3Qm6ZZWrPXKGh4ZAaueCpMHSHo+N6PV9/ZDeb93Zq1IGIiIhMOAVzItNMZsatyu/NmZnrjUz+zBzA/LrgkDLLmoCXgNdT8DxjDDMqfeNaZrnrYA93bz6AtWgQuYiIiEw4BXMi00xmxi1fmWWv0wBlsptfH+RQdxhrLZ390aKycq4ZlT66x7HM8uuP7E7f1iByERERmWgK5kSmmcyMW6Xfk3fO3GRvgAKp8QT90QS9g3E6+6NF7ZdzjWdmrj0U4dGXj6Tvu8PVlZ0TERGRiaJgTmSa6Rs8mnGr9HmyZuastWXRAAWGjid4sy9aVCdLV33V+AVzTc2t2BzD1UVEREQmgoI5kWkmc+RA0OdhIEtmLhxLkEhaaoOTvwHKgozB4Z39gyWXWY5XMLdtfzfDZqtPmuHqIiIiMjVN/o/dRWTcDM+4Vfk9HOkdHHFcbyQOkO56OZnNc4O57rCzZ67wwHBX/Tjumdu4bg1/8f0WfvvyEf5s9Qn88wdXjMvzioiIiOSizJzINDI845arzNIN5sphz1xjbRBjYPfhPmIJy5wS98yFIjGSSVv44CK4XTX7B7PvQxQREREZTwrmRKaRvmEZt0p/9jlzvZFUtqocgjm/t4I5NQF2HOwBipsx55pR5cfao8HrWL3uDC/vHxyf5xMRERHJR8GcyDTSOzg04xbMkZnrSx83+ffMQWrf3IsHQ0BpwVx9Zer9lTo4vD0U4fLvbBrSqbJvMJ4OCvujCuZERERk4imYE5lGhpdPVvqyZ+aGZ/Amu3kzgulAdXYJe+ZmOMFcqU1Qmppb2by3c0inykNOVg5UZikiIiLHhoI5kWnkaJCWCmKq/B7iSUsskRxyXDntmQOY74wnAEqaM1df5WTmSmiC0h6KcN/WNqxlyBy5g85+uXl1QWXmRERE5JhQMCcyjfQNpoIWN+MW9HkARpRapssxA+VRZul2tIQS98ylyyyLD+aamltJOA1T4smjc+QOOpm5pXNrtGdOREREjgkFcyLTSGh4maU/FcxFhpVaug1QymFoOMB8J5ir9nvSAWoxZlSVVmbpZuXiGcGcm5071B3GGFgyp1plliIiInJMlMf/1ERkXPRl2TMHIzNzfZE4VX4PngpzbC9wlNwyy1kllFhCxp65geIaoDQ1t5K0Q8cYJGwqOxeJJWisDTCj0kd/NI61FmPK489PREREypMycyLTyPBh4G4wNzAiMxcvm/1ycDQz19kfHdJhspCA10Olz1N0Zm7b/m5iiaHBXCxh2bavi0M9YRbUV1Id8GLtyABZREREZLwpmBOZRvoGY1T6PHg9qX/6QX+OzNxgvGw6WQI01qU6WPYPJoZ0mCxGfZWv6AYoG9etYe+tl/L5S08HwFthePmWS9i4bg0HuyMsmFFJtfNnqlJLERERmWgK5kSmkb7B+JB9cFW+7HvmQpFY2cyYA+jJCMYyO0wWY0alr+TRBG4mM5607H6jD2stB7vDzJ8RpNoJgtUERURERCaagjmRaSQ0rHyyMk9mrpzKLJuaW/F6UvvT3D1sxZpR6SupmyUM/fPaebCHroEYg/Ek850yS9DgcBEREZl4CuZEppG+SJzajPLJXA1QymnPXLrDpLOXLZawJWXn6qt8QzJ7xQhHE9QGvNQEvOw8GEqPJVhYH6Ta72bmVGYpIiIiE0vBnMg0MrzMMpijAUpfpHz2zOXrMFmM0ZRZhqMJqgIezphfx86DPelgbv6MSqoDzp45ZeZERERkgimYE5ni2kMRLv/OJtp7I/RGYkMGgafnzI3IzMWoKZOB4fk6TBajvspPd7i40QSucCxBpc/DGQvqePFQL6+7wVy99syJiIjIsVMeH72LyKg1NbeyeW8nTc17Uhm3zAYo7p65jMxcImnpjybKpsxy47o1Yzp/RqWPSCxJJJYoeuD4QDRBpd/LsgV1hGMJnnqlA5/HMKc6kA4sFcyJiIjIRCuYmTPGBI0xLcaY54wxO40xX3LWZxljHjHGtDrfZ2ac8zljzB5jzMvGmPdkrJ9rjHnBeazJaKKuyITa19HPj1r2Y22qy2NPODYkSAt6R+6Z6xscOlh8qnMHh4dKKLWMxBJU+ipYtmAGAE+0HmH+jEoqKoxGE4iIiMgxU0yZ5SDwbmvtWcBK4BJjzHnAjUCztXYp0OzcxxhzBnAFsAy4BPiWMcb9uPvbwFpgqfN1yTi+FxEZ5v9tfJGkU4EYdzJuv9rxRro5SEWFIeCtmNbBXH1VKpgrZd/cQDROld/L0rk1+D0VRGLJ9ODyKr/KLEVEROTYKBjM2ZQ+567P+bLAB4C7nPW7gMuc2x8A7rbWDlprXwP2AKuNMfOBOmvtJmutBX6QcY6IjLP2UITfvNSevh93orqDPZEhzUEq/Z4hZZZ9kVQQUi575sbKzcy54wky9xjmEo4lCfo8+DwVnDqvBoA97X2090bweyvweyrojyozJyIiIhOrqAYoxhiPMWY70A48Yq19BphrrT0E4HxvdA5fCBzIOL3NWVvo3B6+LiITIFuXR1dm6/5K39BgrjeSCmqmTWau0g9AtzOeIHOPYS7haDy933C5U2rZ0R9Nn1Md8CgzJyIiIhOuqGDOWpuw1q4EFpHKsi3Pc3i2fXA2z/rIJzBmrTFmizFmy5EjR4q5RBEZZtv+bhLJ7I9ltu6v9HmGlFn2OkFIzXQJ5jLKLN2Zde4ew1zZObebJcCJsyrT6+451QGvRhOIiIjIhCtpNIG1tht4lNRet8NO6STOd7eeqw04IeO0RcBBZ31RlvVsr/Nda+0qa+2qhoaGUi5RRBwb163hr9csIeiroOUfLiLgPfrPPXOwdqXfM2Q0Qa9TZlk3TYK5OrfMciBKU3MrMScCzjerLtXNMhXM7TgYSq+751T7vcrMiYiIyIQrpptlgzGm3rldCfwB8BLwIHClc9iVwAPO7QeBK4wxAWPMElKNTlqcUsxeY8x5ThfLj2ecIyIToLM/xuzqQN7B2sMzc9Ntz1xtwEuFgUPdYe7b2pZuGJMZ8A4XiaWCufZQhOYXj+5LdM/xe82IQewiIiIi462YzNx84LfGmOeBzaT2zP0cuBW42BjTClzs3MdauxO4F9gF/BK41lrr/q/mGuB7pJqivAI8NI7vRUSG6RqIMrPal3ew9vAGKNNtz1xFhaGu0scTe94knhxal5otOxdLJIklLFU+T84g+c2+wXRXUBEREZGJUvB/a9ba54Gzs6x3ABflOOcrwFeyrG8B8u23E5Fx1NEfZWaVn//+y7flPOavf7CFI72D6ft9g3EqzNGB4tNBfaWPN3oiI/YYugFvJjeLWen35AyS+yIJ+oMK5kRERGRiTY+P3kWmqa7+KEtmV+U9ptI3cs9cTcBLqhp6ephR5U+NEojE+eJ7z+DLv9jF9e9eyg0Xnzri2Ej0aDC3cd2arM/3d/du55lXOyf0mkVERERKaoAiIuWlqz/KzGp/3mOq/MO6WUbi1Aanx345V9BXwZHeQSp9FVz+eycwtzbIwe5w1mPdvXBuN8tsatTNUkRERI4BBXMiU9RgPEHvYJxZVfmDuWCWOXPTZb+c63BPqsnJCbOqqAl4WVAf5GBP9mDODXzzlaFWB7wMDKoBioiIiEwsBXMiU5Q7BHtWTf5gLjWa4Ohmsb7BVJnldNEeinCgMxW47e0YoL03woL6Sl7vyp+ZC+bJzFX7PUQTSaLxHIP+RERERMaBgjmRKaqzPwpQMDNX6UsFHnGn+0dnf5TW9r6cA7OnmqbmVtztgdbpXrmwvpKDPRGSSTvieHd/Yb4yy2onGB5QqaWIiIhMIAVzIlNUlxPMFdoz5wYlbvng611hesKxnAOzp5L2UIT7trYRd4I2d05cXaWXaDxJh/NnmMnNzFX5c2cvq53HNJ5AREREJpKCOZEpyg1EZhUK5vxHg7k3usP0OgFIroHZU0muOXGb96bGEbyepQnK0dEEuX98upm5fu2bExERkQmkYE5kiuoaKDKYczJzkWiSL/18V3o928DsqSbXnLj9HQMAWTtahp3Syco8mbmqQOrPVB0tRUREZCJNny4HItOMu2euvjL/mAE3M9fWPcDDuw6n192Sw+svOoXG2uDEXehxlGtOXE84xllfejhHMFfcaAKAfpVZioiIyARSZk5kiursjzKj0ofXk/+fuRuU/OCpvSSSI0sOp3p2Lpu6oJeagDdrmeVAEaMJ3MdUZikiIiITScGcyBTV2R9ldoESSzjaYn/HwdCIx2IJy7Z9XeN+bZOdMYYF9cGs4wki0QTGQMCb+8fneGTm2kMRLv/Opim/b1FERERGT2WWIlNU10C0YCdLOFpmufKEetq6wvzsundy5qIZE315k96C+sqsg8MHogkqfR6MO88gi/EYTdDU3MrmvZ00Ne/hlsuWj/p5REREZOpSZk5kiuroizKzwIw5OFoS+JuX2mmoDbBsQd1EX1pZWFhfycHukVmxcCyRd78cZI4mGF2ZZXsowt2bD2Dt9OgqKiIiIqOjYE5kiuoaKK7M0g1MBqIJfv/UBioqcmecppMF9ZV09kdHZNfC0UQ6m5lL0FdBhRl9Zu4f738hPftuuu5bFBERkcIUzIlMQdZauvpjRZVZBjOyTOe+ZeZEXlZZWVhfCTAiO1dMZs4YQ7XfW/LQ8PZQhPf/25M88mJ7es3tKqrsnIiIyATofQO+/0fQe7jwsZOQgjmRKahvME40kWRWdf6xBMCQLNOz+6dfs5NcFqSDuaH75sKxRN5Olq7qgLfkBihNza08/3rPiHVl50RERCbIY1+F/U/DY/9yvK9kVNQARWQK6uqPATCrOlDw2N5wLH37ge0H+fR7Tpuyc+VKsXBm9mBuIJoYks3MpSrgoT9a/J659lCEe7YcyPrYdO0qKiIiMiF634CvvxVsxkimLf+V+vIG4PPtuc+dZJSZE5mCOgdSA8OLycz9x2/34O6SUwboqLm1ASoMI2bNRWKF98xBajxBKZm5puZWYonULxWfx/DBcxYCcMtly9l766U5B5yLiIhIiR7+/NBADsBbCWd+CNa9cHyuaZSUmROZgjr7BwEKdrNsD0W4b2sb7o8zd3/W9RedMu2zc15PBfPqgiOCuYFogkUziyiz9HsZKLKbpfv34IolLBufP4TfY9jX0V/ahYuIiEh2tzRCfDD7Y4lBCNRB7dxje01jpMycyBTU6ZRZzi5QZtnU3Epy2CdTys4dNacmwCO7Dg9pPhIussyyOuApugFKrr+HSr+HvR0DpV20iIiIZLfueTjhvKP3jRMKLfsgnPsX0Fd+TVAUzIlMQV39qTLLmQXKLLft706X9rm0P+uoUCRGbyQ+JLgtpQFKsaMJcv09JJMoMyciIkKqiuXy72waW3fn2nmQdH43e5wPvH1V4K+C934drvjh2C/0GFOZpcgU1NEfxecx1ATy/xPXPqzc2kMRDnSlSiwzS0/D0cKjCQCq/N6ih4ZvXLeGg91hzr/1N/zzB8/kz1afCMBXfrGLH2zaRzJpNf9PRESmnfZQhOt+/Cz//udn09Tcyua9nTQ17+GWy5aP/kn734QKP/x1M2z5PrxwH/R3jN9FH2PKzIlMQV39UWZV+zFGAcBoNTW3pjdHu6WnyaRNzZnzF/4crCbgKWloeJfTtCZzn+NbZlczGE9yWDPmRERkGnIDuE/96Fl+vPkA1jL22auNb4WG02Demals3MJzYODN8bvoY0zBnMgU1DkQLdj8RHJzG5K4lY9uY5g2J1NXbGZuIJogmbQFj4Wj4yRmVh0tjV08uxqAvW9q35yIiEwv7aEIP25JBXDPvNZJIjn0A9ZR6z4A9SccvV81J5WtK1MK5kSmoE4nMyejk6shyb/9ZjdAUXvm3BLX/iKzc13pcRKZmbkqQPvmRERk+vlmcyuJ4eMDOPoB66iyc9ZCzwGYkRHMVc+BAZVZisgk0qVgbkxyNSTZfqAHKDIzF0gdM1Dk4HA3mKvPyKguqK/E5zHqaCkiItNKeyjCfVvacj4+6uxcpBsGQyMzc4Oh3CMLJrmCwZwx5gRjzG+NMS8aY3YaY9Y567OMMY8YY1qd7zMzzvmcMWaPMeZlY8x7MtbPNca84DzWZLShR2RCdA4omBuLjevWsPfWS9l1c+rH12cuOY29t17Ktz5yDkDRQ8OBoscTuGWW9Rlllp4KwwmzqpSZExGRaaWpuZVEMpnz8VF33u4+kPo+JDM3O/W9TLNzxWTm4sCnrbWnA+cB1xpjzgBuBJqttUuBZuc+zmNXAMuAS4BvGWPc//l8G1gLLHW+LhnH9yIiQDyRpCcc0565cVDl91Lt9/BmbyprFo6lsmzFZOaqnSYpxQ4O7xqIUhv04vMM/bG8eHa1MnMiIjKtbNvfTSLLlnOPgQ+vOoG9t146uo7cPU4wNzwzB2W7b65gMGetPWSt3ebc7gVeBBYCHwDucg67C7jMuf0B4G5r7aC19jVgD7DaGDMfqLPWbrLWWuAHGeeIyDjZ096HteDzKPE9HhpqAxzpS5VehJ2SyWL2zLlllkVn5nJkUxfPrmZfRz82y74BERGRqeinf3M+QV8Ff/GOxey99dL01+8tmcXu9t7RP3E6M3fi0bVqJ5gr046WJe2ZM8YsBs4GngHmWmsPQSrgAxqdwxYCBzJOa3PWFjq3h6+LyDj6j9+masiffrU8ywUmm4baAEecTdYDTmYuWEKZ5T89uKOoTdqd/dEh++Vci+dUMRBNcKS3PGv5RURESrVtfxeRWJJ3njJnyPqpc2vZc7hv1B9w3vH6b2iproPqOdyx4w5aDrXQEj7EHTNqob+DlkMt3LHjjvF4C8dM0cGcMaYG+F/gb621oXyHZlmzedazvdZaY8wWY8yWI0eOFHuJItNeeyjCL3e+AUDLa51jm8MiAMypCfBmX6rMMlJKZs4ps2w93FfUJu3ugRizMvbLud7ijidQqaWIiEwTv9vzJp4Kw9tOmj1kfencWnoH4xzqGd3/b5YPRlk/p56HXvslswKz+NRvPsWntvwLywajtLz5HOsfW8/y2WMYSH4cFBXMGWN8pAK5H1prf+osH3ZKJ3G+tzvrbUBGISqLgIPO+qIs6yNYa79rrV1lrV3V0NBQ7HsRmfYyW+pbGNscFgHczFwqK+Z2pixmz1zEyeJZRg44bQ9FuPw7m4asdfZnnw242BlPsFdNUERE5DjI9jtroj25p4OzT6hPV7m4ljbWANDa3lfU87jZN9fv9XVxakWQzzzxGb7w1BcYiA8wkAhzb10t61//JRsu2MDq+avH740cA8V0szTAfwEvWmu/nvHQg8CVzu0rgQcy1q8wxgSMMUtINTppcUoxe40x5znP+fGMc0RkjNKDrp3mT2OawyJpDTUBesIxBuOJkhqg/OiZfenbw1soNzW3snlv55C17oEoM7PsmVtYX4nHwG2P7NbfpYiIHHPZfmdNpD2H+3juQDcrT6gf8dipc2sBaD1cxL653jdYvvm/Wf/o39FyqIVYMsYnaecZIiyqSeWX/uDEPyDgCfBwdRWX++eXXSAHxWXm3gF8DHi3MWa78/XHwK3AxcaYVuBi5z7W2p3AvcAu4JfAtdZat53bNcD3SDVFeQV4aDzfjMh0lmvQtbJzYzOnNgBAR1803QCl0GiC9lCE/932evp+LGG5d/N+/uRbv2PXwR7u3XIAa49m7AbjCfqjCWZmKbP0eiqo9Hs42BPR36WIiBxT7aFI+nfWfcfoA+Kbf74TgANdI7cXzKr2M6fGz+5hwdzwDBxAy69vZEf3HjYET+HTj32a9//0fTwV8HJ+cAH9sX4+seITPH3oaRLJBEEL90YOjHiOclBMN8snrbXGWrvCWrvS+dpore2w1l5krV3qfO/MOOcr1tqTrbWnWWsfyljfYq1d7jx2nVV7NpFxk2vQ9ajmsEhaQ00qmDvSO1h0Zi5bYB1NWJ7d381l//E7os7fkxtsdw+kZsxly8y1hyLp8k5lWkVE5FhKzXtzfmclJ/4D4vZQhN/tSXWVfOzlI1l/5y1trGX34aFllstnL2f9Y+tTwdgtjbTc2sj6rhaWDw6y+rn7aQy109b/OivCEV6Md6fKKeelsnBe4yVi4NpEzdHnKCMldbMUkclr47o1bP38HwDw+UtPT7fxHdUcFklrqD0azA1EE/g9FXg9+X90ZgusXdGMdbcUdo9T+59tz1xTc2v6tjKtIiJyrKS3bzi/tuLJidu+0R6K8KHbn+Jj//VM+vVy/c47dW6NM4bp6O/T1fNXs+GCDdzw6A189KwL+fT8hWw40s3qyCDfnDWL3QE/51SfQGvAz1+95Y9ZPX81Ozp28M0Lv8mt77oVgM5YHxsu2MCOjh3j/v4mkrfwISJSLtxPqtyachk7t8zyzb5BIrEEQV/hz8CGB9Cfv/8FftyyP+sA1IS1fP93rwEjgzn3F6nzoWg6+Lv+olNorA2O4t2IiIgUJ9/2jVsuG9+Oj/9v44ts3ju0kijX77ylc2vpG4xzsCfCwvrK9Prq+as5pf4UtrVvo5IK4VBGegAAIABJREFU6hJRflZdxffqqllogqypPpFr92xhffBh3nroj7h6+dXpc1d4Z/BkRSfXzF9ddvvmlJkTmULcGvLT5imYGy9zalIBViozF0+PHCjW8E82h4slLC+9kfp7m1k9dM+c9kGKiJSf49H9cSKUun1jtO+7PRThge1ZG9xn/Z3nfmA9fN9cy6EWXnjzBXwVPsIkuWL+XL46eyaBpKXPxliR9LA6mmDDBf86Ivv2zuoTecFXQVd/+Y1EUzAnMoXsPtxLXdBLo5NNkrELeD3MqPRxpG+QcCxZsPnJcNkCMo8zdXPT597N3lsv5ZMXnAzArGGZOe2DFBE5/koNUm779e5j2v1xomxct4a9t17KmqWpwd1LG2vybt8YbdfLr2zclX3wNNl/5506NzWe4Iv/tyP9d9JyqIX1j61nXtU8zpt/HtfMXkXCGLo9HrwGvr7sE6yODELdAlYvOG9IVg5gTf3pWGP43b5HSrr2yUDBnMgUsvtwL6fOrSU1/UPGy5waP2/2DRKOxosaS5ApW0Dm3j3QGQagqz81lLx+WDDn/iLde+ul/NU7l+D3VvDyLZdoH6SIyDFUSpDSHopw9+ahHYvLnduka1/HQLoZynBvdIdH9b7bQxF+8fwbQ9aC3gpa/vGinHv/66v8BH0VHOgKp/9OdnTs4KsXfJUj4SO8pe4t/M3h17k0kap2+Wh/jNX7tkH3fphxYtbreCbWQW0iwRNtj6fXWg61cMeOO4p6H8eTgjmRKcJay+7DfZyqEstx5w4OD8cSJWfmMgMy9+u3638fgP2dqbbLXQMxagJe/N7cP5JXL5lFNJ7k+baekl5/qpT7iIgcD+2hCPdsKT5I+cIDO9L7nPOVxZfTz+bucBRPhSGaSNKWZVwAwGd/+jzx5NBOzcXI7JbpKnR+eyhCNJ4aquv+nVy9/GoW1y0mkoiwxF9Py5HtPOX38IkVn+DeuhpaXvsVdOyB+uzB3JmzlzFoKnjs8FYSyUQ607d89vjuDZwICuZEpoj23kF6wjFObaw53pcy5TTUBlPBXDRBVYnBXDYL6ysxJjOYi1KfZcZcpt9bPAuAltc68x433LEe9ioiMpU0NbemqysKBRlvdId5eOfh9H23gUe2gK2cfjb3DMQ4fX7qg+JXj/SPeLw9FOGJ1jfT9/O97+G27u8aUWJZaDtBri7Pr/WkmomFX9/K+sY5bFj9ea47+zo2rPgU62fV0JLsg6qZWZ9z9cLzuaonRH8ywk2bbmL9Y+tT4wvKoBmKgjmRSa7YT+/cjcDqZDn+UmWWUQaiCYIllllm4/dWML8uSFtGMDcry4y5TDOr/Zw2t5ZnSgjm3OYrU6ncR0TkWHF/hrqGBymZv5/bQxH+8LbHRwQm2QLAcvrZnEhaQpE455yYCoJeOdI34pivPfwyw6sv48kk7216snAm89IzAPjPj68aUsGSaztBri7P7b0R9oX2AdDzajMbolWsPu0yAFavuJINnf3sCPjh0HPZL6RqDh8P9WKA/9vzf1x+2uVlEciBgjmRSe8bRW6kTo8lUJnluGuoDdA3GKdrIDoumTmAE2ZVHc3M9UdH7JfLZvWSWWzd20k8kSzqNZqaW9NlL7FjMOxVRGQqKdRRODO79vVHdhOKxEc8R7YsUyk/m4cHjMe6NDMUTu2XWzy7mhmVPl57c2Rm7smMrJwrnkxVDBX6vfPY7iP4PIa3nzy7qOvJ93eyN7SXSir4VMebrPbUpR68pRFunsnqvm6u7umFvU/CTTNS65mqZvGy38eMCn+qNPPle8tmeLiCOZFJrD0U4b4txX16t/uNXmZV+5lTo06W463B+TM9HBosuQFKLidmBnMDMWYVKLOEVDDXH03wgf/4XcFf5umRCO4ehgkc9ioiMhXl6yic2ejkf57ex92bDwDg91Twq79NZZW+9P5lI7JMpf5szgwYj0dpZrcTzM2s9nFSQ3XWMsu3zK7ipDnVvPbPf8zeWy/lz1efkH6s0O+dx3YfYdVbZlETKG7sT66/ky9u/332bv0eiwcjGIDXt6aCNmth+YfA68yp81bCmR+CdS8MeY6W9mdZ39jAv9asSJVmXrCB9Y+tL4uATsGcyP/f3nnHt1Xfe//zk2RLHpL3jJ29FwmElBXChgKXAu1t0z7cFihP7y2lpC306aItTy8USikFl4eO2zIKYSSUUKAJIw4rCcTOIrGdYSd2HE95y7Kt/Xv+OMNH0tGWLcn+vl8vvywfHR39zlfyOb/P77uSGOUKVKhY/RPmYSygfLkJoVDR6iEeYZaA4JkzDwuNyCPxzAFAQ4cl5M1cbfXS6fGQd44gCEJBMG/Xto3rsPOe9QAg318//cnl2LZxHR7aflT2rinh4Hj+k9PQaVjAXDn/a7P6/f1g6wA27W2VBeOmmtaQi7vx9t4NjorVljPSMbcwG6d6vcMs2wfH8Ompfnxh1Qy5krYyeCTY3KXbYsOxrmGsX1QU9njUioq1PHwd0u+pQ0tWLma5RO+oJNq+VwfojYDbIQg6tx3QmwBjiddx6/rq8KgtHWtdwmeztmwtHl3/qF8/umSExBxBJCnB4sJ96R4aw2dnBjEzP3OSRzk9KFJ4O+MVZil9Vs29Ixi2u0LmzAEAE384Qq92qrZE8AD/2N9G3jmCIAiRx94LnsowIJbl/8q5grfpvYYumC02vBGgybXTzfHq/jbkZaajZ9ju97z6tZn7XZs55/j2C/u9cvAkDRhMIMXbeyd55nIyBc9ct8UOq10QTGaLDRv+/AkA4MbV5fK21w+1y68PNnd58zPBhitm5MQ8TkdmPjq4HbMdTgDMW7SNmIFzbgPu2CH8tnb7vf725bdjrb4YGBkPGV1bttavH10yQmKOIJKUULH6Sh5++xg8XOgBQ8QfZRP2eIVZVuZnAACOiK0G8sIIs6yqboTUQjCUp3bbxnU48PMrAQA/vXYxXrvzAgDAmNNN3jmCIAgA2+s6Q/ZGkzxTa2bnY25RFt5t6MYD/2qA298pJ+PmHG7OVcWc5Fm6bHExlpWb8IevrgYA2Hyuzc/sbkGXxf/1QGCBFE2Pu1CevCFRzOZmpGFuYRYAoFkMtayqbsSZgTEUZqdjVkGWvC3cucvfPxEKlmw/0hlynKE4M3wGHMAsjwZYeLW3aNuwCbj+MaB0hfB7wyb1g2QVAqN9MY9lsiExRxBJSrBYfSVmiw1vHRYuhIfODJDXZQLIz0qXRVSkfeYCUSl65j5rGwQgVKsMRiSeWoljnRYAwJIyEypyM6ARz2EL5c4RBDGNMVtsuPaJj3DXpgPytkCCQ/LM5WWm4aqlpdjT1CvfcwPhdHM4XG6YVcScRJ/VjoJsPc6dlSdHXEjX5qMdFvzqrYag76E2XmVhlXB73IXy5MlhlpnpmFskhJqe6rXCbLFh8742cR+nfE+JZO4i5Y2/GoeIkZahFgDAHNsIUHFucNEWiMwCL89cqkBijiCSFGn1TorT/+raStVyvcqGmxwgr8sEoNNqkC/mtMVLzBVl62FI08hNwPNC5MxFstopcbRLaFexuNSEqupGaERF6qLcOYIgpjE//2cdGjqHvbxrgRbIlDljVy8rgZsDHg4sKzep5m5JP9evLFf1zEn0Wh0ozErHk+83QSOutNldHnzlT5/i9udqQ56Dr0CKpI3CI+8cQ21zP257pgYvhsjDk8IsTQYdZhVkgjHgZM+I2H9PSI5jbHzuIc1dntiwCgDwzvcuVp27/Pad4/LjSJqMB6LF0gIAmOV0AoULojuI5JnzhFcxOlkgMUcQSY7FJlxI2wbG/J6LxltDREeRGGoZr5w5xhgq8zJxrEvwnoUSc+Gudio52mlBYbYenHNs2d82vmLrSf7eRgRBEBPBpyd78U69f84UoC4qBked0DDAaNChzGSQtzeZrUGvoUVGPfpGHPJiqxLOOXqtdmSma70qWwJAc98IOoeE4xp0GtT87HJZIH7pnAqU5xhUe7GFWvB7fMcJ1Db34wtP7sar+9vBAdR3DMvzh0CCanDUCaNBB51WA0OaFhV5GWjoGBLCOcV91OYeUs/b42IPXCWR5NWFS4ulBYW6bGRzDhQujO4gmYUAdwO2wajHkQhIzBFEkjMs9q1RE3NKr5xEPFa4CH+klg/xypkDhCIokkDLywqeM6es4PX0rWsAAM/cem7AxqqAIOaWlBmj8uoRBEFMJcwWG25+aje++dy+gPuoLZANjArVhjUahiffb4JW9KJ5QlxDi4x6uD0c/SMOv+dGHG7YXR7Ud1j8rs1SoSvA/zpdYtLDPGyHR0UghtVGAUDnkE0OuffdV01QDY05kavI6Z6Rm4Gdx8x+lTx9xzq3KAtaDcOJLn8xNxH3pNOW05ilzQCYBsifG91BsgqF3ymWN0dijiCSGJfbg1GHG4wB7QNjfhfwA62DfhfUUN4aIjokz1xGeni9cMKhUlF9NJRnTslF84tgNOjwryBJ4y63B43dViwpM0Xl1SMIgphK/H7HCRxoHcSIw+21Xath0DDg5K+vVQ0HHBwVxIxvf7hQ3iSpcJZaqGWfVdjWPWzzuzZz8UftPUpMBrg8HP2j/gJx28Z1ePlb5wEQ2ijodRoc/dU12LZxHX75Rj2UUwUVLQggkGfSgdyM8fvTwKhD9fW+9xS9Tos5hVmqnrkDrYNe7QvUXh8pLUMtmO3iQO5MQBdlv91MsXH5lluBYXXvbTISv1kJQRBxR/LKzSkUGnX2WO0oUYR5/Ovui3DRb97H4lIj/nbruYka5rQgSwyvtDvdIfYMH0nMZaRpI+pfl67T4KqlpXinvgu/vmkF0nX+63KnekfgcHuwuNSIn167RN6+/Ugnvr3pALbeeQFWz8yL/SQgrHjf9dJBPPm11Sg2GkK/gCAIIgATcT3pHhrDZrGptx+cw8MFgVVs8n+/gVEH8jLTg3qTHrhxud/rpAVA87ANS2Hyeq7XKoixB29agUsXFcvb79t6BK/sO+Ml8JTvIdmj22KTo0WUSF7Ar5xbiQf+dRS7mnpxVkUO3qnvUj93H9QE1aDCM2e22HDSLFSy1DKGT356WdDPaGFJNho6LH7bt21ch//9931o7h3Bjh+sD2tsajxd9zSWFyzHovxFGLAPYLbDgJr8Gairezq6lgKSZ667HvjwN0IRlRSAPHMEkcRIYm5pmXAjaBvwbj1wpH0I7YNjuHp56aSPbbrRIFaGVMb5x4rUay6cHnO+XL+yDMM2F67/w8eqK8NHFZUslayamQsAOHQmfjkB8e5rRBDE9OWJCbie/PLNwK0EpO1dFnUP2+CoE7kZaRFHOBRlCyInmGeuMMtbkIV6jxKTKBADtCzoE8Xc51eUwajXofqo0EYhkCdOyQ+uXKjqmRwadSInQxBzyvY4Gk3ogmsLS4w43T+KMYf/IuipHqvc6iBalhcsx70f3ottzdsAAI7RXtzLu7G8wF9ch+SBYuDPF4t/cGDf34D7c4TtSQ555ggiiZGKnywpM+Gtw51oGxjDObOE58wWG/7z+f3QMODKJSUJHOXUx2yx4Ui7UHWy+qgZ5mFbXFaMpV5zA6OOiI954fxCpGkZTnRbVVeGj3YOI03LME8sJS1RlpOBEpM+bmLObLHhlX3jfY3uvnx+UnjnyFs4uZC9iXjg2yct0uuJ2vfQbLHhvQbvkDmDToOPfnQpio0GHG4bxA1P7kbXkA0rK/yPOTjqwJIyU8TRL5JnrsfqL7wkz1xBtvdCXrAcaAByZE53AOEpicRiox4XLyrCu/XdGLL5h2QCwiKx9H5rH9yBM/3qfWolz5wUZiqJTSkENNhntKjECM6FYjErKsYbg7vcHrT2j+LKpbEtRK8tW4tH1z+K7+78LgDgOWMGfj/rBqwtWxv5wTYeBt7+KXDsDcDtBHQZwJLrgasejGmMkwF55ggiiZHE3LhnbrwISlV1IzqHbCg26kP2KCNio6q6UX4cKuk9EirzBM/cqCPyRt6Do+NV0tT6xh3rsmBeUbZqCOaqylx8Ficx98s36uWbuyuJiqqQt3ByIXsT8UBZ1Cuaghhq38NQhcJKcwQhEsgzNzDqRF5m8AJVamSka2HU61S9aJLo8hVzoZAEYncAz1z/iAM5GWlI02pwxZJi9I864PYI4Y6+rROUwrEyPxNnBvzFHOdcKICSETzMNBALS4WKlid88ubODIzB6eaYWxSbZw4QBN2i/EUAgK9YrFg787LoDmQsBQw5gMcN6AyA2w7oTYAx+RfLScwRRBJjGRPCLIuMehRmp8thlspmnb1WB5WYn0ACrUbGw+Yjdpf8ONJjCuEuUt847xuq2WLD7qbegCEsqyrz0NI3igGVKmvhYrbYcMMfdmF73XguhsvNsbm2FTc9tTuh30mzxYZNe4P3TiLih693luxNREMkfdICvX7z/jZw7r3Atbe5329fZehiYZYeOg1D15D/cW1ON8ac7qgXTItMelXPXN+IA0aDDnpdZNWR07QaFGanozuADfqsDlkgLi8f94Sd7hsN+n9ZmZeBM/3+FbOtdhfcHo7czMjDTAFgVn4m0rUaPzF3qscKAJgXBzFX01mDU4On8G+mRXjVlI0aPhL9wUbMwDm3AXfsEH5bU6MICok5gkhihkXPXE5GGmbkZcqeOWGl0b9ZJxF/JrKsf1V1I3RijehIjulbVc3t8Z70/Pad43C6ecCV5lWVYt5cW/TeuarqRhwWQ0+VONwcB1sHE/qdfOy9E3I1OGrBMPEIzYOj96YQBBD6WhvK+6u8LzrdHnm//zhfyE2ovme9qmdKo2EoNupVr5dDYsPs3Cg8cwBQlK1XzZnrtdpVC5iEQ7HRAHOgMMsROwpE4fncnha5BUGoiJLK/Ex0Do3JTcAlBkfFhuEZaV7tcQJ5+HzRaTWYV5ztV9HyVI8guOYWZqu9LGxqOmtw74f34rFLHsOv02fj0f5R3Fvza9R01kR3wA2bhKInpSuE3xs2xTS+yYLEHEEkMRaxAIrRoENFXgbaBsbGJ/LUKHxSmKiy/tLn6AqzzLWSYJMeZTPWI+1DqsdbWZEDDQMOtUYn5qS8lmAk6jtpttjw2sH4NqMlAhPKm0IQ4RKqT5rkdVP7fo0vcAl/exTeuR1HzZhTmOWXP6ykJMegmoc2ILYAUJbmj4Qio7qY67M6ZNEVKSUmdeE5fly9bA9PmPOEyrxMeDjQOejfYw4AcjOiE7MAsKgk26/X3KleK/Iy02JOEanrq8Oj6x8VcuT6GrHWNBuPrn8UdX11MR031SAxRxBJjOSZy9YLYq59YAxPUAPoSSWa1chwiMXjF2zS45sfona8LL0OC4qNqGnpCxq2FIjHd5yQRWialuGW82ah5eHrcMvnZgZsdjtZVFU3+vVjpP+PiaOquhFuuh4RcWDbxnV4+OYVAICbV8+AhgGH778K2zauE7y/LkGpqX2/1K6nLrcHv3v3BD492YfLFwevSFhqMqiGWQ6MCPfgaHLmAMGLpirmRuwR58tJlJgMQXPm8rMjz2+rEItx+ebNSZ653Aj6oPqysNSIjiEbvvjHPfK95mTPCOYGEdfhcvvy28eLnfQ2AYULsbZsbXRtCVIYEnMEkcQM21zIStdCp9WgIi8TDrcHtS391AB6ChCLx08pMOv/79VI12lw24Wz8ext52JzmKuxqypzsb9lIOKiFYE8MQ0dQ9iyvy1gs9vJ4kDroCw0lWOk/4+J4UDrIFx0PSLiRHPvCNJ1Gty4egY8HNgveuVCXVvUrqduDuxu6oXD7cHlISo+BxJIg5JnLkoxU2TUw2p3YdTh8tou5LZFGWZpMqDXaofLJyTS7eEYGHWgMCs94vuLVIzLt6Ll4Jh0/tF75hYWC0VQhMVG4V5zqmck5rYEXjhGAEsbULAgfsdMIUK2JmCMPQ3gegBmzvlycVs+gFcAzAbQAuDLnPMB8bmfAPgmADeAuznn74jbzwHwLIAMANsAbOTcZ9mAIAgvLGNOGA3CRbQyT1g5e+jmFXhx7xnsONqNAz+/ElopKJ5IKWL17Elk6XW4eEER3qnrgtPl8b/BB2hqO7coCw7xZh9JCfBAleE2vnwoooa6E8W2jeuw9WAbvv/KZwCAP/6vs/H5FWWT9v7TjW0b1+Gfh9qx8eVDAICan11OrQmIqDnZM4LZBZlYMzsPOg1DbXM/qhu6Q17XpOvpzU/tRka6FrddMAd3/H0f7E4PtAyYVZAZ9H1Lcwyw2l2w2l3I1o9PjQfFMMO8rChz5qT2BMN2zCoQjutye9A/6og6Z67EpAfnQvEzqRInIAhPDxf6lkZ6fynLMUCrYYE9czGEWUoeSA7hXnP7hbPRa7XHxTMn0/qp8Du7MH7HTCHC8cw9C+Aan20/BlDNOV8AoFr8G4yxpQA2AFgmvuYpxphUquePAL4FYIH443tMgiB8GLa5YMoQbgAV4spZa/8oPjzRg4sXFpGQIwAA1ywvRceQDZv3nfFrDhtoNbZOUbwkkrC4A62Dqu/R2j+aNB7jPut4lc5Gs3XS33+6oSy93j7gXxGPmB6EqjYZDqd6rZhbmI3MdB2Wz8hBbUs/DrQO+jX8DnRt6bbYUWI04LLFxZhXlIUeqx1uDjz1wcmg71sq9m/zDbWUcubyovTMFSvE3PgxneAcKIw2zNKo3muuX6xOnB+FSNRpNSjPNfhVtJRy5kwxiLl/KCI53JzjkXeOA0Bc2hLI7K4Sfp/8MH7HTCFCeuY45x8xxmb7bP4CgEvEx88B+ADAj8TtL3PO7QCaGWNNANYyxloAmDjnnwAAY+zvAG4EsD3mMyCIKYzFNu6ZqxA9c+/UdaPXasclC4sSOTQiibhiiZAP4nBzaDXA3p9eEXTV12yx4V1FE91wmr9KPHv7uVj7YDV+ePUifOfS+ar7XPa7DzCvKBv/8/U1UZxN7PSPOKDTMJSYDGgiMTfhKCeVHYM2rJ6ZwMEQCUNZbTIab7zT7UFr3yiuWSY0kl47Jx/P7m7Ba3degOv/sAv3XbcEe072oW1gFO9+f73f6z0eDvOwDSU5Bmg0DBvOrcSD244BCB19IHm4ui02zC8e9xgNjjqh12lgSIushYCE5JkzK8Rc34jYYy4rWs+cupiTGpEXRllUpDLPv9fc4KgDGWnaqM9fLSy/+qhw74lHWwI8UAy4FOGxDVuB+7cCOj1wnzn246cI0ebMlXDOOwFA/C1lls4AoCxx1iZumyE+9t1OEEQQhm0umAzCmoshTYvCbD3eEy+E6xeRmCMEHC4Pxp20zC/c0ZdYiq98eLwHAHBJkO/fyhk5ONLm37YgFPFY2QcEMZeXlY4FJdkk5iYB87BdLhDRMUieuelI99AYXq6Nrdfgmf5RuDxcDr9bOzsfDrcHG/7yCTQM+MKqGVhWbsLJnhHYnG6/1w+MOuB0c5SIAqqlb1SOXgl1fZM8c52+nrkRR9ReOcA7zFJCihyIvgCK2Djcp7DKuGcuBjHn45kbHHXGlC+neq8RQztm5sdBzG08DCz/d0ArCmNdBrDi34GNR2I/dgoR7wIoajFfPMh29YMw9i3G2D7G2L6enp64DY4gUg2lZw4QLuJuD8eSMmPU8fbE1EPZQFwTRt/BWIqvfHC8B8VGPZaWmQLus6IiF10WW8BeSIEI1UcqXPpGhLLf84uycbLH6pfjR8SXbosN84qyka3XoZ3E3LTkni2fyYWHoq1m2twr9B6bIxbGWDM7DwBgtbtRlmNAkVGPZeUmuD0cx3xK3QOQy/WXmIQ+bK8qenGGKsik9MwpGYhRzORnpkOrYV5irldsIh5tmGVBth4aBr/ra6wev8r8DPRa7RhzjAvlwTEncmIIsVS713i4IAqk4ioxYSwF9EbA4wR0BsBtB/QmwBi84M1UI1ox180YKwMA8bfky2wDUKnYrwJAh7i9QmW7Kpzzv3DO13DO1xQVkfeBmL4oc+YAwCr2ndNpqBAtIeDbQDycKpLKapjP3nYuAOBn1y5GtkEX9HUutwcfNfbgkkVFsnhUY2VFDgDgcATeObliXQwr+xL9Iw7ki545u8tDeVwTTM+wHSU5BpTnGsgzNw1p7R/BrqY++e9wK9n6euKlRtJS+J3D5ZE9AeZhO8zDNiwrF64t9R3+1xYpd7MkxxBx9IEhTYucjDS/nLmhsdg8cxoNQ2F2upctJM9ctAuyWg1DkVHvJzyl40bbRqEyX8jLb1OEWg7FKGZ9W/tILSI4Qi86hs2IGTjnNuCOHcJva3fo10wxop0RvgHgG+LjbwD4p2L7BsaYnjE2B0KhkxoxFHOYMXYeE2YAX1e8hiAIFTjnGFZ45swWG9rEidLxrmFqyksAiC1kEgDWLyzCihk5eCIMr1j1UTOGbS6cPTMv6DGXlZuEHlHt4Yu5qupGuWJdrH3K+qx25Gely7kvjWb/VXwifnRbbCg26jEjNwMdQyTmpht3vXjQb5vT7cH1VbuC3qd8PfGneq3Iz0qX2wAIEQfK/ZtQkZcBk0GH+g6L3/GUnrloog9KTQa/ZtwDo86oK1lK+DYO77XaodMwmAzRH7dUpZVC34gQ7qzTRje1l4qsKfPmBsccUTdMV+P2i+bIj+PWumbDJuD6x4DSFcLvDZtiP2aKEfITZ4y9BOATAIsYY22MsW8CeBjAlYyxRgBXin+Dc14PYDOABgBvA/gO51zy134bwF8BNAE4CSp+QhBBsTk9cLq5fMGvqm6UVyk5qCkvIRBLyCQAMMbwH+fNgtXuDukVq6puBAAcbA1+7Mx0oSn5kbbBsMYgexfD6I8XDuNhlkJ/I8qbmzisdhdGHG6UmAwoz81AxyAtMk0n6tqHVD3wbi540wLdp8wWG16safW65pxU9B6Trgm+PTN7rHYsLTepijnJU1WUrffzCEk/wUr2l+QY/Lxdg6MO5MQoZnIy0rC3uV++nvVZhcgBTQzVqItN/mOVIhKipVJqHK7Im4s1Z86X7Uc6oQszj5EIn3CqWX41wFOXB9j/QQAPqmzfB2Dymg0s7vkQAAAgAElEQVQRRIozbBNKAhsNOvnG5vIJpQu3NxgxdYlHv7rPFKIrUG84s8WGhk5hAvXPQx245+pFQb97Kypy8MFxMzjnQUMygeDexUir4jlcHgzbXMjP0iMnMw1FRj21J5hApLydYqOQz9s/4sCow4XM9JDTC2IK8F3RK3fjqnI8vmE1AOBfhzvwHXF7oPuU8D8vPHZ5hP/1Uz0juGxxkeJ59WvCsvIcvPDpabjcHi8vVLfFjsLsdKTrovNMlZr0ONY5LhI55xgcdUYdtijRNWTDqMMtX8/6RuxRNwyXKDHpsd9nwS6WRuSAIIINaRqvxuFDY07kxEnM0Txm4qDEG4JIUiwKMRdrKB1BBEIqFCARyCv223eOy1WrwvnurazIQa/V4VcdTo1YvYtKpL5QUkW3+UVU0XIikUK9SkwGzMgVVvbJOzc9qG3uQ3OfkOf2dl2XfM345GSfHEWidq3wLVfv8nBs2XcGvVY75hQKodHBrgnLyk2wuzw4JRZMkRDCfaMXBaUmA3qtdjnc22p3weXhMeXMmS02tPQJ4miLeF3ttTqiLn4iUWI0oH/EAbtrvFiJFJEQLYwxlJoM+MeBNpiHbbA53bC7PHELs6R5zMRBYo4gkhSLWOzElJEW18kuQSgJ5wZrttjw+qF2+e9wwiBXVuQCAL7xdE3IcMltG9fhJ59fDABYUJyNVZW5fiFR4bYt6PPptbSgJBsnzVbwEO0aiOiQPo8Skx7lspijvLlUIZZ2IL96q0F+LF0z5EJG4na1a0VVdSPcPv+PkoCSGkkHC5MMVASl22KTq1JGQ2lOBjwc6BGrTQ6OCguqsZbml4Sty+NBVXWT4JmLQXQB473mlLl4sYZZAkJkw8CoE1XVTXE5fyU0j5k4KA6CIJIUy5hwITUZdHEJpSMINcK5wVZVN/qV9w8VBrm41AgGoNFsDStccs/JPswvzsb58wqw9UC7X3jmQ9uPhtWQWO61JE5q5hdnY9juQrfFHtNEL1zMFhvueukgnvza6mkROiRVECwyGuTGwpGKuelms2Qi2kbf3UNjqGsfD0mURNuYwxUyZPpA6yBcbt99hN/hhDTOK8pCupbhN9uP4cL5hfJ3pttilyvpRkNpjhCi2DVkQ1lOhuzlz43SM+cbVuj2CGGnjEVfyVKiWOw1962/78ezt5+Lgiw9BkZjC7M0W2yyp33LvjO4doXQvD03htYESmgeM3GQZ44gkpRhyTMXQ8UrggiFcgW85meXI12rwRfPnuHVpuBA6yB8W7WFWlGVFiMA/6Iqvt4Ah8uD2pZ+XDCvAPOKBPGlXHHeecyMrQc7wmpbIPdaUoRZAsCtz/h7COPVpFx5nHj1yksVui02GNI0MBl0KDEZoGGRi7npZrNkwWyxYfM+odH3lggLDv3yzQa/ZsFuzrHzmDnk4tC2jevw65tWAAD2/Pgy/ODKhfJzrx8M2LVKRqfVwGhIQ5dlvMCK0+1B34g9psUAydv1f149DPOwDQOiZyranDm1qAenh2PM6YlDzpww1qOdFlRVN2Fg1AHOEZPHT1k91OHy4OldzQAQU585YnIgMUcQSYok5owk5ohJothowI2ry/H6wXavyfVrd16AdK0G37p4btiV4ZQTA9+wTd/J+2dtgxh1uHHBvEK5nUBTj1Wx/wn5cagci3HPnDBZml8iHO9417Df6+IlIqTj/OL1OrlC3+Z4ld1OcszDwgSaMYY0rQalJgPaI8iZM1tseEUUFMGEeryENzHOY++dgEMUXnaXBw+82RC2jWtO9fltc7o5ynIy5OuD5Il7+3vr/K4VbQOjSNMylJgMuG5lmbz9NTFfKxhmiw2DotdM+s70DNvBOWILsxQFUpMYTTAYo2dOLepBinAoiDFnTiNeXDkEGzR2W2M6rq8XkQPYcVRoIe0bEkskHyTmCCJJkQqgKJuGE8REc+PqGXBzeE2uj7QPweH2YM2s4P3lJAKVFTcP22C22PBSrTB531wrbNvT1AfGgPPm5mOe6Ek7KTYQNltsXqXPfXNwfCf5/SMOaNh4aBBXTE58XyeNI5Y2CMpm52/Xd8vn7HZ7poWnqdtiQ4lp3MsgtCcI3zNXVd0oT3iDCXXy3sUX3yIkAPDG4U7UNoe2sdvDodFocM2y0qCl/69ZXgoNA7Yd7vQ7xpmBMZTnZkCrYXhmVzO0EZSrr6puhJSI5hL3H+8xF73HS8rbk64VUlXHaD1zvnl/d106X34uLYa2BADw/Cct8mM35/jbrlMAEHXOnJoXUeK1A+2q24nkgcQcQSQpwzYntBqGDDEPhSAmg22HO/0q0dW29AMAzglTzAUrqvLLN+rl1WmH24P736jHXz8+hUUlRuRmpqPEpEe2XoeTYgXKJxQlzH2PJb2XcpLfN+JAXuZ4D6c/7GyCNG+SSqADwE9eOyKPI9yKamreoarqRrg8Hr993TGKxFTBPGxHsWncG1IepHG4r/2EML/QlVSV3rtIwwGnEuF4J8Pd55rHP/LLgwX8Fz3U2HakE71WOy5ZVBR0vIXZepw3twCvH2rHl/+8x+uYZ/pHUZGXMd5j0qdcfTAPrbC/8LdL3L+xexjAePhhNCivFW7O8W59N4D4hRnect4s+dr6bkN31MfxFeJON8eHJ3oARJ+Lp+ZFlNh2pHPa/s+lCiTmCCJJsYy5YDLoQvboIoh4EagS3e6mXswrygo7zyNQUZW9p/rwdl2X1/ZtR7owbHfJkyjGGOYVZeGkGGb5aYBwrgOnB2QxoPSu9VvHK7r5eghdHuF8Dp0ZwM5jZq/jhSO8fIWj78TSl6lYdltNkBUbvT1znYM2eFSEgq/91ISwms0e33FC/j65ponHUyLSfMxw9nmiuhH9o86AzysXPdT4/XtC2LOyP2Ugrl1Rhtb+MdQ2D3gds21gDJV5mRGXqw+0v9ReJVoxpxZNUN9pQZZe69XLLhY0DHLo+c5j5qgFkpoNpP+3aD1zvl7EWz43E2laYbCeKXgdm2qQmCOIJGXY5qR8OWJSCTRRqmnux7mz88M+ju/E4KqlJTAadOgcGvMrmiDRaLbKk5t5RdmyZ+6OdXMBADvvWY8fXr0IAPDRDy/Fto3r8N2XDsIhKilpAqgsz612Pg63B1/64x7V4g3BJixqwjFYaBKQ/GW3o8lDU4oFq92FEYfbawI9I9cAh9uDXqvd63Vmiw0v+4S17js9ELKwjq/3LhEez0Tm60n2/u83G/zspzbOzfvbVPeRzmFXUw9eqmkFAKRpGWp+djlqfno59IpG29Kih9p7tPaPyP3dth5oD2kTKTRb6fEbc7jRa7WjMj8z4nL1gfY/1TOCNC1DfpT5bYEEUjyXUquqG+Vw0lgEkmounlwNNPaecJKwld4j3MUuInGQmCOIJMVic1G+HDGpBJooOd0cayIQc77ceel8DNtcsNrdQfeTJjfzirPRMWTDiN2FfS0DKMhKx5zCLNy4egYA4PlPT+OyR9/H3uZ+r3G+uu8MuofH5CIAaufj4YBLxZMWSngpvUiS5yJQaFJ5riBudvzg4gkpxx0vcRFpHlr30JiXoDjWKZSm9/XMAUC7T97c73eckIsrOEXv2jcumA1AKLDz319YBgD44N5LvGymfJ2Ea5I9BYnK11MuILx5uHO8xH2A86+qboTD5VHd53fvnkBNcz9u+WuNl4Cuqm6KyDv2vZcPhdxHyQufnvbbv21AyEWryMsI2k9ODeX+T/2vswEA//j2+Vi/qAjFRoMcXh0pav/LHMCIwx0XERNPgaS0wfeuWADGgMsXFyM/K10Wi7FAzb1TDxJzBJGkDNucMOrJM0dMHspJwp4fXwYNA0rEifrcwsyoj1ueY5DDKNN1GlVvgHJyIxVBOdUzgv2n+3H2rDwwxjAjNwPnzy3AC5+24FTvqN/7uDlH56ANBWIlS9+J4t9vXyvvqxfHsaTMhHULCoNOIAOFaz57+7l47MtnCe919/h7/e0b5wIA6jssqseLlXiIC2XhlnAnlQ9uO+olKP78oVB0ocQnZw4AfrjlsFco5qv7vb1rr9Scxq/ebMD8oiysrszFRQuE/KuPm3q9xviqT5EOQMiTisXjGYkYDrfa5kTwyzfqZc+zEjUhIHnl1PYRPuszAY9T09IflnfsWKcFB1oH/V4fKr/Nd/96sT9dRV701xQAOH9uARgDdjX2wWyxy73XosH3WnHNMqHHGueIi4iZKIF046oZ4BzYedwcc8NwCWrunXqQmCOIJMF3gmEZc8FoIM8ckRjKczNw+ZISdIv93mKpaKYML+LiBCbY5GZ+cRYAYG9zH1r6Rr0Kr1y+pBhjTvUkNaebw+HmASc179Z3QUp/kcKczqrIweG2IfAg4ZJV1Y1+5bmlse491Y+cjDQsLjXKz80ryka6VoOGzviJOen68PGJHmza2xqzuFDzNIZ6/22KfEenm+ODE0LeobKC4Iw8Qcyd7LF658b5Tg49wJjTjbysdDDGMLsgEzNyM7C7cVzMPfaekCtXYtSj+aFr0fLwdbhwfgFm5mfiX3dfFNH5RtsL8Ikwq23Gm9b+Eb/8UiVq7T7cbvX8w1++Ue8XzqrcZ+2cAlnE1P/fq6HXaXDrBbP9FjfueulAyHEoCfQ/vqlG8NZVit+VaMnLSseKGTnY1dSDLosNJXFsOP+1z82UH8dDxE+UQJpdmIXVM3PBOdA9ZIvLYkOk3lIi8ZCYI4gkwXeCMWxzwkTNOokE8m+K/k+v7g/d/0mNQOFFwbwBM/OzoNUwbBFzpZQtEZrMVtnLl6ZlWL+wEIAQqlf7sysAqPda8i1WIo1jblEWhsacON3n7+mTONA66C9GxLHube7D2jn5XuFd6ToNFpRkoyGOnrmq6kbUNvfj1mdq5Hy/aMWFX0XAIDlSyvf3LWoi/V2kmETbHEIorTJHqqalP2Cu5OG2IZiHbWCM4aL5hdhzshduD/fy6gyMOtEj5uB9YdUMtPaP4rqqXRF9H3+97Shqm/vx/VcOhe1pk5pqS0xW7pDZYsPVj38c0GbSWJRC4EDrIHy+onLRoXfqA4tC3+Nk6XW4eGER3q7rkj9fs8WG66s+RpN5JOTrlQTLb9PrNCgyxtY4GwAunF+Ig62DaB8Yi6nHnC/v1ndBG6BPZjRMpEC6WQw/H7a7KBRymkJijiCSALXE9WEbeeaIxLK3ud+rVHc0E4VAq/NKb4Dv5CZdp8Gsgkwc7x5GulaD5TNyAAj/J1sPtntVnPv0lJA3V9c+pGgY7i/mAo3jszNC2FiwynzbNq7DNctKMSM3Ax/+8BIAwM+vX4qnbz0XLX2j+Nwc/3zCpWUmNHRYgnr8wkUO9QO8JuzBxEWwUMJoQr4OtA6qtIgQ2n2ZFNepqupGv9YWX15TCUDIIZQq5elUCkFctKAQFpsLh9sG8YPNh+Ry9Rzj+0i9yxo6LWF/H18/2IbXD3WAA9jd1DdeGdPD8fD2Y7KdfG2m5lGcDO/cfa/XYcyhnl86M18ITXzya6u9hMDm/zof6VoN7rhoDg794koY0jS4YWU5eq12v88tTctwy3mzAgqKzy8vRZfFhkPi/0RVdSPqOixI1zJ89ourIs5va37oWhRmp+Pms2eg5eHrsHZOPmbkZcSlUvNF8wvh8nCMOd0xhVkqkRc7VPpkJiNr5xTIj5N5nMTEQWKOIJKAJ3wS15/Y0YhhuwsmqmZJJAgpX0mt8XckRBteVCHmXi0uM8Ig9lpUrTjHOfQ6DY60DaFvRPDeqIm5gF6CXsFLoGxM7ovbw/HJqT5cMK8AswqysKjEiHfru7C3WWibcN7cAr/XLC03oW/EgZ5hu99zkfKLf9YF7AEVrBhGoFDCaD6Trd+5AOlaDf7z4rl45IsrAQjCojI/U56Uq7W22FzbikffPY6l5SbMLzbK+4wXQxn/Xl0wT7Dj7c/UYlfTeEsK5T42hcgJx7N2fdXHuGfzZ6rPuzwcWw+0o7alH4++fRz//VaDl83UPIqRhsZFWqymtX9E7kEm5XUqhdP7916CGbkZeHZ3i9dxPzrRA4fbgyuWliA3Mx03n12Bt450YEClBUGoc7h8SQl0GuDOTQewu6kXL4rVLz0csLuDFzFSgzGG1TPzcEjMtzszMIrKGPPlJM6ZlYd00YWWGaeerKlWAOT5T1rkxZFkHicxcZCYI4gEoxrKI4YXkWeOSBTxmtBEG17UaxW8bC5FHlAgEaLTMtR1WGTPnFQAJZxxbN94MZbPyJE9dID/BLyhw4KhMScunC+EdF61rAS1Lf14u64LRoMOS8pMfu+3VNxWH0PenNliw7VPfIS36wM3GFZOzKVxN3QM+bVR8LXFn245BwAwrygLhdn6kJ/Jsc5hONwenFWZi+vPKkO2XofW/lH0j9i9PFn+rSA4bE4PstMDC3Lpe1WQrUdeZhoGxvwFiLRPVXWjLB6dKrl+ys/uoe1HUddh8Qs/VMIhFLnYvL8Nbx7u9GpM/oVVQvjaznvW43++vgYA8Nzta2U7hSPUIi1Wc/dL49Ui1crXazUMX11biX2nB1DbPH7cHQ3dyM1Mk0OSb1hZJi/E6DTMTxQG+6xzMtJQZDSga8iG//jrXvk4jEVfDGT1zFyc6h3BwIhD6DGXH1u+nIQhTYsCcfFml6J4TiykUgGQYIsjxPSBxBxBJBhlgr2ENNmhnDkiUSRyQmO22HCiexiAd/+5QILs1gtmo7F7GJ2Dwn6RVnVbWZGDuo4hWTj6TsClSaLkObpqaSk8HNhe14WzKnJUy4EvKRfEXCx5c4++exwNncN+29O0woQ+JyMNN5xVLk/MnxDz6m56ao9f/z1f9rX0Q6/T4IvnVKDXakefNbgHUQpDPasyF5npOtywqhwAYLW75eMHatUgvF7IjQv2vTJbbLDYXKqvl/K/hFw/sSCJSq6f9Nl9+/kDeP1gR9Bz8kX6FO0uDx54swFV1Sdwzsw8zC3KxroFhcjW67D9SKffewUSlHXtQ3Irhy1hTLBPdA3j0JnQ1SIvW1wMYDwv8UjbIP75WQcumFsgN7h+63CnfD6RijCzxSZ7lJUlVWIRCqsrBZH5cVMvBkedMVeylDBbbOgRF34+auyddgVAUs2LSEwMJOYIIoGYLTZs2adeMhrwzkUhiMkkkRMawfui/Dv4xGR5eQ5cHo49JwXRlZcZ2SLIWRW5sDk9gnBUaQ6+52QvFpZko1gswb98hgmZoqdpNEBuk8mQhsr8jLAqWqp5eDoHx1TL8gPC9eGzM0O4cVU5ttd14otP7cHbdZ14cW8rOAQxotxXbQJee3oAZ1XmYoWYj3i8y180KjnUOogiox7lYpGJq5eWys9Jx/f9znxtbaUsKCQvU7DvVVV1o1dxG2VeV8vD1+Fzc/L9Jq7KSpzHOi14sUao9Lm/dSBoAZEFxdlerTEAeO3/xuFO2F0cGenCPoY0LS5fUox36rvgcnvQPjCKl8T3eqW2FQ0dQ97VMpv7cfNTu/166wXj7pcP+m1Tm5i/uLdVLs5hd3nwref3we3hsNoFIawW7hqJCPP9/ws1nnA4qzIHGga8cUgQ2PEKs1SOlU9DEZNKXkRi4iAxRxAJ5InqRjjcHDkZOpz69bX4+fVLAQCPfEnISaGcOWK6EU1zXalAyien+pCXmSZ7J8LlrMpcAMCdL+zHN5+rlb1aDrcHD7x1FLuaerFK3AcAeobtsIvtEeraLQHHtrTMhCNtg1GF4t3x3D45vE1N2GzbuA7/vqYSTjfH/tYB/NcLBwKKF98J+KjDhfr2IZw7Ow+LSoSWCse7vcWcr8A81DaIsypy5RDH9xqCV/szW2z4x4H2sAVFOJ+72sTV5REmrh4Px23P1AQswW/wyT9TE4Zq1LYMyGP4/PIyDIw68fknPsbNf9zjVSDj3//0CWqb+3HLX/fiBVFUOxRj9ah455Q2Ptg6gGMqgtp3Yu5bnIMD6BwSvGh7m/tlMRmtt8b3cwg1nnDJTNdhcakJH4rtLCpibEsAxLcRd6qSSl5EYuIgMUcQk4DayrtUoQ4QVvd7R+y4ckkJAGCr2NPLSGKOmGZEMxGtyMtAbmYabE5PVI1zZxdkIk3L0Nw3iiPt4540Dwfe+KwDnANmRSGTqupGaMS7p7LSoi9Ly3LQ2j8WNGfKtyl1Q8cQLv3t+165doEmqUXZ6QinHqDvBPxQ6yBcHo41s/NRZBTy1Hw9c0qBOTTmxKmeEayqHK8qGqraX6SfYzj7+05cv3/FQgDAz69fggsf3olOS+BQUd9jBQsJVaLMW7tkURG0GiH0t9vnvUYcbnAAJ7qtAT8TX++cbOMdjfj+K0KunFTxMdDEXM1OvmONxVujdvxQ1S/DZfXMXHlclfmxe+YoxJAgBCiGiyBixGyx4a6XDuLJr61GcYCmpcqJ0QM3LgcgNMRVlr2WnltUYsQnp4RKblQAhZhuRDMRZYxheXkOdjX1qhY/CUXPsF3OwwrEJyf7BLHCoeoNuPvy+X7//+W5wt+SUPva2krc/2aD17Xizk0H5GPZXR5887la2dOiRJqkStcPAPjDziZoNUwO5VOSpmWYVZAFs8WGQ7+4yqsPXm3LABgDzp6ZB8YYFpUavTxzvq1SzhNbL0gezGCTaGl8kX6O0XzuXz9/Fv704Unc9eJB9InFbwLhe6xAgsRssWHdI+/LoarKzxdc+CxDEWgXDwf+sV841pm+8TDNF/a2jo/rcCd+/PnFAe8lwUSoNNaPfnRpwNeHYiLD9s6emYdNe1uhYd6FjaKFQgwJQoBmigQRI79997gs1O6+bL6fsGsbGJXzOJSTgi2KfBjlhOHKpSXyxMoRhxseQaQS0a76L58hiLlG8zDMw7aIJrNV1Y3Qahg8QTw1soeG85BCRmL/6QEwCJN7m8uD25+tRfewXb5WbPjLJzjVO96sXBky50ugcDs1ISftP2p3wWJz4WSPFQvEcEqzxYa/7TqFeYVZyBELLC0qMQptKDwcGg3Dfa/XebVK+Z+PTwEAVlYIYi6cSXSkn2M0n3teVjquX1mKLfvbA+6ztMwU0bGDens4D/k98SVNy/CVc2fi9gtn47LffYgxpwe3PVOLox0Wr+Ii0vck0HdJQnku9209glf2nfH6LEK9PhQTGZ63eqbw/fFwoGpn9GOUoFBCghAgMUcQMVDb3Ict+wRR9lJNK8wWm58H7pvP1Y736vIIYTZWm9PPEyDdhL90TgWefF8IE3luTwsevGnF5J0QQaQoUiGPgVFnRJNZtRwhg06D1+68ADc9tcfPQzOzIDMsb4DU4Fy5Z5cYmvdyTSvO9I94CTlfJBEQ6DwChcMpX3Oqx4rLfvch9p8ekMXc4ztOwGJzoTRnXOwuKjVhxOFG++AY9DoNdhwdb4XgdHMcbhuCXsdgd7kBpCXVJNrl4bIQCmWzcAgkVPee6kNr/6jf9+S6lWV447OOkDlmd182HxomCJn6DotQ6EXxEt/cQjVPb7hjTVbPVFb6eB+4cM+RIIjQkJgjiBj4vqIZrdvD5WavW8SQqjtf2I+W/jHFPsArNa1wq8TqSDfhuy6ZJ2/7x/42bLxiAd3wCCIEZTnj4ZWRTBQDeWI2vnxIdfvaOQV49/vrozquhMvD8eGJ4D2xQk3qw5nIzynMQl5mGvafHsCGtTPFRvCCF6u5d0T2YC4qFYugdA1je12nXxERoUJmbB6ficBssWHbka6ohFAgAgnV+7YeQUvfiNc2N+fYecysKuR8PYL3bT0ie/VC5TmG611LJlEdDn/Y2QSdGBYcqweRIIhxSMwRRJRsr+tE28CY6nN2lwe3PlPrVTRBwinOlFZV5uD171zk9/x9W4/IK7h0wyOI8HjtQHtU/zeBRJGvF0baHq7XI9wCG5I3CZxHFDIXzkSeMYZzZuVhf6sw5qrqRrg848F90rEXlmQDECpaftQYWGQmmzclnNy9eBHoe1KWk4GDv7gq6Gt9vb9So/JAJLN3LVoCNbdOpu8TQaQqJOYIIgq6Bsdw14sHgu6jJuSUHO30z+2RbnhyWCbd8AgiJLH830yUdyNUbpNEpOGbkXL2rDzsOGrG8a5hbA5ioxm5Qk+8dK0GF84vwKY7zpPH/nLtmaT0pkxmmGEs35NwQmKnOpMpvAliukFijpj2KKtRgkP1cbHR4LXfD7Z8hnBrkyhv2spJnUflRkY3PIKInGT/vwnlpYskfDNSzpmZBwB4aPtROF3eFy2ljWYXZmLb4U5wAPddtwRA8ntTUiXMMNVy2yYCsgFBTByT3meOMXYNY+w4Y6yJMfbjyX7/eKDsGZYMj5NxTKk0VmXbgCcUj30b+Up/f/fFg9hzUmgdIDWiXVpmCvh9kSZADR1DUTXFpRseQQQn2f9vlP3R1K4VEznWlRW50DLgoxM9fiXzle87OOIEB2BI0+CKpUK/S+rjFR+osTPZgCAmkkn1zDHGtAD+H4ArAbQBqGWMvcE5b5jMccSK1ySf84Q/fuDG5Uk3plQZ68PbjuGtw53gHNj06Wl5svPCp6ehYUJew8s1rRhzurD1QDs4B/Y298vfBWliE0656EAFFZTeA7qxEUTkpNL/zWSPNSNdi5zMdPSPOJCZrsX++65EhqKqICAssJ0wC+1QnG6OgVEHio2GpBfJBEEQBMB4OB0w4/VmjJ0P4H7O+dXi3z8BAM75Q4Fes2bNGr5v375JGmFouofGcNEj78Pp5tBpAECozJSox2lahv9z9SI88s7xpBlTsLHec9Ui/O7dyRmrlgmJ5r6V2RgADQMiaBUUFINO49Wk9donPkZDp8VvP71OI5c5VxJpHySCIIhwMVtsOP+hnXBz4Rq8+8eX+YVIKhegplsuF0EQRKrAGNvPOV/jt32SxdyXAFzDOb9D/Ps/AHyOc36Xz37fAvAtAJg5c+Y5p0+fnrQxhuK+rUfwwt7WRA+DSCJo8kMQRLJy39YjeHnfGbgCCDWzxYZ1j7zvtdDku0BFEARBJJ5AYm6yc+bU2qv4qUnO+V8452s452uKiv8wo7UAAAgOSURBVIomYVjhISWDE4QSCjsiCCIZkQuYBMnTpbw4giCI1Gayq1m2AahU/F0BoGOSxxA1wZrAEtMPCo8kCCKZCafKJ+XFEQRBpDaTLeZqASxgjM0B0A5gA4CvTfIYoibcJrBE6kHCjCCIqUY4Qo2uewRBEKnNpIo5zrmLMXYXgHcAaAE8zTmvn8wxxALd9AiCIIhUge5ZBEEQU59JbxrOOd8GYNtkvy9BEARBEARBEMRUYtKbhhMEQRAEQRAEQRCxQ2KOIAiCIAiCIAgiBSExRxAEQRAEQRAEkYKQmCMIgiAIgiAIgkhBSMwRBEEQBEEQBEGkICTmCIIgCIIgCIIgUhAScwRBEARBEARBECkI45wnegxBYYz1ADid6HEkEYUAehM9iCkO2TixkP0nF7J34iDbTy5k78RBtk8cZPvJZSLtPYtzXuS7MenFHOENY2wf53xNoscxlSEbJxay/+RC9k4cZPvJheydOMj2iYNsP7kkwt4UZkkQBEEQBEEQBJGCkJgjCIIgCIIgCIJIQUjMpR5/SfQApgFk48RC9p9cyN6Jg2w/uZC9EwfZPnGQ7SeXSbc35cwRBEEQBEEQBEGkIOSZIwiCIAiCIAiCSEFIzE0wjLFKxtj7jLGjjLF6xthGcXs+Y+w9xlij+DtP3H4lY2w/Y+yI+PsyxbHOEbc3McaqGGMswHuq7scY+wFjrIExdpgxVs0YmzUZNphokszG/yVuP8QY28UYWzoZNkgUyWR7xfNfYoxxxtiUq96VTPZmjN3KGOsRv+uHGGN3TIYNEkUy2V587svi9byeMfbiRJ9/IkgmmzPGfq/4rp9gjA1Ohg0SRZLZfqY4loNMmL9cOxk2SBRJZvtZTJgvHmaMfcAYq5gMG0wmCbL3g4yxM4wxq892PWPsFfH1exljs8M6Cc45/UzgD4AyAGeLj40ATgBYCuARAD8Wt/8YwG/Ex6sBlIuPlwNoVxyrBsD5ABiA7QA+H+A9VfcDcCmATPHxtwG8kmj7TEEbmxT73ADg7UTbZ7rYXjGGjwB8CmBNou0zle0N4FYATybaJtPU9gsAHASQJ/5dnGj7THWb++zzXQBPJ9o+08X2EHKQvi0+XgqgJdH2mUa23wLgG+LjywA8n2j7TBF7nye+r9Vn+50A/iQ+3oAw5+kJN+J0+wHwTwBXAjgOoEzxRTqusi8D0AdAL+5zTPHcVwH8OcCXMpz9VgPYnWh7THEbfxXA9kTbYzrZHsDjAK4H8AGmoJhLJntjmom5JLP9IwDuSLQNppPNffbbA+DKRNtjutgewJ8B/Eh8fD6APYm2xzSyfT2ACsWxLYm2R6rb2+f1vmLuHQDni491EJqPs1BjpjDLSUR0l64GsBdACee8EwDE38UqL/kigIOcczuAGQDaFM+1idt8CXe/b0JYNZhSJIONGWPfYYydhDDhujvac0k1Em17xthqAJWc87diOpEUIdH2lo4pht+8yhirjPJUUo4ksP1CAAsZY7sZY58yxq6J/mxSgySwuTSOWQDmANgZzXmkIklg+/sB3MIYawOwDYJndFqQBLb/TDwmANwEwMgYK4jmXFKBSbJ3MGYAOCO+pwvAEICQ9iYxN0kwxrIB/APA9zjnljD2XwbgNwD+U9qkshtXe2mo/RhjtwBYA+C3ocaRSiSLjTnn/49zPg/AjwDcF2ocU4FE254xpgHwewD3hDfi1CbR9hZ/vwlgNud8JYAdAJ4LNY6pQJLYXgch1PISCKu/f2WM5YYaS6qSJDaX2ADgVc65O9Q4pgJJYvuvAniWc14B4FoAz4vX/ClNktj+XgDrGWMHAawH0A7AFWosqcgk2jvoYaM5xpT/Z0gGGGNpEL4gmzjnr4mbuxljZeLzZQDMiv0rAGwF8HXO+UlxcxsAZeJpBYAOxpiWjSdl/yrQfopjXwHgZwBuEFcSpgTJZGMFLwO4MfazS26SxPZGCLHrHzDGWiDEo7/BpmYRlGSwNzjnfYpryP8AOCee55mMJIvtxef+yTl3cs6bIYQDLYjnuSYLSWRziQ0AXorP2SU3SWT7bwLYDACc808AGAAUxu9Mk49ksT3nvINzfjPnfDWEuSM450NxPt2EM8n2DkYbgErxPXQAcgD0hzyBRMalTocfCCr77wAe99n+W3gnVj4iPs6F6NZWOVYthEmqlFh5bYD3VN0Pguv4JIAFibbLFLbxAsU+/wZgX6LtM11s77PPB5iCOXPJZG+IuQTi45sAfJpo+0wj218D4DnxcSGEsJyCRNtoKttcfG4RgBaEkcOS6j/JZHvx8a3i4yUQhMaU/QySzPaFADTi4wcB/CrR9pkK9lbs75sz9x14F0DZHNY5JNqIU/0HwEUQXKSHARwSf66FEANbDaBR/J0v7n8fgBHFvocgViqDEBpZB0GQPRnoYhZoPwihUN2K476RaPtMQRs/ASFh+BCA9wEsS7R9povtffb5AFNTzCWNvQE8JH7XPxO/64sTbZ9pZHsG4DEADQCOANiQaPtMdZuLz90P4OFE22W62R5CZcHd4rXmEICrEm2faWT7L4nvdwLAXwHoE22fKWLvRyB44Tzi7/vF7QYIFUSbIFTGnBvOOUgfFkEQBEEQBEEQBJFCUM4cQRAEQRAEQRBECkJijiAIgiAIgiAIIgUhMUcQBEEQBEEQBJGCkJgjCIIgCIIgCIJIQUjMEQRBEARBEARBpCAk5giCIAiCIAiCIFIQEnMEQRAEQRAEQRApCIk5giAIgiAIgiCIFOT/A7zX5gGfSjYGAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'objective': 'reg:squarederror', 'base_score': 0.5, 'booster': 'gbtree', 'colsample_bylevel': 1, 'colsample_bynode': 1, 'colsample_bytree': 1, 'gamma': 0, 'gpu_id': -1, 'interaction_constraints': '', 'learning_rate': 0.300000012, 'max_delta_step': 0, 'max_depth': 6, 'min_child_weight': 1, 'monotone_constraints': '()', 'n_jobs': 0, 'num_parallel_tree': 1, 'random_state': 0, 'reg_alpha': 0, 'reg_lambda': 1, 'scale_pos_weight': 1, 'subsample': 1, 'tree_method': 'exact', 'validate_parameters': 1, 'verbosity': None}\n"
     ]
    }
   ],
   "source": [
    "#XGBoost non-optimized\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    " \n",
    "Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "\n",
    "X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "X_train = X_train.fillna(0)\n",
    "X_test = X_test.fillna(0)\n",
    "\n",
    "reg = xgb.XGBRegressor(n_estimators=1000, objective= 'reg:squarederror')\n",
    "reg.fit(X_train, y_train,\n",
    "        eval_set=[(X_train, y_train), (X_test, y_test)],\n",
    "        early_stopping_rounds=200,\n",
    "       verbose=False) # Change verbose to True if you want to see it train\n",
    "\n",
    "Confirmed_test['Confirmed_Prediction'] = reg.predict(X_test)\n",
    "\n",
    "plt.plot(Confirmed_train.index, Confirmed_train['Confirmed'], label='Train',marker ='^')\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed'], label='Test', marker = \"*\")\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed_Prediction'], label='XGBoost', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "print(np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])))\n",
    "print(root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction']))\n",
    "\n",
    "plot_importance(reg)\n",
    "pyplot.show()\n",
    "\n",
    "print(reg.get_xgb_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "O1ZSNoeZ7tdc"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "100%|██████████████████████████████████████████████| 100/100 [00:08<00:00, 11.29trial/s, best loss: 189.19845145089286]\n",
      "189.19845145089286\n",
      "211.00707883459066\n",
      "0.12433510756226905\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'objective': 'reg:squarederror', 'base_score': 0.5, 'booster': 'gbtree', 'colsample_bylevel': 1, 'colsample_bynode': 1, 'colsample_bytree': 0.6017213792577853, 'gamma': 3.827067582958003, 'gpu_id': -1, 'interaction_constraints': '', 'learning_rate': 0.300000012, 'max_delta_step': 0, 'max_depth': 5, 'min_child_weight': 4.0, 'monotone_constraints': '()', 'n_jobs': 0, 'num_parallel_tree': 1, 'random_state': 0, 'reg_alpha': 40, 'reg_lambda': 1, 'scale_pos_weight': 1, 'subsample': 1, 'tree_method': 'exact', 'validate_parameters': 1, 'verbosity': None}\n"
     ]
    }
   ],
   "source": [
    "#XGBoost Optimized\n",
    "space={'max_depth': hp.quniform(\"max_depth\", 3, 18, 1),\n",
    "        'gamma': hp.uniform ('gamma', 1,9),\n",
    "        'reg_alpha' : hp.quniform('reg_alpha', 40,180,1),\n",
    "        'reg_lambda' : hp.uniform('reg_lambda', 0,1),\n",
    "        'colsample_bytree' : hp.uniform('colsample_bytree', 0.5,1),\n",
    "        'min_child_weight' : hp.quniform('min_child_weight', 0, 10, 1),\n",
    "        'n_estimators': hp.quniform('n_estimators', 500,5000,500),\n",
    "    }\n",
    "\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    " \n",
    "Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "\n",
    "X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "X_train = X_train.fillna(0)\n",
    "X_test = X_test.fillna(0)\n",
    "\n",
    "def hyperparameter_tuning(space):\n",
    "    reg=xgb.XGBRegressor(n_estimators =int(space['n_estimators']), max_depth = int(space['max_depth']), gamma = space['gamma'],\n",
    "                         reg_alpha = int(space['reg_alpha']),min_child_weight=space['min_child_weight'],\n",
    "                         colsample_bytree=space['colsample_bytree'], objective= 'reg:squarederror')\n",
    "        \n",
    "    reg.fit(X_train, y_train,\n",
    "            eval_set=[(X_train, y_train), (X_test, y_test)], eval_metric=\"rmse\",\n",
    "            early_stopping_rounds=200,verbose=False)\n",
    "\n",
    "    pred = reg.predict(X_test)\n",
    "    mae= mean_absolute_error(y_pred=pred, y_true=y_test)\n",
    "    #change the metric if you like\n",
    "    clear_output(wait=True)\n",
    "    return {'loss':mae, 'status': STATUS_OK }\n",
    "\n",
    "trials = Trials()\n",
    "best = fmin(fn=hyperparameter_tuning,\n",
    "            space=space,\n",
    "            algo=tpe.suggest,\n",
    "            max_evals=100,\n",
    "            trials=trials)\n",
    "\n",
    "reg = xgb.XGBRegressor(n_estimators =int(best['n_estimators']), max_depth = int(best['max_depth']), gamma = best['gamma'],\n",
    "                         reg_alpha = int(best['reg_alpha']),min_child_weight=best['min_child_weight'],\n",
    "                         colsample_bytree=best['colsample_bytree'], objective= 'reg:squarederror')\n",
    "reg.fit(X_train, y_train,\n",
    "        eval_set=[(X_train, y_train), (X_test, y_test)],\n",
    "        early_stopping_rounds=200,\n",
    "       verbose=False) # Change verbose to True if you want to see it train\n",
    "\n",
    "Confirmed_test['Confirmed_Prediction'] = reg.predict(X_test)\n",
    "\n",
    "plt.plot(Confirmed_train.index, Confirmed_train['Confirmed'], label='Train',marker ='^')\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed'], label='Test', marker = \"*\")\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed_Prediction'], label='XGBoost', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "print(np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])))\n",
    "print(root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction']))\n",
    "\n",
    "plot_importance(reg)\n",
    "pyplot.show()\n",
    "\n",
    "print(reg.get_xgb_params())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "vgQwKQ-27tdg"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "            <style>\n",
       "                .highcharts-tooltip {\n",
       "    display: none !important;\n",
       "}\n",
       ".highcharts-halo {\n",
       "    display: none !important;\n",
       "}\n",
       "\n",
       ".catboost {\n",
       "    position: relative;\n",
       "}\n",
       "\n",
       ".catboost-panel {\n",
       "    position: absolute;\n",
       "    height: 100%;\n",
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       "}\n",
       "\n",
       ".catboost-panel__controls {\n",
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       "\n",
       ".catboost-panel__controls_label {\n",
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       ".catboost-panel__controls_label_time {\n",
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       "\n",
       ".catboost-panel__controls2 {\n",
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       "\n",
       ".catboost-panel__controls2_label {\n",
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       "    cursor: pointer;\n",
       "    width: 90px;\n",
       "    box-sizing: content-box;\n",
       "}\n",
       ".catboost-panel__controls2_label-long {\n",
       "    width: 170px;\n",
       "}\n",
       "\n",
       ".catboost-panel__series {\n",
       "    height: 340px;\n",
       "    overflow-y: auto;\n",
       "}\n",
       "\n",
       ".catboost-graph {\n",
       "    margin-left: 290px;\n",
       "}\n",
       "\n",
       ".catboost-graph__tabs {\n",
       "    padding: 0 0 0 20px;\n",
       "}\n",
       "\n",
       ".catboost-graph__tab {\n",
       "    display: inline-block;\n",
       "    padding: 5px 10px 0 0;\n",
       "}\n",
       "\n",
       ".catboost-graph__tab {\n",
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       "    cursor: pointer;\n",
       "    transition: color 0.1s linear;\n",
       "}\n",
       "\n",
       ".catboost-graph__tab:hover {\n",
       "    color: #333;\n",
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       "\n",
       ".catboost-graph__tab_active {\n",
       "    color: #000;\n",
       "    cursor: auto;\n",
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       "\n",
       ".catboost-graph__charts {\n",
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       "\n",
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       "}\n",
       "\n",
       ".catboost-graph__chart_active {\n",
       "    display: block;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie {\n",
       "    padding-bottom: 5px;\n",
       "    border-bottom: 1px solid rgba(0, 0, 0, 0.3);\n",
       "    position: relative;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_bottom,\n",
       ".catboost-panel__serie_middle,\n",
       ".catboost-panel__serie_top {\n",
       "    white-space: nowrap;\n",
       "    position: relative;\n",
       "}\n",
       "\n",
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       "}\n",
       "\n",
       ".catboost-panel__serie_label {\n",
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       "    width: 200px;\n",
       "    text-overflow: ellipsis;\n",
       "    box-sizing: border-box;\n",
       "    cursor: pointer;\n",
       "    margin-bottom: 0;\n",
       "    overflow: hidden;\n",
       "    position: relative;\n",
       "    top: 5px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_hint {\n",
       "    position: absolute;\n",
       "    font-size: 9px;\n",
       "    left: 0;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie__learn_hint {\n",
       "    top: 56px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie__test_hint {\n",
       "    top: 82px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_bottom {\n",
       "    padding-bottom: 6px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_time {\n",
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       "    top: 5px;\n",
       "    right: 2px;\n",
       "    height: 20px;\n",
       "    padding: 0 0 0 20px;\n",
       "    margin-bottom: 3px;\n",
       "    overflow: hidden;\n",
       "\n",
       "    text-overflow: ellipsis;\n",
       "    box-sizing: border-box;\n",
       "    text-align: left;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_learn_pic,\n",
       ".catboost-panel__serie_test_pic {\n",
       "    width: 13px;\n",
       "    height: 1px;\n",
       "    border-top-width: 1px;\n",
       "    position: relative;\n",
       "    top: -3px;\n",
       "    margin-right: 5px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_learn_pic {\n",
       "    border-top-style: dashed;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_test_pic {\n",
       "    border-top-style: solid;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie-value {\n",
       "    display: inline-block;\n",
       "    min-width: 30px;\n",
       "    margin-right: 2px;\n",
       "}\n",
       "\n",
       ".catboost-panel__controls_label .catboost-panel__serie_learn_pic {\n",
       "    padding-left: 4px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_names {\n",
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       "}\n",
       "\n",
       ".catboost-panel__serie_scroll {\n",
       "    width: 240px;\n",
       "    overflow-x: auto;\n",
       "    margin-left: 20px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_learn_name,\n",
       ".catboost-panel__serie_test_name,\n",
       ".catboost-panel__serie_learn_value,\n",
       ".catboost-panel__serie_test_value,\n",
       ".catboost-panel__serie_best_learn_value,\n",
       ".catboost-panel__serie_best_test_value {\n",
       "    width: 85px;\n",
       "    position: relative;\n",
       "    padding: 0 8px 0 0;\n",
       "    box-sizing: content-box;\n",
       "    overflow: hidden;\n",
       "    text-overflow: ellipsis;\n",
       "    top: 5px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_iteration,\n",
       ".catboost-panel__serie_best_iteration {\n",
       "    display: inline-block;\n",
       "    position: absolute;\n",
       "    box-sizing: content-box;\n",
       "    overflow: hidden;\n",
       "    right: 2px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_iteration {\n",
       "    top: 55px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_best_iteration {\n",
       "    top: 80px;\n",
       "}\n",
       "\n",
       ".catboost-panel__control_slider {\n",
       "    width: 100px !important;\n",
       "    margin-left: 0;\n",
       "    position: relative;\n",
       "    display: inline-block !important;\n",
       "    top: 3px;\n",
       "}\n",
       "\n",
       ".catboost-panel__control_slidervalue {\n",
       "    width: 50px;\n",
       "    padding: 2px 3px;\n",
       "    margin-left: 4px;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_time_spend,\n",
       ".catboost-panel__serie_time_left {\n",
       "    display: inline-block;\n",
       "}\n",
       "\n",
       ".catboost-panel__serie_time_left {\n",
       "    margin-left: 10px;\n",
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       "\n",
       ".catboost-panel__serie_learn_pic,\n",
       ".catboost-panel__serie_learn_name,\n",
       ".catboost-panel__serie_learn_value,\n",
       ".catboost-panel__serie_best_learn_value {\n",
       "    display: inline-block;\n",
       "}\n",
       ".catboost-panel__serie_test_pic,\n",
       ".catboost-panel__serie_test_name,\n",
       ".catboost-panel__serie_test_value,\n",
       ".catboost-panel__serie_best_test_value {\n",
       "    display: inline-block;\n",
       "}\n",
       "\n",
       ".catboost-panel__series_learn_disabled .catboost-panel__serie_learn_pic,\n",
       ".catboost-panel__series_learn_disabled .catboost-panel__serie_learn_name,\n",
       ".catboost-panel__series_learn_disabled .catboost-panel__serie_learn_value,\n",
       ".catboost-panel__series_learn_disabled .catboost-panel__serie_best_learn_value {\n",
       "    display: none;\n",
       "}\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_test_pic,\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_test_name,\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_test_value,\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_best_test_value {\n",
       "    display: none;\n",
       "}\n",
       "\n",
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       ".catboost-panel__series_learn_disabled .catboost-panel__serie_best_test_value {\n",
       "    width: 216px;\n",
       "}\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_learn_value,\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_best_learn_value {\n",
       "    width: 216px;\n",
       "}\n",
       "*/\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie__test_hint,\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_best_iteration {\n",
       "    display: none;\n",
       "}\n",
       "\n",
       ".catboost-panel__series_test_disabled.catboost-panel__series_learn_disabled .catboost-panel__serie_middle {\n",
       "    display: none;\n",
       "}\n",
       "\n",
       ".catboost-panel__series_test_disabled .catboost-panel__serie_bottom {\n",
       "    display: none;\n",
       "}\n",
       "\n",
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n=t(\"./arrow_paths\"),a=t(\"../../plots/font_attributes\"),o=t(\"../../plots/cartesian/constants\"),i=t(\"../../lib/extend\").extendFlat;e.exports={_isLinkedToArray:\"annotation\",visible:{valType:\"boolean\",dflt:!0},text:{valType:\"string\"},textangle:{valType:\"angle\",dflt:0},font:i({},a,{}),width:{valType:\"number\",min:1,dflt:null},height:{valType:\"number\",min:1,dflt:null},opacity:{valType:\"number\",min:0,max:1,dflt:1},align:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"center\"},valign:{valType:\"enumerated\",values:[\"top\",\"middle\",\"bottom\"],dflt:\"middle\"},bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\"},bordercolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\"},borderpad:{valType:\"number\",min:0,dflt:1},borderwidth:{valType:\"number\",min:0,dflt:1},showarrow:{valType:\"boolean\",dflt:!0},arrowcolor:{valType:\"color\"},arrowhead:{valType:\"integer\",min:0,max:n.length,dflt:1},arrowsize:{valType:\"number\",min:.3,dflt:1},arrowwidth:{valType:\"number\",min:.1},standoff:{valType:\"number\",min:0,dflt:0},ax:{valType:\"any\"},ay:{valType:\"any\"},axref:{valType:\"enumerated\",dflt:\"pixel\",values:[\"pixel\",o.idRegex.x.toString()]},ayref:{valType:\"enumerated\",dflt:\"pixel\",values:[\"pixel\",o.idRegex.y.toString()]},xref:{valType:\"enumerated\",values:[\"paper\",o.idRegex.x.toString()]},x:{valType:\"any\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"auto\"},xshift:{valType:\"number\",dflt:0},yref:{valType:\"enumerated\",values:[\"paper\",o.idRegex.y.toString()]},y:{valType:\"any\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"auto\"},yshift:{valType:\"number\",dflt:0},clicktoshow:{valType:\"enumerated\",values:[!1,\"onoff\",\"onout\"],dflt:!1},xclick:{valType:\"any\"},yclick:{valType:\"any\"},hovertext:{valType:\"string\"},hoverlabel:{bgcolor:{valType:\"color\"},bordercolor:{valType:\"color\"},font:i({},a,{})},captureevents:{valType:\"boolean\"},_deprecated:{ref:{valType:\"string\"}}}},{\"../../lib/extend\":132,\"../../plots/cartesian/constants\":176,\"../../plots/font_attributes\":195,\"./arrow_paths\":15}],17:[function(t,e,r){\"use 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J=1/0;for(I=0;I<Y.length;I++)if((R=Y[I])&&R[0]&&R[0].trace&&R[0].trace.visible===!0&&(F=R[0].trace,[\"carpet\",\"contourcarpet\"].indexOf(F._module.name)===-1)){if(j=w.getSubplot(F),B=n.indexOf(j),q=D,U={cd:R,trace:F,xa:T[B],ya:L[B],name:t.data.length>1||F.hoverinfo.indexOf(\"name\")!==-1?F.name:void 0,index:!1,distance:Math.min(J,k.MAXDIST),color:y.defaultLine,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},d[j]&&(U.subplot=d[j]._subplot),X=G.length,\"array\"===q){var K=e[I];\"pointNumber\"in K?(U.index=K.pointNumber,q=\"closest\"):(q=\"\",\"xval\"in K&&(H=K.xval,q=\"x\"),\"yval\"in K&&(V=K.yval,q=q?\"closest\":\"y\"))}else H=P[B],V=E[B];if(F._module&&F._module.hoverPoints){var tt=F._module.hoverPoints(U,H,V,q);if(tt)for(var et,rt=0;rt<tt.length;rt++)et=tt[rt],f(et.x0)&&f(et.y0)&&G.push(l(et,D))}else h.log(\"Unrecognized trace type in hover:\",F);\"closest\"===D&&G.length>X&&(G.splice(0,X),J=G[0].distance)}if(0===G.length)return x.unhoverRaw(t,e);G.sort(function(t,e){return t.distance-e.distance});var nt=t._hoverdata,at=[];for(N=0;N<G.length;N++){var ot=G[N],it={data:ot.trace._input,fullData:ot.trace,curveNumber:ot.trace.index,pointNumber:ot.index};ot.trace._module.eventData?it=ot.trace._module.eventData(it,ot):(it.x=ot.xVal,it.y=ot.yVal,it.xaxis=ot.xa,it.yaxis=ot.ya,void 0!==ot.zLabelVal&&(it.z=ot.zLabelVal)),at.push(it)}if(t._hoverdata=at,c(t,e,nt)&&d._hasCartesian){s(G,{hovermode:D,fullLayout:d,container:d._hoverlayer,outerContainer:d._paperdiv})}var lt=\"y\"===D&&Y.length>1,st=y.combine(d.plot_bgcolor||y.background,d.paper_bgcolor),ct={hovermode:D,rotateLabels:lt,bgColor:st,container:d._hoverlayer,outerContainer:d._paperdiv,commonLabelOpts:d.hoverlabel},ut=a(G,ct);if(o(G,lt?\"xa\":\"ya\"),i(ut,lt),e.target&&e.target.tagName){var ft=_.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,at);v(u.select(e.target),ft?\"pointer\":\"\")}e.target&&c(t,e,nt)&&(nt&&t.emit(\"plotly_unhover\",{event:e,points:nt}),t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:T,yaxes:L,xvals:P,yvals:E}))}function a(t,e){var r,n,a=e.hovermode,o=e.rotateLabels,i=e.bgColor,l=e.container,s=e.outerContainer,c=e.commonLabelOpts||{},f=e.fontFamily||k.HOVERFONT,d=e.fontSize||k.HOVERFONTSIZE,h=t[0],p=h.xa,v=h.ya,x=\"y\"===a?\"yLabel\":\"xLabel\",b=h[x],_=(String(b)||\"\").split(\" \")[0],w=s.node().getBoundingClientRect(),A=w.top,T=w.width,L=w.height,C=h.distance<=k.MAXDIST&&(\"x\"===a||\"y\"===a);for(r=0;r<t.length;r++){n=t[r].trace.hoverinfo;var O=n.split(\"+\");if(O.indexOf(\"all\")===-1&&O.indexOf(a)===-1){C=!1;break}}var D=l.selectAll(\"g.axistext\").data(C?[0]:[]);D.enter().append(\"g\").classed(\"axistext\",!0),D.exit().remove(),D.each(function(){var e=u.select(this),r=e.selectAll(\"path\").data([0]),n=e.selectAll(\"text\").data([0]);r.enter().append(\"path\").style({fill:c.bgcolor||y.defaultLine,stroke:c.bordercolor||y.background,\"stroke-width\":\"1px\"}),n.enter().append(\"text\").call(m.font,c.font.family||f,c.font.size||d,c.font.color||y.background).attr(\"data-notex\",1),n.text(b).call(g.convertToTspans).call(m.setPosition,0,0).selectAll(\"tspan.line\").call(m.setPosition,0,0),e.attr(\"transform\",\"\");var o=n.node().getBoundingClientRect();if(\"x\"===a){n.attr(\"text-anchor\",\"middle\").call(m.setPosition,0,\"top\"===p.side?A-o.bottom-S-z:A-o.top+S+z).selectAll(\"tspan.line\").attr({x:n.attr(\"x\"),y:n.attr(\"y\")});var i=\"top\"===p.side?\"-\":\"\";r.attr(\"d\",\"M0,0L\"+S+\",\"+i+S+\"H\"+(z+o.width/2)+\"v\"+i+(2*z+o.height)+\"H-\"+(z+o.width/2)+\"V\"+i+S+\"H-\"+S+\"Z\"),e.attr(\"transform\",\"translate(\"+(p._offset+(h.x0+h.x1)/2)+\",\"+(v._offset+(\"top\"===p.side?0:v._length))+\")\")}else{n.attr(\"text-anchor\",\"right\"===v.side?\"start\":\"end\").call(m.setPosition,(\"right\"===v.side?1:-1)*(z+S),A-o.top-o.height/2).selectAll(\"tspan.line\").attr({x:n.attr(\"x\"),y:n.attr(\"y\")});var l=\"right\"===v.side?\"\":\"-\";r.attr(\"d\",\"M0,0L\"+l+S+\",\"+S+\"V\"+(z+o.height/2)+\"h\"+l+(2*z+o.width)+\"V-\"+(z+o.height/2)+\"H\"+l+S+\"V-\"+S+\"Z\"),e.attr(\"transform\",\"translate(\"+(p._offset+(\"right\"===v.side?p._length:0))+\",\"+(v._offset+(h.y0+h.y1)/2)+\")\")}t=t.filter(function(t){return void 0!==t.zLabelVal||(t[x]||\"\").split(\" \")[0]===_})});var P=l.selectAll(\"g.hovertext\").data(t,function(t){return[t.trace.index,t.index,t.x0,t.y0,t.name,t.attr,t.xa,t.ya||\"\"].join(\",\")});return P.enter().append(\"g\").classed(\"hovertext\",!0).each(function(){var t=u.select(this);t.append(\"rect\").call(y.fill,y.addOpacity(i,.8)),t.append(\"text\").classed(\"name\",!0),t.append(\"path\").style(\"stroke-width\",\"1px\"),t.append(\"text\").classed(\"nums\",!0).call(m.font,f,d)}),P.exit().remove(),P.each(function(t){var e=u.select(this).attr(\"transform\",\"\"),r=\"\",n=\"\",l=y.opacity(t.color)?t.color:y.defaultLine,s=y.combine(l,i),c=t.borderColor||y.contrast(s);void 0!==t.nameOverride&&(t.name=t.nameOverride),t.name&&(r=g.plainText(t.name||\"\"),r.length>15&&(r=r.substr(0,12)+\"...\")),void 0!==t.extraText&&(n+=t.extraText),void 0!==t.zLabel?(void 0!==t.xLabel&&(n+=\"x: \"+t.xLabel+\"<br>\"),void 0!==t.yLabel&&(n+=\"y: \"+t.yLabel+\"<br>\"),n+=(n?\"z: \":\"\")+t.zLabel):C&&t[a+\"Label\"]===b?n=t[(\"x\"===a?\"y\":\"x\")+\"Label\"]||\"\":void 0===t.xLabel?void 0!==t.yLabel&&(n=t.yLabel):n=void 0===t.yLabel?t.xLabel:\"(\"+t.xLabel+\", \"+t.yLabel+\")\",t.text&&!Array.isArray(t.text)&&(n+=(n?\"<br>\":\"\")+t.text),\"\"===n&&(\"\"===r&&e.remove(),n=r);var h=e.select(\"text.nums\").call(m.font,t.fontFamily||f,t.fontSize||d,t.fontColor||c).call(m.setPosition,0,0).text(n).attr(\"data-notex\",1).call(g.convertToTspans);h.selectAll(\"tspan.line\").call(m.setPosition,0,0);var p=e.select(\"text.name\"),v=0;r&&r!==n?