netflix_eda.ipynb

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   "source": [
    "## Netflix Business Problem"
   ]
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    "* About NETFLIX\n",
    "\n",
    "Netflix is one of the most popular media and video streaming platforms. They have over 10000 movies or tv shows available on their platform, as of mid-2021, they have over 222M Subscribers globally. This tabular dataset consists of listings of all the movies and tv shows available on Netflix, along with details such as - cast, directors, ratings, release year, duration, etc."
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   "source": [
    "#Importing required libraries\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')"
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    "tags": []
   },
   "source": [
    "## Data Exploration and Data Cleaning"
   ]
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   "source": [
    "#Importing the data\n",
    "\n",
    "data = pd.read_csv('netflix_data.csv')"
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       "2  September 24, 2021          2021  TV-MA   1 Season   \n",
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       "                                           listed_in  \\\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>count</th>\n",
       "      <th>unique</th>\n",
       "      <th>top</th>\n",
       "      <th>freq</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>show_id</th>\n",
       "      <td>8807</td>\n",
       "      <td>8807</td>\n",
       "      <td>s1</td>\n",
       "      <td>1</td>\n",
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       "      <td>8807</td>\n",
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       "      <td>Movie</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>title</th>\n",
       "      <td>8807</td>\n",
       "      <td>8807</td>\n",
       "      <td>Dick Johnson Is Dead</td>\n",
       "      <td>1</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>director</th>\n",
       "      <td>6173</td>\n",
       "      <td>4528</td>\n",
       "      <td>Rajiv Chilaka</td>\n",
       "      <td>19</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>cast</th>\n",
       "      <td>7982</td>\n",
       "      <td>7692</td>\n",
       "      <td>David Attenborough</td>\n",
       "      <td>19</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>country</th>\n",
       "      <td>7976</td>\n",
       "      <td>748</td>\n",
       "      <td>United States</td>\n",
       "      <td>2818</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>date_added</th>\n",
       "      <td>8797</td>\n",
       "      <td>1767</td>\n",
       "      <td>January 1, 2020</td>\n",
       "      <td>109</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>release_year</th>\n",
       "      <td>8807.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>2014.180198</td>\n",
       "      <td>8.819312</td>\n",
       "      <td>1925.0</td>\n",
       "      <td>2013.0</td>\n",
       "      <td>2017.0</td>\n",
       "      <td>2019.0</td>\n",
       "      <td>2021.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>rating</th>\n",
       "      <td>8803</td>\n",
       "      <td>17</td>\n",
       "      <td>TV-MA</td>\n",
       "      <td>3207</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>duration</th>\n",
       "      <td>8804</td>\n",
       "      <td>220</td>\n",
       "      <td>1 Season</td>\n",
       "      <td>1793</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>listed_in</th>\n",
       "      <td>8807</td>\n",
       "      <td>514</td>\n",
       "      <td>Dramas, International Movies</td>\n",
       "      <td>362</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>description</th>\n",
       "      <td>8807</td>\n",
       "      <td>8775</td>\n",
       "      <td>Paranormal activity at a lush, abandoned prope...</td>\n",
       "      <td>4</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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      "text/plain": [
       "               count unique  \\\n",
       "show_id         8807   8807   \n",
       "type            8807      2   \n",
       "title           8807   8807   \n",
       "director        6173   4528   \n",
       "cast            7982   7692   \n",
       "country         7976    748   \n",
       "date_added      8797   1767   \n",
       "release_year  8807.0    NaN   \n",
       "rating          8803     17   \n",
       "duration        8804    220   \n",
       "listed_in       8807    514   \n",
       "description     8807   8775   \n",
       "\n",
       "                                                            top  freq  \\\n",
       "show_id                                                      s1     1   \n",
       "type                                                      Movie  6131   \n",
       "title                                      Dick Johnson Is Dead     1   \n",
       "director                                          Rajiv Chilaka    19   \n",
       "cast                                         David Attenborough    19   \n",
       "country                                           United States  2818   \n",
       "date_added                                      January 1, 2020   109   \n",
       "release_year                                                NaN   NaN   \n",
       "rating                                                    TV-MA  3207   \n",
       "duration                                               1 Season  1793   \n",
       "listed_in                          Dramas, International Movies   362   \n",
       "description   Paranormal activity at a lush, abandoned prope...     4   \n",
       "\n",
       "                     mean       std     min     25%     50%     75%     max  \n",
       "show_id               NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "type                  NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "title                 NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "director              NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "cast                  NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "country               NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "date_added            NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "release_year  2014.180198  8.819312  1925.0  2013.0  2017.0  2019.0  2021.0  \n",
       "rating                NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "duration              NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "listed_in             NaN       NaN     NaN     NaN     NaN     NaN     NaN  \n",
       "description           NaN       NaN     NaN     NaN     NaN     NaN     NaN  "
      ]
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     "execution_count": 7,
     "metadata": {},
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    }
   ],
   "source": [
    "data.describe(include = 'all').T"
   ]
  },
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   },
   "source": [
    "Dropping unnecessary columns from the dataset enhances clarity and focuses analysis on relevant features. In this case, 'description' and 'show id' are not necessary.\n",
    "\n",
    "The numbers next to each column name represent the count of missing values in that column. For example, the \"director\" column has 2634 missing values.\n",
    "\n",
    "Replacing NaN values in the specified columns with appropriate placeholders or imputed values helps mitigate the impact of missing data on the analysis.\n",
    "\n",
    "To handle missing data, 'Unknown' is assigned for 'Director', 'Cast', and 'Country', while the mode is used for 'Date Added' and 'Rating'. For 'Duration', due to the mixed nature of TV shows and movies, no estimation is made, so 'Unknown' is assigned."
   ]
  },
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     "status": "completed"
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   },
   "outputs": [],
   "source": [
    "data.drop('show_id' , axis = 1 , inplace = True)"
   ]
  },
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   "cell_type": "code",
   "execution_count": 9,
   "id": "9691cdc2",
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   "outputs": [],
   "source": [
    "data.drop('description' , axis = 1 , inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "5691321c",
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    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    .dataframe tbody tr th:only-of-type {\n",
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       "    .dataframe tbody tr th {\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
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       "      <th>type</th>\n",
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       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Movie</td>\n",
       "      <td>Dick Johnson Is Dead</td>\n",
       "      <td>Kirsten Johnson</td>\n",
       "      <td>NaN</td>\n",
       "      <td>United States</td>\n",
       "      <td>September 25, 2021</td>\n",
       "      <td>2020</td>\n",
       "      <td>PG-13</td>\n",
       "      <td>90 min</td>\n",
       "      <td>Documentaries</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>TV Show</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>Ama Qamata, Khosi Ngema, Gail Mabalane, Thaban...</td>\n",
       "      <td>South Africa</td>\n",
       "      <td>September 24, 2021</td>\n",
       "      <td>2021</td>\n",
       "      <td>TV-MA</td>\n",
       "      <td>2 Seasons</td>\n",
       "      <td>International TV Shows, TV Dramas, TV Mysteries</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>TV Show</td>\n",
       "      <td>Ganglands</td>\n",
       "      <td>Julien Leclercq</td>\n",
       "      <td>Sami Bouajila, Tracy Gotoas, Samuel Jouy, Nabi...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>September 24, 2021</td>\n",
       "      <td>2021</td>\n",
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       "      <td>1 Season</td>\n",
       "      <td>Crime TV Shows, International TV Shows, TV Act...</td>\n",
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      ],
      "text/plain": [
       "      type                 title         director  \\\n",
       "0    Movie  Dick Johnson Is Dead  Kirsten Johnson   \n",
       "1  TV Show         Blood & Water              NaN   \n",
       "2  TV Show             Ganglands  Julien Leclercq   \n",
       "\n",
       "                                                cast        country  \\\n",
       "0                                                NaN  United States   \n",
       "1  Ama Qamata, Khosi Ngema, Gail Mabalane, Thaban...   South Africa   \n",
       "2  Sami Bouajila, Tracy Gotoas, Samuel Jouy, Nabi...            NaN   \n",
       "\n",
       "           date_added  release_year rating   duration  \\\n",
       "0  September 25, 2021          2020  PG-13     90 min   \n",
       "1  September 24, 2021          2021  TV-MA  2 Seasons   \n",
       "2  September 24, 2021          2021  TV-MA   1 Season   \n",
       "\n",
       "                                           listed_in  \n",
       "0                                      Documentaries  \n",
       "1    International TV Shows, TV Dramas, TV Mysteries  \n",
       "2  Crime TV Shows, International TV Shows, TV Act...  "
      ]
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   ],
   "source": [
    "data.head(3)"
   ]
  },
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   "cell_type": "code",
   "execution_count": 11,
   "id": "f0afa9dd",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data['director'].fillna('Unknown' , inplace=True)\n",
    "data['cast'].fillna('Unknown' ,inplace=True)\n",
    "data['country'].fillna('Unknown' , inplace=True)\n",
    "data['duration'].fillna(\"Unknown\", inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "6efe11a6",
   "metadata": {
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "('January 1, 2020', 109)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dates_mode = list(data['date_added'].value_counts().items())[0]\n",
    "dates_mode"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "708b2c7b",
   "metadata": {
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    },
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   },
   "outputs": [],
   "source": [
    "data['date_added'].fillna(dates_mode[0] ,inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "dce012a1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:49.031601Z",
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "('TV-MA', 3207)"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "ratings_mode = list(data['rating'].value_counts().items())[0]\n",
    "ratings_mode"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "8bcb9f3a",
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     "end_time": "2024-02-21T09:20:49.128434",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.079678",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data['rating'].fillna(ratings_mode[0] , inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "347e85bf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:49.203095Z",
     "iopub.status.busy": "2024-02-21T09:20:49.202647Z",
     "iopub.status.idle": "2024-02-21T09:20:49.213938Z",
     "shell.execute_reply": "2024-02-21T09:20:49.212776Z"
    },
    "papermill": {
     "duration": 0.052634,
     "end_time": "2024-02-21T09:20:49.216302",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.163668",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "TV-MA    3211\n",
       "TV-14    2160\n",
       "TV-PG     863\n",
       "R         799\n",
       "PG-13     490\n",
       "Name: rating, dtype: int64"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['rating'].value_counts().head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "caf77b91",
   "metadata": {
    "papermill": {
     "duration": 0.03561,
     "end_time": "2024-02-21T09:20:49.287619",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.252009",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "For data consistency, it's recommended to drop any records with '74 min', '84 min', or '66 min' values in the 'rating' column."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "667625e8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:49.363935Z",
     "iopub.status.busy": "2024-02-21T09:20:49.363448Z",
     "iopub.status.idle": "2024-02-21T09:20:49.384545Z",
     "shell.execute_reply": "2024-02-21T09:20:49.383071Z"
    },
    "papermill": {
     "duration": 0.064202,
     "end_time": "2024-02-21T09:20:49.387569",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.323367",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data = data[data['rating'] != '74 min']\n",
    "data = data[data['rating'] != '84 min']\n",
    "data = data[data['rating'] != '66 min']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "241536fc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:49.550797Z",
     "iopub.status.busy": "2024-02-21T09:20:49.549888Z",
     "iopub.status.idle": "2024-02-21T09:20:49.582053Z",
     "shell.execute_reply": "2024-02-21T09:20:49.580687Z"
    },
    "papermill": {
     "duration": 0.073636,
     "end_time": "2024-02-21T09:20:49.584898",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.511262",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 8804 entries, 0 to 8806\n",
      "Data columns (total 10 columns):\n",
      " #   Column        Non-Null Count  Dtype \n",
      "---  ------        --------------  ----- \n",
      " 0   type          8804 non-null   object\n",
      " 1   title         8804 non-null   object\n",
      " 2   director      8804 non-null   object\n",
      " 3   cast          8804 non-null   object\n",
      " 4   country       8804 non-null   object\n",
      " 5   date_added    8804 non-null   object\n",
      " 6   release_year  8804 non-null   int64 \n",
      " 7   rating        8804 non-null   object\n",
      " 8   duration      8804 non-null   object\n",
      " 9   listed_in     8804 non-null   object\n",
      "dtypes: int64(1), object(9)\n",
      "memory usage: 756.6+ KB\n"
     ]
    }
   ],
   "source": [
    "data.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "94ac2be2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:49.661914Z",
     "iopub.status.busy": "2024-02-21T09:20:49.661248Z",
     "iopub.status.idle": "2024-02-21T09:20:49.679603Z",
     "shell.execute_reply": "2024-02-21T09:20:49.678374Z"
    },
    "papermill": {
     "duration": 0.060843,
     "end_time": "2024-02-21T09:20:49.682241",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.621398",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "type            0\n",
       "title           0\n",
       "director        0\n",
       "cast            0\n",
       "country         0\n",
       "date_added      0\n",
       "release_year    0\n",
       "rating          0\n",
       "duration        0\n",
       "listed_in       0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.isna().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eabbee99",
   "metadata": {
    "papermill": {
     "duration": 0.040501,
     "end_time": "2024-02-21T09:20:49.760473",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.719972",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Pre Processing the Data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b908957a",
   "metadata": {
    "papermill": {
     "duration": 0.042658,
     "end_time": "2024-02-21T09:20:49.846558",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.803900",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Unnesting the data in columns like Actor, Director, and Country is necessary.\n",
    "\n",
    "To accurately count the occurrences of each country, it's advisable to create a separate dataframe containing only the titles, types, and countries. This isolated dataframe facilitates clearer identification and analysis of country counts."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "15f6ac5f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.009265Z",
     "iopub.status.busy": "2024-02-21T09:20:50.008817Z",
     "iopub.status.idle": "2024-02-21T09:20:50.016469Z",
     "shell.execute_reply": "2024-02-21T09:20:50.015161Z"
    },
    "papermill": {
     "duration": 0.049806,
     "end_time": "2024-02-21T09:20:50.019166",
     "exception": false,
     "start_time": "2024-02-21T09:20:49.969360",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data.rename(columns={'release_year':'ReleaseYear','type':'Type','title':'Title','director':'Director','cast':'Cast','country':'country','date_added':'DateAdded','rating':'Ratings','duration':'Duration','listed_in':'ListedIn'},inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "6a791798",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.098462Z",
     "iopub.status.busy": "2024-02-21T09:20:50.097649Z",
     "iopub.status.idle": "2024-02-21T09:20:50.103613Z",
     "shell.execute_reply": "2024-02-21T09:20:50.102527Z"
    },
    "papermill": {
     "duration": 0.050881,
     "end_time": "2024-02-21T09:20:50.106422",
     "exception": false,
     "start_time": "2024-02-21T09:20:50.055541",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def preprocessing(series):\n",
    "    series = [x.strip() for x in series.split(',')]\n",
    "    return series"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "5894a321",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.184129Z",
     "iopub.status.busy": "2024-02-21T09:20:50.183299Z",
     "iopub.status.idle": "2024-02-21T09:20:50.309392Z",
     "shell.execute_reply": "2024-02-21T09:20:50.308304Z"
    },
    "papermill": {
     "duration": 0.16892,
     "end_time": "2024-02-21T09:20:50.312749",
     "exception": false,
     "start_time": "2024-02-21T09:20:50.143829",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "country = data[['Type' , 'Title' ,'country', 'ReleaseYear' , 'DateAdded']]\n",
    "country['country'] = country['country'].apply(preprocessing)\n",
    "country = country.explode('country',ignore_index = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "1d2dad7b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.387181Z",
     "iopub.status.busy": "2024-02-21T09:20:50.386762Z",
     "iopub.status.idle": "2024-02-21T09:20:50.426779Z",
     "shell.execute_reply": "2024-02-21T09:20:50.425369Z"
    },
    "papermill": {
     "duration": 0.080605,
     "end_time": "2024-02-21T09:20:50.429790",
     "exception": false,
     "start_time": "2024-02-21T09:20:50.349185",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "genre = data[['Type' , 'Title' , 'ListedIn' , 'ReleaseYear' , 'DateAdded']]\n",
    "genre['ListedIn'] = genre['ListedIn'].apply(preprocessing)\n",
    "genre = genre.explode('ListedIn',ignore_index = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "8151c135",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.511326Z",
     "iopub.status.busy": "2024-02-21T09:20:50.510762Z",
     "iopub.status.idle": "2024-02-21T09:20:50.594537Z",
     "shell.execute_reply": "2024-02-21T09:20:50.593090Z"
    },
    "papermill": {
     "duration": 0.127473,
     "end_time": "2024-02-21T09:20:50.597623",
     "exception": false,
     "start_time": "2024-02-21T09:20:50.470150",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "cast = data[['Type' , 'Title' , 'Cast' , 'ReleaseYear' , 'DateAdded']]\n",
    "cast['Cast'] = cast['Cast'].apply(preprocessing)\n",
    "cast = cast.explode('Cast',ignore_index = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "5a643b51",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.672215Z",
     "iopub.status.busy": "2024-02-21T09:20:50.671760Z",
     "iopub.status.idle": "2024-02-21T09:20:50.702660Z",
     "shell.execute_reply": "2024-02-21T09:20:50.701384Z"
    },
    "papermill": {
     "duration": 0.071382,
     "end_time": "2024-02-21T09:20:50.705542",
     "exception": false,
     "start_time": "2024-02-21T09:20:50.634160",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "director = data[['Type' , 'Title' , 'Director' , 'ReleaseYear' , 'DateAdded']]\n",
    "director['Director'] = director['Director'].apply(preprocessing)\n",
    "director = director.explode('Director',ignore_index = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "904830fd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:50.779894Z",
     "iopub.status.busy": "2024-02-21T09:20:50.778880Z",
     "iopub.status.idle": "2024-02-21T09:20:52.188772Z",
     "shell.execute_reply": "2024-02-21T09:20:52.187532Z"
    },
    "papermill": {
     "duration": 1.450345,
     "end_time": "2024-02-21T09:20:52.191885",
     "exception": false,
     "start_time": "2024-02-21T09:20:50.741540",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "tidy_data = data\n",
    "tidy_data['Cast'] = tidy_data['Cast'].apply(preprocessing)\n",
    "tidy_data = tidy_data.explode('Cast' , ignore_index = True)\n",
    "tidy_data['Director'] = tidy_data['Director'].apply(preprocessing)\n",
    "tidy_data = tidy_data.explode('Director' , ignore_index = True)\n",
    "tidy_data['ListedIn'] = tidy_data['ListedIn'].apply(preprocessing)\n",
    "tidy_data = tidy_data.explode('ListedIn' , ignore_index = True)\n",
    "tidy_data['country'] = tidy_data['country'].apply(preprocessing)\n",
    "tidy_data = tidy_data.explode('country' , ignore_index = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "03d1024c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:52.266696Z",
     "iopub.status.busy": "2024-02-21T09:20:52.266036Z",
     "iopub.status.idle": "2024-02-21T09:20:52.362502Z",
     "shell.execute_reply": "2024-02-21T09:20:52.361075Z"
    },
    "papermill": {
     "duration": 0.136909,
     "end_time": "2024-02-21T09:20:52.365395",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.228486",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "tidy_data['Type'] = tidy_data['Type'].astype('category')\n",
    "tidy_data['Ratings'] = tidy_data['Ratings'].astype('category')\n",
    "tidy_data['ListedIn'] = tidy_data['ListedIn'].astype('category')\n",
    "tidy_data['country'] = tidy_data['country'].astype('category')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2058a31c",
   "metadata": {
    "papermill": {
     "duration": 0.035532,
     "end_time": "2024-02-21T09:20:52.437658",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.402126",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The tidy data frame will include multiple entries for each TV show or movie, reflecting various records for actors, directors, countries, and other attributes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "6c2f06ae",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:52.511717Z",
     "iopub.status.busy": "2024-02-21T09:20:52.511301Z",
     "iopub.status.idle": "2024-02-21T09:20:52.637262Z",
     "shell.execute_reply": "2024-02-21T09:20:52.635846Z"
    },
    "papermill": {
     "duration": 0.165777,
     "end_time": "2024-02-21T09:20:52.639762",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.473985",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 202062 entries, 0 to 202061\n",
      "Data columns (total 10 columns):\n",
      " #   Column       Non-Null Count   Dtype   \n",
      "---  ------       --------------   -----   \n",
      " 0   Type         202062 non-null  category\n",
      " 1   Title        202062 non-null  object  \n",
      " 2   Director     202062 non-null  object  \n",
      " 3   Cast         202062 non-null  object  \n",
      " 4   country      202062 non-null  category\n",
      " 5   DateAdded    202062 non-null  object  \n",
      " 6   ReleaseYear  202062 non-null  int64   \n",
      " 7   Ratings      202062 non-null  category\n",
      " 8   Duration     202062 non-null  object  \n",
      " 9   ListedIn     202062 non-null  category\n",
      "dtypes: category(4), int64(1), object(5)\n",
      "memory usage: 10.0+ MB\n"
     ]
    }
   ],
   "source": [
    "tidy_data.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "cc535495",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:52.714310Z",
     "iopub.status.busy": "2024-02-21T09:20:52.713580Z",
     "iopub.status.idle": "2024-02-21T09:20:52.729634Z",
     "shell.execute_reply": "2024-02-21T09:20:52.728360Z"
    },
    "papermill": {
     "duration": 0.056469,
     "end_time": "2024-02-21T09:20:52.732329",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.675860",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data['Type'] = data['Type'].astype('category')\n",
    "data['Ratings'] = data['Ratings'].astype('category')\n",
    "data['ListedIn'] = data['ListedIn'].astype('category')\n",
    "data['country'] = data['country'].astype('category')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "19cabc25",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:52.810110Z",
     "iopub.status.busy": "2024-02-21T09:20:52.809351Z",
     "iopub.status.idle": "2024-02-21T09:20:52.829535Z",
     "shell.execute_reply": "2024-02-21T09:20:52.828036Z"
    },
    "papermill": {
     "duration": 0.063374,
     "end_time": "2024-02-21T09:20:52.832569",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.769195",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 8804 entries, 0 to 8806\n",
      "Data columns (total 10 columns):\n",
      " #   Column       Non-Null Count  Dtype   \n",
      "---  ------       --------------  -----   \n",
      " 0   Type         8804 non-null   category\n",
      " 1   Title        8804 non-null   object  \n",
      " 2   Director     8804 non-null   object  \n",
      " 3   Cast         8804 non-null   object  \n",
      " 4   country      8804 non-null   category\n",
      " 5   DateAdded    8804 non-null   object  \n",
      " 6   ReleaseYear  8804 non-null   int64   \n",
      " 7   Ratings      8804 non-null   category\n",
      " 8   Duration     8804 non-null   object  \n",
      " 9   ListedIn     8804 non-null   category\n",
      "dtypes: category(4), int64(1), object(5)\n",
      "memory usage: 576.0+ KB\n"
     ]
    }
   ],
   "source": [
    "data.info()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2660e2e5",
   "metadata": {
    "papermill": {
     "duration": 0.03586,
     "end_time": "2024-02-21T09:20:52.905149",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.869289",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Non Graphical Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7531bd08",
   "metadata": {
    "papermill": {
     "duration": 0.03572,
     "end_time": "2024-02-21T09:20:52.976853",
     "exception": false,
     "start_time": "2024-02-21T09:20:52.941133",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "For a comprehensive analysis, it may be beneficial to use the original (uncleaned) data for certain columns such as 'type', 'release year', 'date added', 'ratings', and 'duration'."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "7ed114b4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:53.052024Z",
     "iopub.status.busy": "2024-02-21T09:20:53.051281Z",
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     "status": "completed"
    },
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    {
     "data": {
      "text/plain": [
       "Movie      6128\n",
       "TV Show    2676\n",
       "Name: Type, dtype: int64"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
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   "cell_type": "code",
   "execution_count": 32,
   "id": "35bf9ec9",
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     "status": "completed"
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    {
     "data": {
      "text/plain": [
       "2"
      ]
     },
     "execution_count": 32,
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   "source": [
    "The dataset predominantly consists of two types of content: movies (70%) compared to TV shows (30%). This indicates potential audience preferences and informs content acquisition and curation strategies for Netflix."