(p.call(m.font,t.fontFamily||f,t.fontSize||d,s).text(r).call(m.setPosition,0,0).attr(\"data-notex\",1).call(g.convertToTspans),p.selectAll(\"tspan.line\").call(m.setPosition,0,0),v=p.node().getBoundingClientRect().width+2*z):(p.remove(),e.select(\"rect\").remove()),e.select(\"path\").style({fill:s,stroke:c});var x,_,w=h.node().getBoundingClientRect(),k=t.xa._offset+(t.x0+t.x1)/2,O=t.ya._offset+(t.y0+t.y1)/2,D=Math.abs(t.x1-t.x0),P=Math.abs(t.y1-t.y0),E=w.width+S+z+v;t.ty0=A-w.top,t.bx=w.width+2*z,t.by=w.height+2*z,t.anchor=\"start\",t.txwidth=w.width,t.tx2width=v,t.offset=0,o?(t.pos=k,x=O+P/2+E<=L,_=O-P/2-E>=0,\"top\"!==t.idealAlign&&x||!_?x?(O+=P/2,t.anchor=\"start\"):t.anchor=\"middle\":(O-=P/2,t.anchor=\"end\")):(t.pos=O,x=k+D/2+E<=T,_=k-D/2-E>=0,\"left\"!==t.idealAlign&&x||!_?x?(k+=D/2,t.anchor=\"start\"):t.anchor=\"middle\":(k-=D/2,t.anchor=\"end\")),h.attr(\"text-anchor\",t.anchor),v&&p.attr(\"text-anchor\",t.anchor),e.attr(\"transform\",\"translate(\"+k+\",\"+O+\")\"+(o?\"rotate(\"+M+\")\":\"\"))}),P}function o(t,e){function r(t){var e=t[0],r=t[t.length-1];if(a=e.pmin-e.pos-e.dp+e.size,o=r.pos+r.dp+r.size-e.pmax,a>.01){for(l=t.length-1;l>=0;l--)t[l].dp+=a;n=!1}if(!(o<.01)){if(a<-.01){for(l=t.length-1;l>=0;l--)t[l].dp-=o;n=!1}if(n){var c=0;for(i=0;i<t.length;i++)s=t[i],s.pos+s.dp+s.size>e.pmax&&c++;for(i=t.length-1;i>=0&&!(c<=0);i--)s=t[i],s.pos>e.pmax-1&&(s.del=!0,c--);for(i=0;i<t.length&&!(c<=0);i++)if(s=t[i],s.pos<e.pmin+1)for(s.del=!0,c--,o=2*s.size,l=t.length-1;l>=0;l--)t[l].dp-=o;for(i=t.length-1;i>=0&&!(c<=0);i--)s=t[i],s.pos+s.dp+s.size>e.pmax&&(s.del=!0,c--)}}}for(var n,a,o,i,l,s,c,u=0,f=t.map(function(t,r){var n=t[e];return[{i:r,dp:0,pos:t.pos,posref:t.posref,size:t.by*(\"x\"===n._id.charAt(0)?T:1)/2,pmin:n._offset,pmax:n._offset+n._length}]}).sort(function(t,e){return t[0].posref-e[0].posref});!n&&u<=t.length;){for(u++,n=!0,i=0;i<f.length-1;){var d=f[i],h=f[i+1],p=d[d.length-1],g=h[0];if((a=p.pos+p.dp+p.size-g.pos-g.dp+g.size)>.01&&p.pmin===g.pmin&&p.pmax===g.pmax){for(l=h.length-1;l>=0;l--)h[l].dp+=a;for(d.push.apply(d,h),f.splice(i+1,1),c=0,l=d.length-1;l>=0;l--)c+=d[l].dp;for(o=c/d.length,l=d.length-1;l>=0;l--)d[l].dp-=o;n=!1}else i++}f.forEach(r)}for(i=f.length-1;i>=0;i--){var v=f[i];for(l=v.length-1;l>=0;l--){var m=v[l],y=t[m.i];y.offset=m.dp,y.del=m.del}}}function i(t,e){t.each(function(t){var r=u.select(this);if(t.del)return void r.remove();var n=\"end\"===t.anchor?-1:1,a=r.select(\"text.nums\"),o={start:1,end:-1,middle:0}[t.anchor],i=o*(S+z),l=i+o*(t.txwidth+z),s=0,c=t.offset;\"middle\"===t.anchor&&(i-=t.tx2width/2,l-=t.tx2width/2),e&&(c*=-C,s=t.offset*L),r.select(\"path\").attr(\"d\",\"middle\"===t.anchor?\"M-\"+t.bx/2+\",-\"+t.by/2+\"h\"+t.bx+\"v\"+t.by+\"h-\"+t.bx+\"Z\":\"M0,0L\"+(n*S+s)+\",\"+(S+c)+\"v\"+(t.by/2-S)+\"h\"+n*t.bx+\"v-\"+t.by+\"H\"+(n*S+s)+\"V\"+(c-S)+\"Z\"),a.call(m.setPosition,i+s,c+t.ty0-t.by/2+z).selectAll(\"tspan.line\").attr({x:a.attr(\"x\"),y:a.attr(\"y\")}),t.tx2width&&(r.select(\"text.name, text.name tspan.line\").call(m.setPosition,l+o*z+s,c+t.ty0-t.by/2+z),r.select(\"rect\").call(m.setRect,l+(o-1)*t.tx2width/2+s,c-t.by/2-1,t.tx2width,t.by+2))})}function l(t,e){function r(e,r,i){var l;if(o[r])l=o[r];else if(a[r]){var s=a[r];Array.isArray(s)&&Array.isArray(s[t.index[0]])&&(l=s[t.index[0]][t.index[1]])}else l=h.nestedProperty(n,i).get();l&&(t[e]=l)}var n=t.trace||{},a=t.cd[0],o=t.cd[t.index]||{};t.posref=\"y\"===e?(t.x0+t.x1)/2:(t.y0+t.y1)/2,t.x0=h.constrain(t.x0,0,t.xa._length),t.x1=h.constrain(t.x1,0,t.xa._length),t.y0=h.constrain(t.y0,0,t.ya._length),t.y1=h.constrain(t.y1,0,t.ya._length);var i;if(void 0!==t.xLabelVal){i=\"log\"===t.xa.type&&t.xLabelVal<=0;var l=b.tickText(t.xa,t.xa.c2l(i?-t.xLabelVal:t.xLabelVal),\"hover\");i?0===t.xLabelVal?t.xLabel=\"0\":t.xLabel=\"-\"+l.text:t.xLabel=l.text,t.xVal=t.xa.c2d(t.xLabelVal)}if(void 0!==t.yLabelVal){i=\"log\"===t.ya.type&&t.yLabelVal<=0;var s=b.tickText(t.ya,t.ya.c2l(i?-t.yLabelVal:t.yLabelVal),\"hover\");i?0===t.yLabelVal?t.yLabel=\"0\":t.yLabel=\"-\"+s.text:t.yLabel=s.text,t.yVal=t.ya.c2d(t.yLabelVal)}if(void 0!==t.zLabelVal&&(t.zLabel=String(t.zLabelVal)),!(isNaN(t.xerr)||\"log\"===t.xa.type&&t.xerr<=0)){var c=b.tickText(t.xa,t.xa.c2l(t.xerr),\"hover\").text;void 0!==t.xerrneg?t.xLabel+=\" +\"+c+\" / -\"+b.tickText(t.xa,t.xa.c2l(t.xerrneg),\"hover\").text:t.xLabel+=\" \\xb1 \"+c,\"x\"===e&&(t.distance+=1)}if(!(isNaN(t.yerr)||\"log\"===t.ya.type&&t.yerr<=0)){var u=b.tickText(t.ya,t.ya.c2l(t.yerr),\"hover\").text;void 0!==t.yerrneg?t.yLabel+=\" +\"+u+\" / -\"+b.tickText(t.ya,t.ya.c2l(t.yerrneg),\"hover\").text:t.yLabel+=\" \\xb1 \"+u,\"y\"===e&&(t.distance+=1)}var f=t.trace.hoverinfo;return\"all\"!==f&&(f=f.split(\"+\"),f.indexOf(\"x\")===-1&&(t.xLabel=void 0),f.indexOf(\"y\")===-1&&(t.yLabel=void 0),f.indexOf(\"z\")===-1&&(t.zLabel=void 0),f.indexOf(\"text\")===-1&&(t.text=void 0),f.indexOf(\"name\")===-1&&(t.name=void 0)),r(\"color\",\"hbg\",\"hoverlabel.bgcolor\"),r(\"borderColor\",\"hbc\",\"hoverlabel.bordercolor\"),r(\"fontFamily\",\"htf\",\"hoverlabel.font.family\"),r(\"fontSize\",\"hts\",\"hoverlabel.font.size\"),r(\"fontColor\",\"htc\",\"hoverlabel.font.color\"),t}function s(t,e){var r=e.hovermode,n=e.container,a=t[0],o=a.xa,i=a.ya,l=o.showspikes,s=i.showspikes;if(n.selectAll(\".spikeline\").remove(),\"closest\"===r&&(l||s)){var c=e.fullLayout,u=o._offset+(a.x0+a.x1)/2,f=i._offset+(a.y0+a.y1)/2,h=y.combine(c.plot_bgcolor,c.paper_bgcolor),p=d.readability(a.color,h)<1.5?y.contrast(h):a.color;if(s){var g=i.spikemode,v=i.spikethickness,x=i.spikecolor||p,b=i._boundingBox,_=(b.left+b.right)/2<u?b.right:b.left;if(g.indexOf(\"toaxis\")!==-1||g.indexOf(\"across\")!==-1){var w=_,k=u;g.indexOf(\"across\")!==-1&&(w=i._counterSpan[0],k=i._counterSpan[1]),n.append(\"line\").attr({x1:w,x2:k,y1:f,y2:f,\"stroke-width\":v+2,stroke:h}).classed(\"spikeline\",!0).classed(\"crisp\",!0),n.append(\"line\").attr({x1:w,x2:k,y1:f,y2:f,\"stroke-width\":v,stroke:x,\"stroke-dasharray\":m.dashStyle(i.spikedash,v)}).classed(\"spikeline\",!0).classed(\"crisp\",!0)}g.indexOf(\"marker\")!==-1&&n.append(\"circle\").attr({cx:_+(\"right\"!==i.side?v:-v),cy:f,r:v,fill:x}).classed(\"spikeline\",!0)}if(l){var M=o.spikemode,A=o.spikethickness,T=o.spikecolor||p,L=o._boundingBox,C=(L.top+L.bottom)/2<f?L.bottom:L.top;if(M.indexOf(\"toaxis\")!==-1||M.indexOf(\"across\")!==-1){var S=C,z=f;M.indexOf(\"across\")!==-1&&(S=o._counterSpan[0],z=o._counterSpan[1]),n.append(\"line\").attr({x1:u,x2:u,y1:S,y2:z,\"stroke-width\":A+2,stroke:h}).classed(\"spikeline\",!0).classed(\"crisp\",!0),n.append(\"line\").attr({x1:u,x2:u,y1:S,y2:z,\"stroke-width\":A,stroke:T,\"stroke-dasharray\":m.dashStyle(o.spikedash,A)}).classed(\"spikeline\",!0).classed(\"crisp\",!0)}M.indexOf(\"marker\")!==-1&&n.append(\"circle\").attr({cx:u,cy:C-(\"top\"!==o.side?A:-A),r:A,fill:T}).classed(\"spikeline\",!0)}}}function c(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var a=r[n],o=t._hoverdata[n];if(a.curveNumber!==o.curveNumber||String(a.pointNumber)!==String(o.pointNumber))return!0}return!1}var u=t(\"d3\"),f=t(\"fast-isnumeric\"),d=t(\"tinycolor2\"),h=t(\"../../lib\"),p=t(\"../../lib/events\"),g=t(\"../../lib/svg_text_utils\"),v=t(\"../../lib/override_cursor\"),m=t(\"../drawing\"),y=t(\"../color\"),x=t(\"../dragelement\"),b=t(\"../../plots/cartesian/axes\"),_=t(\"../../registry\"),w=t(\"./helpers\"),k=t(\"./constants\"),M=k.YANGLE,A=Math.PI*M/180,T=1/Math.sin(A),L=Math.cos(A),C=Math.sin(A),S=k.HOVERARROWSIZE,z=k.HOVERTEXTPAD;r.hover=function(t,e,r){if(\"string\"==typeof t&&(t=document.getElementById(t)),void 0===t._lastHoverTime&&(t._lastHoverTime=0),void 0!==t._hoverTimer&&(clearTimeout(t._hoverTimer),t._hoverTimer=void 0),Date.now()>t._lastHoverTime+k.HOVERMINTIME)return n(t,e,r),void(t._lastHoverTime=Date.now());t._hoverTimer=setTimeout(function(){n(t,e,r),t._lastHoverTime=Date.now(),t._hoverTimer=void 0},k.HOVERMINTIME)},r.loneHover=function(t,e){var r={color:t.color||y.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,trace:{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0},n=u.select(e.container),o=e.outerContainer?u.select(e.outerContainer):n,l={hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||y.background,container:n,outerContainer:o},s=a([r],l);return i(s,l.rotateLabels),s.node()}},{\"../../lib\":136,\"../../lib/events\":131,\"../../lib/override_cursor\":145,\"../../lib/svg_text_utils\":153,\"../../plots/cartesian/axes\":171,\"../../registry\":206,\"../color\":25,\"../dragelement\":46,\"../drawing\":49,\"./constants\":61,\"./helpers\":63,d3:7,\"fast-isnumeric\":10,tinycolor2:13}],65:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");e.exports=function(t,e,r,a){a=a||{},r(\"hoverlabel.bgcolor\",a.bgcolor),r(\"hoverlabel.bordercolor\",a.bordercolor),n.coerceFont(r,\"hoverlabel.font\",a.font)}},{\"../../lib\":136}],66:[function(t,e,r){\"use strict\";function n(t){var e=i.isD3Selection(t)?t:o.select(t);e.selectAll(\"g.hovertext\").remove(),e.selectAll(\".spikeline\").remove()}function a(t,e,r){var n=t.hoverlabel||{},a=i.nestedProperty(n,r).get();return Array.isArray(a)?Array.isArray(e)&&Array.isArray(a[e[0]])?a[e[0]][e[1]]:a[e]:a}var 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n=o({},t);return[[n,[\"marker\",\"color\"],[\"color\"]],[n,[\"marker\",\"opacity\"],[\"opacity\"]],[n,[\"marker\",\"line\",\"color\"],[\"strokeColor\"]],[n,[\"marker\",\"line\",\"dash\"],[\"strokeDash\"]],[n,[\"marker\",\"line\",\"width\"],[\"strokeSize\"]],[n,[\"marker\",\"symbol\"],[\"dotType\"]],[n,[\"marker\",\"size\"],[\"dotSize\"]],[n,[\"marker\",\"barWidth\"],[\"barWidth\"]],[n,[\"line\",\"interpolation\"],[\"lineInterpolation\"]],[n,[\"showlegend\"],[\"visibleInLegend\"]]].forEach(function(t,r){i.util.translator.apply(null,t.concat(e))}),e||delete n.marker,e&&delete n.groupId,e?(\"LinePlot\"===n.geometry?(n.type=\"scatter\",n.dotVisible===!0?(delete n.dotVisible,n.mode=\"lines+markers\"):n.mode=\"lines\"):\"DotPlot\"===n.geometry?(n.type=\"scatter\",n.mode=\"markers\"):\"AreaChart\"===n.geometry?n.type=\"area\":\"BarChart\"===n.geometry&&(n.type=\"bar\"),delete n.geometry):(\"scatter\"===n.type?\"lines\"===n.mode?n.geometry=\"LinePlot\":\"markers\"===n.mode?n.geometry=\"DotPlot\":\"lines+markers\"===n.mode&&(n.geometry=\"LinePlot\",n.dotVisible=!0):\"area\"===n.type?n.geometry=\"AreaChart\":\"bar\"===n.type&&(n.geometry=\"BarChart\"),delete n.mode,delete n.type),n}),!e&&t.layout&&\"stack\"===t.layout.barmode)){var a=i.util.duplicates(r.data.map(function(t,e){return t.geometry}));r.data.forEach(function(t,e){var n=a.indexOf(t.geometry);n!=-1&&(r.data[e].groupId=n)})}if(t.layout){var l=o({},t.layout);if([[l,[\"plot_bgcolor\"],[\"backgroundColor\"]],[l,[\"showlegend\"],[\"showLegend\"]],[l,[\"radialaxis\"],[\"radialAxis\"]],[l,[\"angularaxis\"],[\"angularAxis\"]],[l.angularaxis,[\"showline\"],[\"gridLinesVisible\"]],[l.angularaxis,[\"showticklabels\"],[\"labelsVisible\"]],[l.angularaxis,[\"nticks\"],[\"ticksCount\"]],[l.angularaxis,[\"tickorientation\"],[\"tickOrientation\"]],[l.angularaxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[l.angularaxis,[\"range\"],[\"domain\"]],[l.angularaxis,[\"endpadding\"],[\"endPadding\"]],[l.radialaxis,[\"showline\"],[\"gridLinesVisible\"]],[l.radialaxis,[\"tickorientation\"],[\"tickOrientation\"]],[l.radialaxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[l.radialaxis,[\"range\"],[\"domain\"]],[l.angularAxis,[\"showline\"],[\"gridLinesVisible\"]],[l.angularAxis,[\"showticklabels\"],[\"labelsVisible\"]],[l.angularAxis,[\"nticks\"],[\"ticksCount\"]],[l.angularAxis,[\"tickorientation\"],[\"tickOrientation\"]],[l.angularAxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[l.angularAxis,[\"range\"],[\"domain\"]],[l.angularAxis,[\"endpadding\"],[\"endPadding\"]],[l.radialAxis,[\"showline\"],[\"gridLinesVisible\"]],[l.radialAxis,[\"tickorientation\"],[\"tickOrientation\"]],[l.radialAxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[l.radialAxis,[\"range\"],[\"domain\"]],[l.font,[\"outlinecolor\"],[\"outlineColor\"]],[l.legend,[\"traceorder\"],[\"reverseOrder\"]],[l,[\"labeloffset\"],[\"labelOffset\"]],[l,[\"defaultcolorrange\"],[\"defaultColorRange\"]]].forEach(function(t,r){i.util.translator.apply(null,t.concat(e))}),e?(void 0!==l.tickLength&&(l.angularaxis.ticklen=l.tickLength,delete l.tickLength),l.tickColor&&(l.angularaxis.tickcolor=l.tickColor,delete l.tickColor)):(l.angularAxis&&void 0!==l.angularAxis.ticklen&&(l.tickLength=l.angularAxis.ticklen),l.angularAxis&&void 0!==l.angularAxis.tickcolor&&(l.tickColor=l.angularAxis.tickcolor)),l.legend&&\"boolean\"!=typeof l.legend.reverseOrder&&(l.legend.reverseOrder=\"normal\"!=l.legend.reverseOrder),l.legend&&\"boolean\"==typeof l.legend.traceorder&&(l.legend.traceorder=l.legend.traceorder?\"reversed\":\"normal\",delete l.legend.reverseOrder),l.margin&&void 0!==l.margin.t){var s=[\"t\",\"r\",\"b\",\"l\",\"pad\"],c=[\"top\",\"right\",\"bottom\",\"left\",\"pad\"],u={};n.entries(l.margin).forEach(function(t,e){u[c[s.indexOf(t.key)]]=t.value}),l.margin=u}e&&(delete l.needsEndSpacing,delete l.minorTickColor,delete l.minorTicks,delete l.angularaxis.ticksCount,delete l.angularaxis.ticksCount,delete l.angularaxis.ticksStep,delete l.angularaxis.rewriteTicks,delete l.angularaxis.nticks,delete l.radialaxis.ticksCount,delete l.radialaxis.ticksCount,delete l.radialaxis.ticksStep,delete l.radialaxis.rewriteTicks,delete l.radialaxis.nticks),r.layout=l}return r},t}},{\"../../lib\":136,d3:7}],204:[function(t,e,r){\"use strict\";var n=t(\"d3\"),a=t(\"../../lib\"),o=t(\"../../components/color\"),i=t(\"./micropolar\"),l=t(\"./undo_manager\"),s=a.extendDeepAll,c=e.exports={};c.framework=function(t){function e(e,a){return a&&(f=a),n.select(n.select(f).node().parentNode).selectAll(\".svg-container>*:not(.chart-root)\").remove(),r=r?s(r,e):e,o||(o=i.Axis()),u=i.adapter.plotly().convert(r),o.config(u).render(f),t.data=r.data,t.layout=r.layout,c.fillLayout(t),r}var r,a,o,u,f,d=new l;return e.isPolar=!0,e.svg=function(){return o.svg()},e.getConfig=function(){return r},e.getLiveConfig=function(){return i.adapter.plotly().convert(o.getLiveConfig(),!0)},e.getLiveScales=function(){return{t:o.angularScale(),r:o.radialScale()}},e.setUndoPoint=function(){var t=this,e=i.util.cloneJson(r);!function(e,r){d.add({undo:function(){r&&t(r)},redo:function(){t(e)}})}(e,a),a=i.util.cloneJson(e)},e.undo=function(){d.undo()},e.redo=function(){d.redo()},e},c.fillLayout=function(t){var e=n.select(t).selectAll(\".plot-container\"),r=e.selectAll(\".svg-container\"),a=t.framework&&t.framework.svg&&t.framework.svg(),i={width:800,height:600,paper_bgcolor:o.background,_container:e,_paperdiv:r,_paper:a};t._fullLayout=s(i,t.layout)}},{\"../../components/color\":25,\"../../lib\":136,\"./micropolar\":203,\"./undo_manager\":205,d3:7}],205:[function(t,e,r){\"use strict\";e.exports=function(){function t(t,e){return t?(a=!0,t[e](),a=!1,this):this}var e,r=[],n=-1,a=!1;return{add:function(t){return a?this:(r.splice(n+1,r.length-n),r.push(t),n=r.length-1,this)},setCallback:function(t){e=t},undo:function(){var a=r[n];return a?(t(a,\"undo\"),n-=1,e&&e(a.undo),this):this},redo:function(){var a=r[n+1];return 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Array(h.length),r=0;r<h.length;r++)p[r]=String(e.label0+r*e.dlabel);for(r=0;r<h.length;r++)s=h[r],a(s)&&((s=+s)<0||(c=p[r],void 0!==c&&\"\"!==c||(c=r),c=String(c),void 0===y[c]&&(y[c]=!0,u=o(e.marker.colors[r]),u.isValid()?(u=i.addOpacity(u,u.getAlpha()),m[c]||(m[c]=u)):m[c]?u=m[c]:(u=!1,x=!0),f=_.indexOf(c)!==-1,f||(b+=s),g.push({v:s,label:c,color:u,i:r,hidden:f}))));if(e.sort&&g.sort(function(t,e){return e.v-t.v}),x)for(r=0;r<g.length;r++)d=g[r],d.color===!1&&(m[d.label]=d.color=n(v._piedefaultcolorcount),v._piedefaultcolorcount++);if(g[0]&&(g[0].vTotal=b),e.textinfo&&\"none\"!==e.textinfo){var w,k=e.textinfo.indexOf(\"label\")!==-1,M=e.textinfo.indexOf(\"text\")!==-1,A=e.textinfo.indexOf(\"value\")!==-1,T=e.textinfo.indexOf(\"percent\")!==-1,L=v.separators;for(r=0;r<g.length;r++)d=g[r],w=k?[d.label]:[],M&&e.text[d.i]&&w.push(e.text[d.i]),A&&w.push(l.formatPieValue(d.v,L)),T&&w.push(l.formatPiePercent(d.v/b,L)),d.text=w.join(\"<br>\")}return g};var s},{\"../../components/color\":25,\"./helpers\":232,\"fast-isnumeric\":10,tinycolor2:13}],231:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),a=t(\"./attributes\");e.exports=function(t,e,r,o){function i(r,o){return n.coerce(t,e,a,r,o)}var l=n.coerceFont,s=i(\"values\");if(!Array.isArray(s)||!s.length)return void(e.visible=!1);var c=i(\"labels\");Array.isArray(c)||(i(\"label0\"),i(\"dlabel\")),i(\"marker.line.width\")&&i(\"marker.line.color\");var u=i(\"marker.colors\");Array.isArray(u)||(e.marker.colors=[]),i(\"scalegroup\");var f=i(\"text\"),d=i(\"textinfo\",Array.isArray(f)?\"text+percent\":\"percent\");if(i(\"hovertext\"),i(\"hoverinfo\",1===o._dataLength?\"label+text+value+percent\":void 0),d&&\"none\"!==d){var h=i(\"textposition\"),p=Array.isArray(h)||\"auto\"===h,g=p||\"inside\"===h,v=p||\"outside\"===h;if(g||v){var m=l(i,\"textfont\",o.font);g&&l(i,\"insidetextfont\",m),v&&l(i,\"outsidetextfont\",m)}}i(\"domain.x\"),i(\"domain.y\"),i(\"hole\"),i(\"sort\"),i(\"direction\"),i(\"rotation\"),i(\"pull\")}},{\"../../lib\":136,\"./attributes\":228}],232:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");r.formatPiePercent=function(t,e){var r=(100*t).toPrecision(3);return r.lastIndexOf(\".\")!==-1&&(r=r.replace(/[.]?0+$/,\"\")),n.numSeparate(r,e)+\"%\"},r.formatPieValue=function(t,e){var r=t.toPrecision(10);return r.lastIndexOf(\".\")!==-1&&(r=r.replace(/[.]?0+$/,\"\")),n.numSeparate(r,e)}},{\"../../lib\":136}],233:[function(t,e,r){\"use strict\";var n={};n.attributes=t(\"./attributes\"),n.supplyDefaults=t(\"./defaults\"),n.supplyLayoutDefaults=t(\"./layout_defaults\"),n.layoutAttributes=t(\"./layout_attributes\"),n.calc=t(\"./calc\"),n.plot=t(\"./plot\"),n.style=t(\"./style\"),n.styleOne=t(\"./style_one\"),n.moduleType=\"trace\",n.name=\"pie\",n.basePlotModule=t(\"./base_plot\"),n.categories=[\"pie\",\"showLegend\"],n.meta={},e.exports=n},{\"./attributes\":228,\"./base_plot\":229,\"./calc\":230,\"./defaults\":231,\"./layout_attributes\":234,\"./layout_defaults\":235,\"./plot\":236,\"./style\":237,\"./style_one\":238}],234:[function(t,e,r){\"use strict\";e.exports={hiddenlabels:{valType:\"data_array\"}}},{}],235:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),a=t(\"./layout_attributes\");e.exports=function(t,e){!function(r,o){n.coerce(t,e,a,r,o)}(\"hiddenlabels\")}},{\"../../lib\":136,\"./layout_attributes\":234}],236:[function(t,e,r){\"use strict\";function n(t,e,r){var n=Math.sqrt(t.width*t.width+t.height*t.height),o=t.width/t.height,i=Math.PI*Math.min(e.v/r.vTotal,.5),l=1-r.trace.hole,s=a(e,r),c={scale:s*r.r*2/n,rCenter:1-s,rotate:0};if(c.scale>=1)return c;var u=o+1/(2*Math.tan(i)),f=r.r*Math.min(1/(Math.sqrt(u*u+.5)+u),l/(Math.sqrt(o*o+l/2)+o)),d={scale:2*f/t.height,rCenter:Math.cos(f/r.r)-f*o/r.r,rotate:(180/Math.PI*e.midangle+720)%180-90},h=1/o,p=h+1/(2*Math.tan(i)),g=r.r*Math.min(1/(Math.sqrt(p*p+.5)+p),l/(Math.sqrt(h*h+l/2)+h)),v={scale:2*g/t.width,rCenter:Math.cos(g/r.r)-g/o/r.r,rotate:(180/Math.PI*e.midangle+810)%180-90},m=v.scale>d.scale?v:d;return c.scale<1&&m.scale>c.scale?m:c}function a(t,e){if(t.v===e.vTotal&&!e.trace.hole)return 1;var r=Math.PI*Math.min(t.v/e.vTotal,.5);return Math.min(1/(1+1/Math.sin(r)),(1-e.trace.hole)/2)}function o(t,e){var r=e.pxmid[0],n=e.pxmid[1],a=t.width/2,o=t.height/2;return r<0&&(a*=-1),n<0&&(o*=-1),{scale:1,rCenter:1,rotate:0,x:a+Math.abs(o)*(a>0?1:-1)/2,y:o/(1+r*r/(n*n)),outside:!0}}function i(t,e){function r(t,e){return t.pxmid[1]-e.pxmid[1]}function n(t,e){return e.pxmid[1]-t.pxmid[1]}var a,o,i,l,s,c,u,f,d,h,p,g,v;for(o=0;o<2;o++)for(i=o?r:n,s=o?Math.max:Math.min,u=o?1:-1,a=0;a<2;a++){for(l=a?Math.max:Math.min,c=a?1:-1,f=t[o][a],f.sort(i),d=t[1-o][a],h=d.concat(f),g=[],p=0;p<f.length;p++)void 0!==f[p].yLabelMid&&g.push(f[p]);for(v=!1,p=0;o&&p<d.length;p++)if(void 0!==d[p].yLabelMid){v=d[p];break}for(p=0;p<g.length;p++){var m=p&&g[p-1];v&&!p&&(m=v),function(t,r){r||(r={});var n,a,i,f,d,p,g=r.labelExtraY+(o?r.yLabelMax:r.yLabelMin),v=o?t.yLabelMin:t.yLabelMax,m=o?t.yLabelMax:t.yLabelMin,y=t.cyFinal+s(t.px0[1],t.px1[1]),x=g-v;if(x*u>0&&(t.labelExtraY=x),Array.isArray(e.pull))for(a=0;a<h.length;a++)(i=h[a])===t||(e.pull[t.i]||0)>=e.pull[i.i]||((t.pxmid[1]-i.pxmid[1])*u>0?(f=i.cyFinal+s(i.px0[1],i.px1[1]),(x=f-v-t.labelExtraY)*u>0&&(t.labelExtraY+=x)):(m+t.labelExtraY-y)*u>0&&(n=3*c*Math.abs(a-h.indexOf(t)),d=i.cxFinal+l(i.px0[0],i.px1[0]),(p=d+n-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*c>0&&(t.labelExtraX+=p)))}(g[p],m)}}}function l(t,e){var r,n,a,o,i,l,s,u,f,d,h=[];for(a=0;a<t.length;a++){if(i=t[a][0],l=i.trace,r=e.w*(l.domain.x[1]-l.domain.x[0]),n=e.h*(l.domain.y[1]-l.domain.y[0]),s=l.tiltaxis*Math.PI/180,u=l.pull,Array.isArray(u))for(u=0,o=0;o<l.pull.length;o++)l.pull[o]>u&&(u=l.pull[o]);i.r=Math.min(r/c(l.tilt,Math.sin(s),l.depth),n/c(l.tilt,Math.cos(s),l.depth))/(2+2*u),i.cx=e.l+e.w*(l.domain.x[1]+l.domain.x[0])/2,i.cy=e.t+e.h*(2-l.domain.y[1]-l.domain.y[0])/2,\n",
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n=Math.sin(t*Math.PI/180);return Math.max(.01,r*n*Math.abs(e)+2*Math.sqrt(1-n*n*e*e))}var u=t(\"d3\"),f=t(\"../../components/fx\"),d=t(\"../../components/color\"),h=t(\"../../components/drawing\"),p=t(\"../../lib/svg_text_utils\"),g=t(\"./helpers\");e.exports=function(t,e){var r=t._fullLayout;l(e,r._size);var c=r._pielayer.selectAll(\"g.trace\").data(e);c.enter().append(\"g\").attr({\"stroke-linejoin\":\"round\",class:\"trace\"}),c.exit().remove(),c.order(),c.each(function(e){var l=u.select(this),c=e[0],v=c.trace,m=(v.depth||0)*c.r*Math.sin(0)/2,y=v.tiltaxis||0,x=y*Math.PI/180,b=[m*Math.sin(x),m*Math.cos(x)],_=c.r*Math.cos(0),w=l.selectAll(\"g.part\").data(v.tilt?[\"top\",\"sides\"]:[\"top\"]);w.enter().append(\"g\").attr(\"class\",function(t){return t+\" part\"}),w.exit().remove(),w.order(),s(e),l.selectAll(\".top\").each(function(){var l=u.select(this).selectAll(\"g.slice\").data(e);l.enter().append(\"g\").classed(\"slice\",!0),l.exit().remove();var s=[[[],[]],[[],[]]],m=!1;l.each(function(e){function i(n){n.originalEvent=u.event;var o=t._fullLayout,i=t._fullData[v.index],l=i.hoverinfo;if(\"all\"===l&&(l=\"label+text+value+percent+name\"),t._dragging||o.hovermode===!1||\"none\"===l||\"skip\"===l||!l)return void f.hover(t,n,\"pie\");var s=a(e,c),d=w+e.pxmid[0]*(1-s),h=k+e.pxmid[1]*(1-s),p=r.separators,m=[];l.indexOf(\"label\")!==-1&&m.push(e.label),l.indexOf(\"text\")!==-1&&(i.hovertext?m.push(Array.isArray(i.hovertext)?i.hovertext[e.i]:i.hovertext):i.text&&i.text[e.i]&&m.push(i.text[e.i])),l.indexOf(\"value\")!==-1&&m.push(g.formatPieValue(e.v,p)),l.indexOf(\"percent\")!==-1&&m.push(g.formatPiePercent(e.v/c.vTotal,p));var y=i.hoverlabel;f.loneHover({x0:d-s*c.r,x1:d+s*c.r,y:h,text:m.join(\"<br>\"),name:l.indexOf(\"name\")!==-1?i.name:void 0,idealAlign:e.pxmid[0]<0?\"left\":\"right\",color:e.hbg||y.bgcolor||e.color,borderColor:e.hbc||y.bordercolor,fontFamily:e.htf||y.font.family,fontSize:e.hts||y.font.size,fontColor:e.htc||y.font.color},{container:o._hoverlayer.node(),outerContainer:o._paper.node()}),f.hover(t,n,\"pie\"),T=!0}function l(e){e.originalEvent=u.event,t.emit(\"plotly_unhover\",{event:u.event,points:[e]}),T&&(f.loneUnhover(r._hoverlayer.node()),T=!1)}function d(){t._hoverdata=[e],t._hoverdata.trace=c.trace,f.click(t,u.event)}function x(t,r,n,a){return\"a\"+a*c.r+\",\"+a*_+\" \"+y+\" \"+e.largeArc+(n?\" 1 \":\" 0 \")+a*(r[0]-t[0])+\",\"+a*(r[1]-t[1])}if(e.hidden)return void u.select(this).selectAll(\"path,g\").remove();s[e.pxmid[1]<0?0:1][e.pxmid[0]<0?0:1].push(e);var w=c.cx+b[0],k=c.cy+b[1],M=u.select(this),A=M.selectAll(\"path.surface\").data([e]),T=!1;if(A.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":\"all\"}),M.select(\"path.textline\").remove(),M.on(\"mouseover\",i).on(\"mouseout\",l).on(\"click\",d),v.pull){var L=+(Array.isArray(v.pull)?v.pull[e.i]:v.pull)||0;L>0&&(w+=L*e.pxmid[0],k+=L*e.pxmid[1])}e.cxFinal=w,e.cyFinal=k;var C=v.hole;if(e.v===c.vTotal){var S=\"M\"+(w+e.px0[0])+\",\"+(k+e.px0[1])+x(e.px0,e.pxmid,!0,1)+x(e.pxmid,e.px0,!0,1)+\"Z\";C?A.attr(\"d\",\"M\"+(w+C*e.px0[0])+\",\"+(k+C*e.px0[1])+x(e.px0,e.pxmid,!1,C)+x(e.pxmid,e.px0,!1,C)+\"Z\"+S):A.attr(\"d\",S)}else{var z=x(e.px0,e.px1,!0,1);if(C){var O=1-C;A.attr(\"d\",\"M\"+(w+C*e.px1[0])+\",\"+(k+C*e.px1[1])+x(e.px1,e.px0,!1,C)+\"l\"+O*e.px0[0]+\",\"+O*e.px0[1]+z+\"Z\")}else A.attr(\"d\",\"M\"+w+\",\"+k+\"l\"+e.px0[0]+\",\"+e.px0[1]+z+\"Z\")}var D=Array.isArray(v.textposition)?v.textposition[e.i]:v.textposition,P=M.selectAll(\"g.slicetext\").data(e.text&&\"none\"!==D?[0]:[]);P.enter().append(\"g\").classed(\"slicetext\",!0),P.exit().remove(),P.each(function(){var t=u.select(this).selectAll(\"text\").data([0]);t.enter().append(\"text\").attr(\"data-notex\",1),t.exit().remove(),t.text(e.text).attr({class:\"slicetext\",transform:\"\",\"data-bb\":\"\",\"text-anchor\":\"middle\",x:0,y:0}).call(h.font,\"outside\"===D?v.outsidetextfont:v.insidetextfont).call(p.convertToTspans),t.selectAll(\"tspan.line\").attr({x:0,y:0});var r,a=h.bBox(t.node());\"outside\"===D?r=o(a,e):(r=n(a,e,c),\"auto\"===D&&r.scale<1&&(t.call(h.font,v.outsidetextfont),v.outsidetextfont.family===v.insidetextfont.family&&v.outsidetextfont.size===v.insidetextfont.size||(t.attr({\"data-bb\":\"\"}),a=h.bBox(t.node())),r=o(a,e)));var i=w+e.pxmid[0]*r.rCenter+(r.x||0),l=k+e.pxmid[1]*r.rCenter+(r.y||0);r.outside&&(e.yLabelMin=l-a.height/2,e.yLabelMid=l,e.yLabelMax=l+a.height/2,e.labelExtraX=0,e.labelExtraY=0,m=!0),t.attr(\"transform\",\"translate(\"+i+\",\"+l+\")\"+(r.scale<1?\"scale(\"+r.scale+\")\":\"\")+(r.rotate?\"rotate(\"+r.rotate+\")\":\"\")+\"translate(\"+-(a.left+a.right)/2+\",\"+-(a.top+a.bottom)/2+\")\")})}),m&&i(s,v),l.each(function(t){if(t.labelExtraX||t.labelExtraY){var e=u.select(this),r=e.select(\"g.slicetext text\");r.attr(\"transform\",\"translate(\"+t.labelExtraX+\",\"+t.labelExtraY+\")\"+r.attr(\"transform\"));var n=t.cxFinal+t.pxmid[0],a=t.cyFinal+t.pxmid[1],o=\"M\"+n+\",\"+a,i=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var l=t.labelExtraX*t.pxmid[1]/t.pxmid[0],s=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(l)>Math.abs(s)?o+=\"l\"+s*t.pxmid[0]/t.pxmid[1]+\",\"+s+\"H\"+(n+t.labelExtraX+i):o+=\"l\"+t.labelExtraX+\",\"+l+\"v\"+(s-l)+\"h\"+i}else 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t[0][0]===e[0]&&t[0][1]===e[1]?s.smoothclosed(t.slice(1),L.smoothing):s.smoothopen(t,L.smoothing)}:function(t){return\"M\"+t.join(\"L\")},j=function(t){return F(t.reverse())},G=f(n,{xaxis:M,yaxis:A,connectGaps:T.connectgaps,baseTolerance:Math.max(L.width||1,3)/4,linear:\"linear\"===L.shape,simplify:L.simplify}),V=T._polygons=new Array(G.length),w=0;w<G.length;w++)T._polygons[w]=h(G[w]);G.length&&(B=G[0][0],q=G[G.length-1],H=q[q.length-1]),Y=G.filter(function(t){return t.length>1}),Z=function(t){return function(e){if(N=R(e),I=j(e),U?O?(U+=\"L\"+N.substr(1),X=I+\"L\"+X.substr(1)):(U+=\"Z\"+N,X=I+\"Z\"+X):(U=N,X=I),u.hasLines(T)&&e.length>1){var r=i.select(this);if(r.datum(n),t)g(r.style(\"opacity\",0).attr(\"d\",N).call(s.lineGroupStyle)).style(\"opacity\",1);else{var a=g(r);a.attr(\"d\",N),s.singleLineStyle(n,a)}}}}}var W=C.selectAll(\".js-line\").data(Y);g(W.exit()).style(\"opacity\",0).remove(),W.each(Z(!1)),W.enter().append(\"path\").classed(\"js-line\",!0).style(\"vector-effect\",\"non-scaling-stroke\").call(s.lineGroupStyle).each(Z(!0)),G.length&&(S?B&&H&&(O?(\"y\"===O?B[1]=H[1]=A.c2p(0,!0):\"x\"===O&&(B[0]=H[0]=M.c2p(0,!0)),g(S).attr(\"d\",\"M\"+H+\"L\"+B+\"L\"+U.substr(1))):g(S).attr(\"d\",U+\"Z\")):\"tonext\"===T.fill.substr(0,6)&&U&&D&&(\"tonext\"===T.fill?g(z).attr(\"d\",U+\"Z\"+D+\"Z\"):g(z).attr(\"d\",U+\"L\"+D.substr(1)+\"Z\"),T._polygons=T._polygons.concat(P)),T._prevRevpath=X,T._prevPolygons=V);var $=C.selectAll(\".points\");_=$.data([n]),$.each(b),_.enter().append(\"g\").classed(\"points\",!0).each(b),_.exit().remove()}}function o(t,e,r,n,a){var o=r.xaxis,s=r.yaxis,c=i.extent(l.simpleMap(o.range,o.r2c)),f=i.extent(l.simpleMap(s.range,s.r2c)),d=n[0].trace;if(u.hasMarkers(d)){var h=d.marker.maxdisplayed;if(0!==h){var p=n.filter(function(t){return 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o,i=a(\"x\"),l=a(\"y\");if(n.getComponentMethod(\"calendars\",\"handleTraceDefaults\")(t,e,[\"x\",\"y\"],r),i)l?(o=Math.min(i.length,l.length),o<i.length&&(e.x=i.slice(0,o)),o<l.length&&(e.y=l.slice(0,o))):(o=i.length,a(\"y0\"),a(\"dy\"));else{if(!l)return 0;o=e.y.length,a(\"x0\"),a(\"dx\")}return o}},{\"../../registry\":206}]},{},[5])(5)});window.define = window.__define;window.require = window.__require;window.__define = undefined; window.__require = undefined;/* global Highcharts, Plotly*/\n",