   ]
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  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "2beb6ed9",
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   "source": [
    "data['DateAdded'] = pd.to_datetime(data['DateAdded'] )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "4c3a06d4",
   "metadata": {
    "execution": {
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     "status": "completed"
    },
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   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2020-01-01    120\n",
       "2019-11-01     91\n",
       "2018-03-01     75\n",
       "2019-12-31     74\n",
       "2018-10-01     71\n",
       "             ... \n",
       "2017-02-21      1\n",
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   "id": "0ea5beb8",
   "metadata": {
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    {
     "data": {
      "text/plain": [
       "1714"
      ]
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     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
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    "data['DateAdded'].nunique()"
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   "cell_type": "markdown",
   "id": "dd9bb4a2",
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   "source": [
    "The dataset illustrates a varied pattern of content additions to Netflix, with January 1, 2020, and November 1, 2019, being the most common addition dates. This suggests periodic updates to the platform's content catalog, ensuring ongoing viewer engagement."
   ]
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  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "5aaf238c",
   "metadata": {
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    {
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    {
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       "      <td>90 min</td>\n",
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       "    Type                 Title         Director       Cast        country  \\\n",
       "0  Movie  Dick Johnson Is Dead  Kirsten Johnson  [Unknown]  United States   \n",
       "\n",
       "   DateAdded  ReleaseYear Ratings Duration       ListedIn  \n",
       "0 2021-09-25         2020   PG-13   90 min  Documentaries  "
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    "data[data['DateAdded'] == data['DateAdded'].max()]"
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   "source": [
    "The dataset spans 13 years and includes around 1714 days, indicating sporadic additions of new movies. Notably, the earliest addition is 'To and From New York', while the most recent is 'Dick Johnson Is Dead'."
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  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "96a22d25",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:54.117166Z",
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    {
     "data": {
      "text/plain": [
       "2018    1147\n",
       "2017    1031\n",
       "2019    1030\n",
       "2020     953\n",
       "2016     902\n",
       "        ... \n",
       "1959       1\n",
       "1925       1\n",
       "1961       1\n",
       "1947       1\n",
       "1966       1\n",
       "Name: ReleaseYear, Length: 74, dtype: int64"
      ]
     },
     "execution_count": 38,
     "metadata": {},
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    "data['ReleaseYear'].value_counts()"
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  {
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   "id": "9f393d46",
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     "status": "completed"
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    "tags": []
   },
   "source": [
    "The series above indicates that the majority of content on Netflix was released between the years 2016 and 2020. This trend suggests heightened interest from viewers during this period, which might be due to the release of popular titles directly to Netflix or increased consumption of digital content."
   ]
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  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "32ac9afb",
   "metadata": {
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     "shell.execute_reply": "2024-02-21T09:20:54.285251Z"
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     "status": "completed"
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    {
     "data": {
      "text/plain": [
       "74"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "data['ReleaseYear'].nunique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "f740d672",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:54.368735Z",
     "iopub.status.busy": "2024-02-21T09:20:54.367874Z",
     "iopub.status.idle": "2024-02-21T09:20:54.374962Z",
     "shell.execute_reply": "2024-02-21T09:20:54.374009Z"
    },
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     "status": "completed"
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2021, 1925)"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['ReleaseYear'].max() , data['ReleaseYear'].min()"
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     "start_time": "2024-02-21T09:20:54.415550",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Netflix's content library has releases spanning from 1925 to 2021, with the earliest additions dating back to 1925 and the latest additions representing releases from 2021."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "186bb6bc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:54.533306Z",
     "iopub.status.busy": "2024-02-21T09:20:54.532799Z",
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     "status": "completed"
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5564, 10)"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[data['ReleaseYear'] != data['DateAdded'].dt.year].shape"
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   "cell_type": "markdown",
   "id": "3b58f8f7",
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   },
   "source": [
    "Approximately 60% of the content in the dataset have a discrepancy between their release year and the date they were added to Netflix, indicating potential delays or considerations in acquiring rights. The remaining 40% may suggest either direct releases on Netflix or immediate acquisition of rights due to popularity."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "4bccf441",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:54.702240Z",
     "iopub.status.busy": "2024-02-21T09:20:54.701674Z",
     "iopub.status.idle": "2024-02-21T09:20:54.713339Z",
     "shell.execute_reply": "2024-02-21T09:20:54.711979Z"
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     "status": "completed"
    },
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   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "TV-MA       3211\n",
       "TV-14       2160\n",
       "TV-PG        863\n",
       "R            799\n",
       "PG-13        490\n",
       "TV-Y7        334\n",
       "TV-Y         307\n",
       "PG           287\n",
       "TV-G         220\n",
       "NR            80\n",
       "G             41\n",
       "TV-Y7-FV       6\n",
       "NC-17          3\n",
       "UR             3\n",
       "Name: Ratings, dtype: int64"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['Ratings'].value_counts()"
   ]
  },
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   "cell_type": "markdown",
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     "start_time": "2024-02-21T09:20:54.755146",
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    "tags": []
   },
   "source": [
    "With around 3200 records rated 'TV-MA', Netflix's content appears skewed towards mature audiences, overshadowing ratings like 'TV-PG' and 'TV-14'."
   ]
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   "execution_count": 43,
   "id": "a9fbad27",
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     "exception": false,
     "start_time": "2024-02-21T09:20:54.834321",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1 Season     1793\n",
       "2 Seasons     425\n",
       "3 Seasons     199\n",
       "90 min        152\n",
       "94 min        146\n",
       "             ... \n",
       "16 min          1\n",
       "186 min         1\n",
       "193 min         1\n",
       "189 min         1\n",
       "191 min         1\n",
       "Name: Duration, Length: 220, dtype: int64"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['Duration'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b3d1c30",
   "metadata": {
    "papermill": {
     "duration": 0.038351,
     "end_time": "2024-02-21T09:20:54.966952",
     "exception": false,
     "start_time": "2024-02-21T09:20:54.928601",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Utilizing preprocessed data for columns such as director, cast, country, and listed_in can offer valuable insights, particularly since multiple individuals or countries may be involved in the creation of a single film or show."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "c8f38702",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.046181Z",
     "iopub.status.busy": "2024-02-21T09:20:55.045746Z",
     "iopub.status.idle": "2024-02-21T09:20:55.061674Z",
     "shell.execute_reply": "2024-02-21T09:20:55.060350Z"
    },
    "papermill": {
     "duration": 0.058911,
     "end_time": "2024-02-21T09:20:55.064437",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.005526",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Unknown           2634\n",
       "Rajiv Chilaka       22\n",
       "Jan Suter           21\n",
       "Raúl Campos         19\n",
       "Suhas Kadav         16\n",
       "                  ... \n",
       "Raymie Muzquiz       1\n",
       "Stu Livingston       1\n",
       "Joe Menendez         1\n",
       "Eric Bross           1\n",
       "Mozez Singh          1\n",
       "Name: Director, Length: 4993, dtype: int64"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "director['Director'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "02f0b0e2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.145148Z",
     "iopub.status.busy": "2024-02-21T09:20:55.144706Z",
     "iopub.status.idle": "2024-02-21T09:20:55.154912Z",
     "shell.execute_reply": "2024-02-21T09:20:55.153590Z"
    },
    "papermill": {
     "duration": 0.054253,
     "end_time": "2024-02-21T09:20:55.157706",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.103453",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "4993"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "director['Director'].nunique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "60a0214a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.241682Z",
     "iopub.status.busy": "2024-02-21T09:20:55.241280Z",
     "iopub.status.idle": "2024-02-21T09:20:55.254104Z",
     "shell.execute_reply": "2024-02-21T09:20:55.253106Z"
    },
    "papermill": {
     "duration": 0.058631,
     "end_time": "2024-02-21T09:20:55.256545",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.197914",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2634"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[data['Director'] == 'Unknown'].shape[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f0a8a058",
   "metadata": {
    "papermill": {
     "duration": 0.040073,
     "end_time": "2024-02-21T09:20:55.335335",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.295262",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Among the approximately 4993 unique directors in the dataset, around 2600 records have an unknown director. This implies that a significant portion of TV shows/movies lacks director information. Additionally, Rajiv Chilaka has directed the highest number of TV shows/movies."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "286e3efb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.417512Z",
     "iopub.status.busy": "2024-02-21T09:20:55.417085Z",
     "iopub.status.idle": "2024-02-21T09:20:55.428945Z",
     "shell.execute_reply": "2024-02-21T09:20:55.427833Z"
    },
    "papermill": {
     "duration": 0.055465,
     "end_time": "2024-02-21T09:20:55.431694",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.376229",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Movie    22\n",
       "Name: Type, dtype: int64"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "director[director['Director'] == 'Rajiv Chilaka']['Type'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7744c498",
   "metadata": {
    "papermill": {
     "duration": 0.038699,
     "end_time": "2024-02-21T09:20:55.510060",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.471361",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "This suggests that Rajiv Chilaka mainly directs movies."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "919ca931",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.591398Z",
     "iopub.status.busy": "2024-02-21T09:20:55.590990Z",
     "iopub.status.idle": "2024-02-21T09:20:55.645234Z",
     "shell.execute_reply": "2024-02-21T09:20:55.643999Z"
    },
    "papermill": {
     "duration": 0.098384,
     "end_time": "2024-02-21T09:20:55.648124",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.549740",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Unknown                    825\n",
       "Anupam Kher                 43\n",
       "Shah Rukh Khan              35\n",
       "Julie Tejwani               33\n",
       "Takahiro Sakurai            32\n",
       "                          ... \n",
       "Melanie Straub               1\n",
       "Gabriela Maria Schmeide      1\n",
       "Helena Zengel                1\n",
       "Daniel Valenzuela            1\n",
       "Chittaranjan Tripathy        1\n",
       "Name: Cast, Length: 36440, dtype: int64"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cast['Cast'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "b86c9fcf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.731047Z",
     "iopub.status.busy": "2024-02-21T09:20:55.729944Z",
     "iopub.status.idle": "2024-02-21T09:20:55.754507Z",
     "shell.execute_reply": "2024-02-21T09:20:55.753349Z"
    },
    "papermill": {
     "duration": 0.068403,
     "end_time": "2024-02-21T09:20:55.756899",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.688496",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Movie      42\n",
       "TV Show     1\n",
       "Name: Type, dtype: int64"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cast[cast['Cast'] == 'Anupam Kher']['Type'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "87c1d7cb",
   "metadata": {
    "papermill": {
     "duration": 0.039848,
     "end_time": "2024-02-21T09:20:55.837486",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.797638",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Out of over 8,000 TV shows/movies and nearly 37,000 actors, Anupam Kher has appeared in 42 movies and 1 TV show, indicating his significant presence in the known cast."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "de33dddf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:55.918425Z",
     "iopub.status.busy": "2024-02-21T09:20:55.918013Z",