       "/* eslint-disable */\n",
       "function throttle(fn, timeout, invokeAsap, ctx) {\n",
       "    var typeofInvokeAsap = typeof invokeAsap;\n",
       "    if(typeofInvokeAsap === 'undefined') {\n",
       "        invokeAsap = true;\n",
       "    } else if(arguments.length === 3 && typeofInvokeAsap !== 'boolean') {\n",
       "        ctx = invokeAsap;\n",
       "        invokeAsap = true;\n",
       "    }\n",
       "\n",
       "    var timer, args, needInvoke,\n",
       "        wrapper = function() {\n",
       "            if(needInvoke) {\n",
       "                fn.apply(ctx, args);\n",
       "                needInvoke = false;\n",
       "                timer = setTimeout(wrapper, timeout);\n",
       "            } else {\n",
       "                timer = null;\n",
       "            }\n",
       "        };\n",
       "\n",
       "    return function() {\n",
       "        args = arguments;\n",
       "        ctx || (ctx = this);\n",
       "        needInvoke = true;\n",
       "\n",
       "        if(!timer) {\n",
       "            invokeAsap?\n",
       "                wrapper() :\n",
       "                timer = setTimeout(wrapper, timeout);\n",
       "        }\n",
       "    };\n",
       "}\n",
       "\n",
       "/* eslint-enable */\n",
       "function CatboostIpython() {\n",
       "\n",
       "}\n",
       "\n",
       "CatboostIpython.prototype.init = function() {\n",
       "    this.charts = {};\n",
       "    /*\n",
       "        {\n",
       "            \"rmse_1\": {\n",
       "                ...\n",
       "            }\n",
       "        }\n",
       "    */\n",
       "    this.traces = {};\n",
       "    /*\n",
       "        {\n",
       "            \"rmse_1\": {\n",
       "                name: \"rmse\",\n",
       "                id: \"rmse_1\",\n",
       "                parent: \"div\",\n",
       "                traces: [\n",
       "                    {\n",
       "                        name: \"current;learn;0;;;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;learn;0;smoothed;;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;learn;1;;;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;learn;1;smoothed;;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;test;0;;;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;test;0;smoothed;;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;test;0;;best_point;\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    },\n",
       "                    {\n",
       "                        name: \"current;test;0;;;best_value\",\n",
       "                        x: [],\n",
       "                        y: []\n",
       "                    }\n",
       "                ]\n",
       "            }\n",
       "        }\n",
       "    */\n",
       "\n",
       "    this.hovertextParameters = [];\n",
       "    this.chartsToRedraw = {};\n",
       "    this.lastIndexes = {};\n",
       "    this.smoothness = -1;\n",
       "    this.layoutDisabled = {\n",
       "        series: {},\n",
       "        traces: {}\n",
       "    };\n",
       "    this.clickMode = false;\n",
       "    this.logarithmMode = 'linear';\n",
       "    this.lastSmooth = 0;\n",
       "    this.layout = null;\n",
       "    this.activeTab = '';\n",
       "    this.meta = {};\n",
       "    this.timeLeft = {};\n",
       "\n",
       "    this.hasCVMode = false;\n",
       "    this.stddevEnabled = false;\n",
       "\n",
       "    this.colors = [\n",
       "        '#68E256',\n",
       "        '#56AEE2',\n",
       "        '#CF56E2',\n",
       "        '#E28956',\n",
       "        '#56E289',\n",
       "        '#5668E2',\n",
       "        '#E256AE',\n",
       "        '#E2CF56',\n",
       "        '#56E2CF',\n",
       "        '#8A56E2',\n",
       "        '#E25668',\n",
       "        '#AEE256'\n",
       "    ];\n",
       "    this.colorsByPath = {};\n",
       "    this.colorIndex = 0;\n",
       "    this.lossFuncs = {};\n",
       "\n",
       "    this.isCVinited = false;\n",
       "};\n",
       "\n",
       "/* eslint-disable */\n",
       "CatboostIpython.prototype.loadStyles = function(path, fn, scope) {\n",
       "    $('link[catboost=\"1\"]').remove();\n",
       "\n",
       "    var head = document.getElementsByTagName('head')[0], // reference to document.head for appending/ removing link nodes\n",
       "        link = document.createElement('link');           // create the link node\n",
       "    link.setAttribute('href', path);\n",
       "    link.setAttribute('rel', 'stylesheet');\n",
       "    link.setAttribute('type', 'text/css');\n",
       "    link.setAttribute('catboost', '1');\n",
       "\n",
       "    var sheet, cssRules;\n",
       "    // get the correct properties to check for depending on the browser\n",
       "    if ('sheet' in link) {\n",
       "        sheet = 'sheet'; cssRules = 'cssRules';\n",
       "    } else {\n",
       "        sheet = 'styleSheet'; cssRules = 'rules';\n",
       "    }\n",
       "\n",
       "    var interval_id = setInterval(function() {                     // start checking whether the style sheet has successfully loaded\n",
       "        try {\n",
       "            if (link[sheet] && link[sheet][cssRules].length) { // SUCCESS! our style sheet has loaded\n",
       "                clearInterval(interval_id);                      // clear the counters\n",
       "                clearTimeout(timeout_id);\n",
       "                fn.call( scope || window, true, link);           // fire the callback with success == true\n",
       "            }\n",
       "        } catch(e) {} finally {}\n",
       "    }, 50 ),                                                   // how often to check if the stylesheet is loaded\n",
       "    timeout_id = setTimeout( function() {       // start counting down till fail\n",
       "        clearInterval( interval_id );             // clear the counters\n",
       "        clearTimeout( timeout_id );\n",
       "        head.removeChild( link );                // since the style sheet didn't load, remove the link node from the DOM\n",
       "        fn.call( scope || window, false, link ); // fire the callback with success == false\n",
       "    }, 15000 );                                 // how long to wait before failing\n",
       "\n",
       "    head.appendChild( link );  // insert the link node into the DOM and start loading the style sheet\n",
       "\n",
       "    return link; // return the link node;\n",
       "};\n",
       "/* eslint-enable */\n",
       "\n",
       "CatboostIpython.prototype.resizeCharts = function() {\n",
       "    // width fix for development\n",
       "    $('.catboost-graph__charts', this.layout).css({width: $('.catboost-graph').width()});\n",
       "\n",
       "    this.plotly.Plots.resize(this.traces[this.activeTab].parent);\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addMeta = function(path, meta) {\n",
       "    this.meta[path] = meta;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addLayout = function(parent) {\n",
       "    if (this.layout) {\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var cvAreaControls = '';\n",
       "\n",
       "    if (this.hasCVMode) {\n",
       "        cvAreaControls =    '<div>' +\n",
       "                                '<input type=\"checkbox\" class=\"catboost-panel__control_checkbox\" id=\"catboost-control2-cvstddev' + this.index + '\"' + (this.stddevEnabled ? ' checked=\"checked\"' : '') + '></input>' +\n",
       "                                '<label for=\"catboost-control2-cvstddev' + this.index + '\" class=\"catboost-panel__controls2_label catboost-panel__controls2_label-long\">Standard Deviation</label>' +\n",
       "                            '</div>';\n",
       "    }\n",
       "\n",
       "    this.layout = $('<div class=\"catboost\">' +\n",
       "                        '<div class=\"catboost-panel\">' +\n",
       "                            '<div class=\"catboost-panel__controls\">' +\n",
       "                                '<input type=\"checkbox\" class=\"catboost-panel__controls_checkbox\" id=\"catboost-control-learn' + this.index + '\" ' + (!this.layoutDisabled.learn ? ' checked=\"checked\"' : '') + '></input>' +\n",
       "                                '<label for=\"catboost-control-learn' + this.index + '\" class=\"catboost-panel__controls_label\"><div class=\"catboost-panel__serie_learn_pic\" style=\"border-color:#999\"></div>Learn</label>' +\n",
       "                                '<input type=\"checkbox\" class=\"catboost-panel__controls_checkbox\" id=\"catboost-control-test' + this.index + '\" ' + (!this.layoutDisabled.test ? ' checked=\"checked\"' : '') + '></input>' +\n",
       "                                '<label for=\"catboost-control-test' + this.index + '\" class=\"catboost-panel__controls_label\"><div class=\"catboost-panel__serie_test_pic\" style=\"border-color:#999\"></div>Eval</label>' +\n",
       "                            '</div>' +\n",
       "                            '<div class=\"catboost-panel__series ' + (this.layoutDisabled.learn ? ' catboost-panel__series_learn_disabled' : '') + '\">' +\n",
       "                            '</div>' +\n",
       "                            '<div class=\"catboost-panel__controls2\">' +\n",
       "                                '<input type=\"checkbox\" class=\"catboost-panel__control_checkbox\" id=\"catboost-control2-clickmode' + this.index + '\"></input>' +\n",
       "                                '<label for=\"catboost-control2-clickmode' + this.index + '\" class=\"catboost-panel__controls2_label\">Click Mode</label>' +\n",
       "                                '<input type=\"checkbox\" class=\"catboost-panel__control_checkbox\" id=\"catboost-control2-log' + this.index + '\"></input>' +\n",
       "                                '<label for=\"catboost-control2-log' + this.index + '\" class=\"catboost-panel__controls2_label\">Logarithm</label>' +\n",
       "                                '<div>' +\n",
       "                                    '<input type=\"checkbox\" class=\"catboost-panel__control_checkbox\" id=\"catboost-control2-smooth' + this.index + '\"></input>' +\n",
       "                                    '<label for=\"catboost-control2-smooth' + this.index + '\" class=\"catboost-panel__controls2_label\">Smooth</label>' +\n",
       "                                    '<input id=\"catboost-control2-slider' + this.index + '\" disabled=\"disabled\" class=\"catboost-panel__control_slider\" type =\"range\" value=\"0\" min=\"0\" max=\"1\" step =\"0.01\" for=\"rangeInputValue\" name=\"rangeInput\"/>' +\n",
       "                                    '<input id=\"catboost-control2-slidervalue' + this.index + '\" disabled=\"disabled\" class=\"catboost-panel__control_slidervalue\" value=\"0\" min=\"0\" max=\"1\" for=\"rangeInput\" name=\"rangeInputValue\"/>' +\n",
       "                                '</div>' +\n",
       "                                cvAreaControls +\n",
       "                            '</div>' +\n",
       "                        '</div>' +\n",
       "                        '<div class=\"catboost-graph\">' +\n",
       "                            '<div class=\"catboost-graph__tabs\"></div>' +\n",
       "                            '<div class=\"catboost-graph__charts\"></div>' +\n",
       "                        '</div>' +\n",
       "                    '</div>');\n",
       "    $(parent).append(this.layout);\n",
       "\n",
       "    this.addTabEvents();\n",
       "    this.addControlEvents();\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addTabEvents = function() {\n",
       "    var self = this;\n",
       "\n",
       "    $('.catboost-graph__tabs', this.layout).click(function(e) {\n",
       "        if (!$(e.target).is('.catboost-graph__tab:not(.catboost-graph__tab_active)')) {\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var id = $(e.target).attr('tabid');\n",
       "\n",
       "        self.activeTab = id;\n",
       "\n",
       "        $('.catboost-graph__tab_active', self.layout).removeClass('catboost-graph__tab_active');\n",
       "        $('.catboost-graph__chart_active', self.layout).removeClass('catboost-graph__chart_active');\n",
       "\n",
       "        $('.catboost-graph__tab[tabid=\"' + id + '\"]', self.layout).addClass('catboost-graph__tab_active');\n",
       "        $('.catboost-graph__chart[tabid=\"' + id + '\"]', self.layout).addClass('catboost-graph__chart_active');\n",
       "\n",
       "        self.cleanSeries();\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "        self.resizeCharts();\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addControlEvents = function() {\n",
       "    var self = this;\n",
       "\n",
       "    $('#catboost-control-learn' + this.index, this.layout).click(function() {\n",
       "        self.layoutDisabled.learn = !$(this)[0].checked;\n",
       "\n",
       "        $('.catboost-panel__series', self.layout).toggleClass('catboost-panel__series_learn_disabled', self.layoutDisabled.learn);\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "\n",
       "    $('#catboost-control-test' + this.index, this.layout).click(function() {\n",
       "        self.layoutDisabled.test = !$(this)[0].checked;\n",
       "\n",
       "        $('.catboost-panel__series', self.layout).toggleClass('catboost-panel__series_test_disabled', self.layoutDisabled.test);\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "\n",
       "    $('#catboost-control2-clickmode' + this.index, this.layout).click(function() {\n",
       "        self.clickMode = $(this)[0].checked;\n",
       "    });\n",
       "\n",
       "    $('#catboost-control2-log' + this.index, this.layout).click(function() {\n",
       "        self.logarithmMode = $(this)[0].checked ? 'log' : 'linear';\n",
       "\n",
       "        self.forEveryLayout(function(layout) {\n",
       "            layout.yaxis = {type: self.logarithmMode};\n",
       "        });\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "\n",
       "    var slider = $('#catboost-control2-slider' + this.index),\n",
       "        sliderValue = $('#catboost-control2-slidervalue' + this.index);\n",
       "\n",
       "    $('#catboost-control2-smooth' + this.index, this.layout).click(function() {\n",
       "        var enabled = $(this)[0].checked;\n",
       "\n",
       "        self.setSmoothness(enabled ? self.lastSmooth : -1);\n",
       "\n",
       "        slider.prop('disabled', !enabled);\n",
       "        sliderValue.prop('disabled', !enabled);\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "\n",
       "    $('#catboost-control2-cvstddev' + this.index, this.layout).click(function() {\n",
       "        var enabled = $(this)[0].checked;\n",
       "\n",
       "        self.setStddev(enabled);\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "\n",
       "    slider.on('input change', function() {\n",
       "        var smooth = Number($(this).val());\n",
       "\n",
       "        sliderValue.val(isNaN(smooth) ? 0 : smooth);\n",
       "\n",
       "        self.setSmoothness(smooth);\n",
       "        self.lastSmooth = smooth;\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "\n",
       "    sliderValue.on('input change', function() {\n",
       "        var smooth = Number($(this).val());\n",
       "\n",
       "        slider.val(isNaN(smooth) ? 0 : smooth);\n",
       "\n",
       "        self.setSmoothness(smooth);\n",
       "        self.lastSmooth = smooth;\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.setTraceVisibility = function(trace, visibility) {\n",
       "    if (trace) {\n",
       "        trace.visible = visibility;\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesVisibility = function() {\n",
       "    var tracesHash = this.groupTraces(),\n",
       "        traces,\n",
       "        smoothDisabled = this.getSmoothness() === -1,\n",
       "        self = this;\n",
       "\n",
       "    for (var train in tracesHash) {\n",
       "        if (tracesHash.hasOwnProperty(train)) {\n",
       "            traces = tracesHash[train].traces;\n",
       "\n",
       "            if (this.layoutDisabled.traces[train]) {\n",
       "                traces.forEach(function(trace) {\n",
       "                    self.setTraceVisibility(trace, false);\n",
       "                });\n",
       "            } else {\n",
       "                traces.forEach(function(trace) {\n",
       "                    self.setTraceVisibility(trace, true);\n",
       "                });\n",
       "\n",
       "                if (this.hasCVMode) {\n",
       "                    if (this.stddevEnabled) {\n",
       "                        self.filterTracesOne(traces, {type: 'learn'}).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "                        self.filterTracesOne(traces, {type: 'test'}).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'learn', cv_avg: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'test', cv_avg: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'learn', cv_avg: true, smoothed: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'test', cv_avg: true, smoothed: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'test', cv_avg: true, best_point: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesOne(traces, {cv_stddev_first: true}).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "                        self.filterTracesOne(traces, {cv_stddev_last: true}).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, true);\n",
       "                        });\n",
       "                    } else {\n",
       "                        self.filterTracesOne(traces, {cv_stddev_first: true}).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "                        self.filterTracesOne(traces, {cv_stddev_last: true}).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'learn', cv_avg: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'test', cv_avg: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'learn', cv_avg: true, smoothed: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'test', cv_avg: true, smoothed: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "\n",
       "                        self.filterTracesEvery(traces, this.getTraceDefParams({type: 'test', cv_avg: true, best_point: true})).forEach(function(trace) {\n",
       "                            self.setTraceVisibility(trace, false);\n",
       "                        });\n",
       "                    }\n",
       "                }\n",
       "\n",
       "                if (smoothDisabled) {\n",
       "                    self.filterTracesOne(traces, {smoothed: true}).forEach(function(trace) {\n",
       "                        self.setTraceVisibility(trace, false);\n",
       "                    });\n",
       "                }\n",
       "\n",
       "                if (this.layoutDisabled['learn']) {\n",
       "                    self.filterTracesOne(traces, {type: 'learn'}).forEach(function(trace) {\n",
       "                        self.setTraceVisibility(trace, false);\n",
       "                    });\n",
       "                }\n",
       "\n",
       "                if (this.layoutDisabled['test']) {\n",
       "                    self.filterTracesOne(traces, {type: 'test'}).forEach(function(trace) {\n",
       "                        self.setTraceVisibility(trace, false);\n",
       "                    });\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getSmoothness = function() {\n",
       "    return this.smoothness && this.smoothness > -1 ? this.smoothness : -1;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.setSmoothness = function(weight) {\n",
       "    if (weight < 0 && weight !== -1 || weight > 1) {\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    this.smoothness = weight;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.setStddev = function(enabled) {\n",
       "    this.stddevEnabled = enabled;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.redrawActiveChart = function() {\n",
       "    this.chartsToRedraw[this.activeTab] = true;\n",
       "\n",
       "    this.redrawAll();\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.redraw = function() {\n",
       "    if (this.chartsToRedraw[this.activeTab]) {\n",
       "        this.chartsToRedraw[this.activeTab] = false;\n",
       "\n",
       "        this.updateTracesVisibility();\n",
       "        this.updateTracesCV();\n",
       "        this.updateTracesBest();\n",
       "        this.updateTracesValues();\n",
       "        this.updateTracesSmoothness();\n",
       "\n",
       "        this.plotly.redraw(this.traces[this.activeTab].parent);\n",
       "    }\n",
       "\n",
       "    this.drawTraces();\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addRedrawFunc = function() {\n",
       "    this.redrawFunc = throttle(this.redraw, 400, false, this);\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.redrawAll = function() {\n",
       "    if (!this.redrawFunc) {\n",
       "        this.addRedrawFunc();\n",
       "    }\n",
       "\n",
       "    this.redrawFunc();\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addPoints = function(parent, data) {\n",
       "    var self = this;\n",
       "\n",
       "    data.chunks.forEach(function(item) {\n",
       "        if (typeof item.remaining_time !== 'undefined' && typeof item.passed_time !== 'undefined') {\n",
       "            if (!self.timeLeft[data.path]) {\n",
       "                self.timeLeft[data.path] = [];\n",
       "            }\n",
       "\n",
       "            self.timeLeft[data.path][item.iteration] = [item.remaining_time, item.passed_time];\n",
       "        }\n",
       "\n",
       "        ['test', 'learn'].forEach(function(type) {\n",
       "            var sets = self.meta[data.path][type + '_sets'],\n",
       "                metrics = self.meta[data.path][type + '_metrics'];\n",
       "\n",
       "            for (var i = 0; i < metrics.length; i++) {\n",
       "                var nameOfMetric = metrics[i].name,\n",
       "                    cvAdded = false;\n",
       "                    hovertextParametersAdded = false;\n",
       "\n",
       "                self.lossFuncs[nameOfMetric] = metrics[i].best_value;\n",
       "\n",
       "                for (var j = 0; j < sets.length; j++) {\n",
       "                    var nameOfSet = sets[j],\n",
       "                        params = {\n",
       "                            chartName: nameOfMetric,\n",
       "                            index: i,\n",
       "                            train: data.train,\n",
       "                            type: type,\n",
       "                            path: data.path,\n",
       "                            indexOfSet: j,\n",
       "                            nameOfSet: nameOfSet\n",
       "                        },\n",
       "                        key = self.getKey(params),\n",
       "                        launchMode = self.getLaunchMode(data.path);\n",
       "\n",
       "                    if (!self.activeTab) {\n",
       "                        self.activeTab = key.chartId;\n",
       "                    }\n",
       "\n",
       "                    if (launchMode === 'CV' ) {\n",
       "                        // we need to set launch mode before first getTrace call\n",
       "                        self.hasCVMode = true;\n",
       "\n",
       "                        if (!self.isCVinited) {\n",
       "                            // and we don't need to reset setting for next iterations\n",
       "                            self.layoutDisabled.learn = true;\n",
       "                            self.setStddev(true);\n",
       "\n",
       "                            self.isCVinited = true;\n",
       "                        }\n",
       "                    }\n",
       "\n",
       "                    var valuesOfSet = item[nameOfSet],\n",
       "                        pointValue = valuesOfSet[i],\n",
       "                        pointIndex = item.iteration,\n",
       "                        // traces\n",
       "                        trace = self.getTrace(parent, params),\n",
       "                        smoothedTrace = self.getTrace(parent, $.extend({smoothed: true}, params)),\n",
       "                        bestValueTrace = null;\n",
       "\n",
       "                    if (type === 'test') {\n",
       "                        if (launchMode !== 'CV') {\n",
       "                            self.getTrace(parent, $.extend({best_point: true}, params));\n",
       "                        }\n",
       "\n",
       "                        if (typeof self.lossFuncs[nameOfMetric] === 'number') {\n",
       "                            bestValueTrace = self.getTrace(parent, $.extend({best_value: true}, params));\n",
       "                        }\n",
       "                    }\n",
       "\n",
       "                    if (pointValue !== 'inf' && pointValue !== 'nan') {\n",
       "                        trace.x[pointIndex] = pointIndex;\n",
       "                        trace.y[pointIndex] = valuesOfSet[i];\n",
       "                        trace.hovertext[pointIndex] = nameOfSet + ': ' + valuesOfSet[i].toPrecision(7);\n",
       "                        if (item.hasOwnProperty('parameters')) {\n",
       "                            self.hovertextParameters[pointIndex] = '';\n",
       "                            for (var parameter in item.parameters[0]) {\n",
       "                                if (item.parameters[0].hasOwnProperty(parameter)) {\n",
       "                                    valueOfParameter = item.parameters[0][parameter];\n",
       "                                    self.hovertextParameters[pointIndex] += '<br>' + parameter + ' : ' + valueOfParameter;\n",
       "                                }\n",
       "                            }\n",
       "                        }\n",
       "                        if (!hovertextParametersAdded && type === 'test') {\n",
       "                            hovertextParametersAdded = true;\n",
       "                            trace.hovertext[pointIndex] += self.hovertextParameters[pointIndex];\n",
       "                        }\n",
       "                        smoothedTrace.x[pointIndex] = pointIndex;\n",
       "                    }\n",
       "\n",
       "                    if (bestValueTrace) {\n",
       "                        bestValueTrace.x[pointIndex] = pointIndex;\n",
       "                        bestValueTrace.y[pointIndex] = self.lossFuncs[nameOfMetric];\n",
       "                    }\n",
       "\n",
       "                    if (launchMode === 'CV' && !cvAdded) {\n",
       "                        cvAdded = true;\n",
       "\n",
       "                        self.getTrace(parent, $.extend({cv_stddev_first: true}, params));\n",
       "                        self.getTrace(parent, $.extend({cv_stddev_last: true}, params));\n",
       "\n",
       "                        self.getTrace(parent, $.extend({cv_stddev_first: true, smoothed: true}, params));\n",
       "                        self.getTrace(parent, $.extend({cv_stddev_last: true, smoothed: true}, params));\n",
       "\n",
       "                        self.getTrace(parent, $.extend({cv_avg: true}, params));\n",