     "iopub.status.idle": "2024-02-21T09:20:55.931602Z",
     "shell.execute_reply": "2024-02-21T09:20:55.930337Z"
    },
    "papermill": {
     "duration": 0.057274,
     "end_time": "2024-02-21T09:20:55.934279",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.877005",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "United States     3687\n",
       "India             1046\n",
       "Unknown            831\n",
       "United Kingdom     806\n",
       "Canada             445\n",
       "                  ... \n",
       "Ecuador              1\n",
       "Armenia              1\n",
       "Mongolia             1\n",
       "Bahamas              1\n",
       "Montenegro           1\n",
       "Name: country, Length: 124, dtype: int64"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "country['country'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3cb13938",
   "metadata": {
    "papermill": {
     "duration": 0.040134,
     "end_time": "2024-02-21T09:20:56.014417",
     "exception": false,
     "start_time": "2024-02-21T09:20:55.974283",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The majority of content on Netflix originates from the United States, followed by India and the United Kingdom. However, a significant portion is listed as \"Unknown,\" suggesting incomplete or unspecified country data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "e7a342be",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:56.095917Z",
     "iopub.status.busy": "2024-02-21T09:20:56.095536Z",
     "iopub.status.idle": "2024-02-21T09:20:56.109019Z",
     "shell.execute_reply": "2024-02-21T09:20:56.107827Z"
    },
    "papermill": {
     "duration": 0.057486,
     "end_time": "2024-02-21T09:20:56.111589",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.054103",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Movie      2749\n",
       "TV Show     938\n",
       "Name: Type, dtype: int64"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "country[country['country'] == 'United States']['Type'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e341f96",
   "metadata": {
    "papermill": {
     "duration": 0.040197,
     "end_time": "2024-02-21T09:20:56.192026",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.151829",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The United States contributes more movies than TV shows to Netflix's content library."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "1c02bce1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:56.279369Z",
     "iopub.status.busy": "2024-02-21T09:20:56.278844Z",
     "iopub.status.idle": "2024-02-21T09:20:56.295976Z",
     "shell.execute_reply": "2024-02-21T09:20:56.294820Z"
    },
    "papermill": {
     "duration": 0.067011,
     "end_time": "2024-02-21T09:20:56.299153",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.232142",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Movie      962\n",
       "TV Show     84\n",
       "Name: Type, dtype: int64"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "country[country['country'] == 'India']['Type'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a09c3541",
   "metadata": {
    "papermill": {
     "duration": 0.042367,
     "end_time": "2024-02-21T09:20:56.390630",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.348263",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "In Netflix's Indian content, there are around 10 times more movies than TV shows, while in the USA, the split is approximately 66% movies to 33% TV shows."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "67f4cbd0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:56.483625Z",
     "iopub.status.busy": "2024-02-21T09:20:56.482985Z",
     "iopub.status.idle": "2024-02-21T09:20:56.498568Z",
     "shell.execute_reply": "2024-02-21T09:20:56.497375Z"
    },
    "papermill": {
     "duration": 0.067239,
     "end_time": "2024-02-21T09:20:56.501368",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.434129",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "International Movies            2752\n",
       "Dramas                          2427\n",
       "Comedies                        1674\n",
       "International TV Shows          1351\n",
       "Documentaries                    869\n",
       "Action & Adventure               859\n",
       "TV Dramas                        763\n",
       "Independent Movies               756\n",
       "Children & Family Movies         641\n",
       "Romantic Movies                  616\n",
       "TV Comedies                      581\n",
       "Thrillers                        577\n",
       "Crime TV Shows                   470\n",
       "Kids' TV                         451\n",
       "Docuseries                       395\n",
       "Music & Musicals                 375\n",
       "Romantic TV Shows                370\n",
       "Horror Movies                    357\n",
       "Stand-Up Comedy                  343\n",
       "Reality TV                       255\n",
       "British TV Shows                 253\n",
       "Sci-Fi & Fantasy                 243\n",
       "Sports Movies                    219\n",
       "Anime Series                     176\n",
       "Spanish-Language TV Shows        174\n",
       "TV Action & Adventure            168\n",
       "Korean TV Shows                  151\n",
       "Classic Movies                   116\n",
       "LGBTQ Movies                     102\n",
       "TV Mysteries                      98\n",
       "Science & Nature TV               92\n",
       "TV Sci-Fi & Fantasy               84\n",
       "TV Horror                         75\n",
       "Anime Features                    71\n",
       "Cult Movies                       71\n",
       "Teen TV Shows                     69\n",
       "Faith & Spirituality              65\n",
       "TV Thrillers                      57\n",
       "Stand-Up Comedy & Talk Shows      56\n",
       "Movies                            54\n",
       "Classic & Cult TV                 28\n",
       "TV Shows                          16\n",
       "Name: ListedIn, dtype: int64"
      ]
     },
     "execution_count": 53,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "genre['ListedIn'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e260dd73",
   "metadata": {
    "papermill": {
     "duration": 0.044825,
     "end_time": "2024-02-21T09:20:56.587627",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.542802",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The genre \"International Movies\" is the most common category in Netflix's content, followed by \"Dramas\" and \"Comedies\"."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "30bcda7a",
   "metadata": {
    "papermill": {
     "duration": 0.040801,
     "end_time": "2024-02-21T09:20:56.676167",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.635366",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "##  Visual Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7f66a3f2",
   "metadata": {
    "papermill": {
     "duration": 0.044386,
     "end_time": "2024-02-21T09:20:56.767833",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.723447",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "**Uni Variate Plots**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8846f305",
   "metadata": {
    "papermill": {
     "duration": 0.042651,