       "                        self.getTrace(parent, $.extend({cv_avg: true, smoothed: true}, params));\n",
       "\n",
       "                        if (type === 'test') {\n",
       "                            self.getTrace(parent, $.extend({cv_avg: true, best_point: true}, params));\n",
       "                        }\n",
       "                    }\n",
       "                }\n",
       "\n",
       "                self.chartsToRedraw[key.chartId] = true;\n",
       "\n",
       "                self.redrawAll();\n",
       "            }\n",
       "        });\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getLaunchMode = function(path) {\n",
       "    return this.meta[path].launch_mode;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getChartNode = function(params, active) {\n",
       "    var node = $('<div class=\"catboost-graph__chart\" tabid=\"' + params.id + '\"></div>');\n",
       "\n",
       "    if (active) {\n",
       "        node.addClass('catboost-graph__chart_active');\n",
       "    }\n",
       "\n",
       "    return node;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getChartTab = function(params, active) {\n",
       "    var node = $('<div class=\"catboost-graph__tab\" tabid=\"' + params.id + '\">' + params.name + '</div>');\n",
       "\n",
       "    if (active) {\n",
       "        node.addClass('catboost-graph__tab_active');\n",
       "    }\n",
       "\n",
       "    return node;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.forEveryChart = function(callback) {\n",
       "    for (var name in this.traces) {\n",
       "        if (this.traces.hasOwnProperty(name)) {\n",
       "            callback(this.traces[name]);\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.forEveryLayout = function(callback) {\n",
       "    this.forEveryChart(function(chart) {\n",
       "        callback(chart.layout);\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getChart = function(parent, params) {\n",
       "    var id = params.id,\n",
       "        self = this;\n",
       "\n",
       "    if (this.charts[id]) {\n",
       "        return this.charts[id];\n",
       "    }\n",
       "\n",
       "    this.addLayout(parent);\n",
       "\n",
       "    var active = this.activeTab === params.id,\n",
       "        chartNode = this.getChartNode(params, active),\n",
       "        chartTab = this.getChartTab(params, active);\n",
       "\n",
       "    $('.catboost-graph__charts', this.layout).append(chartNode);\n",
       "    $('.catboost-graph__tabs', this.layout).append(chartTab);\n",
       "\n",
       "    this.traces[id] = {\n",
       "        id: params.id,\n",
       "        name: params.name,\n",
       "        parent: chartNode[0],\n",
       "        traces: [],\n",
       "        layout: {\n",
       "            xaxis: {\n",
       "                range: [0, Number(this.meta[params.path].iteration_count)],\n",
       "                type: 'linear',\n",
       "                tickmode: 'auto',\n",
       "                showspikes: true,\n",
       "                spikethickness: 1,\n",
       "                spikedash: 'longdashdot',\n",
       "                spikemode: 'across',\n",
       "                zeroline: false,\n",
       "                showgrid: false\n",
       "            },\n",
       "            yaxis: {\n",
       "                zeroline: false\n",
       "                //showgrid: false\n",
       "                //hoverformat : '.7f'\n",
       "            },\n",
       "            separators: '. ',\n",
       "            //hovermode: 'x',\n",
       "            margin: {l: 38, r: 0, t: 35, b: 30},\n",
       "            autosize: true,\n",
       "            showlegend: false\n",
       "        },\n",
       "        options: {\n",
       "            scrollZoom: false,\n",
       "            modeBarButtonsToRemove: ['toggleSpikelines'],\n",
       "            displaylogo: false\n",
       "        }\n",
       "    };\n",
       "\n",
       "    this.charts[id] = this.plotly.plot(chartNode[0], this.traces[id].traces, this.traces[id].layout, this.traces[id].options);\n",
       "\n",
       "    chartNode[0].on('plotly_hover', function(e) {\n",
       "        self.updateTracesValues(e.points[0].x);\n",
       "    });\n",
       "\n",
       "    chartNode[0].on('plotly_click', function(e) {\n",
       "        self.updateTracesValues(e.points[0].x, true);\n",
       "    });\n",
       "\n",
       "    return this.charts[id];\n",
       "};\n",
       "\n",
       "\n",
       "CatboostIpython.prototype.getTrace = function(parent, params) {\n",
       "    var key = this.getKey(params),\n",
       "        chartSeries = [];\n",
       "\n",
       "    if (this.traces[key.chartId]) {\n",
       "        chartSeries = this.traces[key.chartId].traces.filter(function(trace) {\n",
       "            return trace.name === key.traceName;\n",
       "        });\n",
       "    }\n",
       "\n",
       "    if (chartSeries.length) {\n",
       "        return chartSeries[0];\n",
       "    } else {\n",
       "        this.getChart(parent, {id: key.chartId, name: params.chartName, path: params.path});\n",
       "\n",
       "        var plotParams = {\n",
       "                color: this.getNextColor(params.path, params.smoothed ? 0.2 : 1),\n",
       "                fillsmoothcolor: this.getNextColor(params.path, 0.1),\n",
       "                fillcolor: this.getNextColor(params.path, 0.4),\n",
       "                hoverinfo: params.cv_avg ? 'skip' : 'text+x',\n",
       "                width: params.cv_avg ? 2 : 1,\n",
       "                dash: params.type === 'test' ? 'solid' : 'dot'\n",
       "            },\n",
       "            trace = {\n",
       "                name: key.traceName,\n",
       "                _params: params,\n",
       "                x: [],\n",
       "                y: [],\n",
       "                hovertext: [],\n",
       "                hoverinfo: plotParams.hoverinfo,\n",
       "                line: {\n",
       "                    width: plotParams.width,\n",
       "                    dash: plotParams.dash,\n",
       "                    color: plotParams.color\n",
       "                },\n",
       "                mode: 'lines',\n",
       "                hoveron: 'points',\n",
       "                connectgaps: true\n",
       "            };\n",
       "\n",
       "        if (params.best_point) {\n",
       "            trace = {\n",
       "                name: key.traceName,\n",
       "                _params: params,\n",
       "                x: [],\n",
       "                y: [],\n",
       "                marker: {\n",
       "                    width: 2,\n",
       "                    color: plotParams.color\n",
       "                },\n",
       "                hovertext: [],\n",
       "                hoverinfo: 'text',\n",
       "                mode: 'markers',\n",
       "                type: 'scatter'\n",
       "            };\n",
       "        }\n",
       "\n",
       "        if (params.best_value) {\n",
       "            trace = {\n",
       "                name: key.traceName,\n",
       "                _params: params,\n",
       "                x: [],\n",
       "                y: [],\n",
       "                line: {\n",
       "                    width: 1,\n",
       "                    dash: 'dash',\n",
       "                    color: '#CCCCCC'\n",
       "                },\n",
       "                mode: 'lines',\n",
       "                connectgaps: true,\n",
       "                hoverinfo: 'skip'\n",
       "            };\n",
       "        }\n",
       "\n",
       "        if (params.cv_stddev_last) {\n",
       "            trace.fill = 'tonexty';\n",
       "        }\n",
       "\n",
       "        trace._params.plotParams = plotParams;\n",
       "\n",
       "        this.traces[key.chartId].traces.push(trace);\n",
       "\n",
       "        return trace;\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getKey = function(params) {\n",
       "    var traceName = [\n",
       "        params.train,\n",
       "        params.type,\n",
       "        params.indexOfSet,\n",
       "        (params.smoothed ? 'smoothed' : ''),\n",
       "        (params.best_point ? 'best_pount' : ''),\n",
       "        (params.best_value ? 'best_value' : ''),\n",
       "        (params.cv_avg ? 'cv_avg' : ''),\n",
       "        (params.cv_stddev_first ? 'cv_stddev_first' : ''),\n",
       "        (params.cv_stddev_last ? 'cv_stddev_last' : '')\n",
       "    ].join(';');\n",
       "\n",
       "    return {\n",
       "        chartId: params.chartName,\n",
       "        traceName: traceName,\n",
       "        colorId: params.train\n",
       "    };\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.filterTracesEvery = function(traces, filter) {\n",
       "    traces = traces || this.traces[this.activeTab].traces;\n",
       "\n",
       "    return traces.filter(function(trace) {\n",
       "        for (var prop in filter) {\n",
       "            if (filter.hasOwnProperty(prop)) {\n",
       "                if (filter[prop] !== trace._params[prop]) {\n",
       "                    return false;\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "\n",
       "        return true;\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.filterTracesOne = function(traces, filter) {\n",
       "    traces = traces || this.traces[this.activeTab].traces;\n",
       "\n",
       "    return traces.filter(function(trace) {\n",
       "        for (var prop in filter) {\n",
       "            if (filter.hasOwnProperty(prop)) {\n",
       "                if (filter[prop] === trace._params[prop]) {\n",
       "                    return true;\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "\n",
       "        return false;\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.cleanSeries = function() {\n",
       "    $('.catboost-panel__series', this.layout).html('');\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.groupTraces = function() {\n",
       "    var traces = this.traces[this.activeTab].traces,\n",
       "        index = 0,\n",
       "        tracesHash = {};\n",
       "\n",
       "    traces.map(function(trace) {\n",
       "        var train = trace._params.train;\n",
       "\n",
       "        if (!tracesHash[train]) {\n",
       "            tracesHash[train] = {\n",
       "                index: index,\n",
       "                traces: [],\n",
       "                info: {\n",
       "                    path: trace._params.path,\n",
       "                    color: trace._params.plotParams.color\n",
       "                }\n",
       "            };\n",
       "\n",
       "            index++;\n",
       "        }\n",
       "\n",
       "        tracesHash[train].traces.push(trace);\n",
       "    });\n",
       "\n",
       "    return tracesHash;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.drawTraces = function() {\n",
       "    if ($('.catboost-panel__series .catboost-panel__serie', this.layout).length) {\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var html = '',\n",
       "        tracesHash = this.groupTraces();\n",
       "\n",
       "    for (var train in tracesHash) {\n",
       "        if (tracesHash.hasOwnProperty(train)) {\n",
       "            html += this.drawTrace(train, tracesHash[train]);\n",
       "        }\n",
       "    }\n",
       "\n",
       "    $('.catboost-panel__series', this.layout).html(html);\n",
       "\n",
       "    this.updateTracesValues();\n",
       "\n",
       "    this.addTracesEvents();\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getTraceDefParams = function(params) {\n",
       "    var defParams =  {\n",
       "        smoothed: undefined,\n",
       "        best_point: undefined,\n",
       "        best_value: undefined,\n",
       "        cv_avg: undefined,\n",
       "        cv_stddev_first: undefined,\n",
       "        cv_stddev_last: undefined\n",
       "    };\n",
       "\n",
       "    if (params) {\n",
       "        return $.extend(defParams, params);\n",
       "    } else {\n",
       "        return defParams;\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.drawTrace = function(train, hash) {\n",
       "    var info = hash.info,\n",
       "        id = 'catboost-serie-' + this.index + '-' + hash.index,\n",
       "        traces = {\n",
       "            learn: this.filterTracesEvery(hash.traces, this.getTraceDefParams({type: 'learn'})),\n",
       "            test: this.filterTracesEvery(hash.traces, this.getTraceDefParams({type: 'test'}))\n",
       "        },\n",
       "        items = {\n",
       "            learn: {\n",
       "                middle: '',\n",
       "                bottom: ''\n",
       "            },\n",
       "            test: {\n",
       "                middle: '',\n",
       "                bottom: ''\n",
       "            }\n",
       "        },\n",
       "        tracesNames = '';\n",
       "\n",
       "    ['learn', 'test'].forEach(function(type) {\n",
       "        traces[type].forEach(function(trace) {\n",
       "            items[type].middle += '<div class=\"catboost-panel__serie_' + type + '_pic\" style=\"border-color:' + info.color + '\"></div>' +\n",
       "                                  '<div data-index=\"' + trace._params.indexOfSet + '\" class=\"catboost-panel__serie_' + type + '_value\"></div>';\n",
       "\n",
       "            items[type].bottom += '<div class=\"catboost-panel__serie_' + type + '_pic\" style=\"border-color:transparent\"></div>' +\n",
       "                                  '<div data-index=\"' + trace._params.indexOfSet + '\" class=\"catboost-panel__serie_best_' + type + '_value\"></div>';\n",
       "\n",
       "            tracesNames += '<div class=\"catboost-panel__serie_' + type + '_pic\" style=\"border-color:' + info.color + '\"></div>' +\n",
       "                           '<div class=\"catboost-panel__serie_' + type + '_name\">' + trace._params.nameOfSet + '</div>';\n",
       "        });\n",
       "    });\n",
       "\n",
       "    var timeSpendHtml = '<div class=\"catboost-panel__serie_time\">' +\n",
       "                             '<div class=\"catboost-panel__serie_time_spend\" title=\"Time spend\"></div>' +\n",
       "                        '</div>';\n",
       "\n",
       "    var html = '<div id=\"' + id + '\" class=\"catboost-panel__serie\" style=\"color:' + info.color + '\">' +\n",
       "                    '<div class=\"catboost-panel__serie_top\">' +\n",
       "                        '<input type=\"checkbox\" data-seriename=\"' + train + '\" class=\"catboost-panel__serie_checkbox\" id=\"' + id + '-box\" ' + (!this.layoutDisabled.series[train] ? 'checked=\"checked\"' : '') + '></input>' +\n",
       "                        '<label title=' + this.meta[info.path].name + ' for=\"' + id + '-box\" class=\"catboost-panel__serie_label\">' + train + '<div class=\"catboost-panel__serie_time_left\" title=\"Estimate time\"></div></label>' +\n",
       "                        (this.getLaunchMode(info.path) !== 'Eval' ? timeSpendHtml : '') +\n",
       "                    '</div>' +\n",
       "                    '<div class=\"catboost-panel__serie_hint catboost-panel__serie__learn_hint\">curr</div>' +\n",
       "                    '<div class=\"catboost-panel__serie_hint catboost-panel__serie__test_hint\">best</div>' +\n",
       "                    '<div class=\"catboost-panel__serie_iteration\" title=\"curr iteration\"></div>' +\n",
       "                    '<div class=\"catboost-panel__serie_best_iteration\" title=\"best ' + (this.hasCVMode ? 'avg ' : '') + 'iteration\"></div>' +\n",
       "                    '<div class=\"catboost-panel__serie_scroll\">' +\n",
       "                        '<div class=\"catboost-panel__serie_names\">' +\n",
       "                            tracesNames +\n",
       "                        '</div>' +\n",
       "                        '<div class=\"catboost-panel__serie_middle\">' +\n",
       "                            items.learn.middle +\n",
       "                            items.test.middle +\n",
       "                        '</div>' +\n",
       "                        '<div class=\"catboost-panel__serie_bottom\">' +\n",
       "                            items.learn.bottom +\n",
       "                            items.test.bottom +\n",
       "                        '</div>' +\n",
       "                    '</div>' +\n",
       "                '</div>';\n",
       "\n",
       "    return html;\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesValues = function(iteration, click) {\n",
       "    var tracesHash = this.groupTraces();\n",
       "\n",
       "    for (var train in tracesHash) {\n",
       "        if (tracesHash.hasOwnProperty(train) && !this.layoutDisabled.traces[train]) {\n",
       "            this.updateTraceValues(train, tracesHash[train], iteration, click);\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesBest = function() {\n",
       "    var tracesHash = this.groupTraces();\n",
       "\n",
       "    for (var train in tracesHash) {\n",
       "        if (tracesHash.hasOwnProperty(train) && !this.layoutDisabled.traces[train]) {\n",
       "            this.updateTraceBest(train, tracesHash[train]);\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getBestValue = function(data) {\n",
       "    if (!data.length) {\n",
       "        return {\n",
       "            best: undefined,\n",
       "            index: -1\n",
       "        };\n",
       "    }\n",
       "\n",
       "    var best = data[0],\n",
       "        index = 0,\n",
       "        func = this.lossFuncs[this.traces[this.activeTab].name],\n",
       "        bestDiff = typeof func === 'number' ? Math.abs(data[0] - func) : 0;\n",
       "\n",
       "    for (var i = 1, l = data.length; i < l; i++) {\n",
       "        if (func === 'Min' && data[i] < best) {\n",
       "            best = data[i];\n",
       "            index = i;\n",
       "        }\n",
       "\n",
       "        if (func === 'Max' && data[i] > best) {\n",
       "            best = data[i];\n",
       "            index = i;\n",
       "        }\n",
       "\n",
       "        if (typeof func === 'number' && Math.abs(data[i] - func) < bestDiff) {\n",
       "            best = data[i];\n",
       "            bestDiff = Math.abs(data[i] - func);\n",
       "            index = i;\n",
       "        }\n",
       "    }\n",
       "\n",
       "    return {\n",
       "        best: best,\n",
       "        index: index,\n",
       "        func: func\n",
       "    };\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesCV = function() {\n",
       "    this.updateTracesCVAvg();\n",
       "\n",
       "    if (this.hasCVMode && this.stddevEnabled) {\n",
       "        this.updateTracesCVStdDev();\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesCVAvg = function() {\n",
       "    var tracesHash = this.groupTraces(),\n",
       "        avgTraces = this.filterTracesEvery(tracesHash.traces, this.getTraceDefParams({\n",
       "            cv_avg: true\n",
       "        })),\n",
       "        self = this;\n",
       "\n",
       "    avgTraces.forEach(function(trace) {\n",
       "        var origTraces = self.filterTracesEvery(tracesHash.traces, self.getTraceDefParams({\n",
       "                train: trace._params.train,\n",
       "                type: trace._params.type,\n",
       "                smoothed: trace._params.smoothed\n",
       "            }));\n",
       "\n",
       "        if (origTraces.length) {\n",
       "            self.cvAvgFunc(origTraces, trace);\n",
       "        }\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.cvAvgFunc = function(origTraces, avgTrace) {\n",
       "    var maxCount = origTraces.length,\n",
       "        maxLength = -1,\n",
       "        count,\n",
       "        sum;\n",
       "\n",
       "    origTraces.forEach(function(origTrace) {\n",
       "        if (origTrace.y.length > maxLength) {\n",
       "            maxLength = origTrace.y.length;\n",
       "        }\n",
       "    });\n",
       "\n",
       "    for (var i = 0; i < maxLength; i++) {\n",
       "        sum = 0;\n",
       "        count = 0;\n",
       "\n",
       "        for (var j = 0; j < maxCount; j++) {\n",
       "            if (typeof origTraces[j].y[i] !== 'undefined') {\n",
       "                sum += origTraces[j].y[i];\n",
       "                count++;\n",
       "            }\n",
       "        }\n",
       "\n",
       "        if (count > 0) {\n",
       "            avgTrace.x[i] = i;\n",
       "            avgTrace.y[i] = sum / count;\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesCVStdDev = function() {\n",
       "    var tracesHash = this.groupTraces(),\n",
       "        firstTraces = this.filterTracesOne(tracesHash.traces, {cv_stddev_first: true}),\n",
       "        self = this;\n",
       "\n",
       "    firstTraces.forEach(function(trace) {\n",
       "        var origTraces = self.filterTracesEvery(tracesHash.traces, self.getTraceDefParams({\n",
       "                train: trace._params.train,\n",
       "                type: trace._params.type,\n",
       "                smoothed: trace._params.smoothed\n",
       "            })),\n",
       "            lastTraces = self.filterTracesEvery(tracesHash.traces, self.getTraceDefParams({\n",
       "                train: trace._params.train,\n",
       "                type: trace._params.type,\n",
       "                smoothed: trace._params.smoothed,\n",
       "                cv_stddev_last: true\n",
       "            }));\n",
       "\n",
       "        if (origTraces.length && lastTraces.length === 1) {\n",
       "            self.cvStdDevFunc(origTraces, trace, lastTraces[0]);\n",
       "        }\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.cvStdDevFunc = function(origTraces, firstTrace, lastTrace) {\n",
       "    var maxCount = origTraces.length,\n",
       "        maxLength = -1,\n",
       "        count,\n",
       "        sum,\n",
       "        i, j;\n",
       "\n",
       "    origTraces.forEach(function(origTrace) {\n",
       "        if (origTrace.y.length > maxLength) {\n",
       "            maxLength = origTrace.y.length;\n",
       "        }\n",
       "    });\n",
       "\n",
       "    for (i = 0; i < maxLength; i++) {\n",
       "        sum = 0;\n",
       "        count = 0;\n",
       "\n",
       "        for (j = 0; j < maxCount; j++) {\n",
       "            if (typeof origTraces[j].y[i] !== 'undefined') {\n",
       "                sum += origTraces[j].y[i];\n",
       "                count++;\n",
       "            }\n",
       "        }\n",
       "\n",
       "        if (count <= 0) {\n",
       "            continue;\n",
       "        }\n",
       "\n",
       "        var std = 0,\n",
       "            avg = sum / count;\n",
       "\n",
       "        for (j = 0; j < maxCount; j++) {\n",
       "            if (typeof origTraces[j].y[i] !== 'undefined') {\n",
       "                std += Math.pow(origTraces[j].y[i] - avg, 2);\n",
       "            }\n",
       "        }\n",
       "\n",
       "        std /= (count - 1);\n",
       "        std = Math.pow(std, 0.5);\n",
       "\n",
       "        firstTrace.x[i] = i;\n",
       "        firstTrace.y[i] = avg - std;\n",
       "        firstTrace.hovertext[i] = firstTrace._params.type + ' std: ' + avg.toFixed(7) + '-' + std.toFixed(7);\n",
       "        lastTrace.x[i] = i;\n",
       "        lastTrace.y[i] = avg + std;\n",
       "        lastTrace.hovertext[i] = lastTrace._params.type + ' std: ' + avg.toFixed(7) + '+' + std.toFixed(7);\n",
       "        if (this.hovertextParameters.length > i) {\n",
       "            firstTrace.hovertext[i] += this.hovertextParameters[i];\n",
       "            lastTrace.hovertext[i] += this.hovertextParameters[i];\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTracesSmoothness = function() {\n",
       "    var tracesHash = this.groupTraces(),\n",
       "        smoothedTraces = this.filterTracesOne(tracesHash.traces, {smoothed: true}),\n",
       "        enabled = this.getSmoothness() > -1,\n",
       "        self = this;\n",
       "\n",
       "    smoothedTraces.forEach(function(trace) {\n",
       "        var origTraces = self.filterTracesEvery(tracesHash.traces, self.getTraceDefParams({\n",
       "                train: trace._params.train,\n",
       "                type: trace._params.type,\n",
       "                indexOfSet: trace._params.indexOfSet,\n",
       "                cv_avg: trace._params.cv_avg,\n",
       "                cv_stddev_first: trace._params.cv_stddev_first,\n",
       "                cv_stddev_last: trace._params.cv_stddev_last\n",
       "            })),\n",
       "            colorFlag = false;\n",
       "\n",
       "        if (origTraces.length === 1) {\n",
       "            origTraces = origTraces[0];\n",
       "\n",
       "            if (origTraces.visible) {\n",
       "                if (enabled) {\n",
       "                    self.smoothFunc(origTraces, trace);\n",
       "                    colorFlag = true;\n",
       "                }\n",
       "\n",
       "                self.highlightSmoothedTrace(origTraces, trace, colorFlag);\n",
       "            }\n",
       "        }\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.highlightSmoothedTrace = function(trace, smoothedTrace, flag) {\n",
       "    if (flag) {\n",
       "        smoothedTrace.line.color = trace._params.plotParams.color;\n",
       "        trace.line.color = smoothedTrace._params.plotParams.color;\n",
       "        trace.hoverinfo = 'skip';\n",
       "\n",
       "        if (trace._params.cv_stddev_last) {\n",
       "            trace.fillcolor = trace._params.plotParams.fillsmoothcolor;\n",
       "        }\n",
       "    } else {\n",
       "        trace.line.color = trace._params.plotParams.color;\n",
       "        trace.hoverinfo = trace._params.plotParams.hoverinfo;\n",
       "\n",
       "        if (trace._params.cv_stddev_last) {\n",
       "            trace.fillcolor = trace._params.plotParams.fillcolor;\n",
       "        }\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.smoothFunc = function(origTrace, smoothedTrace) {\n",
       "    var data = origTrace.y,\n",
       "        smoothedPoints = this.smooth(data, this.getSmoothness()),\n",
       "        smoothedIndex = 0,\n",
       "        self = this;\n",
       "\n",
       "    if (smoothedPoints.length) {\n",
       "        data.forEach(function (d, index) {\n",
       "            if (!smoothedTrace.x[index]) {\n",
       "                smoothedTrace.x[index] = index;\n",
       "            }\n",
       "\n",
       "            var nameOfSet = smoothedTrace._params.nameOfSet;\n",
       "\n",
       "            if (smoothedTrace._params.cv_stddev_first || smoothedTrace._params.cv_stddev_last) {\n",
       "                nameOfSet = smoothedTrace._params.type + ' std';\n",
       "            }\n",
       "\n",
       "            smoothedTrace.y[index] = smoothedPoints[smoothedIndex];\n",
       "            smoothedTrace.hovertext[index] = nameOfSet + '`: ' + smoothedPoints[smoothedIndex].toPrecision(7);\n",
       "            if (self.hovertextParameters.length > index) {\n",
       "                smoothedTrace.hovertext[index] += self.hovertextParameters[index];\n",
       "            }\n",
       "            smoothedIndex++;\n",
       "        });\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.formatItemValue = function(value, index, suffix) {\n",
       "    if (typeof value === 'undefined') {\n",
       "        return '';\n",
       "    }\n",
       "\n",
       "    suffix = suffix || '';\n",
       "\n",
       "    return '<span title=\"' + suffix + 'value ' + value + '\">' + value + '</span>';\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTraceBest = function(train, hash) {\n",
       "    var traces = this.filterTracesOne(hash.traces, {best_point: true}),\n",
       "        self = this;\n",
       "\n",
       "    traces.forEach(function(trace) {\n",
       "        var testTrace = self.filterTracesEvery(hash.traces, self.getTraceDefParams({\n",
       "                train: trace._params.train,\n",
       "                type: 'test',\n",
       "                indexOfSet: trace._params.indexOfSet\n",
       "            }));\n",
       "\n",
       "        if (self.hasCVMode) {\n",
       "            testTrace = self.filterTracesEvery(hash.traces, self.getTraceDefParams({\n",
       "                train: trace._params.train,\n",
       "                type: 'test',\n",
       "                cv_avg: true\n",
       "            }));\n",
       "        }\n",
       "\n",
       "        var bestValue = self.getBestValue(testTrace.length === 1 ? testTrace[0].y : []);\n",
       "\n",
       "        if (bestValue.index !== -1) {\n",
       "            trace.x[0] = bestValue.index;\n",
       "            trace.y[0] = bestValue.best;\n",
       "            trace.hovertext[0] = bestValue.func + ' (' + (self.hasCVMode ? 'avg' : trace._params.nameOfSet) + '): ' + bestValue.index + ' ' + bestValue.best;\n",
       "        }\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.updateTraceValues = function(name, hash, iteration, click) {\n",
       "    var id = 'catboost-serie-' + this.index + '-' + hash.index,\n",
       "        traces = {\n",
       "            learn: this.filterTracesEvery(hash.traces, this.getTraceDefParams({type: 'learn'})),\n",
       "            test: this.filterTracesEvery(hash.traces, this.getTraceDefParams({type: 'test'}))\n",
       "        },\n",
       "        path = hash.info.path,\n",
       "        self = this;\n",
       "\n",
       "    ['learn', 'test'].forEach(function(type) {\n",
       "        traces[type].forEach(function(trace) {\n",
       "            var data = trace.y || [],\n",
       "                index = typeof iteration !== 'undefined' && iteration < data.length - 1 ? iteration : data.length - 1,\n",
       "                value = data.length ? data[index] : undefined,\n",
       "                testTrace = self.filterTracesEvery(hash.traces, self.getTraceDefParams({\n",
       "                    type: 'test',\n",
       "                    indexOfSet: trace._params.indexOfSet\n",
       "                })),\n",
       "                bestValue = self.getBestValue(testTrace.length === 1 ? testTrace[0].y : []),\n",
       "                timeLeft = '',\n",
       "                timeSpend = '';\n",
       "\n",
       "            if (click || !self.clickMode) {\n",
       "                $('#' + id + ' .catboost-panel__serie_' + type + '_value[data-index=' + trace._params.indexOfSet + ']', self.layout)\n",
       "                    .html(self.formatItemValue(value, index, type + ' '));\n",
       "                $('#' + id + ' .catboost-panel__serie_iteration', self.layout).html(index);\n",
       "\n",
       "                if (self.timeLeft[path] && self.timeLeft[path][data.length - 1]) {\n",
       "                    timeLeft = self.timeLeft[path][data.length - 1][0];\n",
       "                }\n",
       "                $('#' + id + ' .catboost-panel__serie_time_left', self.layout).html(timeLeft ? ('~' + self.convertTime(timeLeft)) : '');\n",
       "\n",
       "                if (self.timeLeft[path] && self.timeLeft[path][index]) {\n",
       "                    timeSpend = self.timeLeft[path][index][1];\n",
       "                }\n",
       "\n",
       "                $('#' + id + ' .catboost-panel__serie_time_spend', self.layout).html(self.convertTime(timeSpend));\n",
       "                $('#' + id + ' .catboost-panel__serie_best_iteration', self.layout).html(bestValue.index > -1 ? bestValue.index : '');\n",
       "\n",
       "                $('#' + id + ' .catboost-panel__serie_best_test_value[data-index=' + trace._params.indexOfSet + ']', self.layout)\n",
       "                    .html(self.formatItemValue(bestValue.best, bestValue.index, 'best ' + trace._params.nameOfSet + ' '));\n",
       "            }\n",
       "        });\n",
       "    });\n",
       "\n",
       "    if (this.hasCVMode) {\n",
       "        var testTrace = this.filterTracesEvery(hash.traces, this.getTraceDefParams({\n",
       "                type: 'test',\n",
       "                cv_avg: true\n",
       "            })),\n",
       "            bestValue = this.getBestValue(testTrace.length === 1 ? testTrace[0].y : []);\n",
       "\n",
       "            $('#' + id + ' .catboost-panel__serie_best_iteration', this.layout).html(bestValue.index > -1 ? bestValue.index : '');\n",
       "    }\n",
       "\n",
       "    if (click) {\n",
       "        this.clickMode = true;\n",
       "\n",
       "        $('#catboost-control2-clickmode' + this.index, this.layout)[0].checked = true;\n",
       "    }\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.addTracesEvents = function() {\n",
       "    var self = this;\n",
       "\n",
       "    $('.catboost-panel__serie_checkbox', this.layout).click(function() {\n",
       "        var name = $(this).data('seriename');\n",
       "\n",
       "        self.layoutDisabled.traces[name] = !$(this)[0].checked;\n",
       "\n",
       "        self.redrawActiveChart();\n",
       "    });\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.getNextColor = function(path, opacity) {\n",
       "    var color;\n",
       "\n",
       "    if (this.colorsByPath[path]) {\n",
       "        color = this.colorsByPath[path];\n",
       "    } else {\n",
       "        color = this.colors[this.colorIndex];\n",
       "        this.colorsByPath[path] = color;\n",
       "\n",
       "        this.colorIndex++;\n",
       "\n",
       "        if (this.colorIndex > this.colors.length - 1) {\n",
       "            this.colorIndex = 0;\n",
       "        }\n",
       "    }\n",
       "\n",
       "    return this.hexToRgba(color, opacity);\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.hexToRgba = function(value, opacity) {\n",
       "    if (value.length < 6) {\n",
       "        var pattern = /^#?([a-f\\d])([a-f\\d])([a-f\\d])/i;\n",
       "        value = value.replace(pattern, function(m, r, g, b) {\n",
       "            return '#' + r + r + g + g + b + b;\n",
       "        });\n",
       "    }\n",
       "\n",
       "    var result = /^#?([a-f\\d]{2})([a-f\\d]{2})([a-f\\d]{2})/i.exec(value);\n",
       "    var rgb = {\n",
       "        r: parseInt(result[1], 16),\n",
       "        g: parseInt(result[2], 16),\n",
       "        b: parseInt(result[3], 16)\n",
       "    };\n",
       "\n",
       "    return 'rgba(' + rgb.r + ',' + rgb.g + ',' + rgb.b + ',' + opacity + ')';\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.convertTime = function(time) {\n",
       "    if (!time) {\n",
       "        return '0s';\n",
       "    }\n",
       "\n",
       "    time = Math.floor(time * 1000);\n",
       "\n",
       "    var millis = time % 1000;\n",
       "    time = parseInt(time / 1000, 10);\n",
       "    var seconds = time % 60;\n",
       "    time = parseInt(time / 60, 10);\n",
       "    var minutes = time % 60;\n",
       "    time = parseInt(time / 60, 10);\n",
       "    var hours = time % 24;\n",
       "    var out = \"\";\n",
       "    if (hours && hours > 0) {\n",
       "        out += hours + 'h ';\n",
       "        seconds = 0;\n",
       "        millis = 0;\n",
       "    }\n",
       "    if (minutes && minutes > 0) {\n",
       "        out += minutes + 'm ';\n",
       "        millis = 0;\n",
       "    }\n",
       "    if (seconds && seconds > 0) {\n",
       "        out += seconds + 's ';\n",
       "    }\n",
       "    if (millis && millis > 0) {\n",
       "        out += millis + 'ms';\n",
       "    }\n",
       "\n",
       "    return out.trim();\n",
       "};\n",
       "\n",
       "CatboostIpython.prototype.mean = function(values, valueof) {\n",
       "    var n = values.length,\n",
       "        m = n,\n",
       "        i = -1,\n",
       "        value,\n",
       "        sum = 0,\n",
       "        number = function(x) {\n",
       "            return x === null ? NaN : +x;\n",
       "        };\n",
       "\n",
       "    if (valueof === null) {\n",
       "        while (++i < n) {\n",
       "            if (!isNaN(value = number(values[i]))) {\n",
       "                sum += value;\n",
       "            } else {\n",
       "                --m;\n",
       "            }\n",
       "        }\n",
       "    } else {\n",
       "        while (++i < n) {\n",
       "            if (!isNaN(value = number(valueof(values[i], i, values)))) {\n",
       "                sum += value;\n",
       "            } else {\n",
       "                --m;\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "\n",
       "    if (m) {\n",
       "        return sum / m;\n",
       "    }\n",
       "};\n",
       "\n",
       "// from TensorBoard\n",
       "CatboostIpython.prototype.smooth = function(data, weight) {\n",
       "    // When increasing the smoothing window, it smoothes a lot with the first\n",
       "    // few points and then starts to gradually smooth slower, so using an\n",
       "    // exponential function makes the slider more consistent. 1000^x has a\n",
       "    // range of [1, 1000], so subtracting 1 and dividing by 999 results in a\n",
       "    // range of [0, 1], which can be used as the percentage of the data, so\n",
       "    // that the kernel size can be specified as a percentage instead of a\n",
       "    // hardcoded number, what would be bad with multiple series.\n",
       "    var factor = (Math.pow(1000, weight) - 1) / 999,\n",
       "        kernelRadius = Math.floor(data.length * factor / 2),\n",
       "        res = [],\n",
       "        self = this;\n",
       "\n",
       "    data.forEach(function (d, i) {\n",
       "        var actualKernelRadius = Math.min(kernelRadius, i, data.length - i - 1);\n",
       "        var start = i - actualKernelRadius;\n",
       "        var end = i + actualKernelRadius + 1;\n",
       "        var point = d;\n",
       "        // Only smooth finite numbers.\n",
       "        if (!isFinite(point)) {\n",
       "            res.push(point);\n",
       "        } else {\n",
       "            res.push(self.mean(data.slice(start, end).filter(function(d) {\n",
       "                return isFinite(d);\n",
       "            }), null));\n",
       "        }\n",
       "    });\n",
       "\n",
       "    return res;\n",
       "};\n",
       "var debug = false;\n",
       "\n",
       "if (debug) {\n",
       "    require.config({\n",
       "        shim:{\n",
       "            \"custom/CatboostIpythonPlotly\":{\n",
       "                deps:[\"custom/plotly-basic.min\"]\n",
       "            }\n",
       "        }\n",
       "    })\n",
       "\n",
       "    require.undef('catboost_module');\n",
       "    require.undef('custom/CatboostIpythonPlotly');\n",
       "}\n",
       "\n",
       "var moduleBase = '@jupyter-widgets/base';\n",
       "var modules = [moduleBase];\n",
       "\n",
       "if (debug) {\n",
       "    modules.push('custom/CatboostIpythonPlotly');\n",
       "}\n",
       "\n",
       "define('catboost_module', modules, function(widgets) {\n",
       "    var getInstance = function(el) {\n",
       "            var id = $(el).attr('catboost-id');\n",
       "\n",
       "            if (!id) {\n",
       "                return null;\n",
       "            }\n",
       "\n",
       "            id = id.replace('catboost_', '');\n",
       "\n",
       "            if (!window.catboostIpythonInstances[id]) {\n",
       "                return null;\n",
       "            }\n",
       "\n",
       "            return window.catboostIpythonInstances[id];\n",
       "        },\n",
       "        addInstance = function(el) {\n",
       "            $(el).attr('catboost-id', 'catboost_' + window.catboostIpythonIndex);\n",
       "\n",
       "            var catboostIpython = new CatboostIpython();\n",
       "            catboostIpython.index = window.catboostIpythonIndex;\n",
       "            catboostIpython.plotly = window.Plotly;\n",
       "            if (debug) {\n",
       "                catboostIpython.loadStyles('/custom/CatboostIpython.css', function(){catboostIpython.resizeCharts();})\n",
       "            }\n",
       "\n",
       "            window.catboostIpythonInstances[window.catboostIpythonIndex] = catboostIpython;\n",
       "\n",
       "            window.catboostIpythonIndex++;\n",
       "\n",
       "            return catboostIpython;\n",
       "        };\n",
       "\n",
       "    var CatboostIpythonWidget = widgets.DOMWidgetView.extend({\n",
       "\n",
       "        initialize: function() {\n",
       "            CatboostIpythonWidget.__super__.initialize.apply(this, arguments);\n",
       "\n",
       "            if (!window.catboostIpythonInstances) {\n",
       "                window.catboostIpythonInstances = {};\n",
       "            }\n",
       "\n",
       "            if (typeof window.catboostIpythonIndex === 'undefined') {\n",
       "                window.catboostIpythonIndex = 0;\n",
       "            }\n",
       "\n",
       "            var catboostIpythonInstance = getInstance(this.el);\n",
       "\n",
       "            if (!catboostIpythonInstance) {\n",
       "                catboostIpythonInstance = addInstance(this.el);\n",
       "            }\n",
       "\n",
       "            catboostIpythonInstance.init();\n",
       "        },\n",
       "\n",
       "        render: function() {\n",
       "            this.value_changed();\n",
       "            this.model.on('change:value', this.value_changed, this);\n",
       "        },\n",
       "\n",
       "        update: function() {\n",
       "            this.value_changed();\n",
       "        },\n",
       "\n",
       "        value_changed: function() {\n",
       "            this.el.style['width'] = this.model.get('width');\n",
       "            this.el.style['height'] = this.model.get('height');\n",
       "            this.displayed.then(_.bind(this.render_charts, this));\n",
       "        },\n",
       "\n",
       "        process_all: function(parent, params) {\n",
       "            var data = params.data;\n",
       "\n",
       "            for (var path in data) {\n",
       "                if (data.hasOwnProperty(path)) {\n",
       "                    this.process_row(parent, data[path])\n",
       "                }\n",
       "            }\n",
       "        },\n",
       "\n",
       "        process_row: function(parent, data) {\n",
       "            var catboostIpython = getInstance(parent),\n",
       "                path = data.path,\n",
       "                content = data.content,\n",
       "                items = content.data.iterations,\n",
       "                firstIndex = 0,\n",
       "                chunks = [];\n",
       "\n",
       "            if (!items || !items.length) {\n",
       "                return;\n",
       "            }\n",
       "\n",
       "            if (!catboostIpython.lastIndex) {\n",
       "                catboostIpython.lastIndex = {}\n",
       "            }\n",
       "\n",
       "            if (catboostIpython.lastIndex[path]) {\n",
       "                firstIndex = catboostIpython.lastIndex[path] + 1;\n",
       "            }\n",
       "\n",
       "            catboostIpython.lastIndex[path] = items.length - 1;\n",
       "\n",
       "            for (var i = firstIndex; i < items.length; i++) {\n",
       "                chunks.push(items[i]);\n",
       "            }\n",
       "\n",
       "            catboostIpython.addMeta(data.path, content.data.meta);\n",
       "\n",
       "            catboostIpython.addPoints(parent, {\n",
       "                chunks: chunks,\n",
       "                train: data.name,\n",
       "                path: data.path\n",
       "            });\n",
       "        },\n",
       "\n",
       "        render_charts: function () {\n",
       "            this.process_all(this.el, {\n",
       "                data: this.model.get('data')\n",
       "            });\n",
       "\n",
       "            return this;\n",
       "        }\n",
       "    });\n",
       "\n",
       "    return {\n",
       "        CatboostIpythonWidgetView: CatboostIpythonWidget\n",
       "    };\n",
       "});\n",
       "\n",
       "            </script>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c140224bc0a6423f8da469fa1bc29ff2",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "MetricVisualizer(layout=Layout(align_self='stretch', height='500px'))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "307.74910441585143\n",
      "353.2759070492266\n",
      "0.20012030316615892\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Catboost non-optimized\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    " \n",
    "Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "\n",
    "X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "X_train = X_train.fillna(0)\n",
    "X_test = X_test.fillna(0)\n",
    "\n",
    "model = CatBoostRegressor(iterations=1000, verbose=False, loss_function='RMSE')\n",
    "# Fit model\n",
    "model.fit(X_train, y_train,plot=True, eval_set=(X_test, y_test))\n",
    "\n",
    "Confirmed_test['Confirmed_Prediction'] = model.predict(X_test)\n",
    "\n",
    "plt.plot(Confirmed_train.index, Confirmed_train['Confirmed'], label='Train',marker ='^')\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed'], label='Test', marker = \"*\")\n",
    "plt.plot(Confirmed_test.index, Confirmed_test['Confirmed_Prediction'], label='Catboost', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "print(np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])))\n",
    "print(root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction']))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "J6QIRHoQ7tdn"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO:fbprophet:Disabling yearly seasonality. Run prophet with yearly_seasonality=True to override this.\n",
      "INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "878.1480208424624\n",
      "923.5002208677101\n",
      "0.7134106537109546\n"
     ]
    },
    {
     "data": {
      "image/png": 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uoKOjA4DOzk4+8pGPsGvXLpqbm/nRj34EwDXXXMNXvvIVtm3bxk033cSHP/xhzj//fN7xjnfwxS9+kR07dvDqV796Ut9Lud0svwz8wlr7v40xtUAd8Gmg3Vp7ozHmU8CngE8aY84CrgJWA8uAXxljTrPWpoGvA9cAvwU2A5cC90zqOxCRE6ZUN0snmCsvM/efD7+Qve3Nkrt+o/Oi3RTyYy0MJFI0hQKTvGoRERE5kf556z/zbPezRY9pqWvhL+/7S1rqWjg6dJRTm0/l609+na8/+fW8x5+x4Aw+ed4niz5nLBZj3bp1gJOZ+8AHPsCjjz7Keeedx8qVKwF45JFH+NjHPuY85xln8KpXvYo9e/YAcMkll7Bw4UIA3vnOd/LII4+wceNGVq5cmX3ec889l3379jEwMMCjjz7KFVdckf36w8PDpf5pKlYymDPGNAG/C7wXwFqbABLGmMuBC93Dvgs8AHwSuBz4gbV2GHjRGLMXOM8Ysw9ostZucZ/3VmAjCuZEqlbJbpb+GoZTGay1FEvER6JxHtxzNHs/mbbc2XGAay9+Da2NIRpDzktVNJZUMCciIjIHNNU20VLXwqHBQyytX0pTbdOkn9PbMzdWfX199ra1hauAxv4t490PBkeat/l8PmKxGJlMhubm5rxfbyqVk5k7FTgKfMcYczawDdgELLbWHgKw1h4yxrS6xy/Hybx5uty1pHt77LqIVKmSDVDcjN1wKlPwGIC29k4yY148c7NzXgCnJigiIiLVr1QGDUZKK//ytX/J7c/dzofO/hDnLT1v2q/td3/3d7ntttt4y1vewp49e9i/fz+nn34627dv57777qO7u5twOMxPfvITvv3twnv4mpqaWLlyJXfccQdXXHEF1lqeeuopzj77bBobG+nv75+S6y1nz5wfeB3wdWvtOcAgTkllIfnefrdF1sc/gTHXGGM6jDEdR48ezXeIiMwAcXc0QdBfYM+c3wngSpVabt/fS3rM1rpk2rL9pR7AGU0ACuZERETmAi+Qu+mCm/joOR/lpgtuGrWHbjp9+MMfJp1Os3btWv74j/+YW265JZt5e/Ob38y73/1u1q1bxx/90R+xfv36os9122238a1vfYuzzz6b1atXc9dddwFw1VVX8cUvfpFzzjln0g1QysnMdQFd1trH3Pt34gRzR4wxS92s3FIgknP8STnnrwAOuusr8qyPY639JvBNgPXr16vjgcgMFU9lCAd8BUsovWxcqSYomzdt4As/2833HtvPM1+4dNzjTeGRMksRERGZ3XYe28lNF9yUzcSdt/Q8brrgJnYe2zmp7NzAwMC4tQsvvJALL7wwez8UCnHLLbfkPb+1tZX/+I//GLV2yimnsHPnzuz9T3ziE9nbK1eu5Be/+MW453nTm950/EYTWGsPAweMMae7SxcDu4G7gavdtauBu9zbdwNXGWOCxpiVwCpgq1uS2W+MeaPbxfI9OeeISBWKJdIFO1nCSJfLWBlNUHqGEiyor837WDYzN6xgTkREZLZ7/5r3jwvazlt6Hu9f8/4TdEUzV7ndLD8G3OZ2snwBeB9OIHi7MeYDwH7gCgBr7S5jzO04AV8K+IjbyRLgQ8AtQBin8Yman4hUsVgyXbD5CeRm5koHc71DSZrr8jc3GWmAojJLEREROf7e+9738t73vvdEX8Y4ZQVz1todQL6i0IsLHH8DcEOe9Q5gagZEiMgJF0+ms01O8vEyc+UEc92DCebXFcrMOS9V/RocLiIiIpJV1tBwEZF84sl0tslJPiMNUEoPDu8dSjC/QJll0O8j6K9RAxQREZEqVqztvzgq/TdSMCciExZLpgsODAcIemWWqXL2zCWZX6DMEqApHCCqzJyIiEhVCoVCHDt2TAFdEdZajh07RigUKvuccvfMiYiME09mSuyZc94vGi5RZplKZ+iLJWkuUGYJTqllVJk5ERGRqrRixQq6urrQ2LHiQqEQK1asKH2gS8GciExYLJEumk0rdzRBnztyYEGR52oMBVRmKSIiUqUCgQArV6480Zcx66jMUkQmLJ5MZwO2fMrtZtkz5ARzhfbMATSF/JozJyIiIpJDwZyITFi8xGiCcNnBXAKgaJllUygwoW6WkWicK2/eQqQ/XvG5IiIiIjOZgjkRmbBSDVCyowlSxcssewadYG5BsWAuPLE9c23tnTy+r5u29r0VnysiIiIykymYE5EJi5Uqs3RHE8QSxTNzvW6ZZaGh4eDtmassMxeJxvne1v1YC3d2HFB2TkRERGYVBXMiMiHWWuLJTNFgrqbGUOurKTmaoNstsyy2Z64x6CeezJAokeXL1dbeScbtgJy2Vtk5ERERmVUUzInIhAy7QVWxPXMAwUANwyW6WfYMJaj11VBfpGSzKexk7crNzkWice7Y1pW9n0xbZedERERkVlEwJyIT4pVOevviCgkFfCUboPQOJmmuC2CMKXhMY8iZpFLueAInKzd6MKmycyIiIjKbKJgTkQmJuQFaqcxcKFBTVjfL+UWan4DTzRIgWmZmbvv+XpLp0cFcMm3Z/lJPWeeLiIiIzHQaGi4iE+IFaMW6WYLTBKXU0PCeoUTR5idQeWZu86YN9A0lOfvz9wLwn+9ZzyVnLS7rXBEREZFqoMyciEyIl5kL+ktl5nwlG6D0DCVZUKT5CTjdLKH8PXMAfTlDxg/1xco+T0RERKQaKJgTkQkpOzNXRpll71Ci6MBwcObMAURj5c+ayy3JfLlXwZyIiIjMLgrmRGRCvNLJ0nvmipdZWmvpGUoyv2SZZWV75mBMZq5XXSxFRERkdlEwJyITUm43y6C/eDfLaDxFOmNLl1kG/RhT/p45gKgbzM0LBziozJyIiIjMMgrmRGRCyu1mGa71ZWfS5dPrDgwvVWZZU2NoqPVXlJnzjj1jSSOH+pSZExERkdlFwZyITIiXbQuVKrP012SzePl0DzrBXKkyS3AGh1eSmfPKLM9c2sThaJx0xpY4Q0RERKR6KJgTkQkpO5gr0c2yd8gJuOaXKLMEZzxBNFZBZi6WwldjeE1rA+mMJdKv7JyIiIjMHgrmRGRCYlPUzbJnyMvMlRfMVZqZawr5Wd4cBtC+OREREZlVFMyJyIR4HSpD/uIvI143S2vzlzhWVGYZCtA/XNmeuaZwgGXZYE6ZOREREZk9FMyJyITEkmkCPoPfVzqYAwo2QekdSlJjnECtFKfMsrJulk2hAEubQ4AGh4uIiMjsomBORCYklkiX3C8HEHQzd8MFZs31uAPDa2pMyedyGqBUNmduXjhAUyhAQ9CvzJyIiIjMKgrmRGRChlPpkmMJYCQzV6gJihPMlc7KgZuZi6cKlmyOFY2naAr7AVjWHNKeOREREZlVFMyJyISUm5nLBnMFmqD0DCbLan4C0BgKkM7YbPOVUrwyS4Cl88IcVJmliIiIzCJlBXPGmH3GmKeNMTuMMR3u2gJjzH3GmE738/yc468zxuw1xjxnjHlbzvq57vPsNca0GWNK11WJyIwUS5abmXNeZuJFyizLDea8wKzcjpZemSXAsuYwh1RmKSIiIrNIJZm5i6y166y16937nwLarbWrgHb3PsaYs4CrgNXApcDXjDHeX3xfB64BVrkfl07+WxCREyGezBAqMZYAIOQvkZkbSpTVyRKcMkugrFlz8WSa4VSGJi+Ymxfi2GCi6JgEERERkWoymTLLy4Hvure/C2zMWf+BtXbYWvsisBc4zxizFGiy1m6xzoaXW3POEZEqE0umS44lgJE5dPlKI6219AwlyxoYDmQDs2gZmbmo2yilKSczB3CoT9k5ERERmR3KDeYscK8xZpsx5hp3bbG19hCA+7nVXV8OHMg5t8tdW+7eHrsuIlUonkyXHBgOuWWW44O5WDJNIpWpYM+cm5kro6OlN8KgyT0nO55ATVBERERklvCXedybrLUHjTGtwH3GmGeLHJtvH5wtsj7+CZyA8RqAk08+ucxLFJHjKV7mnrlgtsxy/J65PUf6ASgjwQeMBGbX/2w3q5c10doYKnjs2Mzccjcz97KCOREREZklyvoTylp70P0cAX4MnAcccUsncT9H3MO7gJNyTl8BHHTXV+RZz/f1vmmtXW+tXd/S0lL+dyMix035DVC8oeHjM3M3P/gCAI/sfaWsr+k1QHnh6CBt7XuLHtvn7qvzGqAsmecEfv/+q04i/Sq1FBERkepXMpgzxtQbYxq928BbgZ3A3cDV7mFXA3e5t+8GrjLGBI0xK3EanWx1SzH7jTFvdLtYvifnHBGpMrFEhmBF3SxHB3ORaJxfPXMEgC3Pd5cVYHmz6ixwZ8eBoud4TVK8ADDo9xH01/Byb6xkICgiIiJSDcrJzC0GHjHGPAlsBX5urf0FcCNwiTGmE7jEvY+1dhdwO7Ab+AXwEWut91fch4D/wmmK8jxwzxR+LyJyHA1XmJkbW2b55fZOUmmn0tpiywqwvulm8gDStvg50TGZuUg0TiLlXEOpQFBERESkGpQM5qy1L1hrz3Y/Vltrb3DXj1lrL7bWrnI/d+ecc4O19tXW2tOttffkrHdYa9e4j33U7WopIlUolkwTri39flC+oeGRaJwfPn4gu2k2mbYlA6xINM4d20Z6KJU6x+t46TVNaWvvzD5WKhAUERERqQaTGU0gInNUMp0hlbHZGXLFeOMLvMxcJBrn9778MKnM6PdySgVYbe2dZGz550RjSYL+GkIBXzYQrCR4FBEREZnpFMyJSMW8LFs5own8vhr8NSa7362tvZNjg4lxxyXTlu0v9RR8nu37e0mmRwdzxc7piyWzJZaVBoIiIiIi1aDc0QQiIlneAPBQGXvmvOPiybRTXtnhjKH01xgeve4tRccL5Nq8aQMAn717Fz/a3sXTn31b0eOj8WR2LEGlgaCIiIhINVAwJyIViyecksnyg7ka4skMbe2dpN3ySmOgrX0v129cU9HXbmkM0h9PEU+mi379vlgyO5fOCwR//ewR3n9LBz/+8Pmcc/L8ir6uiIiIyEyjMksRqZhXMllON0twgr7eoQR3bOvC2yo30X1rLY1BAI72Dxc9LhpLZcsss+c2OFnASIlzRURERKqBgjkRqVgs4e2ZK+8lJBTwsfNg35TsW2t1g7lSAVlumWX23KbyAkERERGRaqBgTkQqlt0zV0Y3S3DKLHsGE1Oyb20kM1c8o5fbAMWzsL4WY5SZExERkdlBe+ZEpGJeN8tQGd0swQn61i5v5uIzW7n+58+w9dMX09pUXuOTsbyGKcWya9ZaorEkTaHRwZzfV8PC+tqSgaCIiIhINVBmTkQqlh1NUEk3y1SaJw70srw5POFADmBBfS01JbJrA8MpMhaawuPfr2ppDKnMUkRERGYFBXMic1QkGufKm7dMaHB25aMJnG6WT7zUwzknN1f89XL5agwLG4JFA7JoPAUwrswSnDJNlVmKiIjIbKBgTmSOamvv5PF93RManB1zRxOUm5kLBnx09QxxsC/O66ZgJEBriYAsGksCjCuzzJ4bVTAnIiIi1U/BnMgcdKQvxvcfP4C1TGg8QMVlln4f/W62bLKZOXCya8Uyc31uMJcvM9faGOSVgWEyGTvuMREREZFqomBOZA666d492eHdExkP4JVZBgPljiZwjqv117B62byKvlY+rSWCuWxmrkCZZSpj6RlKTPo6RERERE4kBXMic0wkGueuJw9m709keHc8mcYYCPrLnzMHsGZZE7VlnlNMS4nsmrdnLn+ZpdsNc0ClliIiIlLdFMyJzDFt7Z3jgqBKs3PxZJpwwIcxpqzj0xlnj90ZSxrLv9AiWhqKZ9eKlVl6c+q0b05ERESqnYI5kTlm+/5eUpnJDe+OJdNld7IEeGJ/LwAHemJln1OMN9qgUBMUr8yyITR+NEGrF8ypo6WIiIhUOQ0NF5ljNm/awK92H+HPb+3gj163gn+98uyKn6N7MMlAPEmkP54tWywkEo2z62AUgK0vdpd1Tiledu1o/zBnLh3/eF8sSWPQj69mfOYw91wRERGRaqbMnMgcNDDs7CnzulJWaufLfSTS5ZVmtrV34lVjZibQbCWfUtm1aDyZt/kJQH3QT32tb0Lz9URERERmEgVzInNQf9wpQ4xNIJiLRON09QwBpccaRKJx7tjWRQGKCCgAACAASURBVDLtlHVOpNlKPosaimfXjkaH6R5MFPw6rU0hlVmKiIhI1VMwJzIH9buZuaFEquJz29o78bbclWqc4hw7uWYr+XjZtULB3HOH+4kl0wW/Tqk5dSIiIiLVQMGcyBw04LbujyUzFZ3nZdo8pTJt2/f3ZrNyuedU0mylECe7Nv7rRqLx7NiBQtemYE5ERERmAzVAEZmD+t1gLp4oXmYZicb56Pef4D/edQ6tjSHa2jvHdcL0Mm3Xb1wz7vzNmzZM3UWP0dKQPyBra+/Eu8JC19baGORBBXMiIiJS5ZSZE5mDvAYopfbMtbV38vi+7my54vb9vaQnOdZgqrQ0jQ/mys0ctjQGGRhOTajMVERERGSmUGZOZA4qpwFKJBrn9o4urHXKFa+9+DVs3rSB931nKy/3xrj34xccr8vNq6UhyENjgrlie/Rys3PeaIRIdJhTFullUERERKqTMnMic5BXZhkrUmbZ1t5JIu3sqfMCImstT3b1cfaK5uNyncW0NgXpH06N+h7K3aPnjTbw9taJiIiIVCO9JS0yB+WWWVprMWb0cO1C5Yr/+3XL6R5MsO7kEx/MteSMJzh5YR3g7NF7fF83V3xjC7e+/zx+97SW/Od6c+qiCuZERESkeikzJzIHeZm5dMaOy2RB4XLFm+59DmBGZOZastm10fvhjrnZtoUNtQXPHRk6rsHhIiIiUr3KDuaMMT5jzBPGmJ+59xcYY+4zxnS6n+fnHHudMWavMeY5Y8zbctbPNcY87T7WZsamA0TkuPAyc5B/31yhcsXdh/oJ+ms4fUnjtF9jKd6+t0/96OlRQdmxwQQAC+uDBc+dX1eLv8ZoPIGIiIhUtUoyc5uAZ3Lufwpot9auAtrd+xhjzgKuAlYDlwJfM8b43HO+DlwDrHI/Lp3U1YvIhAzEU8wLBwCI5wnmNm/awLbP/C8AFjc5QdGjn3oLr26pZ83yeQR8Jz6p72Xm9kYGRg0H7x5wgrn59YGC59bUGObX1XJ7kRl5IiIiIjNdWX+RGWNWAJcB/5WzfDnwXff2d4GNOes/sNYOW2tfBPYC5xljlgJN1tot1loL3JpzjogcJ/FkmkQ6ky01HCrQBMUrxbxy/UkA3P3kQZ5+eWY0PwFIuc1ZLKOHgx8bTNAY9BP0+4qc7ZSNvjKQGBUIioiIiFSTct9e/3fgb4FMztpia+0hAPdzq7u+HDiQc1yXu7bcvT12XUSOI6/EstXNuBXqaOkdt3b5PFYva+IbDzxPPJlh5aK643OhJXz1/pEgzOu2CU4wV2y/HDgNXnqHnAxevjl0IiIiItWgZDBnjHk7ELHWbivzOfPtg7NF1vN9zWuMMR3GmI6jR4+W+WVFpBxexs3bc1Zo1lzUnUXXEPLz9tcuozfm3O84AQPCxyo2HLx7cJgF9cWDubb2zuzt3EBQREREpJqUk5l7E/AOY8w+4AfAW4wx/w0ccUsncT9H3OO7gJNyzl8BHHTXV+RZH8da+01r7Xpr7fqWlvytxUVkYgbcYM7bc5Zvz1zucU2hAG88dUF2/Zc7D5/wTFax4eDHBhIsKNL8xAsEM+7puYGgiIiISDUpGcxZa6+z1q6w1p6C09jk19baPwPuBq52D7sauMu9fTdwlTEmaIxZidPoZKtbitlvjHmj28XyPTnniMhx0j/sZNi8OW2Fyiy9DF5D0M+PtnVlU+szIZNVbDh492CChUUyc8UCQREREZFqMpmh4TcCtxtjPgDsB64AsNbuMsbcDuwGUsBHrLXeX4sfAm4BwsA97oeIHEfZMkt3z9xQocycu2cunkxzx7aubE20l8m69uLXZEs1j7fNmzYA8F8Pv8D1P3+GJ//xrcwLB7DWsurv7im6Z65YICgiIiJSTSoK5qy1DwAPuLePARcXOO4G4IY86x3AmkovUkSmzrgyyxINUL67ZV/BTNb1G0/sf+cl85xg8lBfjHnhANFYilTGFt0z5wWCP3/qEB/53nZ+8VcbOGNJ03G5XhEREZGpdOKHRYnIcZXtZukGc8UaoNT6a3jyQN+MzWQtzQZz3lgCZwh4qW6WAM11zhy6vqHkNF2diIiIyPSaTJmliFSh/ri3Z654N8uBeIrGoD+byZqJlswLA3DYDea6B51xA8UaoHi8oelel04RERGRaqPMnMgc0z+cotZfQ2PIeS+nWAMU75iZqrUxSI3Jzcw5wVyxBigeL5jrUzAnIiIiVUrBnMgc0x9P0RTyU1NjCAVqCmfmhlM0zPBgLuCroaUxyKHeGADHBtxg7gSWWUaica68eYtGHYiIiMi0UzAnMscMxFM0BJ0gLRzwFcnMJWkMBo7npU3IknlhDke9Mktnz1ypoeHgjFzw1Rh6Y4kpvZ4v3beHx/d1a9SBiIiITDsFcyJzTG7Gra7WXzAz1x+f+Zk5gKVNoVFllg1BP0G/r+R5xhjmhQNTWma5+2AfP3j8ANaiQeQiIiIy7RTMicwxuRm3YmWW/W4DlJluaXOIQ70xrLV0DybKysp55oUD9E5hmeWX7tuTva1B5CIiIjLdFMyJzDG5Gbdwra/onLmZ3gAFnPEEg4k0/cMpugcTZe2X80xlZi4SjfPAc0ez973h6srOiYiIyHRRMCcyxwwMj2TcwgFf3syctbYqGqDA6PEErwwkyupk6Wmum7pgrq29E1tguLqIiIjIdFAwJzLH5I4cCAV8DOXJzMWSadIZS2No5jdAWZYzOLx7cLjiMsupCua27+9lzGz1GTNcXURERGanmf+2u4hMmbEZt7paH0f7h8cd1x9PAWS7Xs5kS7xgrjfm7pkrPTDc0zyFe+Y2b9rA+76zlfufO8qfnHcS//TO107J84qIiIgUosycyBwyNuNWqMzSC+aqYc9ca2MIY2DPkQGSacuiCvfMReNJMhlb+uAyeF01B4fz70MUERERmUoK5kTmkIExGbdwbf45c/1xJ1tVDcFcrb+GRQ1Bdh7sA8qbMeeZV1eLtSPB62S97A4vHxyemucTERERKUbBnMgc0j88OuMWKpCZG8geN/P3zIGzb+6Zg1GgsmCuOex8f5UODo9E41x585ZRnSoHhlPZoHAwoWBOREREpp+COZE5ZGz5ZDiQPzM3NoM30y2ZF8oGqgsr2DM3zw3mKm2C0tbeyeP7ukd1qjzkZuVAZZYiIiJyfCiYE5lDRoI0J4ipq/WRyliS6cyo46ppzxzAUnc8AVDRnLnmOjczV0ETlEg0zh3burCWUXPkDrr75ZY0hZSZExERkeNCwZzIHDIw7AQtXsYtFPABjCu1zJZjBqujzNLraAkV7pnLllmWH8y1tXeSdhumpDIjc+QOupm5VYsbtGdOREREjgsFcyJzSHRsmWWtE8zFx5Raeg1QqmFoOMBSN5irr/VlA9RyzKurrMzSy8qlcoI5Lzt3qDeGMbByUb3KLEVEROS4qI6/1ERkSgzk2TMH4zNzA/EUdbU+fDXm+F7gBHlllgsqKLGEnD1zQ+U1QGlr7yRjR48xSFsnOxdPpmltDDIvHGAwkcJaizHV8e8nIiIi1UmZOZE5ZOwwcC+YGxqXmUtVzX45GMnMdQ8mRnWYLCXo9xEO+MrOzG3f30syPTqYS6Yt21/q4VBfjGXNYeqDfqwdHyCLiIiITDUFcyJzyMBwknDAh9/n/NcP1RbIzA2nqqaTJUBrk9PBcnA4ParDZDma6wJlN0DZvGkD+268jM9cdiYA/hrDc9dfyuZNGzjYG2fZvDD17r+pSi1FRERkuimYE5lDBoZTo/bB1QXy75mLxpNVM2MOoC8nGMvtMFmOeeFAxaMJvExmKmPZc3gAay0He2MsnRei3g2C1QRFREREppuCOZE5JDqmfDJcJDNXTWWWbe2d+H3O/jRvD1u55oUDFXWzhNH/XrsO9tEzlGQ4lWGpW2YJGhwuIiIi00/BnMgcMhBP0ZhTPlmoAUo17ZnLdph097Il07ai7FxzXWBUZq8csUSaxqCfhqCfXQej2bEEy5tD1Nd6mTmVWYqIiMj0UjAnMoeMLbMMFWiAMhCvnj1zxTpMlmMiZZaxRJq6oI+zljax62BfNphbOi9MfdDdM6fMnIiIiEwzBXMis1wkGufKm7cQ6Y/TH0+OGgSenTM3LjOXpKFKBoYX6zBZjua6Wnpj5Y0m8MSSacIBH2cta+KZQ/287AVzzdozJyIiIsdPdbz1LiIT1tbeyeP7umlr3+tk3HIboHh75nIyc+mMZTCRrpoyy82bNkzq/HnhAPFkhngyXfbA8aFEmnCtn9XLmogl0zz6/DECPsOi+mA2sFQwJyIiItOtZGbOGBMyxmw1xjxpjNlljPmcu77AGHOfMabT/Tw/55zrjDF7jTHPGWPelrN+rjHmafexNqOJuiLT6qVjg3xv636sdbo89sWSo4K0kH/8nrmB4dGDxWc7b3B4tIJSy3gyTThQw+pl8wB4uPMoS+eFqakxGk0gIiIix005ZZbDwFustWcD64BLjTFvBD4FtFtrVwHt7n2MMWcBVwGrgUuBrxljvLe7vw5cA6xyPy6dwu9FRMb4v5ufIeNWIKbcjNsvdx7ONgepqTEE/TVzOphrrnOCuUr2zQ0lUtTV+lm1uIFaXw3xZCY7uLyuVmWWIiIicnyUDOasY8C9G3A/LHA58F13/bvARvf25cAPrLXD1toXgb3AecaYpUCTtXaLtdYCt+acIyJTLBKN8+tnI9n7KTeqO9gXH9UcJFzrG1VmORB3gpBq2TM3WV5mzhtPkLvHsJBYMkMo4CPgq+G0JQ0A7I0MEOmPU+uvodZXw2BCmTkRERGZXmU1QDHG+IwxO4AIcJ+19jFgsbX2EID7udU9fDlwIOf0LndtuXt77LqITIN8XR49ua37w4HRwVx/3Alq5kxmLlwLQK87niB3j2EhsUQqu99wjVtqeWwwkT2nPuhTZk5ERESmXVnBnLU2ba1dB6zAybKtKXJ4vn1wtsj6+Ccw5hpjTIcxpuPo0aPlXKKIjLF9fy/pTP7Hclv3hwO+UWWW/W4Q0jBXgrmcMktvZp23x7BQds7rZglw8oJwdt07pz7o12gCERERmXYVjSaw1vYCD+DsdTvilk7ifvbqubqAk3JOWwEcdNdX5FnP93W+aa1db61d39LSUskliohr86YN/MWGlYQCNWz99MUE/SP/3XMHa4drfaNGE/S7ZZZNcySYa/LKLIcStLV3knQj4GKz6pxulk4wt/NgNLvunVNf61dmTkRERKZdOd0sW4wxze7tMPC/gGeBu4Gr3cOuBu5yb98NXGWMCRpjVuI0OtnqlmL2G2Pe6HaxfE/OOSIyDboHkyysDxYdrD02MzfX9sw1Bv3UGDjUG+OObV3ZhjG5Ae9Y8aQTzEWicdqfGdmX6J1T6zfjBrGLiIiITLVyMnNLgfuNMU8Bj+PsmfsZcCNwiTGmE7jEvY+1dhdwO7Ab+AXwEWut91fNh4D/wmmK8jxwzxR+LyIyRs9Qgvn1gaKDtcc2QJlre+ZqagxN4QAP732FVGZ0XWq+7FwynSGZttQFfAWD5FcGhrNdQUVERESmS8m/1qy1TwHn5Fk/Blxc4JwbgBvyrHcAxfbbicgUOjaYYH5dLf/vA28oeMxf3NrB0f7h7P2B4RQ1ZmSg+FzQHA5wuC8+bo+hF/Dm8rKY4VpfwSB5IJ5mMKRgTkRERKbX3HjrXWSO6hlMsHJhXdFjwoHxe+Yagn6caui5YV5drTNKIJ7iH95+Fl/4+W6ufcsqPn7JaeOOjSdGgrnNmzbkfb6/vn0Hj73QPa3XLCIiIlJRAxQRqS49gwnm19cWPaaudkw3y3iKxtDc2C/nCQVqONo/TDhQw5WvP4nFjSEO9sbyHuvthfO6WebToG6WIiIichwomBOZpYZTafqHUyyoKx7MhfLMmZsr++U8R/qcJicnLaijIehnWXOIg335gzkv8C1Whlof9DM0rAYoIiIiMr0UzInMUt4Q7AUNxYM5ZzTByGaxgWGnzHKuiETjHOh2Ard9x4aI9MdZ1hzm5Z7imblQkcxcfa2PRDpDIlVg0J+IiIjIFFAwJzJLdQ8mAEpm5sIBJ/BIud0/ugcTdEYGCg7Mnm3a2jvxtgdat3vl8uYwB/viZDJ23PHe/sJiZZb1bjA8pFJLERERmUYK5kRmqR43mCu1Z84LSrzywZd7YvTFkgUHZs8mkWicO7Z1kXKDNm9OXFPYTyKV4Zj7b5jLy8zV1RbOXta7j2k8gYiIiEwnBXMis5QXiCwoFczVjgRzh3tj9LsBSKGB2bNJoTlxj+9zxhG8nKcJyshogsIvn15mblD75kRERGQaKZgTmaV6hsoM5tzMXDyR4XM/251dzzcwe7YpNCdu/7EhgLwdLWNu6WS4SGauLuj8m6qjpYiIiEynudPlQGSO8fbMNYeLjxnwMnNdvUPcu/tIdt0rObz24tfQ2hiavgs9gQrNieuLJTn7c/cWCObKG00AMKgySxEREZlGysyJzFLdgwnmhQP4fcX/m3tBya2P7iOdGV9yONuzc/k0hfw0BP15yyyHyhhN4D2mMksRERGZTgrmRGap7sEEC0uUWMJIi/2dB6PjHkumLdtf6pnya5vpjDEsaw7lHU8QT6QxBoL+wi+fU5GZi0TjXHnzllm/b1FEREQmTmWWIrNUz1CiZCdLGCmzXHdSM109MX760TezdsW86b68GW9Zczjv4PChRJpwwIfx5hnkMRWjCdraO3l8Xzdt7Xu5fuOaCT+PiIiIzF7KzInMUscGEswvMWMORkoCf/1shJbGIKuXNU33pVWF5c1hDvaOz4rFkumi++UgdzTBxMosI9E4P3j8ANbOja6iIiIiMjEK5kRmqZ6h8sosvcBkKJHmwtNaqKkpnHGaS5Y1h+keTIzLrsUS6Ww2s5BQoIYaM/HM3N/9+Ons7Lu5um9RRERESlMwJzILWWvpGUyWVWYZyskynfuq+dN5WVVleXMYYFx2rpzMnDGG+lp/xUPDI9E47/jKI9z3TCS75nUVVXZORERkGvQfhu/8HvQfKX3sDKRgTmQWGhhOkUhnWFBffCwBMCrL9MT+udfspJBl2WBu9L65WDJdtJOlpz7or7gBSlt7J0+93DduXdk5ERGRafLgv8D+38KD/3yir2RC1ABFZBbqGUwCsKA+WPLY/lgye/uuHQf5m7edPmvnylVi+fz8wdxQIj0qm1lIXdDHYKL8PXORaJwfdhzI+9hc7SoqIiIyLfoPw5fOAJszkqnjW86HPwifiRQ+d4ZRZk5kFuoecgaGl5OZ++r9e/F2ySkDNGJxY5Aaw7hZc/Fk6T1z4IwnqCQz19beSTLt/FIJ+AzvfN1yAK7fuIZ9N15WcMC5iIiIVOjez4wO5AD8YVh7BWx6+sRc0wQpMycyC3UPDgOU7GYZica5Y1sX3suZtz/r2otfM+ezc35fDUuaQuOCuaFEmhXzyyizrPUzVGY3S+/n4EmmLZufOkStz/DSscHKLlxERETyu74VUsP5H0sPQ7AJGhcf32uaJGXmRGahbrfMcmGJMsu29k4yY96ZUnZuxKKGIPftPjKq+UiszDLL+qCv7AYohX4O4Vof+44NVXbRIiIikt+mp+CkN47cN24otPqdcO77YKD6mqAomBOZhXoGnTLL+SXKLLfv782W9nm0P2tENJ6kP54aFdxW0gCl3NEEhX4OmQzKzImIiOBUsVx585bJdXduXAIZ93ezz33DO1AHtXXw9i/BVbdN/kKPM5VZisxCxwYTBHyGhmDx/+Lah1VYJBrnQI9TYplbehpLlB5NAFBX6y97aPjmTRs42Bvj/Bt/zT+9cy1/ct7JANzw893cuuUlMhmr+X8iIjLnRKJxPvr9J/iPd51DW3snj+/rpq19L9dvXDPxJx18BWpq4S/aoeM78PQdMHhs6i76OFNmTmQW6hlMsKC+FmMUAExUW3tndnO0V3qayVhnzlxt6ffBGoK+ioaG97hNa3L3Ob5qYT3DqQxHNGNORETmIC+A+9j3nuD7jx/AWiY/e7X1DGg5HZasdbJxy18HQ69M3UUfZwrmRGah7qFEyeYnUpjXkMSrfPQaw3S5mbpyM3NDiTSZjC15LIyMk5hfN1Iae8rCegD2vaJ9cyIiMrdEonG+v9UJ4B57sZt0ZvQbrBPWewCaTxq5X7fIydZVKQVzIrNQt5uZk4kp1JDkK7/eA1DWnjmvxHWwzOxcT3acRG5mrg7QvjkREZl7vtzeSXrs+ABG3mCdUHbOWug7APNygrn6RTCkMksRmUF6FMxNSqGGJDsO9AFlZuaCzjFDZQ4O94K55pyM6rLmMAGfUUdLERGZUyLROHd0dBV8fMLZuXgvDEfHZ+aGo4VHFsxwJYM5Y8xJxpj7jTHPGGN2GWM2uesLjDH3GWM63c/zc865zhiz1xjznDHmbTnr5xpjnnYfazPa0CMyLbqHFMxNxuZNG9h342Xs/rzz8vW3l57Ovhsv42t/+jqAsoeGA2WPJ/DKLJtzyix9NYaTFtQpMyciInNKW3sn6Uym4OMT7rzde8D5PCozt9D5XKXZuXIycyngb6y1ZwJvBD5ijDkL+BTQbq1dBbS793EfuwpYDVwKfM0Y4/3l83XgGmCV+3HpFH4vIgKk0hn6YkntmZsCdbV+6mt9vNLvZM1iSSfLVk5mrt5tklLu4PCeoQSNIT8B3+iX5VMW1iszJyIic8r2/b2k82w59xn44/Unse/GyybWkbvPDebGZuagavfNlQzmrLWHrLXb3dv9wDPAcuBy4LvuYd8FNrq3Lwd+YK0dtta+COwFzjPGLAWarLVbrLUWuDXnHBGZInsjA1gLAZ8S31OhpTHI0QGn9CLmlkyWs2fOK7MsOzNXIJt6ysJ6Xjo2iM2zb0BERGQ2+p8Pn08oUMP73nQK+268LPvx+pUL2BPpn/gTZzNzJ4+s1bvBXJV2tKxoz5wx5hTgHOAxYLG19hA4AR/Q6h62HDiQc1qXu7bcvT12XUSm0Ffvd2rIf/tCdZYLzDQtjUGOupush9zMXKiCMst/vHtnWZu0uwcTo/bLeU5ZVMdQIs3R/uqs5RcREanU9v09xJMZ3vyaRaPWT1vcyN4jAxN/g7PvAPjDIwEc5GTmqvPvprKDOWNMA/Aj4K+stdFih+ZZs0XW832ta4wxHcaYjqNHj5Z7iSJzXiQa5xe7DgOw9cXuyc1hEQAWNQR5ZcAps4xXkplzyyw7jwyUtUm7dyjJgpz9cp5XeeMJVGopIiJzxG/2voKvxvCGUxeOWl+1uJH+4RSH+ib4903vfpi3AnLbdsyFzJwxJoATyN1mrf0fd/mIWzqJ+znirncBOYWorAAOuusr8qyPY639prV2vbV2fUtLS7nfi8icl9tS38Lk5rAI4GXmnKyY15mynD1zcTeLZxk/4DQSjXPlzVtGrXUP5p8NeIo7nmCfmqCIiMgJkO931nR7ZO8xzjmpOVvl4lnV2gBAZ2RgYk/cdwCaTx69FmoG45u9e+bcjpPfAp6x1n4p56G7gavd21cDd+WsX2WMCRpjVuI0OtnqlmL2G2Pe6D7ne3LOEZFJyg66dps/TWoOi2S1NATpiyUZTqUraoDyvcdeyt4e20K5rb2Tx/d1j1rrHUowP8+eueXNYXwG/v2+PfpZiojIcZfvd9Z02ntkgCcP9LLupOZxj522uBGAziNl7JvrPwzf+T3oPzKy1rt/dPMTgJoaqFswqzNzbwLeDbzFGLPD/fh94EbgEmNMJ3CJex9r7S7gdmA38AvgI9Zar53bh4D/wmmK8jxwz1R+MyJzWaFB18rOTc6ixiAAxwYS2QYopUYTRKJxfrT95ez9ZNpy++P7+cOv/YbdB/u4veMA1o5k7IZTaQYTaebnKbP0+2oI1/o42BfXz1JERI6rSDSe/Z11x3F6g/jzP9sFwIGe8dsLFtTXsqihlj3lBHMP/gvs/y08+M/O/cSgM35g3knjj61bWLWZOX+pA6y1j5B/vxvAxQXOuQG4Ic96B7CmkgsUkfIUGnQ9oTksktXS4ARzR/uHy87M5QusE2nLE/t72fjV35Bwf05esP2xt7wGIG9mLhKNZ8s77+w4wLUXv4bWxtDkvikREZEyOPPe3N9ZGed31vUbp+9P+Ug0zm/2OkHVg88dJdIfH/c7b1VrI3uOFCmzvL519ADwjm85Hz73d+zYMktwmqDM4jlzIlIFNm/awLbP/C8APnPZmdk2vhOawyJZLY0jwdxQIk2trwa/r/hLZ77A2pPIWfdKYfe6tf/59sy1tXdmbyvTKiIix0t2+4b7ayuVmb7tG5FonCu+8Sjv/tZj2a9X6HfeaYsb3DFMBTpabnoK1lwBNW61iy8Ia6+Ay7/m3M+Xmauv3sycgjmRWcR7p8qrKZfJ88osXxkYJp5MEwqUftncvGnDqLk4f/aGkyk09i9tLd/5zYvA+GDO+0XqvimqfZAiInLcHM/tG/938zM8vq+H53IyboV+561a3MjAcIqDhTpaNi6BYCNkku5FD0OwCRJuaebYPXPgZuYUzInICebVkJ++RMHcVFnU4ARYTmYulR05UK6x72yOlUxbnj3s/Nzm14/eM6d9kCIi1edEdH+cDpVu35jo9x2JxrlrR94G93l/53lvWBfdN9e73/ls/OAPOc1Qeg9AjR8al44/vn4RxHognaro2mcCBXMis8ieI/00hfy0utkkmbyg38e8cICjA8PEkpmSzU/GyheQeVm6Lde9hX03XsYHL3g1AAvGZOa0D1JE5MSrNEj591/tOa7dH6eLV2WyYZUzh21Va0PR7RsT7Xp5w+bd+QdPk/933mmLnfEE//CTnYV/JqucbSdc/BlIxeH173fGEjQtg5o8v8e9weGx7oqufSZQMCcyi+w50s9pixsxplDPIpmIRQ21vDIwTCyRKmssQa58AZl390B3DICeQWcoefOYYC63XPPP37ySWn8Nz11/qfZBiogcR5UEKZFonB88PrpjcbXrHXLKejL28wAAIABJREFUFV86NpRthjLW4d7YhL7vSDTOz586PGot5K9h699dXHDvf3NdLaFADQd6YoV/Jrt+DIvXwhs/7MyRe/KH7sDwPM1PwNkzB1W5b07BnMgsYa1lz5EBTlOJ5ZTzBofHkumKM3Nj98/tu/Ey7v/EhQDs73baLvcMJWkI+qn1F35JPm/lAhKpDE919VX09WdLuY+IyIkQicb5YUf5Qcrf37Uzu8+5WFl8Nb0298YS+GoMiXSGrjzjAgA++T9PkcqM7tRcjtxumZ5S50eicRIpZ6hu3p9JXxcceAxWbwR/EFb/ITz7Mzi2N38nSxjJzFXhvjkFcyKzRKR/mL5YktNaG070pcw6LY0hJ5hLpKmrMJjLZ3lzGGNyg7kEzXlmzOV6/SkLANj6YmUlIMd72KuIyGzS1t6Zra4oFWQc7o1x766RAdXFmlZV02tz31CSM5c6bxS/cHRw3OORaJyHO0eCoEqadW3b3zOuxLLUdoKSXZ533+V8Xv2HzufX/jEkh5zRA3Xz8z9pvRvMKTMnIlOt3HfvvI3A6mQ59ZwyywRDiTShCsss86n117C0KURXTjC3IM+MuVzz62s5fXEjj1UQzHnNV2ZTuY+IyPHivYZ6xgYpub+fI9E4b/33h8YFJvmCjWp6bU5nLNF4ited7ARBzx8dP9/ti/c+x9jqy1Qmw9vbHimdybzsLAD+8z3rR1WwFNpOULLLc/9huP//QssZsNDZj85Jb4Ba943uQ0/mv5BsZq76Zs0pmBOZ4f6tzI3U2bEEKrOcci2NQQaGU/QMJaYkMwdw0oK6kczcYGLcfrl8zlu5gG37ukmlM2V9jbb2zmzZSzKjLpgiIpUo1VE4N7v2pfv2EI2P74SYL8tUyWvz2IDxeJdmRmPOfrlTFtYzLxzgxVfGZ+Ye6RyfzUplnIqhUr93HtxzlIDP8DuvXljW9ZTs8nzvP0BiAGrrnfvXt8Ln5ztrAPsegc/Oc9Zz1TnVL8rMiciUikTj3NFR3rt3ew73s6C+lkUN6mQ51Vrcf9Mj0eGKG6AUcnJuMDeUZEGJMktwgrnBRJrLv/qbkr/MsyMRvD0M0zjsVURkNirWUTi30cl///YlfvD4AQBqfTX88q+crNLn3rF6XJap0tfm3IDxRJRm9rrB3Pz6AKe21Octs3zVwjpOXVTPi//0++y78TLedd7IHLdSv3ce3HOU9a9aQEOwvLE/hX4m/7DjQidIe/qHzuLL25z71joDxP0hZ90fdgaIb3p69BP7Ak6jFGXmRGQq5b4DVapWf0+kn1XaLzctFuWMepiKMktwMnORfmcQeSWZOYDdB6Mlf5nne/cymckoOycikqNYtmvzpg38+m8uAMj+fv3tdRezedMG/umeZ7LZtVwWy//b8hL+GlNwr9z41+b8v9+f2N/DbY/tzwaMt23dX/LN3anO3vUOud2Ww7WcuqiBF14ZXWb5cm+M377QzeXrlmc7aecWjxT72+VINM6zh/u54PSWsq8nX1OxfTdeRu3f7HSCNuP+jvaCtr/a6QwQTyecgM4bIN64ePyT11fn4HAFcyIzVMm68BxH+mI8eaCXkxfUHeernBtacrKdU1Vm6f2sXnxlkP7hVMk9cwDG/bCUfrcz70iEDPxoW5eycyIiri/dV3wrQ4/blv+PX+9km+7bfZhINM7dBYZcJ9OWO7d1Mb+ulqP9w+Mez//abMe9Nltr+dB/bxu1B8+LAYsFSFOdvfMyc/PqnMzckegwA8NOOWkkGueqm7cAsPGcZdm1n+x4OXt+sb9dfvqk82+4dvm8yV9o4xInaLNpwIwO2gYjcO774M9/5XweOJL/OeoWqcxSRKZOybrwHDf+4lky1pkBI1Mvdwj7VJVZnrQgDMDT7qiB+WWUWba1d+KNECyVqd28aQPb//4SAD79+2fwPx8+H4BYMq3snIgIcM/OQyVno3mZqfWnLODUlnru3X2E63++m/T4pFxW2lrS1uYN5rzM0lvOaGX1sia+8ifnABAf89r8nd/s43B0/PlQOECayIy7Upm8PjeYbQ4HOHWRsw/tRbfUsq29kwM9MRY11PKqhfXZtXL/drl1y0sA3PP0oZLXWZbBCATq4LS3jQ7arroN3v4lWLLW+XzVbfnPr1+kMksRmTrFavVzRaJxfvaU80K440CPsi7TYEF9bTaIqnTOXCEnuZm5J7t6AadbZTGVZGo9zx6KAnDm0iZWNIepcb+HO7R3TkTmsEg0zu9/+SE+etv27FqhgMPLzM2vC/DWs5bw6N5Xsr9zC0mmLYlUmkieYM5zbGCYhQ1BXv+q+dmKC++1+ZmDUT7/s91Fv0a+681trFLujLtSmbxsmWVdLae2/P/2zju+rfLe/59Hki15yHvHdvYeJCSYGQKEVeC2QFtuSrktUH60pVxSRn+lLS38eqFQmg5cSselrDITSijQhEAcCCSB2FkktjPsxI7jKW95SbKk5/fHGT6SjrZsSfb3/Xolko+Ojh59JZ3zfJ7vEkJNT3UNwmS2YOO+ZnGfUfmaEszcRcobfzNSESM3/EVoQVB8jm/R5o3kbPLMEQQROaTVOylO/xtlJarlepUNNzlAXpdxQKfVIEvMaYuUmMtN1cOQoJGbgGf6yZkLZrVT4mi70K5iQUEayivqoBEVqZ1y5wiCmML8/F/VqG0bcPGueVsgU+aMXbU4Hw4OODmwuChNNXdL+nfdsiJVz5xE16ANOSmJePqjemjElTar3Yn//MvnuP3FKr/vwV0gBdNG4cltx1DV0IPbnq/Eq37y8KQwyzSDDtOzk8EYcLJzSOy/JyTHMTY295DmLk+tWw4A2PbDi1XnLr/Zdly+H0yTcZ90i8fImRva8yXPnDOwitGxAok5gohxzBbhRNrcO+LxWCjeGiI0csVQy0jlzDHGUJKZjGPtgvfMn5gLdLVTydE2M3JS9eCcY9P+5rEVW2fs9zYiCIIYDz4/2YVtNeo5U2qiom94FBoGGA06FKYZ5O31pkGf59Bcox7dQzZ5sVUJ5xxdg1YkJ2pdKlsCQEP3ENr6heMadBpU/mytLBC/trIYRekG1V5s/hb8/rD9BKoaevCVp3fjzf0t4ABqWgfk+YM3QdU3PAqjQQedVgNDghbFmUmobe0XwjnFfdTmHlLP2+NiD1wlweTVBUWXJObmhfb85Bwh587SF944JhgScwQR4wyIfWvUxJzSKycRsRUuwgWp5UOkcuYAoQiKJNAyU3znzCkreD136yoAwPO3nuO1sSogiLmFhcaQvHoEQRCTCZPZghuf2Y3vvLjP6z5qC2S9w0K1YY2G4emP6qEVvWhOP+fQXKMeDidHz5DN47EhmwNWuxM1rWaPc7NU6ArwPE/np+lhGrDCqSIQA2qjAKCt3yKH3Lvvqyao+kdGkaHI6Z6WkYQdx0welTzdxzorNwVaDcOJdk8xN27XpO46gGmArFmhPT8lPhuHk5gjiBjG7nBi2OYAY0BL74jHCfxAU5/HCdWft4YIDckzl5QYWC+cQChRVB/155lTctGcXBgNOvzbR9K43eFEXccgFhamheTVIwiCmEz8fvsJHGjqw5DN4bJdq2HQMODkr65RDQfsGxbEjHt/OH/eJKlwllqoZfegsK1jwOJxbubiP7XXyE8zwO7k6Bn2FIhb1q/G63eeB0Boo6DXaXD0l1djy/rVePidGiinCipaEIA3z6QNGUlj16feYZvq892vKXqdFjNzUlQ9cwea+lzaF6g9PyS66oCMUkAXYr/dZLFx+aZbgQEvFS9jkMjNSgiCiDiSV25mjtCos3PQinxFmMe/77kIF/36IywoMOLvt54TrWFOCVLE8ErrqMPPnoEjibmkBG1Q/esSdRpcuagA22ra8asbliJR57kud6prCDaHEwsKjPjpNQvl7VuPtOH7rxzA5rsuwIrSzPDfBIQV77tfO4inb16BPKPB/xMIgiC8MB7nk47+EWwUm3p7wDmcXBBYeWmer9c7bENmcqJPb9Kj1y/xeJ60AGgasGAR0lwe6xoUxNhjNyzFpfPz5O0PbT6CN/adcRF4yteQ7NFhtsjRIkokL+B/nlOCR/99FLvqu3BWcTq21bSrv3c31ARVn8IzZzJbcNIkVLLUMobPfnqZz89oXn4qalvNHtu3rF+N//PSPjR0DWH7fWsCGltAdNUB2SHmywFjnrmOGmDnr4UiKnEAeeYIIoaRxNyiQuFC0Nzr2nrgSEs/WvpGcNWSggkf21SjVqwMqYzzDxep11wgPebcuW5ZIQYsdlz3x09VV4aPKipZKllemgEAOHQmcjkBke5rRBDE1OWpcTifPPyu91YC0vZ2s7qHrW94FBlJCUFHOOSmCiLHl2cuJ8VVkPl7jfw0USB6aVnQLYq5Ly0thFGvQ8VRoY2CN0+ckvuumKfqmewfHkV6kiDmlO1xNBr/Bdfm5RtxumcYIzbPRdBTnYNyq4OI4HQKBVBCLX7yaB7w14vFPziw7+/AI+nC9hiHPHMEEcNIxU8WFqbhvcNtaO4dwcrpwmMmswXf/cd+aBhwxcL8KI5y8mMyW3CkRag6WXHUBNOAJSIrxlKvud5hW9DHvHBODhK0DCc6BlVXho+2DSBByzBbLCUtUZiehPw0fcTEnMlswRv7xvoa3bN2Tkx458hbOLGQvYlI4N4nLdjzidr30GS24MNa15A5g06DT358KfKMBhxu7sOXn96N9n4LlhV7HrNv2IaFhWlBR79InrnOQU/hJXnmslNdF/J85UADkCNzOrwIT0kk5hn1uHh+Lj6o6UC/xTMkExAWiaXXK3tsO870qPeplTxzUpipJDalEFBfn9H8fCM4F4rFLC0eawxudzjR1DOMKxZFcCHa3ALYR0IXc+sPA+//FDj2DuAYBXRJwMLrgCsfi9wYxwnyzBFEDCOJuTHP3FgRlPKKOrT1W5Bn1PvtUUaER3lFnXzfX9J7MJRkCp65YVvwjbz7hseqpKn1jTvWbsbs3FTVEMzlJRn4IkJi7uF3auSLuz2GiqqQt3BiIXsTkUBZ1CuUghhq30N/hcIK0gUh4s0z1zs8isxk3wWq1EhK1MKo16l60STR5S7m/CEJxA4vnrmeIRvSkxKQoNXg8oV56Bm2weEUwh3dWycohWNJVjLO9HqKOc65UAAlyXeYqTfmFQgVLU+45c2d6R3BqINjVm4EPXPd4nU61DBLYwFgSAecDkBnABxWQJ8GGGN/sZzEHEHEMOYRIcwy16hHTmqiHGapbNbZNWijEvPjiLfVyEjYfMhql+8He0wh3EXqG+d6QTWZLdhd3+U1hGV5SSYau4fRq1JlLVBMZgu+/Mdd2Fo9lothd3BsrGrCDc/sjup30mS24JW9vnsnEZHD3TtL9iZCIZg+ad6ev3F/Mzh3XeDa29Djsa8ydDEnRQ+dhqG93/O4llEHRkYdIS+Y5qbpVT1z3UM2GA066HXBVUdO0GqQk5qIDi826B60yQJxSdGYJ+x097DP32VJZhLO9HhWzB602uFwcmQkBx9mCgDTs5KRqNV4iLlTnYMAgNmRFHNdYfaYA4AhE7DyNuCO7cLtYHwUQSExRxAxzIDomUtPSsC0zGTZMyesNHo26yQiz3iW9S+vqINOrBEdzDHdq6o5nK6Tnt9sO45RB/e60ry8RMybaw7dO1deUYfDYuipEpuD42BTX1S/k7/78IRcDY5aMIw/QvPg0L0pBAH4P9f68/4qr4ujDqe833+dL+QmVNy/RtUzpdEw5Bn1qufLfrFhdkYInjkAyE3Vq+bMdQ1aVQuYBEKe0QCTtzDLISuyReH54p5GuQWBv4iSkqxktPWPyE3AJfqGxYbhSQku7XG8efjc0Wk1mJ2X6lHR8lSnUERlVk6q2tNCo+sEkGgEUgP3pD1X/Rwq2yrHNqx7BZUr1+G5riqh+Mm6VyI3vnGExBxBxDBmsQCK0aBDcWYSmntHxiby1Ch8Qhivsv7S52gPsMy1El+THmUz1iMt/arHW1acDg0DDjWFJuakvBZfROs7aTJb8NbBcWhGS6jiz5tCEIHir0+a5HVT+36NLXAJfzsV3rntR02YmZPikT+sJD/doJqH1iu2AFCW5g+GXKO6mOsetMmiK1jy09SF59hx9bI9nAHOE0oyk+HkQFufZ485AMhICk3MAsD8/FSPXnOnugaRmZwQ2RSR7jogZw7kCi0BsCR7CR7Y+QB2t+wGAFS2VeKBnQ9gSbZnddJYhsQcQcQwkmcuVS+IuZbeETxFDaAnlFBWIwMhHI+fr0mPe36I2vFS9DrMzTOisrHbZ9iSN/6w/YQsQhO0DLecNx2NT1yLW84t9drsdqIor6jz6MdIv4/xo7yiDg46HxERYMv61XjixqUAgBtXTIOGAYcfuRJb1q8WvL92Qampfb/Uzqd2hxO//eAEPj/ZjbULfFckLEgzqIZZ9g4J1+BQcuYAwYumKuaGrEHny0nkpxl85sxlpQaf31YsFuNyz5uTPHMZQfRBdWdegRGt/RZ89c975GvNyc4hzPIhrkOiqx7Imed3N6U3bkX+CpxXeB6+t/17+Pq7X8cDOx/AhjUbUFZYFtmxjTMk5ggihhmw2JGSqIVOq0FxZjJsDieqGnuoAfQkIByPn1Jg1vy/q5Co0+C2C2fghdvOwcYAV2OXl2Rgf2Nv0EUrvHlialv7sWl/s9dmtxPFgaY+WWgqx0i/j/HhQFMf7HQ+IiJEQ9cQEnUaXL9iGpwc2C965fydW9TOpw4O7K7vgs3hxFo/FZ+9CaQ+yTMXopjJNeoxaLVj2GZ32S7ktoUYZplmQNegFXa3kEiHk6N32IaclMSgry9SMS73ipZ9I9L7D90zNy9PKIIiLDYK15pTnUORbUtgGwLMzQEVP5G8ce+efBff2vItbG3cCgA41nMMN82/Ke6EHBBAawLG2HMArgNg4pwvEbdlAXgDwAwAjQBu4pz3io/9BMB3ADgA3MM53yZuXwngBQBJALYAWM+527IBQRAumEdGYTQIJ9GSTGHl7PEbl+LVvWew/WgHDvz8Cmg1gYcUELFDuJ49iRS9DhfPzcW26naM2p2eF3gvTW1n5abAJl7sgykB7q0y3PrXDwXVUHe82LJ+NTYfbMa9b3wBAPjzN8/Gl5YWTtjrTzW2rF+Nfx1qwfrXDwEAKn+2lloTECFzsnMIM7KTsWpGJnQahqqGHlTUdvg9r0nn0xuf2Y2kRC1uu2Am7nhpH6yjTmgZMD072efrFqQbMGi1Y9BqR6p+bGrcJ4YZZqaEmDMntScYsGJ6tnBcu8OJnmFbyDlz+Wl6cC4UP5MqcQKC8HRyoW9psNeXwnQDtBrm3TMXRpil5IHkEK41t184A12D1sh65po+F25Tc/zuWlZYhjuX3Ymf7vopEjWJMGgNsDlsKDIWYePxjSgrKIs7QReIZ+4FAFe7bXsQQAXnfC6ACvFvMMYWAVgHYLH4nGcYY1Kpnj8DuBPAXPGf+zEJgnBjwGJHWpJwASgWV86aeoax80QnLp6XS0KOAABcvaQArf0WbNx3xqM5rLfV2GpF8ZJgwuIONPWpvkZTz3DMeIy7B8eqdNaZBif89acaytLrLb2eFfGIqYG/apOBcKprELNyUpGcqMOSaemoauzBgaY+j4bf3s4tHWYr8o0GXLYgD7NzU9A5aIWDA898fNLn6xaI/dvcQy2lnLnMED1zeQoxN3bMUXAO5IQaZmlU7zXXI1YnzgpBJOq0GhRlGDwqWko5c2lhiLl/KiI5HJzjyW3HASCybQl2lwu3J3d6PORe5KS+tx7lB8sFEecUbHZe0XkYGR3BhjUb8MDOB1yLosQBfj1znPNPGGMz3DZ/BcAl4v0XAXwM4Mfi9tc551YADYyxegBljLFGAGmc888AgDH2EoDrAWwN+x0QxCTGbBnzzBWLnrlt1R3oGrTiknm50RwaEUNcvlDIB7E5OLQaYO9PL/e56msyW/CBooluIM1fJV64/RyUPVaBH101Hz+4dI7qPpf99mPMzk3F/35rVQjvJnx6hmzQaRjy0wyoJzE37ignla19FqwojeJgiKihrDYZijd+1OFEU/cwrl4sNJIum5mFF3Y34q27LsB1f9yFh65diD0nu9HcO4wP7l3j8Xynk8M0YEF+ugEaDcO6c0rw2JZjAPxHH0gerg6zBXPyxjxGfcOj0Os0MCQE10JAQvLMmRRirntI7DGXEqpnTl3MSY3Ic0IsKlKS6dlrrm/YhqQEbcjvXy0sv+KocO2JSFuCR/MAuyI8tnYz8MhmQKcHHjIBGAur3LBmA0rTSnH7ttsxYh9Bii4F5xaci5ruGpQaS7GndQ9mps/EhjUbUN1dHVfeuVBz5vI5520AIN5KmaXTAChLnDWL26aJ9923EwThgwGLHWkGYc3FkKBFTqoeH4onwjXzScwRAja7E2NOWuYR7uhOOMVXdh7vBABc4uP7t2xaOo40e7Yt8EckVvYBQcxlpiRibn4qibkJwDRglQtEtPaRZ24q0tE/gterwus1eKZnGHYnl8PvymZkweZwYt3fPoOGAV9ZPg2Li9JwsnMIllGHx/N7h20YdXDkiwKqsXtYjl7xd36TPHNt7p65IVvIXjnANcxSQoocCL0Aitg43K2wyphnLgwx5+aZ6xseDStfTvVaI4Z2lGZFQMytPwws+TqgFYWxLglY+nVg/RF5l7LCMmxYswH377wfN717E3qtvUjWJaP8snI8e9WzeOrSp/DeqfcAAEd7jqKssAy3L7k9/LFNIJEugKIW88V9bFc/CGN3Msb2Mcb2dXZ2RmxwBBFvKD1zgHASdzg5FhYaQ463JyYfygbimgD6DoZTfOXj453IM+qxqDDN6z5LizPQbrZ47YXkDX99pAKle0go+z0nNxUnOwc9cvyIyNJhtmB2bipS9Tq0kJibkty/6Qu58FCo1UwbuoTeYzPFwhirZmQCAAatDhSmG5Br1GNxURocTo5jbqXuAcjl+vPThD5sbyp6cforyKT0zCnpDVPMZCUnQqthLmKuS2wiHmqYZXaqHhoGj/NruB6/kqwkdA1aMWIbE8p9I6NIDyPEUu1a4+SCKJCKq4SFsQDQGwHnKKAzAA4roE8DjK4Fb8oKy7AgawF6rb1YkLkAf7zsj7LnraywDE+sfgIAcLT7aPhjigKhirkOxlghAIi3JnF7M4ASxX7FAFrF7cUq21XhnP+Nc76Kc74qN5e8D8TURZkzBwCDYt85nYYK0RIC7g3EA6kiqayG+cJt5wAAfnbNAqQadD6fZ3c48UldJy6ZnyuLRzWWFacDAA4H4Z2TK9aFsbIv0TNkQ5bombPanZTHNc50DliRn25AUYaBPHNTkKaeIeyq75b/DrSSrbsnXmokLYXf2exO2RNgGrDCNGDB4iLh3FLT6nlukXI389MNQUcfGBK0SE9K8MiZ6x8JzzOn0TDkpCa62ELyzIW6IKvVMOQa9R7CUzpuqG0USrKEvPxmRahlf5hi1r21j9QigsP/omPADJmAlbcBd2wXbgc7PHbZ27YXle2VyEvOQ8ew5+NrStag1FiKYz3HIjOmCSbUGeE7AL4t3v82gH8ptq9jjOkZYzMhFDqpFEMxBxhj5zFhBvAtxXMIglCBc44BhWfOZLagWZwoHW8foKa8BIDwQiYBYM28XCydlo6nAvCKVRw1YcBix9mlmT6PubgoTegR1RK4mCuvqJMr1oXbp6x70IqslEQ596XO5LmKT0SODrMFeUY9pmUkobWfxNxU4+5XD3psG3U4cV35Lp/XKXdP/KmuQWSlJMptAISIA+X+9SjOTEKaQYeaVrPH8ZSeuVCiDwrSDB7NuHuHR0OuZCnh3ji8a9AKnYYhzRD6cQtUWil0DwnhzjptaFN7qciaMm+ub8QWcsN0NW6/aKZ8P2Kta9a9Alz3O6BgqXC77hWXhyvbKnHvx/fCyZ343lnf81rkZGH2QhztmaSeOcbYawA+AzCfMdbMGPsOgCcAXMEYqwNwhfg3OOc1ADYCqAXwPoAfcM4lf+33ATwLoB7ASVDxE4LwiWXUiVEHl0/45RV18iolBzXlJQTCCZkEAMYY/uu86Ri0Ovx6xcor6gAAB5t8Hzs5UWhKfqS5L6AxyN7FAPrjBcJYmKXQ34jy5saPQasdQzYH8tMMKMpIQmsfLTJNJapb+lU98A4ueNO8XadMZgterWxyOeecVPQek84J7j0zOwetWFSUpirmJE9VbqrewyMk/fNVsj8/3eDh7eobtiE9TDGTnpSAvQ098vmse1CIHNCEUY06L81zrFJEQqiUSI3DFXlz4ebMubP1SBt0AeYxRorq7mqszF8JvVaPq2dcLefQVXdXu+y3IGsBWgZb0G8NPt872vgVc5zzb3DOCznnCZzzYs753znn3ZzztZzzueJtj2L/xzjnsznn8znnWxXb93HOl4iP3U095gjCNwMWoSSw0aCTL2z2IELpiKlBKJMWd75QiC5vF1iT2YLaNmEC9a9DrX6/e0uL03GkpR+BnOrD9S4qsdmdGLDYkZWiR3pyAnKNempPMI5IeTt5Rj2KMpLQM2TzaJBMTF7+W/TKXb+8SD73/OnmFfLj3q5Twm9euG93Cr/1U51Dcrl6X+eExUXpONZm9ug912G2Iic1EYm60DxTBWl6lzBLzjn6hkdDDluUaO+3YNjmkM9n3UPWkBuGS+Sn6V0qZALhNSIHBBFsSNC4NA7vHxlFeoTEXLTmMd9c+E0c6DiAtaVrYUwUFvjUipwszFoIADjec3xcxzMeUOINQcQoZoWYi+RklyCUSIUCJLxdYH+z7bhctSqQ796y4nR0Ddo8qsOpEa53UYnUF0qq6DYnlypajidSqFd+mgHTMoSVffLOTQ2qGrrR0C3kub1f3S6fMz472S1HkaidK9zL1dudHJv2nUHXoBUzc4TQaF/nhMVFabDanTglFkyREMJ9Q29YX5BmQNegVRaJg1Y77E4eVs6cyWxBY7cgjjaJ59WM+wOvAAAgAElEQVSuQVvIxU8k8o0G9AzZYLWPFSuRIhJChTGGgjQD/nmgGaYBCyyjDljtzoiFWU7kPEbZW+6jMx/BbDNjQdYCPFf9nNfnLMhaAABxGWpJYo4gYhSzWOwkLSkhopNdglASyAXWZLbg7UMt8t+BrKguK84AAHz7uUq/K69b1q/GT74kXEjn5qVieUmGh3cx0LYF3W69lubmp+KkaTAgDyERPNLnkZ8meOYAak8QT4TTDuSX79XK96VzhlzISNyudq4or6iDw+33KAkoyTPnK+LAWxGUDrNFrkoZCgXpSXByoFOsNtk3LCyohluaXxK2dqcT5RX1gmcuDNEFjPWaU+bihRtmCQiRDb3DoyivqI/I+1cy3vMYpYCTesu9VPMSnj74NDINmXi++nksyfbe/zA7KRt5yXlxKeb8Ng0nCCI6mEeEE2maQRdUyBxBBEMgF9jyijqP8v7S5M1bc+AFBUYwAHWmwYCaCO852Y05eak4f3Y2Nh9oAefcpWLm41uPBtSQWO61JE5q5uSlYsBqR4fZGtZEL1BMZgvufu0gnr55RVhegnhBqiCYazTIjYWDFXNTzWaxRKiNvjv6R1DdMpa3Jom2EZvd6+KQdPwDTX2wO9z3EW4DCWmcnZuCRC3Dr7cew4VzcuTvTIfZKlfSDYWCdCFEsb3fgsL0JNnLnxGiZ849rNDhFMJOGQu9kqVEnthr7s6X9uOF289BdooevcPhhVmazBbZ075p3xlcs1Ro3p4RRmsCJeM9j1E2By8rLMMdS+/Ahn0bwMFh0Brwp7V/8tsIfFHWIhzrjr+KluSZI4gYZUDyzIVR8Yog/KFcAa/82VokajX46tnTXNoUHGjqg3urNn8rqtJiBOCZN+PuDbDZnahq7MEFs7MxO1cQX8oV5x3HTNh8sDWgtgVyryVFmCUA3Pq8p4cwUk3KlceJVK+8eKHDbIEhQYM0gw75aQZoWPBibqrZLFYwmS3YuE9o9L0pyNylh9+t9WgW7OAcO46Z/C4ObVm/Gr+6YSkAYM+Dl+G+K+bJj7190GvXKhmdVgOjIQHt5rECK6MOJ7qHrGEtBkjerv/75mGYBizoFT1ToebMqUU9jDo5RkadEciZE8Z6tM2M8op69A7bwDnC8vgpq4fa7E48t6sBAMLqMzeRSIVN7tt5H27+98347f7fgovf0hvm3OBXyD1X/RyMeiMazA0YsQvnsMq2Sp+hmbECiTmCiFEkMWckMUdMEHlGA65fUYS3D7a4TK7fuusCJGo1uPPiWQEXWVFODNzDNt0n718092HY5sAFs3PkdgL1nYOK/U/I9/3lWIx55oTJ0px84XjH2wc8nhcpESEd5xdvV8sV+jZOkQJFpgFhAs0YQ4JWg4I0A1qCyJkzmS14QxQUvoR6pIQ3McbvPjwBmyi8rHYnHn23NmAbV57q9tg26uAoTE+Szw+SJ+79H672OFc09w4jQcuQn2bAtcsK5e1viflavjCZLegTvWbSd6ZzwArOEV6YpSiQ6sVogr4wPXNqUQ9ShEN2mDlzGvHkyiHYoK5jMKzjunsROYDtR4UW0u4hsbFMWWEZClMKcaTrCLIN2UjSJeGbC76J9xvf92hF4M6S7CXY0bQDTu7Eid4TqGyrxAM7H/AZmhkrkJgjiBhFKoCibBpOEOPN9SumwcHhMrk+0tIPm8OJVdN995eT8FZW3DRggclswWtVwuR9Y5WwbU99NxgDzpuVhdmiJ+2k2EDYZLa4lD53z8Fxn+T3DNmgYWOhQVwxOXF/njSOcCqqKZudv1/TIb9nh8M5JTxNHWYL8tPGvAxCe4LAPXPlFXXyhNeXUCfvXWRxL0ICAO8cbkNVg38bO5wcGo0GVy8u8FlF9+olBdAwYMvhNo9jnOkdQVFGErQahud3NUAbRLn68oo6SIlodnH/sR5zoXu8pLw96VwhVXUM1TPnnvd396Vz5McSwmhLAAD/+KxRvu/gHH/fdQoAQs6ZU/MiSrx1oEV1eyyy/fR2HOs5hlJjKbpGunD38rvx4LkPeu0tp6SssAwPn/cwAOAvX/zFJWQz1iExRxAxyoBlFFoNQ5KYh0IQE8GWw20eleiqGoXuMysDFHO+iqo8/E6NvDptczjxyDs1ePbTU5ifb0RGciLy0/RI1etwUqxA+ZSihLn7saTXUk7yu4dsyEwe6+H0xx31kOZNUgl0APjJW0fkcQRaUU3NO1ReUQe70+mxryNMkRgvmAasyEsb84YU+Wgc7m4/IczPfyVVpfcu2HDAyUQg3slA97n6D5945MECnoseamw50oauQSsumZ/rc7w5qXqcNysbbx9qwU1/3eNyzDM9wyjOTBrrMRlgufqx/YW/7eL+dR0DAMbCD0NBea5wcI4PajoARC7M8Jbzpsvn1g9qO0I+jrsQH3Vw7DzRCSD0XDw1L6LEliNtcfGbq2yrxE92/QQAcEnJJXhg1QN49sizqGyr9Npbzp2rZ16Nq6ZfhV0tu3DT/JviQsgBJOYIImYxj9iRZtC5FIEgiPHEWyW63fVdmJ2bEnCeh7eiKntPdeP96naX7VuOtGPAapcnUYwxzM5NwUkxzPJzL+FcB073ymJA6V3rGRyr6ObuIbQ7hfdz6EwvdhwzuRwvEOHlLhzdJ5buTMb2IWqCLM/o6plr67PAqSIU3O2nJoTVbPaH7Sfk75N9ing8JYLNxwxkn6cq6tAzPOr1ceWihxq//1AIe1b2p/TGNUsL0dQzgqqGXpdjNveOoCQzOehy9d72l9qrhCrm1KIJatrMSNFrodNGZqqsYZBDz3ccM4UskNRsIP3eQvXMuXsRbzm3FAlaYbDOODmPfdH5BQwaAy4ougA/OudH+Nbib7kIOLXecu5UtVehsr0S3132XWw8vtFvaGasQGKOIGKUAcso5csRE4q3iVJlQw/OmZEV8HHcJwZXLsqH0aBDW/+IR9EEiTrToDy5mZ2bKnvm7lg9CwCw4/41+NFV8wEAn/zoUmxZvxr//dpB2EQlJU0AleW51d6PzeHE1/68R7V4g68Ji5pw9BWaBMR++5BQ8tCUYmHQaseQzeEygZ6WYYDN4UTXoGtDY5PZgtfdwlr3ne71W1jH3XsXDY9nNPP1JHv/z7u1HvZTG+fG/c2q+0jvYVd9J16rbAIAJGgZKn+2FpU/XQu9otG2tOih9hpNPUNyf7fNB1r82kQKzVZ6/EZsDnQNWlGSlRx0uXpv+5/qHEKCliErxPw2bwIpkkup5RV1cjhpOAJJNRdPrgYafk84SdhKrzFRzb1DQdmOoCi1CH22PpyTf45ctCQQASch5chtWLMBd6+4O6DQzFiBxBxBxChmi53y5YgJxdtEadTBsSoIMefOXZfOwYDFjkGrw+d+0uRmdl4qWvstGLLasa+xF9kpiZiZk4LrV0wDAPzj89O4bMNH2NvQ4zLON/edQcfAiFwEQO39ODlgV/Gk+RNeSi+S5LnwFppUlCGIm+33XTwu5bgjJS6CzUPr6B9xERTH2oTS9O6eOQBoccub+/32E3JxhVHRu/btC2YAEArs/M9XFgMAPn7gEhebKZ8nYZ9gT0G08vWUCwjvHm4bK3Hv5f2XV9TBZneq7vPbD06gsqEHtzxb6SKgyyvqg/KO/fD1Q373UfLy56c99m/uFXLRijOTfPaTU0O5/zPfPBsA8M/vn48183ORZzTI4dXBovZb5gCGbI6IiJhICiSlDX54+VwwBqxdkIeslERZLIbDRDb3DhepHcHetr14ufZl5Cfn46Xal0IqWlLdXe2SIxdoaGYsQGKOIGKUAcsojHryzBETh3KSsOfBy6BhQL44UZ+VkxzycYvSDXIYZaJOo+oNUE5upCIopzqHsP90D86engnGGKZlJOH8Wdl4+fNGnOoa9ngdB+do67MgW6xk6T5RfOn2sfwHvTiOhYVpWD03x+cE0lu45gu3n4Pf3XSW8Fr3jL3W3799DgCgptWserxwiYS4UBZuCXRS+diWoy6C4q87haIL+W45cwDwo02HXUIx39zv6l17o/I0fvluLebkpmBFSQYumivkX31a3+UyxjfdinQAQp5UOB7PYMRwoNU2x4OH36mRPc9K1ISA5JVT20f4rM94PU5lY09A3rFjbWYcaOrzeL6//Db3/WvE/nTFmaGfUwDg/FnZYAzYVdcNk9kq914LBfdzxdWLhR5rnCMiIma8BNL1y6eBc2DHcVPYDcMlxru5dySRBNe9H92L6u5qDNgGQi5acvuS2z2eF4xnL5qQmCOIGMF9gmEescNoIM8cER2KMpKwdmE+OsR+b+FUNFOGF3FxAuNrcjMnLwUAsLehG43dwy6FV9YuzMPIqHqS2qiDw+bgXic1H9S0Q0p/kcKczipOx+HmfnAf4ZLlFXUe5bmlse491YP0pAQsKDDKj83OTUWiVoPatsiJOen88OmJTryytylscaHmafT3+lsU+Y6jDo6PTwh5h8oKgtMyBTF3snPQNTfOfXLoBEZGHchMSQRjDDOykzEtIwm768bE3O8+FHLl8o16NDx+DRqfuBYXzslGaVYy/n3PRUG931B7AT4VYLXNSNPUM+SRX6pErd2Hw6Gef/jwOzUe4azKfcpmZssipub/XQW9ToNbL5jhsbhx92sH/I5Dibff+CuVgreuRPyuhEpmSiKWTkvHrvpOtJstyI9gw/mbzy2V70dCxI+XQJqRk4IVpRngHOjot0RksSFYb2m0KSssw+yM2QCAdQvWxU3RkkhCYo4gYgT3CcaAZRRpcdKsk5ic/Iei/9Ob+/33f1LDW3iRL29AaVYKtBqGTWKulLIlQr1pUPbyJWgZ1szLASCE6lX97HIA6r2W3IuVSOOYlZuC/pFRnO729PRJHGjq8xQj4lj3NnSjbGaWS3hXok6DufmpqI2gZ668og5VDT249flKOd8vVHHhURHQR46U8vXdi5pIf+cqJtEWmxBKq8yRqmzs8Zorebi5H6YBCxhjuGhODvac7ILDyV28Or3Do+gUc/C+snwamnqGcW35rqC+j7/achRVDT24941DAXvapKbaEhOVO2QyW3DVHz71ajNpLEohcKCpD25fUbno0LYa76LQ/Tgpeh0unpeL96vb5c/XZLbguvJPUW8a8vt8Jb7y2/Q6DXKN4TXOBoAL5+TgYFMfWnpHwuox584HNe3QeumTGQrjKZBuFMPPB6z2mAyFHG8q2ypx2nwa31zwTWyu2xwXOW6RhsQcQcQAaonrAxbyzBHRZW9Dj0up7lAmCt5W55XeAPfJTaJOg+nZyTjeMYBErQZLpqUDEH4nmw+2uFSc+/yUkDdX3dKvaBjuKea8jeOLM0LYmK/KfFvWr8bViwswLSMJO390CQDg59ctwnO3noPG7mGcO9Mzn3BRYRpqW80+PX6BIof6AS4Tdl/iwlcoYSghXwea+lRaRAjtvtIU56nyijqP1hY3rSoBIOQQSpXydCqFIC6amwOzxY7DzX24b+MhuVw9x9g+Uu+y2jZzwN/Htw824+1DreAAdtd3j1XGdHI8sfWYbCd3m6l5FCfCO/fQ29UYsannl5ZmCaGJT9+8wkUIbPze+UjUanDHRTNx6BdXwJCgwZeXFaFr0OrxuSVoGW45b7pXQfGlJQVoN1twSPxNlFfUobrVjEQtwxe/uDLo/LaGx69BTmoibjx7GhqfuBZlM7MwLTMpIpWaL5qTA7uTY2TUEVaYpRJ5sUOlT2YsUjYzW74fy+McD5RFSwLtJzcZITFHEDHAU26J609tr8OA1Y40qmZJRAkpX0mt8XcwhBpeVCzmXi0oNMIg9lpUrTjHOfQ6DY4096N7SPDeqIk5r16CLsFLoGxM7o7DyfHZqW5cMDsb07NTMD/fiA9q2rG3QWibcN6sbI/nLCpKQ/eQDZ0DVo/HguUX/6r22gPKVzEMb6GEoXwmm39wARK1Gnz34ll48qvLAAjCoiQrWZ6Uq7W22FjVhA0fHMeiojTMyTPK+4wVQxn7Xl0wW7Dj7c9XYVf9WEsK5T4WhcgJxLN2XfmnuH/jF6qP250cmw+0oKqxBxveP47/ea/WxWZqHsVgQ+OCLVbT1DMk9yCT8jqVwumjBy7BtIwkvLC70eW4n5zohM3hxOWL8pGRnIgbzy7Ge0da0avSgsDfe1i7MB86DXDXKwewu74Lr4rVL50csDp8FzFSgzGGFaWZOCTm253pHUZJmPlyEiunZyJRdKElR6gnazwVAAGEBuK6IJquTybiuWhJJKFlf4KIMqqhPGJ4EXnmiGjha0Lz6PWBVwoLNYyoa1DwstkVeUDeREiKXoPqVjPWiE2MpQIogY7jq3/eI3voAOE3efdrB/H0zSuQZzSgttWM/pFRXDhHCOm8cnE+/vRRPbJSEmE06LCwMM3jmIvEbTVtZpem2sFgMltw6/OVqG0b8LqPcmIujfuR/1jk0kbhnrVzkKcIhdyyfjXer27H917ej9m5KegfsWPfQ5f7HMuxtgHYHE6cVZKBS+bn4pfv1aKpZxipei1MAxbkGQ1eWkFwwMGRmuhdkCu/V5nJCaoCRJ6kci6IR84x6vT8Pio/u8e3HkW1n1BXLv6nLB6ySbTZV5ZPw2+2HceO+9fgZOcQ/s9L+/Di7WVYMy/X47XyvORrKUV1IL+be14bqxbpVPm9aTUM3ygrwYYPToAB8uPbazuQkZwghyR/eVkhXt0riDCdhmHPTy7zOkZ30pMSkGs0oK3fgv96di+kXyBjCPr3L7GiNAMf1nagd8iG5t4RLC/JCPoYahgStMhOSUSb2Ypd9V249cKZYR8zngqAeFsccf/NT1bUipOUFZZNubw58swRRJRRJthLSJMdypkjokU0JzQmswUnOgQBo+w/5y3v5NYLZqCuYwBtfcJ+wVZ1W1acjurWflk4unu1dokVFiXP0ZWLCuDkwNbqdpxVnK5aDnxhkSDmwsmb2/DBcVUhl6AVJvTpSQn48llFslB9Ssyru+GZPR7999zZ19gDvU6Dr64sRtegFd2Dvj2IUhjqWSUZSE7U4cvLiwAAg1aHfHxvrRqE5wu5cb6+VyazBWaLXfX5Uv6XkOsnFiRRyfWTPrvv/+MA3j7Y6vM9uSN9ila7E4++W4vyihNYWZqJWbmpWD03B6l6HbYeafN4LXf7St646pZ+uZXDpgC82ifaB3DojP9qkZctyAMwlpd4pLkP//qiFRfMypYbXL93uE1+P5IICxST2SJ7lJUlVcIJN1xRIojMT+u70Dc8GnYlSwmT2YJOceHnk7quKVcAJN68iMT4QGKOIKKIyWzBpn3qJaMB11wUgphIojmhKa+ogzKdxt/EZElROuxOjj0nBdGVmRzcIshZxRmwjDoF4ajSHHzPyS7My0+VPWxLpqUhWfQ0DXvJbUozJKAkKymgipZqoXhtfSOqZfkB4fzwxZl+XL+8CFur2/DVZ/bg/eo2vLq3CRyCGFHuqzYBrzrdi7NKMrBUzEc83u7d+wcAh5r6kGvUo0gsMnHVogL5Men47t+Zm8tKZEEheZl8fa/KK+pcitso87oan7gW587M8pi4KitxHmsz49VKodLn/qZenwVE5ualurTGAOCy/zuH22C1cyQlCvsYErRYuzAP22raYXc40dI7jNfE13qjqgm1rf2u1TIbenDjM7s9euv54p7XD3psU5uYv7q3SS7OYbU7cec/9sHh5Bi0CkJYLdw1GBHm/vvzN55AOKskHRoGvHNIENiRCrNUjpVPQRETT15EYvwgMUcQUeSpijrYHBzpSTqc+tU1+Pl1iwAAT35NyEmhnDliqhFKc12pQMpnp7qRmZwgeycC5Swx5Ouul/fjOy9WyV4tm8OJR987il31XS5hYZ0DVljF9gjVLWavY1tUmIYjzX1+c6bUPDx3vLhPzldUEzZb1q/G11eVYNTBsb+pF997+YBX8eI+AR+22VHT0o9zZmRifr7QUuF4h6uYcxeYh5r7cFZxhpwf92Gt72p/JrMF/zzQErCgCORzV5u42p3CxNXp5Ljt+UqvJfgNbvlnasJQjarGXnkMX1pSiN7hUXzpqU9x45/3uBTI+PpfPkNVQw9ueXYvXhZFtU0xVqeKd05p44NNvTimIqjdJ+buxTk4gLZ+wYu2t6FHFpOhemvcPwd/4wmU5EQdFhSkYafYzqI4zLYEQGQbcccr8eRFJMYPEnMEMQGorbxLFeoAYXW/a8iKKxbmAwA2iz29jCTmiClGKBPR4swkZCQnwDLqDKlx7ozsZCRoGRq6h3GkZcyT5uTAO1+0gnPApChkUl5RB4149VRWWnRnUWE6mnpGfPY0c29KXdvaj0t/8xFqFB49b5PU3NREBFIP0H0CfqipD3Ynx6oZWcg16pGZnODhmVMKzP6RUZzqHMLykrGqov6q/QX7OQayv/vE9d7L5wEAfn7dQlz4xA60mb2Hirofy1dIqBJltc1L5udCqxFCfzvcXmvI5gAHcKJj0Otn4u6dk228vQ73viHkykkVH71NzNXs5D7WcLw1asf3V/0yUFaUZsjjKskK3zNHIYYEIUAxXAQRJqEmwf/uwxMuZa+lx+bnG/HZKaGSGxVAIaYaoUxEGWNYUpSOXfVdqsVP/NE5YJXzsLzx2cluQaxwqHoD1AoOFGUIf0tC7eayEjzybq3LueKuVw7Ix7LanfjOi1Wyp0WJWvGZP+6oh1bD5FA+JQlahunZKTCZLTj0iytd+uBVNfaCMeDs0kwwxjC/wOjimXNvlXKe2HpB8mAGUhwn2M8xlM/9W+dPx192nsTdrx5Et9iWwhvux/ImSExmC1Y/+ZEcqqr8fMGFz9If3nZxcuCf+4VjnekeC9N8WSxUAgBbDrfhwS8t8Hot8SVCpbF+8uNLQy5+MZ5he2eXZuKVvU3QMNfCRqFCIYYEIUAzRYIIk998cFwWavdcNsdD2DX3Dst5HMpJwSZFPoxywnDFonx5YmWLwAWPIOKJUFf9l0wTxFydaUCurhgo5RV10GoYnD48NbKHhvOAq3zuP90LBmFyb7E7cfsLVegYsMrninV/+wynusaalStD5tzxFm6nJuSk/YetdpgtdpzsHMRcMZzSZLbg77tOYXZOCtLFAkvz841CGwonh0bD8NDb1S6tUv7301MAgGXFgpgLZBId7OcYyueemZKI65YVYNP+Fq/7LCpMC+rYPr09nPv9nriToGX4z3NKcfuFM3DZb3diZNSJ256vwtFWs0txEel74q9irPK9PLT5CN7Yd8blswil4qy340eaFaXC98fJgfIdoY9RgkIJCUKAxBxBhEFVQzc27RNE2WuVTTCZLR4euO+8WDXWq8sphNkMWkY9PAHSRfhrK4vx9EdCmMiLexrx2A1LJ+4NEUScIhXy6B0eDWoyq5YjZNBp8NZdF+CGZ/Z4eGhKs5MD8gZIDc6Ve7aLoXmvVzbhTM+Qi5BzRxIB3t6Ht3A45XNOdQ7ist/uxP7TvbKY+8P2EzBb7ChIHxO78wvSMGRzoKVvBHqdBtuPdri8t8PN/dDrGKx2B4CEmJpE251cFkL+bBYI3oTq3lPdaOoZ9vieXLusEO980eo3x+yey+ZAwwQhU9NqFgq9KJ7inlsYSGn5ePNMpSSO9YGbSuXzCWK8ITFHEGFwr6IZrcPJ5Wavm8SQqrte3o/GnhHFPsAblU1wqMTqSBfhuy+ZLW/75/5mrL98Ll3wCMIPhelj4ZXBTBS9eWLWv35IdXvZzGx8cO+akI4rYXdy7DzR5fP5/ib1gUzkZ+akIDM5AftP92JdWanYCF7wYjV0DckezPkFYhGU9gFsrW7zKCIiVMgMz+MzHpjMFmw50h6SEPKGN6H60OYjaOwectnm4Bw7jplUhZy7R/ChzUdkr56/PMdAvWuxJKoD4Y876qETw4LD9SASBDEGiTmCCJGt1W1o7h1Rfcxqd+LW56tciiZIjIozpeUl6Xj7Bxd5PP7Q5iPyCi5d8AgiMN460BLS78abKHL3wkjbA/V6BFpgQ/ImgfOgQuYCmcgzxrByeib2NwljLq+og905FtwnHXtefioAoaLlJ3XeRWaseVMi1dg+ELx9TwrTk3DwF1f6fK6795fDd+5dLHvXQmWqN7cmiPGExBxBhEB73wjufvWAz33UhJySo22euT3SBU8Oy6QLHkH4JZzfzXh5N/zlNkkEG74ZLGdPz8T2oyYcbx/ARh82mpYh9MRL1Gpw4ZxsvHLHefLYX686E5PelIkMMwznexJISOxkZyKFN0FMNUjMEVMeZTVKcKjezzMaXPa7b9MXCLQ2ifKirZzUOVUuZHTBI4jgifXfjT8vXTDhm8GysjQTAPD41qMYtbuetJQ2mpGTjC2H28ABPHTtQgCx702JlzDDeMttGw/IBgQxfkx4nznG2NWMseOMsXrG2IMT/fqRQNkzLBbux+KY4mmsyrYBTynuuzfylf7+71cPYs9JoXWA1Ih2UWGa1++LNAGqbe0PqSkuXfAIwjex/rtR9kdTO1eM51iXFWdAy4BPTnR6lMxXvm7f0Cg4AEOCBpcvEvpdUh+vyECNnckGBDGeTKhnjjGmBfAnAFcAaAZQxRh7h3NeO5HjCBeXST7nUb//6PVLYm5M8TLWJ7Ycw3uH28A58Mrnp+XJzsufn4aGCXkNr1c2YWTUjs0HWsA5sLehR/4uSBObQMpFeyuooPQe0IWNIIInnn43Ez3WpEQt0pMT0TNkQ3KiFvsfugJJiqqCgLDAdsIktEMZdXD0DtuQZzTEvEgmCIIgAMYD6YAZqRdj7HwAj3DOrxL//gkAcM4f9/acVatW8X379k3QCP3T0T+Ci578CKMODp0GAITKTNG6n6Bl+L9XzceT247HzJh8jfX+K+fjtx9MzFi1TEg0d6/MxgBoGBBEqyCfGHQalyat1zz1KWrbzB776XUaucy5kmD7IBEEQQSKyWzB+Y/vgIML5+DdD17mESKpXICaarlcBEEQ8QJjbD/nfJXH9gkWc18DcLMHYGUAAAh3SURBVDXn/A7x7/8CcC7n/G63/e4EcCcAlJaWrjx9+vSEjdEfD20+gpf3NkV7GEQMQZMfgiBilYc2H8Hr+87A7kWomcwWrH7yI5eFJvcFKoIgCCL6eBNzE50zp9ZexUNNcs7/xjlfxTlflZubOwHDCgwpGZwglFDYEUEQsYhcwMRHni7lxREEQcQ3E13NshlAieLvYgCtEzyGkPHVBJaYelB4JEEQsUwgVT4pL44gCCK+mWgxVwVgLmNsJoAWAOsA3DzBYwiZQJvAEvEHCTOCICYbgQg1Ou8RBEHENxMq5jjndsbY3QC2AdACeI5zXjORYwgHuugRBEEQ8QJdswiCICY/E940nHO+BcCWiX5dgiAIgiAIgiCIycSENw0nCIIgCIIgCIIgwofEHEEQBEEQBEEQRBxCYo4gCIIgCIIgCCIOITFHEARBEARBEAQRh5CYIwiCIAiCIAiCiENIzBEEQRAEQRAEQcQhJOYIgiAIgiAIgiDiEMY5j/YYfMIY6wRwOtrjiCFyAHRFexCTHLJxdCH7Tyxk7+hBtp9YyN7Rg2wfPcj2E8t42ns65zzXfWPMiznCFcbYPs75qmiPYzJDNo4uZP+JhewdPcj2EwvZO3qQ7aMH2X5iiYa9KcySIAiCIAiCIAgiDiExRxAEQRAEQRAEEYeQmIs//hbtAUwByMbRhew/sZC9owfZfmIhe0cPsn30INtPLBNub8qZIwiCIAiCIAiCiEPIM0cQBEEQBEEQBBGHkJgbZxhjJYyxjxhjRxljNYyx9eL2LMbYh4yxOvE2U9x+BWNsP2PsiHh7meJYK8Xt9YyxcsYY8/Kaqvsxxu5jjNUyxg4zxioYY9MnwgbjTYzZ+Hvi9kOMsV2MsUUTYYNoEUu2Vzz+NcYYZ4xNuupdsWRvxtitjLFO8bt+iDF2x0TYIFrEku3Fx24Sz+c1jLFXx/v9R4NYsjlj7PeK7/oJxljfRNggWsSY7UvFsRxkwvzlmomwQbSIMdtPZ8J88TBj7GPGWPFE2GAiiZK9H2OMnWGMDbpt1zPG3hCfv5cxNiOgN8E5p3/j+A9AIYCzxftGACcALALwJIAHxe0PAvi1eH8FgCLx/hIALYpjVQI4HwADsBXAl7y8pup+AC4FkCze/z6AN6Jtn0lo4zTFPl8G8H607TNVbK8YwycAPgewKtr2mcz2BnArgKejbZMpavu5AA4CyBT/zou2fSa7zd32+W8Az0XbPlPF9hBykL4v3l8EoDHa9plCtt8E4Nvi/csA/CPa9pkk9j5PfN1Bt+13AfiLeH8dApynR92IU+0fgH8BuALAcQCFii/ScZV9GYBuAHpxn2OKx74B4K9evpSB7LcCwO5o22OS2/gbALZG2x5TyfYA/gDgOgAfYxKKuViyN6aYmIsx2z8J4I5o22Aq2dxtvz0Aroi2PaaK7QH8FcCPxfvnA9gTbXtMIdvXAChWHNscbXvEu73dnu8u5rYBOF+8r4PQfJz5GzOFWU4gort0BYC9API5520AIN7mqTzlqwAOcs6tAKYBaFY81ixucyfQ/b4DYdVgUhELNmaM/YAxdhLChOueUN9LvBFt2zPGVgAo4Zy/F9YbiROibW/pmGL4zZuMsZIQ30rcEQO2nwdgHmNsN2Psc8bY1aG/m/ggBmwujWM6gJkAdoTyPuKRGLD9IwBuYYw1A9gCwTM6JYgB238hHhMAbgBgZIxlh/Je4oEJsrcvpgE4I76mHUA/AL/2JjE3QTDGUgH8E8APOefmAPZfDODXAL4rbVLZjas91d9+jLFbAKwC8Bt/44gnYsXGnPM/cc5nA/gxgIf8jWMyEG3bM8Y0AH4P4P7ARhzfRNve4u27AGZwzpcB2A7gRX/jmAzEiO11EEItL4Gw+vssYyzD31jilRixucQ6AG9yzh3+xjEZiBHbfwPAC5zzYgDXAPiHeM6f1MSI7R8AsIYxdhDAGgAtAOz+xhKPTKC9fR42lGNM+h9DLMAYS4DwBXmFc/6WuLmDMVYoPl4IwKTYvxjAZgDf4pyfFDc3A1AmnhYDaGWMadlYUvYvve2nOPblAH4G4MviSsKkIJZsrOB1ANeH/+5imxixvRFC7PrHjLFGCPHo77DJWQQlFuwNznm34hzyvwBWRvJ9xiKxYnvxsX9xzkc55w0QwoHmRvK9xgoxZHOJdQBei8y7i21iyPbfAbARADjnnwEwAMiJ3DuNPWLF9pzzVs75jZzzFRDmjuCc90f47UadCba3L5oBlIivoQOQDqDH7xuIZlzqVPgHQWW/BOAPbtt/A9fEyifF+xkQ3doqx6qCMEmVEiuv8fKaqvtBcB2fBDA32naZxDaeq9jnPwDsi7Z9port3fb5GJMwZy6W7A0xl0C8fwOAz6Ntnylk+6sBvCjez4EQlpMdbRtNZpuLj80H0IgAclji/V8s2V68f6t4fyEEoTFpP4MYs30OAI14/zEAv4y2fSaDvRX7u+fM/QCuBVA2BvQeom3Eyf4PwEUQXKSHARwS/10DIQa2AkCdeJsl7v8QgCHFvocgViqDEBpZDUGQPe3tZOZtPwihUB2K474TbftMQhs/BSFh+BCAjwAsjrZ9port3fb5GJNTzMWMvQE8Ln7XvxC/6wuibZ8pZHsG4HcAagEcAbAu2vaZ7DYXH3sEwBPRtstUsz2EyoK7xXPNIQBXRts+U8j2XxNf7wSAZwHoo22fSWLvJyF44Zzi7SPidgOECqL1ECpjzgrkPUgfFkEQBEEQBEEQBBFHUM4cQRAEQRAEQRBEHEJijiAIgiAIgiAIIg4hMUcQBEEQBEEQBBGHkJgjCIIgCIIgCIKIQ0jMEQRBEARBEARBxCEk5giCIAiCIAiCIOIQEnMEQRAEQRAEQRBxCIk5giAIgiAIgiCIOOT/A0l14B+4WcYQAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Prophet\n",
    "List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == \"Germany\")]\n",
    "\n",
    "List = List.reset_index(drop=True)\n",
    "\n",
    "train = List.loc[List.Date <= split_date]\n",
    "test = List.loc[List.Date > split_date]\n",
    "\n",
    "train = train.fillna(0)\n",
    "test = test.fillna(0)\n",
    "\n",
    "train = train[['Confirmed','Date']]\n",
    "test = test[['Confirmed','Date']]\n",
    "\n",
    "model = Prophet()\n",
    "model.fit(train.reset_index().rename(columns={'Date':'ds', 'Confirmed':'y'}))\n",
    "\n",
    "#pred = model.predict(df=test.reset_index().rename(columns={'Date':'ds'}))\n",
    "pred = pd.DataFrame(model.predict(df=test.reset_index().rename(columns={'Date':'ds'})))\n",
    "\n",
    "#pd.DataFrame(stepwise_fit.predict(n_periods=7), index= Confirmed_test_.index)\n",
    "\n",
    "test = test.reset_index(drop=True)\n",
    "pred = pred.reset_index(drop=True)\n",
    "\n",
    "plt.plot(train.Date, train.Confirmed, label='Train',marker ='^')\n",
    "plt.plot(test.Date, test.Confirmed, label='Test', marker = \"*\")\n",
    "plt.plot(test.Date, pred.yhat, label='Prophet', marker = \"x\")\n",
    "plt.legend(loc='best')\n",
    "\n",
    "print(mean_absolute_error(y_pred=pred.yhat, y_true=test.Confirmed))\n",
    "print(np.sqrt(mean_squared_error(y_pred=pred.yhat, y_true=test.Confirmed)))\n",
    "print(root_mean_squared_log_error(real=test.Confirmed, predicted=pred.yhat))\n",
    "\n",
    "fig = model.plot_components(pred)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "krhX8KPj7tdr"
   },
   "source": [
    "### All countries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "BFu__7qJ7teB",
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "274"
      ]
     },
     "execution_count": 76,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_ml_confirmed_var = pd.DataFrame(list(dict.fromkeys(df_ml_confirmed.Province_and_country)))\n",
    "df_ml_confirmed_var.rename(columns={ df_ml_confirmed_var.columns[0]: \"Value\" }, inplace = True)\n",
    "#df_ml_confirmed_var = df_ml_confirmed_var.loc[(df_ml_confirmed_var.Value == \"Canada_Diamond Princess\")]\n",
    "#df_ml_confirmed_var = df_ml_confirmed_var.head(20)\n",
    "len(df_ml_confirmed_var)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "zYMXazgs7teE"
   },
   "source": [
    "#### Linear Regression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "fcis9Vmu7teF"
   },
   "outputs": [],
   "source": [
    "Train_and_Test = []"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "AD4ebZdY7teI"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e99cfe63d00949759607a9e99501d882",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(FloatProgress(value=0.0, max=274.0), HTML(value='')))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "    Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "    \n",
    "    X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "    X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "    X_train = X_train.fillna(0)\n",
    "    X_test = X_test.fillna(0)\n",
    "\n",
    "    linear_regressor = LinearRegression(fit_intercept=False)  # create object for the class\n",
    "\n",
    "    linear_regressor.fit(X_train, y_train)\n",
    "\n",
    "    Confirmed_test['Confirmed_Prediction'] = linear_regressor.predict(X_test)\n",
    "    \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = \"Linear Regression\"\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_Linear = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = pd.concat(Train_and_Test_temp)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "ipnbCep07teL",
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "618.5535947262211\n",
      "848.3861040057092\n",
      "0.8131324490610379\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_Linear = Train_and_Test_Linear.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_Linear.loc[Train_and_Test_Linear.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_Linear.loc[Train_and_Test_Linear.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_Linear.loc[Train_and_Test_Linear.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "2ZQmSMGs7teR"
   },
   "source": [
    "#### Holt-Winters (non-optimized)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "6_8KWR2j7teR"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "65935cf0b219407f9a1c2477ee12ce6f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(FloatProgress(value=0.0, max=274.0), HTML(value='')))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    List.index = List['Date']\n",
    "    \n",
    "    Confirmed_train = List.loc[List.Date <= split_date]\n",
    "    Confirmed_test = List.loc[List.Date > split_date]\n",
    "\n",
    "    Confirmed_train = Confirmed_train.fillna(0)\n",
    "    Confirmed_test = Confirmed_test.fillna(0)\n",
    "\n",
    "    Confirmed_train_ = pd.DataFrame(Confirmed_train['Confirmed'])\n",
    "    Confirmed_test_ = pd.DataFrame(Confirmed_test['Confirmed'])\n",
    "\n",
    "    model = ExponentialSmoothing(Confirmed_train_, trend='add', seasonal='add', seasonal_periods=12, damped=False) #base_model\n",
    "    hw_model = model.fit(optimized=True, use_boxcox=False, remove_bias=True) #base_model\n",
    "\n",
    "    Confirmed_test['Confirmed_Prediction'] = hw_model.predict(start=Confirmed_test.index[0], end=Confirmed_test.index[-1])\n",
    "    \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = \"Holt-Winters Non-optimized\"\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_Holt = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_Holt)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "M5vtifSd7teT"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "752.317741542589\n",
      "973.0177379475041\n",
      "0.7323777842693138\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_Holt = Train_and_Test_Holt.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_Holt.loc[Train_and_Test_Holt.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_Holt.loc[Train_and_Test_Holt.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_Holt.loc[Train_and_Test_Holt.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "PjgkAngn7teW"
   },
   "source": [
    "#### Holt-Winters (optimized)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "KflfZpLv7teW"
   },
   "outputs": [],
   "source": [
    "def exp_smoothing_configs(i):\n",
    "    models = list()\n",
    "    # define config lists\n",
    "    t_params = ['add', 'mul', None]\n",
    "    d_params = [True, False]\n",
    "    s_params = ['add', 'mul', None]\n",
    "    p_params = [0,6,12]\n",
    "    b_params = [True, False]\n",
    "    r_params = [True, False]\n",
    "    # create config instances\n",
    "    for t in t_params:\n",
    "        for d in d_params:\n",
    "            for s in s_params:\n",
    "                for p in p_params:\n",
    "                    for b in b_params:\n",
    "                        for r in r_params:\n",
    "                            cfg = [t,d,s,p,b,r]\n",
    "                            models.append(cfg)\n",
    "    return models\n",
    "\n",
    "cfg_list = exp_smoothing_configs(i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "WH2GUWhd7teZ"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "14c2a05ed21f4b00b95053c8174ce488",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(FloatProgress(value=0.0, max=274.0), HTML(value='')))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    List.index = List['Date']\n",
    "    \n",
    "    Confirmed_train = List.loc[List.Date <= split_date]\n",
    "    Confirmed_test = List.loc[List.Date > split_date]\n",
    "\n",
    "    Confirmed_train = Confirmed_train.fillna(0)\n",
    "    Confirmed_test = Confirmed_test.fillna(0)\n",
    "\n",
    "    Confirmed_train_ = pd.DataFrame(Confirmed_train['Confirmed'])\n",
    "    Confirmed_test_ = pd.DataFrame(Confirmed_test['Confirmed'])\n",
    "\n",
    "    best_RMSE = np.inf\n",
    "    best_config = []\n",
    "    t1 = d1 = s1 = p1 = b1 = r1 = ''\n",
    "    for j in range(len(cfg_list)):\n",
    "        try:\n",
    "            cg = cfg_list[j]\n",
    "            t,d,s,p,b,r = cg\n",
    "\n",
    "            model = ExponentialSmoothing(Confirmed_train_, trend=t, damped=d, seasonal=s, seasonal_periods=p)\n",
    "\n",
    "            hw_model = model.fit(optimized=True, use_boxcox=b, remove_bias=r)\n",
    "\n",
    "            Confirmed_test['Confirmed_Prediction'] = hw_model.predict(start=Confirmed_test.index[0], end=Confirmed_test.index[-1])\n",
    "\n",
    "            rmse = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "\n",
    "            if rmse < best_RMSE:\n",
    "                best_RMSE = rmse\n",
    "                best_config = cfg_list[j]\n",
    "        except:\n",
    "            continue\n",
    "\n",
    "    t1,d1,s1,p1,b1,r1 = best_config\n",
    "\n",
    "    if t1 == None:\n",
    "        model = ExponentialSmoothing(Confirmed_train_, trend=t1, seasonal=s1, seasonal_periods=p1)\n",
    "    else:\n",
    "        model = ExponentialSmoothing(Confirmed_train_, trend=t1, seasonal=s1, seasonal_periods=p1, damped=d1)\n",
    "\n",
    "    hw_model = model.fit(optimized=True, use_boxcox=b1, remove_bias=r1)\n",
    "\n",
    "    Confirmed_test['Confirmed_Prediction'] = hw_model.predict(start=Confirmed_test.index[0], end=Confirmed_test.index[-1])\n",
    "    \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = \"Holt-Winters Optimized\"\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_Holt_optimized = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_Holt_optimized)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "xlRJqa8C7teb"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "690.5120178213672\n",
      "929.3039615008599\n",
      "0.7166276346627277\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_Holt_optimized = Train_and_Test_Holt_optimized.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_Holt_optimized.loc[Train_and_Test_Holt_optimized.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_Holt_optimized.loc[Train_and_Test_Holt_optimized.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_Holt_optimized.loc[Train_and_Test_Holt_optimized.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "cv-14Au87tee"
   },
   "source": [
    "#### Auto-ARIMA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "-jvyrtp07tee"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "312b3857a28b4c108d3a123dccd23663",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(FloatProgress(value=0.0, max=274.0), HTML(value='')))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    List.index = List['Date']\n",
    "\n",
    "    Confirmed_train = List.loc[List.Date <= split_date]\n",
    "    Confirmed_test = List.loc[List.Date > split_date]\n",
    "\n",
    "    Confirmed_train = Confirmed_train.fillna(0)\n",
    "    Confirmed_test = Confirmed_test.fillna(0)\n",
    "\n",
    "    Confirmed_train_ = pd.DataFrame(Confirmed_train['Confirmed'])\n",
    "    Confirmed_test_ = pd.DataFrame(Confirmed_test['Confirmed'])\n",
    "\n",
    "    stepwise_fit = auto_arima(Confirmed_train_, error_action='ignore', trace=False,\n",
    "                          suppress_warnings=True, seasonal=False, stepwise=True)  # set to stepwise\n",
    "\n",
    "    stepwise_fit.summary()\n",
    "\n",
    "    Confirmed_test['Confirmed_Prediction'] = pd.DataFrame(stepwise_fit.predict(n_periods=7), index= Confirmed_test_.index)\n",
    "    \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = \"Auto-ARIMA\"\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_ARIMA = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_ARIMA)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "SBIl8dfV7teh"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "610.520406270258\n",
      "851.2647877851214\n",
      "0.7307403768182923\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_ARIMA = Train_and_Test_ARIMA.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_ARIMA.loc[Train_and_Test_ARIMA.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_ARIMA.loc[Train_and_Test_ARIMA.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_ARIMA.loc[Train_and_Test_ARIMA.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "P0QEZOtG7tek"
   },
   "source": [
    "#### XGboost (non-optimized)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "TamDWO4b7tek"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c7bb843298844e788201f56e757667cd",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(FloatProgress(value=0.0, max=274.0), HTML(value='')))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "    Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "    \n",
    "    X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "    X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "    X_train = X_train.fillna(0)\n",
    "    X_test = X_test.fillna(0)\n",
    "\n",
    "    reg = xgb.XGBRegressor(n_estimators=1000, objective= 'reg:squarederror')\n",
    "    reg.fit(X_train, y_train,\n",
    "            eval_set=[(X_train, y_train), (X_test, y_test)],\n",
    "            early_stopping_rounds=200,\n",
    "           verbose=False) # Change verbose to True if you want to see it train\n",
    "\n",
    "    Confirmed_test['Confirmed_Prediction'] = reg.predict(X_test)\n",
    "    \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = 'XGBoost (Non-optimized)'\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_XGBoost = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_XGBoost)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "jlS4md_K7tem",
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "595.6847770706798\n",
      "790.4316943783253\n",
      "0.5884619901707593\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_XGBoost = Train_and_Test_XGBoost.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_XGBoost.loc[Train_and_Test_XGBoost.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_XGBoost.loc[Train_and_Test_XGBoost.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_XGBoost.loc[Train_and_Test_XGBoost.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "65NzGde07teo"
   },
   "source": [
    "#### XGboost (optimized)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "GHYdRrec7tep"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "100%|██████████████████████████████████████████████| 100/100 [00:08<00:00, 12.32trial/s, best loss: 12189.931919642857]\u001b[A\n",
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "    Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "    \n",
    "    X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "    X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "    X_train = X_train.fillna(0)\n",
    "    X_test = X_test.fillna(0)\n",
    "\n",
    "    def hyperparameter_tuning(space):\n",
    "        reg=xgb.XGBRegressor(n_estimators =int(space['n_estimators']), max_depth = int(space['max_depth']), gamma = space['gamma'],\n",
    "                             reg_alpha = int(space['reg_alpha']),min_child_weight=space['min_child_weight'],\n",
    "                             colsample_bytree=space['colsample_bytree'], objective= 'reg:squarederror')\n",
    "\n",
    "        reg.fit(X_train, y_train,\n",
    "                eval_set=[(X_train, y_train), (X_test, y_test)], eval_metric=\"rmse\",\n",
    "                early_stopping_rounds=200,verbose=False)\n",
    "\n",
    "        pred = reg.predict(X_test)\n",
    "        mae= mean_absolute_error(y_pred=pred, y_true=y_test)\n",
    "        #change the metric if you like\n",
    "        clear_output(wait=True)\n",
    "        return {'loss':mae, 'status': STATUS_OK }\n",
    "\n",
    "    trials = Trials()\n",
    "    best = fmin(fn=hyperparameter_tuning,\n",
    "                space=space,\n",
    "                algo=tpe.suggest,\n",
    "                max_evals=100,\n",
    "                trials=trials)\n",
    "\n",
    "    reg = xgb.XGBRegressor(n_estimators =int(best['n_estimators']), max_depth = int(best['max_depth']), gamma = best['gamma'],\n",
    "                             reg_alpha = int(best['reg_alpha']),min_child_weight=best['min_child_weight'],\n",
    "                             colsample_bytree=best['colsample_bytree'], objective= 'reg:squarederror')\n",
    "    reg.fit(X_train, y_train,\n",
    "            eval_set=[(X_train, y_train), (X_test, y_test)],\n",
    "            early_stopping_rounds=200,\n",
    "           verbose=False) # Change verbose to True if you want to see it train\n",
    "\n",
    "    Confirmed_test['Confirmed_Prediction'] = reg.predict(X_test)\n",
    "    \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = 'XGBoost (Optimized)'\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_XGBoost_optimized = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_XGBoost_optimized)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "XFDF77I07ter",
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "524.8971253558605\n",
      "737.1700779691365\n",
      "0.5557845116089949\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_XGBoost_optimized = Train_and_Test_XGBoost_optimized.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_XGBoost_optimized.loc[Train_and_Test_XGBoost_optimized.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_XGBoost_optimized.loc[Train_and_Test_XGBoost_optimized.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_XGBoost_optimized.loc[Train_and_Test_XGBoost_optimized.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "SC-5n_WZ7tet"
   },
   "source": [
    "#### CatBoost"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "sPQb7vq_7tev"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fb16954dad2844f99cf1a45310ba4248",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(FloatProgress(value=0.0, max=274.0), HTML(value='')))"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Finished!\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    try:\n",
    "    \n",
    "        List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "\n",
    "        Confirmed_train = List.loc[List.Date <= split_date].copy()\n",
    "        Confirmed_test = List.loc[List.Date > split_date].copy()\n",
    "\n",
    "        X_train, y_train = create_x_y(Confirmed_train, label='Confirmed')\n",
    "        X_test, y_test = create_x_y(Confirmed_test, label='Confirmed')\n",
    "\n",
    "        X_train = X_train.fillna(0)\n",
    "        X_test = X_test.fillna(0)\n",
    "\n",
    "        model = CatBoostRegressor(iterations=1000, verbose=False)\n",
    "        model.fit(X_train, y_train)\n",
    "\n",
    "        Confirmed_test['Confirmed_Prediction'] = model.predict(X_test)\n",
    "\n",
    "        Confirmed_test['File_type'] = \"Test\"\n",
    "        Confirmed_train['File_type'] = \"Train\"\n",
    "\n",
    "        Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "\n",
    "        Train_and_Test_['Model'] = 'CatBoost'\n",
    "\n",
    "        Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "        Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "\n",
    "        Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "\n",
    "        Train_and_Test_temp.append(Train_and_Test_)\n",
    "        \n",
    "    except Exception as e: \n",
    "        pass\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_CatBoost = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_CatBoost)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "zo4JJSL_7tex",
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "560.507534127667\n",
      "811.2061129637691\n",
      "0.6691766346056092\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_CatBoost = Train_and_Test_CatBoost.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_CatBoost.loc[Train_and_Test_CatBoost.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_CatBoost.loc[Train_and_Test_CatBoost.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_CatBoost.loc[Train_and_Test_CatBoost.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "TZtFpn0-7te0"
   },
   "source": [
    "#### Prophet"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "4D5ORVAm7te1",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "Train_and_Test_temp = []\n",
    "\n",
    "for i in tqdm(df_ml_confirmed_var.Value):\n",
    "    \n",
    "    List = df_ml_confirmed.loc[(df_ml_confirmed.Province_and_country == i)]\n",
    "    \n",
    "    List.index = List['Date']\n",
    "\n",
    "    Confirmed_train = List.loc[List.Date <= split_date]\n",
    "    Confirmed_test = List.loc[List.Date > split_date]\n",
    "\n",
    "    Confirmed_train = Confirmed_train.fillna(0)\n",
    "    Confirmed_test = Confirmed_test.fillna(0)\n",
    "    \n",
    "    Confirmed_train_ = Confirmed_train[['Confirmed','Date']]\n",
    "    Confirmed_test_ = Confirmed_test[['Confirmed','Date']]\n",
    "\n",
    "    model = Prophet()\n",
    "    model.fit(Confirmed_train_.reset_index(drop=True).rename(columns={'Date':'ds', 'Confirmed':'y'}))\n",
    "\n",
    "    Confirmed_pred = model.predict(df=Confirmed_test_.reset_index(drop=True).rename(columns={'Date':'ds'}))\n",
    "    \n",
    "    Confirmed_test.index.name = None\n",
    "    Confirmed_test = pd.merge(Confirmed_test, Confirmed_pred[['ds','yhat']], left_on='Date', right_on='ds', how='left').rename(columns={'yhat':'Confirmed_Prediction'}).drop(columns=['ds'])\n",
    "            \n",
    "    Confirmed_test['File_type'] = \"Test\"\n",
    "    Confirmed_train['File_type'] = \"Train\"\n",
    "    \n",
    "    Train_and_Test_ = pd.concat([Confirmed_test, Confirmed_train], axis=0, sort=False)\n",
    "    \n",
    "    Train_and_Test_['Model'] = \"Prophet\"\n",
    "    \n",
    "    Train_and_Test_['MAE'] = mean_absolute_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed'])\n",
    "\n",
    "    Train_and_Test_['RMSE'] = np.sqrt(mean_squared_error(y_pred=Confirmed_test['Confirmed_Prediction'], y_true=Confirmed_test['Confirmed']))\n",
    "    \n",
    "    Train_and_Test_['RMSLE'] = root_mean_squared_log_error(real=Confirmed_test['Confirmed'], predicted=Confirmed_test['Confirmed_Prediction'])\n",
    "    \n",
    "    Train_and_Test_temp.append(Train_and_Test_)\n",
    "    \n",
    "print(\"Finished!\")\n",
    "\n",
    "Train_and_Test_Prophet = pd.concat(Train_and_Test_temp)\n",
    "Train_and_Test = Train_and_Test.append(Train_and_Test_Prophet)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "7AasRp_o7te9"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "841.3850016358753\n",
      "1048.5574994905242\n",
      "0.9052321700505754\n"
     ]
    }
   ],
   "source": [
    "Train_and_Test_Prophet = Train_and_Test_Prophet.replace([np.inf, -np.inf], np.nan)\n",
    "print(mean(Train_and_Test_Prophet.loc[Train_and_Test_Prophet.MAE.notnull(), 'MAE']))\n",
    "print(mean(Train_and_Test_Prophet.loc[Train_and_Test_Prophet.RMSE.notnull(), 'RMSE']))\n",
    "print(mean(Train_and_Test_Prophet.loc[Train_and_Test_Prophet.RMSLE.notnull(), 'RMSLE']))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "Sjse-_L27te_"
   },
   "source": [
    "#### Final Steps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "kOUsOPG17tfA"
   },
   "outputs": [],
   "source": [
    "Train_and_Test['Update_date'] = datetime.today()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "1wBYl6dyVmYX"
   },
   "outputs": [],
   "source": [
    "Train_and_Test.to_csv('Train_and_Test.CSV',sep=',')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "YgLkPqoT9pGY"
   },
   "outputs": [],
   "source": [
    "Train_and_Test.to_excel('Train_and_Test.xlsx', index = False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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