     "end_time": "2024-02-21T09:20:56.850824",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.808173",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Distribution of 'Type' (Movie/TV Show):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "73fe4f27",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:56.934690Z",
     "iopub.status.busy": "2024-02-21T09:20:56.933832Z",
     "iopub.status.idle": "2024-02-21T09:20:57.172010Z",
     "shell.execute_reply": "2024-02-21T09:20:57.171069Z"
    },
    "papermill": {
     "duration": 0.283778,
     "end_time": "2024-02-21T09:20:57.175287",
     "exception": false,
     "start_time": "2024-02-21T09:20:56.891509",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.countplot(data = data , x='Type')\n",
    "sns.set(style=\"darkgrid\")\n",
    "plt.xlabel('Type of Content')\n",
    "plt.title('Distribution of Type (Movie/TV Show)')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7da12b87",
   "metadata": {
    "papermill": {
     "duration": 0.042552,
     "end_time": "2024-02-21T09:20:57.263711",
     "exception": false,
     "start_time": "2024-02-21T09:20:57.221159",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The above count illustrates that approximately two-thirds of the content added to Netflix consists of movies, indicating a dominant presence of films in the platform's content offerings."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dee969d4",
   "metadata": {
    "papermill": {
     "duration": 0.041078,
     "end_time": "2024-02-21T09:20:57.347164",
     "exception": false,
     "start_time": "2024-02-21T09:20:57.306086",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Distribution of Release Years for Movies and TV Shows"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "1ffea6f4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:57.433189Z",
     "iopub.status.busy": "2024-02-21T09:20:57.431841Z",
     "iopub.status.idle": "2024-02-21T09:20:57.848498Z",
     "shell.execute_reply": "2024-02-21T09:20:57.847128Z"
    },
    "papermill": {
     "duration": 0.462673,
     "end_time": "2024-02-21T09:20:57.851323",
     "exception": false,
     "start_time": "2024-02-21T09:20:57.388650",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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Fpe9fffXV/P73v08y/xwZPnx4dtttt5x66qlJ5p9/M2bMqDb7d1lsttlm2XTTTfPII49Uuz7lgw8+WLqpxqKcd955qaioyJNPPpmnnnoqyfzl+//xH/+Rww47LG3atKnWvlOnTrnkkkuSzB/nr7zySv77v/87yZK/z+3atcvo0aPzwx/+MDNnzszLL7+czTbbrFoQ9/zzz2efffZJMn8cbLvttqWfm1tvvXWaNm2a1VdffWlfNgDqGDPiAGApVM0gWtgfxt27d8/MmTOzxx57ZOjQoRk3bly22267HHvssYu9Dtamm2662Ofu06dPKYRL5i/Tq1+/frU/DJfVSy+9lPr16y8QClaFGC+99FJp21eDxSSlP4Znzpz5jX0nWWAm0u6775569ep9490ZF+Wcc87Jvffem7vvvjsDBw5MvXr10r9//1x00UVp1apVqd2LL76YHj16pHHjxqXZc82aNUu3bt3y5z//eYF+Z86cmVdeeSV9+vRJZWVl6THf//730759+7zwwgtJkh/96Ee57rrr8uWXX2bChAl54okncuWVV2bevHn58ssvkyz+vHj55Zcza9as7LjjjtVm91UtTa56rsW9DpWVlZk4cWK1mU5vvfVWJk6cuEDf3bt3T7NmzUp9H3HEEbn44ovz+eef529/+1see+yxjBgxIkkWuNvl18/VrbfeOldddVWOO+643HPPPfn4449zyimnpGvXroutu8pLL72Utddee4HZoP369cvs2bOrzcpbkrHyVV9fnvroo49ms802y3rrrVet3V//+tfMmTMne+yxR7Xt3bp1y9prr106f/v165cvvviitDz1L3/5Sz744IPstddeC33+0aNHZ9NNN02bNm1Kr395eXm233770rm3ND87tttuu9x6661p1KhR3njjjTz99NO59tprM2XKlAXes68H/23bti2N07feeiuffPLJAmH+D3/4w4U+79Lad999M2bMmNJstmnTpuXZZ59d7KzGJFl11VVz5ZVX5qmnnsqZZ56ZXXbZJdOnT8+NN96YXXfdNS+//HK19ltttVW179dZZ53StQCX9H3u27dv6f0ZP358GjRokIMPPjivvPJK5syZkzfeeCMffPBB+vbtm2T+OLj77rszYMCA3Hrrrfn3v/+dQYMGlfYDgBlxALAUJk2alMaNG5dm53xVly5dMnLkyNx000258cYbM3LkyKyxxho56qijFnuts68GbN9kzTXXrPZ9eXl5WrZsWaMXm//000/TsmXL0gywrz/3Z599Vtr29Ws6Vc0I++q10b7e91f7qlK/fv20bNmyWt9Lql27dqXZNJ07d06DBg1y9dVXp1GjRtVmBE2bNi2PPfbYQu+U+dXArsr06dNTUVGR6667Ltddd90C+xs1apQkmTVrVs4777w89NBDmTt3btZZZ5106dIl9evXL4W2izsvqm5c8NV6v2ry5MmLfR1at25dut7ZV2cHVfV9zjnnlO5qubC+p0yZkrPOOitPPfVUysrKst5666Vbt25JssC1ub5+rl5++eX5zW9+k8cffzxPPPFEysvLs8022+Tcc88tzQBbnE8//XSB8yJJadbpV8/xJRkrX/WDH/wg5557bunuqY8//nj23HPPhdbw1ef8eh1V5+d6662XLl265NFHH80Pf/jDPProo1l33XW/MXicNm1a3n333WpL0b9q5syZS/Wzo2qp6W233ZYvvvgia621VrbYYovSuflVCxurVe9r1XG3bNmyWpuFvR/LYs8998wll1ySxx57LIcddlgeffTRlJWVLfSOtt9knXXWyYEHHpgDDzwwFRUVeeqpp/LLX/4y5513XrVr8n39HFnY8S7ufe7Tp09uvPHGvPfeexk9enS6du2aXr16lYLhv/3tb1lzzTVLs39PO+20tG3bNg8//HDOO++8nHfeeenSpUvOPvvs5fLOxQAUTxAHAN/S3LlzM2bMmHTt2nWBoKpK796907t378ycOTMvvvhibrnllpx//vnp3Llztthii2V6/qpQpcq8efMyderUakufvn59tq9fkH9xVltttUydOjXz5s2rdoxVgc3X/1j/tn0nyUcffVQtoPnyyy8zderUZeq7ytFHH52nnnoqV155Zfr27ZuNN944yfwZNdtss00OO+ywBR5Tv/6CvxatssoqKSsry6GHHrrQa4lVBRsXXHBBnnjiiVxxxRXZZpttSgFAr169qrVf1HlRdWOJIUOGZP3111/guRYWGCypqr4HDx6cHj16LLC/6j056aST8tZbb+Wmm25Kly5d0rBhw8ycOTN33333Yp9j1VVXzcknn5yTTz45b731Vp5++ukMHz4855xzTkaOHLlEda622mp59913F9j+0UcfJVm2865Vq1bp2bNnfv/732eLLbbIhAkTqi1J/WoNyfwbA2ywwQYL1PHVO/j269cvF110UT777LP8/ve/z/777/+Nz7/qqqumR48eGTx48EL3Vy1F/bY/O6qCu3POOSc777xzVl111SRZohlmX1X12n79Wolf/3mzrFq0aJGddtopjzzySA477LA89NBD+cEPfrDQf9T4qieeeCJnnXVW7rjjjtI1H5P54drOO++csWPHLtF5WmVJ3+du3bqlWbNmGT16dF588cXssssuadOmTdZff/2MGTMm48ePT9++fUszFhs2bJijjz46Rx99dD744IM8++yzGT58eE488cQFrikIwMrJ0lQA+JbuuuuufPTRR9/4R/evf/3r7LvvvqmsrEyTJk2yww47lK49VnUHwqpZY0vjhRdeqHaTiCeeeCJz587N1ltvnWT+NeAmTpxY7THjx4+v9v03BYhVevTokblz55auH1Xl4YcfTrLgkq9voyoI+vofpY8++mjmzZu3TH1XqV+/fs4+++zMnTs3559/frXnfuONN7LpppumU6dO6dSpUzbffPPcdNNN+cMf/rBAP82aNUvHjh3z1ltvldp36tQpG220Ua666qrSMtrx48dn6623zk477VQK4f72t79lypQppZmBizsvqmbyTZo0qdpz1a9fP5dddlnee++9pX49Nthgg6y++up57733qvXdpk2bDB06tHTnzvHjx2fnnXfO1ltvXQqGnnvuuSTfPMMxmX+9tT59+pTOlw022CADBgzINtts863uutm9e/e8//77CywxfPjhh9OgQYNlDrGrlqfee++92WqrrUrXqPuqzp07p2HDhvnd735Xbfu4cePywQcfVJvxtttuu6WysjLDhg3LJ598sshZXT169Mjbb79dmr1Z9fXQQw/l3nvvTb169ZboZ8fXjR8/PhtuuGH23XffUgg3adKk/POf/1zke/Z166+/ftZaa60FxvzX7wxbE/bdd9/8/e9/z0svvZRXXnlliULDjTbaKNOmTcvNN9+80P3vvPNOKXBfEkv6Pjdo0CDbbrttnn766bz++uuln189e/bMH//4x4wbN660nHfWrFnZZZddMmrUqCTzr2N44IEHZvfdd6+xu88CsOIzIw4AvsGMGTPy17/+Ncn8EGLq1Kn505/+lLvuuiv9+vXLzjvvvNDH9ezZMzfeeGN++ctfpl+/fvnyyy9z/fXXp0WLFqW7+jVv3jwvv/xyRo8enY4dO36ruj766KP87Gc/S//+/fPOO+/ksssuy7bbbluafbXDDjvkmWeeyUUXXZQdd9wx48aNy4MPPlitj6o/2P/4xz9mtdVWW2DJ1Pbbb5+tt946p59+eiZNmpRNNtkkL730Uq677rrsvffeC73Bw5LacMMNs/fee+fKK6/MzJkz071797z++uu5+uqrs/XWW6d3795L3fdXdenSJf369ctDDz2Uxx9/PD/84Q9zzDHHZL/99svAgQOz//77p1GjRrnrrrtKs+cW5oQTTsiRRx6ZE088Mf369cu8efMyatSovPLKKznmmGOSJFtssUUef/zx3HHHHWnfvn1ptlVZWVnpGlyLOy9atGiRI444IsOGDcuMGTOy9dZbZ9KkSRk2bFjKysqWaVlbvXr1cvzxx+fMM89MvXr1ssMOO2T69OkZPnx4Jk2aVFouucUWW+SRRx7JZpttlrZt2+Yvf/lLRo4cWe04FmbttddO27Ztc/7552fGjBlZd91187e//S3//d//nYEDBy5xnfvss09uv/32DBo0KMcdd1zWWWedPPPMM7nvvvty7LHHlmb2La0f/OAHOeuss3LTTTdVuyHFV7Vo0SJHHnlkrrnmmjRo0CA77LBD3nvvvQwbNqx07n61bZ8+fXL77benS5cuC1xv7qsOPfTQPPTQQzn00ENz+OGHp2XLlnnsscdy991351e/+lWSJfvZ8XVbbLFFhg8fnpEjR2bLLbfMu+++mxEjRmTOnDmLfM++rqysLCeddFJOPPHEnH766dl1113z17/+NXfccccS97Gkttlmm3zve9/LGWeckXXWWWeBmaMLs8EGG+TII4/MiBEj8sEHH6Rfv35p27ZtPvnkkzz00EMZPXp0brzxxiWu4du8z3369Mmpp56apk2blpagbr311rnzzjvTqFGjbLPNNkmSxo0bZ7PNNsvVV1+dBg0apEOHDnn77bfzwAMPZJdddvmWrxIAdZUgDgC+wWuvvZb/+q//SjL/j9RVVlklG2+8cc4+++z85Cc/+cbH9enTJ0OGDMmoUaNKF1nfaqutcsstt5SWXx144IH529/+lgEDBuSiiy5K69atl7iuAw44IJ999lkGDRqUhg0bZs8998zJJ59cWhq177775l//+lceeOCB3HnnnenevXuuvPLKajP4Ntpoo+yxxx657bbb8vzzzy8wK6SsrCwjRozIlVdemZtuuilTpkzJOuuskxNOOGGhyzq/rQsuuCDrrbde7rvvvlx33XVp3bp1Dj744BxzzDHLNFvw60466aQ89dRTueSSS9K3b99ssskmue2223L55Zdn8ODBqayszMYbb5xrrrkm//Ef/7HQPrbbbrvccMMNufrqq3PcccelQYMG2WyzzXLjjTeWLn7/y1/+Ml9++WWuuOKKzJkzJ+uss06OPvrovPHGG3nmmWcyb968JTovfvGLX2TNNdfM7bffnuuvvz6rrbZaevXqlRNOOKEUni6tn/zkJ1lllVVy/fXX56677krTpk3TtWvXDBkypLQM7+KLLy5d1yqZP0vqnHPOycMPP5xx48Ytsv+rr746l112WYYNG5apU6dmrbXWyrHHHvuN17xbmCZNmuS3v/1thg4dWgokN9hgg1xwwQXfeqnlwjRv3jzbbbddnn/++UUGIz/72c+yxhpr5NZbb81dd92VFi1aZNddd80vfvGLBa47ttdee+Wpp55a6PXmvqpNmza58847M3To0Jx99tmZPXt21l9//WrHtiTnyNcNHDgwU6dOzS233JJrrrkma621Vvbaa6/SGJ4+ffoSB5h77LFHysvLM3z48Dz00EPZeOONc+655+aEE05YoscvqfLy8uy999655pprctxxxy32JjZVTjjhhGy66aa55557SqFv8+bN061bt9x7773fOqxe0ve5T58+KSsrS9euXUtL2LfeeuuUlZVl6623rnbtvXPPPTdXXHFFRo0alY8++iirr756fvzjH+fnP//5t6oNgLqrrPLrV94FAAAAAGqca8QBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUoH5tF7CiqqysTEVFZW2XASu88vIyYwlqgLEENcd4gpphLEHNMZ6Wb+XlZSkrK1uitoK4pVRWVpbp07/I3LkVtV0KrLDq1y9Py5arGEuwjIwlqDnGE9QMYwlqjvG0/GvVapXUq7dkQZylqQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABahf2wUAAAAA1JTy8rKUl5fVdhk1pl49c6jqEkEcAAAAUCeUl5elRcumqVdet8KriorKlJXVnXBxZSaIAwAAAOqE8vKy1Csvz+2/fz2Tp3xR2+XUiDarr5L9d9mkTs3yW5kJ4gAAAIA6ZfKUL/L+RzNqu4waYSZc3VK35moCAAAAwHJKEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABlqsg7u23306XLl1y//33l7a9/vrrOeigg7Lllltmxx13zC233FLtMRUVFbnyyivTu3fvbLnllhkwYED+/e9/V2uzuD4AAAAA4Lu23ARxX375ZU466aR88cUXpW1Tp07NYYcdlnXXXTf33XdfBg0alCFDhuS+++4rtRk+fHhuv/32nHfeebnzzjtTUVGRI444InPmzFniPgAAAADgu1a/tguoctVVV6VZs2bVtt19991p0KBBzj333NSvXz/t27fPu+++m5EjR2bffffNnDlzMmrUqJx00knp27dvkuTyyy9P79698+STT2aPPfZYbB8AAAAAUITlYkbc2LFjc9ddd+Xiiy+utn3cuHHp0aNH6tf/v7ywZ8+eeeedd/Lxxx9nwoQJ+fzzz9OrV6/S/ubNm6djx44ZO3bsEvUBAAAAAEWo9SBu+vTpGTx4cE4//fSstdZa1fZNnDgxbdu2rbatdevWSZIPP/wwEydOTJIFHte6devSvsX1AQAAAABFqPWlqWeffXa6dOmSPffcc4F9s2bNSsOGDatta9SoUZJk9uzZmTlzZpIstM2nn366RH0si3r1aj3HhBVa1RgylmDZGEtQc4wnqBnGErWl6pwrKytLWVlZLVdTQ/73MMrLy1K/vjG1oqvVIO7BBx/MuHHj8sgjjyx0f+PGjUs3XahSFZ41bdo0jRs3TpLMmTOn9P9VbZo0abJEfSyL5s2bLNPjgfmMJagZxhLUHOMJaoaxRG2pV6889evXq+0yakS98vnhW7NmjRfTkhVBrQZx9913Xz755JPSjRaqnHXWWXnsscfStm3bTJ48udq+qu/btGmTuXPnlratu+661dp06NAhSRbbx7KYPn1m5s2rWKY+YGVWr155mjdvYizBMjKWoOYYT1AzjCVqS9W5N29eRebOnVfb5dSIeRXzx9CMGbPy5Zd145jqmubNmyzxDOBaDeKGDBmSWbNmVdu2884757jjjku/fv3y0EMP5c4778y8efNSr978JPvFF19Mu3btsvrqq2fVVVdNs2bNMmbMmFIQN3369Lz22ms56KCDkiTdu3dfZB/LYv7A9qECy8pYgpphLEHNMZ6gZhhL1JbKyspUVlbWdhk1438Po6Ki0niqA2p1cXGbNm2y3nrrVftKktVXXz1t2rTJvvvumxkzZuS0007LG2+8kfvvvz833XRTBg4cmGT+teEOOuigDBkyJE8//XQmTJiQ448/Pm3bts3OO++cJIvtAwAAAACKUOs3a1iU1VdfPddff30uuOCC7L333llzzTUzePDg7L333qU2xx13XObOnZvTTz89s2bNSvfu3XPDDTekQYMGS9wHAAAAAHzXyirrzFzN4k2d+rlpobAM6tcvT8uWqxhLsIyMJag5xhPUDGOJ2lJ17l1x+/i8/9GM2i6nRqzTetX8fP+umT59ZmbPnlvb5bAQrVqtssTXiHPfWwAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKUOtB3CeffJKTTz45PXv2TJcuXXLkkUfmzTffLO1//fXXc9BBB2XLLbfMjjvumFtuuaXa4ysqKnLllVemd+/e2XLLLTNgwID8+9//rtZmcX0AAAAAwHet1oO4QYMG5d13383IkSNz7733pnHjxjn00EMzc+bMTJ06NYcddljWXXfd3HfffRk0aFCGDBmS++67r/T44cOH5/bbb895552XO++8MxUVFTniiCMyZ86cJFmiPgAAAADgu1a/Np/8008/zdprr52BAwdm4403TpIcc8wx2WuvvfI///M/GT16dBo0aJBzzz039evXT/v27Uuh3b777ps5c+Zk1KhROemkk9K3b98kyeWXX57evXvnySefzB577JG77757kX0AAAAAQBFqdUbcaqutlqFDh5ZCuClTpuSmm25K27Zts+GGG2bcuHHp0aNH6tf/v7ywZ8+eeeedd/Lxxx9nwoQJ+fzzz9OrV6/S/ubNm6djx44ZO3Zskiy2DwAAAAAoQq3OiPuqM844I3fffXcaNmyYa6+9Nk2bNs3EiRNLIV2V1q1bJ0k+/PDDTJw4MUmy1lprLdCmat/i+lhjjTWWuuZ69Wp9ZS+s0KrGkLEEy8ZYgppjPEHNMJaoLVXnXFlZWcrKymq5mhryv4dRXl6W+vWNqRXdchPEHXLIIfmv//qv3HbbbRk0aFBuv/32zJo1Kw0bNqzWrlGjRkmS2bNnZ+bMmUmy0Daffvppkiy2j2XRvHmTZXo8MJ+xBDXDWIKaYzxBzTCWqC316pWnfv16tV1GjahXPj98a9ascS1XQk1YboK4DTfcMElywQUX5JVXXsmtt96axo0bl266UKUqPGvatGkaN55/Es6ZM6f0/1VtmjSZ/wN/cX0si+nTZ2bevIpl6gNWZvXqlad58ybGEiwjYwlqjvEENcNYorZUnXvz5lVk7tx5tV1OjZhXMX8MzZgxK19+WTeOqa5p3rzJEs8ArtUgbsqUKRk9enR22WWX0jXcysvLs+GGG2by5Mlp27ZtJk+eXO0xVd+3adMmc+fOLW1bd911q7Xp0KFDkiy2j2Uxf2D7UIFlZSxBzTCWoOYYT1AzjCVqS2VlZSorK2u7jJrxv4dRUVFpPNUBtbq4+OOPP84JJ5yQ0aNHl7Z9+eWXee2119K+fft0794948ePz7x5/5f4vvjii2nXrl1WX331bLLJJmnWrFnGjBlT2j99+vS89tpr6d69e5Istg8AAAAAKEKtBnEbb7xxtt9++5x//vkZO3Zs/vnPf+aXv/xlpk+fnkMPPTT77rtvZsyYkdNOOy1vvPFG7r///tx0000ZOHBgkvnXhjvooIMyZMiQPP3005kwYUKOP/74tG3bNjvvvHOSLLYPAAAAAChCrV8j7rLLLsvQoUNz/PHH57PPPku3bt1y22235Xvf+16S5Prrr88FF1yQvffeO2uuuWYGDx6cvffeu/T44447LnPnzs3pp5+eWbNmpXv37rnhhhvSoEGDJMnqq6++2D4AAAAA4LtWVllnFk0Xb+rUz63PhmVQv355WrZcxViCZWQsQc0xnqBmGEvUlqpz74rbx+f9j2bUdjk1Yp3Wq+bn+3fN9OkzM3v23Nouh4Vo1WqVJb5ZQ60uTQUAAACAlYUgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACvCdBHETJ078LroFAAAAgBXWUgVxm266aV599dWF7hs3blx++MMfLlNRAAAAAFDX1F/ShqNGjcoXX3yRJKmsrMw999yT5557boF2L7/8cho2bFhzFQIAAABAHbDEQdzs2bNz9dVXJ0nKyspyzz33LNCmvLw8q666ao4++uiaqxAAAAAA6oAlDuKOPvroUsC2ySab5O67784WW2zxnRUGAAAAAHXJEgdxXzVhwoSargMAAAAA6rSlCuKS5IUXXsizzz6bmTNnpqKiotq+srKyXHjhhctcHAAAAADUFUsVxI0aNSqXXHJJGjVqlFatWqWsrKza/q9/DwAAAAAru6UK4m699dbsueeeueCCC9whFQAAAACWQPnSPOjjjz/Oj3/8YyEcAAAAACyhpQriOnbsmP/5n/+p6VoAAAAAoM5aqqWpp556an7xi1+kadOm6dy5c5o0abJAm+9973vLXBwAAAAA1BVLFcTtv//+qaioyKmnnvqNN2Z4/fXXl6kwAAAAAKhLliqIO++889wZFQAAAAC+haUK4vbZZ5+argMAAAAA6rSlCuLGjh272Dbdu3dfmq4BAAAAoE5aqiCuf//+KSsrS2VlZWnb15equkYcAAAAAPyfpQribrnllgW2ffHFFxk3blweeuihXHXVVctcGAAAAADUJUsVxPXo0WOh2/v27ZumTZvm2muvzYgRI5apMAAAAACoS8prusNu3brlpZdequluAQAAAGCFVuNB3DPPPJNVVlmlprsFAAAAgBXaUi1NPfjggxfYVlFRkYkTJ+b999/PgAEDlrkwAAAAAKhLliqI++rdUquUl5dn4403zsCBA7Pvvvsuc2EAAAAAUJcsVRD329/+tqbrAAAAAIA6bamCuCrPPfdcXnrppUyfPj2tWrXKVlttld69e9dUbQAAAABQZyxVEDdnzpwcc8wx+dOf/pR69eqlZcuWmTp1akaMGJGePXtmxIgRadiwYU3XCgAAAAArrKW6a+pVV12V8ePH55JLLsmrr76aP/3pT3nllVdy0UUX5a9//Wuuvfbamq4TAAAAAFZoSxXE/e53v8uxxx6bfv36pV69ekmS+vXr50c/+lGOPfbYPPLIIzVaJAAAAACs6JYqiJsyZUo6duy40H0dO3bMpEmTlqkoAAAAAKhrliqIW3fddTN+/PiF7hs7dmzWWmutZSoKAAAAAOqapbpZw3777ZeLL744jRs3zu6775411lgjH3/8cX73u9/luuuuy7HHHlvTdQIAAADACm2pgrj9998/r732WoYMGZKhQ4eWtldWVmbvvffOkUceWWMFAgAAAEBdsFRB3Jw5c3LBBRfk8MMPz0svvZRPP/00ZWVl2WmnndK+ffuarhEAAAAAVnjf6hpx//jHP7LvvvvmxhtvTJK0b98++++/fw444IAMGzYsJ5xwQt5+++3vpFAAAAAAWJEtcRD33nvv5eCDD87HH3+cdu3aVdvXoEGDDB48ONOmTcsBBxzgrqkAAAAA8DVLHMSNHDkyLVq0yAMPPJBdd9212r4mTZrk0EMPzb333ptGjRplxIgRNV4oAAAAAKzIljiIGz16dI444oi0atXqG9usueaaOfzww/PCCy/USHEAAAAAUFcscRA3efLkrL/++ottt/HGG2fixInLUhMAAAAA1DlLHMS1atUqkydPXmy7qVOnZrXVVlumogAAAACgrlniIK579+65//77F9vuwQcfTMeOHZepKAAAAACoa5Y4iOvfv3/GjBmTiy++OLNnz15g/5w5c3LJJZfkueeey4EHHlijRQIAAADAiq7+kjbs1KlTfvWrX+XCCy/MQw89lF69emWdddbJvHnz8sEHH2TMmDGZOnVqfv7zn6d3797fZc0AAAAAsMJZ4iAuSQ488MBssskmueGGG/L000+XZsatssoq2W677XL44Yenc+fO30mhAAAAALAi+1ZBXJJstdVW2WqrrZIkU6ZMSf369dO8efMaLwwAAAAA6pJvHcR9VatWrWqqDgAAAACo05b4Zg0AAAAAwNITxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFCAWg/ipk2bljPPPDPbb799unbtmv333z/jxo0r7R89enT22WefdO7cObvuumseffTRao+fPXt2zjnnnPTq1StdunTJiSeemClTplRrs7g+AAAAAOC7VutB3AknnJCXX345l112We67775suumm+elPf5q33norb775ZgYOHJjevXvn/vvvz09+8pMMHjw4o0ePLj3+7LPPzp/+9KdcddVVufnmm/PWW2/luOOOK+1fkj4AAAAA4LtWvzaf/N13380LL7yQ22+/PVtttVWS5Iwzzsjzzz+fRx55JJ988kk6dOiQ448/PknSvn37vPbaa7n++uvTq1evTJo0KQ8++GB+85vfpFu3bkmSyy67LLvuumtefvnldOnSJTfffPMi+wAAAACAItTqjLiWLVtm5MiR6dSpU2lbWVlZysrKMn369IwbN26BsKxnz54ZP358KisrM378+NK2Ku3atUubNm0yduzYJFlsHwAAAABQhFqdEde8efP06dOn2rYnnngi7777bk499dQ88MADadu2bbX9rVu3zsyZMzN16tRMmjQpLVu2TKNGjRZoM3HixCTJxIkTF9lHq1atlrr+evVqfWUvrNCqxpCxBMvGWIKaYzxBzTCWqC1V51zVJJ864X8Po7y8LPXrG1MruloN4r7uL3/5S371q19l5513Tt++fTNr1qw0bNiwWpuq7+fMmZOZM2cusD9JGjVqlNmzZyfJYvtYFs2bN1mmxwPzGUtQM4wlqDnGE9QMY4naUq9eeerXr1fbZdSIeuXzw7dmzRrXciXUhOUmiHvqqady0kknpWvXrhkyZEiS+YHa18Oyqu+bNGmSxo0bLzRMmz17dpo0abJEfSyL6dNnZt68imXqA1Zm9eqVp3nzJsYSLCNjCWqO8QQ1w1iitlSde/PmVWTu3Hm1XU6NmFcxfwzNmDErX35ZN46prmnevMkSzwBeLoK4W2+9NRdccEF23XXX/PrXvy7NWFtrrbUyefLkam0nT56cpk2bZtVVV03btm0zbdq0zJkzp9qst8mTJ6dNmzZL1MeymD+wfajAsjKWoGYYS1BzjCeoGcYStaWysrLuXBf+fw+joqLSeKoDan1x8e23357zzjsvBx54YC677LJqgVq3bt3y0ksvVWv/4osvpmvXrikvL89WW22VioqK0k0bkuTtt9/OpEmT0r179yXqAwAAAACKUKtJ1Ntvv50LL7wwP/jBDzJw4MB8/PHH+eijj/LRRx/ls88+S//+/fPqq69myJAhefPNNzNq1Kj8/ve/zxFHHJEkadOmTXbfffecfvrpGTNmTF599dWccMIJ6dGjR7bccsskWWwfAAAAAFCEWl2a+sQTT+TLL7/MH/7wh/zhD3+otm/vvffOxRdfnOHDh+fSSy/NzTffnHXWWSeXXnppevXqVWp33nnn5cILL8yxxx6bJNl+++1z+umnl/ZvtNFGi+0DAAAAAL5rZZV1ZtF08aZO/dz6bFgG9euXp2XLVYwlWEbGEtQc4wlqhrFEbak69664fXze/2hGbZdTI9ZpvWp+vn/XTJ8+M7Nnz63tcliIVq1WWeKbNbhIGgAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUoH5tFwAAAADAopWXl6V+/boxn6qiojIVFZW1XUatEMQBAAAALKdWbdogFRWVadascW2XUmPmVVRk2tQvVsowThAHAAAAsJxq3Kh+ysvLcscTEzLpk89ru5xl1rpV0xyw66YpLy8TxAEAAACw/Jk89Yu8/9GM2i6DZVQ3FhcDAAAAwHJOEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFKB+bRcAAAAA1I7y8rKUl5fVdhk1pl49841YvgniAAAAYCVUXl6WFi2bpl658AqKIogDAACAlVB5eVnqlZfn9t+/nslTvqjtcmpEh/Vb5YfbtEtZWd2Z5UfdIogDAACAldjkKV/k/Y9m1HYZNWLNlk1quwRYJPNPAQAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAqwXAVxI0aMSP/+/atte/3113PQQQdlyy23zI477phbbrml2v6KiopceeWV6d27d7bccssMGDAg//73v79VHwAAAADwXVtugrjbbrstV1xxRbVtU6dOzWGHHZZ111039913XwYNGpQhQ4bkvvvuK7UZPnx4br/99px33nm58847U1FRkSOOOCJz5sxZ4j4AAAAA4LtWv7YLmDRpUs4666yMGTMm66+/frV9d999dxo0aJBzzz039evXT/v27fPuu+9m5MiR2XfffTNnzpyMGjUqJ510Uvr27Zskufzyy9O7d+88+eST2WOPPRbbBwAAAAAUodZnxP39739PgwYN8vDDD6dz587V9o0bNy49evRI/fr/lxf27Nkz77zzTj7++ONMmDAhn3/+eXr16lXa37x583Ts2DFjx45doj4AAAAAoAi1PiNuxx13zI477rjQfRMnTszGG29cbVvr1q2TJB9++GEmTpyYJFlrrbUWaFO1b3F9rLHGGst+EAAAAACwGLUexC3KrFmz0rBhw2rbGjVqlCSZPXt2Zs6cmSQLbfPpp58uUR/Lol69Wp9QCCu0qjFkLMGyMZag5hhPUDOMpRVD1ftTVlaWsrKyWq6mZpSOoyx15pjylcOoC8dUdQwr68+H5TqIa9y4cemmC1WqwrOmTZumcePGSZI5c+aU/r+qTZMmTZaoj2XRvHmTZXo8MJ+xBDXDWIKaYzxBzTCWVgz16pWnfv16tV1GjahXXl76b505prK6dUxVAdzK+vNhuQ7i2rZtm8mTJ1fbVvV9mzZtMnfu3NK2ddddt1qbDh06LFEfy2L69JmZN69imfqAlVm9euVp3ryJsQTLyFiCmmM8Qc0wllYMVe/TvHkVmTt3Xm2XUyPmVVSU/ltnjqmybh1T1c+EuvTzoXnzJks8w2+5DuK6d++eO++8M/PmzUu9evNT3xdffDHt2rXL6quvnlVXXTXNmjXLmDFjSkHc9OnT89prr+Wggw5aoj6WxfwfVnXjpIHaZCxBzTCWoOYYT1AzjKUVQ2VlZSorK2u7jBpROo7K1JljylcOoy4cU9UxrKw/H5brBbn77rtvZsyYkdNOOy1vvPFG7r///tx0000ZOHBgkvnXhjvooIMyZMiQPP3005kwYUKOP/74tG3bNjvvvPMS9QEAAAAARViuZ8Stvvrquf7663PBBRdk7733zpprrpnBgwdn7733LrU57rjjMnfu3Jx++umZNWtWunfvnhtuuCENGjRY4j4AAAAA4Lu2XAVxF1988QLbtthii9x1113f+Jh69erl5JNPzsknn/yNbRbXBwAAAAB815brpakAAAAAUFcI4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgAII4gAAAACgAII4AAAAACiAIA4AAAAACiCIAwAAAIACCOIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKIIgDAAAAgALUr+0CAAAAYEVQXl6W8vKy2i6jxtSrZ24OFE0QBwAAAItRXl6WFi2bpl658ApYeoI4AAAAWIzy8rLUKy/P7b9/PZOnfFHb5dSIDuu3yg+3aZeysrozyw+Wd4I4AAAAWEKTp3yR9z+aUdtl1Ig1Wzap7RJgpWNOLQAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABRAEAcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABSgfm0XAAAAQN1Ur17dmftRl44FqD2COAAAAGpUWVlZKioq07x5k9ouBWC5IogDAACgRpWXl6W8vCx3PDEhkz75vLbLqREd1m+VH27TLmVlZbVdCrACE8QBAADwnZg85Yu8/9GM2i6jRqzZ0uw+YNlZ5A4AAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFKB+bRcAAACwsisvL0t5eVltl1Fj6tKxANQkQRwAAEAtKi8vS4uWTVOv3IIlgLpOEAcAAFCLysvLUq+8PLf//vVMnvJFbZdTIzZZv1V23aZdYmIcQDWCOAAAgOXA5Clf5P2PZtR2GTWidaumtV0CwHLJ3GcAAAAAKIAgDgAAAAAKYGkqAACwwqlLdxmtV8/8CICVhSAOAABYobjLKAArKkEcAACwQqlrdxntsH6r/HCbdikrqxsz/AD4ZoI4AABghVRX7jK6ZssmtV0CAAUxlxsAAAAACiCIAwAAAIACWJoKAABf4y6WyzfvDwArKkEcAAD8r7KyslRUVKZ587p1za6KisqUl7sRAADUNkEcAAD8r/LyspSXl+WOJyZk0ief13Y5NaLqjpx18ZjcZRSAFY0gDgCApVYVXNUVVcdSV+7GmfzfHTnr4jEBwIpmpQniKioqcvXVV+eee+7JZ599lu7du+fMM8/M97///douDQBghVReXpYWLZumXrnrdQEALImVJogbPnx4br/99lx88cVp27ZtLr300hxxxBF55JFH0rBhw9ouDwBYCdS12WP16pWnXnl5bv/965k85YvaLqdGbLJ+q+y6Tbuk7rxNAMByZKUI4ubMmZNRo0blpJNOSt++fZMkl19+eXr37p0nn3wye+yxR+0WCADUeXV59lhdWvLYulXT2i4BAKjDVoogbsKECfn888/Tq1ev0rbmzZunY8eOGTt2rCAOalm9enXvj9K6pqKiMhUVlbVdRo2qSzOTqsaQsbR8q4uzx1wwHwDg2ymrrKysW39ZLcSTTz6Zn/3sZ3nllVfSuHHj0vaf//znmTVrVkaMGLFU/VZUVKSuvXp+j6ZoZWVlde4PuMrKyjp5THXt46KunXt19byra8eUJDO+mJN5dSTYblC/PE0bN3BMyznHtPyra8eTOKYVhWNaMdS1Y6pXXpZmTRvWqUylvHzJ/7ZYKWbEzZw5M0kWuBZco0aN8umnny51v+V1cGkJsOzqYnBQ10Kruqguvj918ZiSpFnTundtWse0YnBMy7+6djyJY1pROKYVQ107ppU1U1kpjrpqFtycOXOqbZ89e3aaNHHrcwAAAAC+eytFELfWWmslSSZPnlxt++TJk9OmTZvaKAkAAACAlcxKEcRtsskmadasWcaMGVPaNn369Lz22mvp3r17LVYGAAAAwMpipbhGXMOGDXPQQQdlyJAhadWqVdZee+1ceumladu2bXbeeefaLg8AAACAlcBKEcQlyXHHHZe5c+fm9NNPz6xZs9K9e/fccMMNadCgQW2XBgAAAMBKoKyysq7cLBYAAAAAll8rxTXiAAAAAKC2CeIAAAAAoACCOAAAAAAogCAOAAAAAAogiAMAAACAAgjiAAAAAKAAgjgAAAAAKIAgDgAAAAAKUL+2CwAAAKBumDZtWmbPnp2mTZtm1VVXre1yAJY7gjigVvglDYDljc8mWDovvvhirr/++owfPz6zZs0qbW/atGm6du2aAQMGpEePHrVYIawY3nrrrdx8880ZN25cPvzww8yZMydNmjRJmzZt0q1btxxyyCFp165dbZfJMiqrrKysrO0ilmcGAtQcv6RBzZoyZUo+/PDDUnDQunXrtGrVqrbLghWKzyZYNo899lgGDx6cXXbZJT179kzr1q3TqFGjzJ49O5MnT86LL76YJ554IkOHDs0uu+xS2+XCcmv06NEZOHBgOnbs+I1j6R//+EdGjBjhc2kFJ4hbBAMBao5f0qDmPPDAAxk5cmTeeeedJEnVR3lZWVnatWuXgQMHZq+99qrFCmHF4LMJlt1uu+2WH//4xzn88MO/sc2oUaNy33335dFHHy2wMlix7LPPPunZs2cGDx78jW0uueSSjBkzJvfdd1+BlVHTBHGLYCBAzfFLGtSM3/72txkyZEgOPfTQUnDQsGHDzJkzJ5MnT87o0aNzyy23ZPDgwTnggANqu1xYrvlsgmW35ZZb5oEHHljkKqG33nore++9d1555ZUCK4MVS+fOnfPggw8udizts88++etf/1pcYdQ4d01dhDfffDM/+clPFtnmxz/+cd58882CKoIV1wcffJAddthhkW369u2b9957r6CKYMV000035eyzz87xxx+fXr16pX379vn+97+f9u3bp1evXjnhhBNy5plnZtSoUbVdKiz3fDbBsmvfvn0eeeSRRbZ54IEHsv766xdTEKyg1llnnfz5z39eZJvnnnsubdq0Kagivitu1rAIVQNhUYm0gQBLpuqXtOOOO+4b2/glDRZvypQp6dy58yLbdO7cOR999FFBFcGKy2cTLLuTTjopRx11VF544YX07Nkza621VrWZ2i+99FJeeeWVXHvttbVdKizXjj322Jx88skZP358evXqlbZt2y4wlh599NFceOGFtV0qy8jS1EV4/PHHc/LJJ2fnnXde7EDo169fbZcLy7XRo0fnqKOOyiabbLLYX9K222672i4Xllv9+/fP+uuvn3POOSfl5QtObK+srMypp56at99+O3feeWctVAgrDp9NUDPefPPN3HzzzRk/fnwmTpyYWbNmpVGjRllrrbXSrVu39O/fPxtuuGFtlwnLvRdffDHXXXdd/vKXv2TmzJml7U2aNMlWW22Vww47LNtuu20tVkhNEMQthoEANccvabDsXn/99Rx++OFp2LBhunfvvkBwMG7cuMyYMSM33HBDNt9889ouF5Z7PpsAWN5UVlZm+vTppc+kFi1a1HZJ1CBB3BIyEABYXkybNi133XXXNwYHP/7xj9OqVavaLhOAlcgrr7ySsWPHZuLEiZk9e3aaNGmSNm3apHv37tliiy1quzxYIUydOjXPPvtspk+fnu22226Bfwj64osvMmrUqBx77LG1VCE1QRC3GAYCfPfOPvvsHHfccYIDAAo3Z86cvPnmm/n+97+fZs2aZdKkSRk1alTefffdtGvXLv3798/3vve92i4TlltTp07Ncccdl7Fjx6ZNmzZp3bp1GjVqlNmzZ2fy5MmZNGlSevbsmWHDhmW11Var7XJhufXGG2/kkEMOyRdffJEkmT17dg499NAMHjy41Objjz9O79698/rrr9dWmdQAQdwiGAhQc8aOHfuN+wYMGJALLrggrVu3TpJ07969qLJghfT+++9n/PjxpeuTvvXWW7ntttvy3nvvZb311ssBBxzg4vKwBN56660cccQR+eCDD9KqVauMHDkygwYNSsOGDdOxY8e88cYb+fDDD3PXXXdlo402qu1yYbl04okn5u23385ll1220M+et99+OyeeeGLat2+fSy+9tPgCYQVxxBFHpGnTphkyZEjKy8tzyy235LLLLku/fv1KN2iQP9QNgrhFMBCg5nTs2DFVP24W9WOnrKzMeIJFGDNmTI466qist956efDBB/Pyyy/nkEMOyXrrrZf27dvnjTfeyPvvv58bb7wxW265ZW2XC8u1I488MvXq1csvfvGL3HPPPXn44Yez9dZb5/LLL0/9+vVTWVmZ008/PRMnTswNN9xQ2+XCcqlr1665+eab06lTp29s8+qrr2bAgAEZM2ZMgZXBiqVHjx6544470r59+9K2P/zhD/nFL36RQw45JIMHD5Y/1BH1a7uA5dmrr76aO+64Iw0bNkySHH744fn+97+fX/ziF2nRokW1mXHAot1yyy0ZPHhw1ltvvZx66qlp2rRpkvmh3J577pmRI0da+gNL4JJLLsk+++yT0047LUly2WWX5Uc/+lHOPffcUptzzz03v/71r3PHHXfUVpmwQnj55Zdz1113ZYMNNsjgwYNzxx13ZMCAAalff/6vyGVlZTn88MNzwAEH1HKlsPxq3Lhxvvzyy0W2mTVrVkHVwIqrYcOGmT17drVtP/jBD3L66afnnHPOSevWrbPHHnvUUnXUpPLaLmB5tqiBMGrUqNx00021UxisgLp165aHH344rVq1ytFHH51JkyZl7bXXzjrrrJMkadu2bdZee+2svfbatVwpLN+qLptQXj7/I/zNN9/MfvvtV63NwQcf7F9KYQk0btw4n332WZJkxowZmTdvXumSJFU+//zz0j/KAgvaZZdd8qtf/Sp/+tOfMmfOnGr75s6dmxdffDGnnXZadtlll1qqEFYMPXr0yMUXX5yPPvqo2vb9998/P/3pT/PrX/86I0eOrKXqqElmxC1C1UAYOnRo1lxzzdL2/fffP++9915+/etf54MPPqjFCmHF0qxZswwdOjQPPfRQjj766Oy333752c9+VttlwQplzTXXzGuvvZZ11103SbL++uvngw8+SMeOHUtt3n33XRfEhiWw00475bTTTsv++++fxx57LN/73vcyYsSItGvXLm3atMnHH3+ciy++OD179qztUmG59atf/SpnnXVWjjzyyJSVlaVly5Zp2LBh5syZk2nTpqWioiK77bZbTj311NouFZZrgwcPzoABA7L99ttn5MiR6d27d2nfySefnCS54YYbUlZWVlslUkNcI24RJk6cmAEDBuSNN95YYCAkyaWXXloaCGYewLfz3nvvZfDgwZk1a1beeOONPProo/n+979f22XBcu+GG27INddck5NPPjm77757JkyYkDPPPDOnn356Ntpoo7zyyis5//zzs88+++QXv/hFbZcLy7Uvvvgi5557bp5++um0atUqF154YSZMmJDzzz8/q6++eqZNm5Z11lknt9xyS+mGQsDCTZo0KePHj8/kyZMzc+bMNG7cOG3bts1WW21l/MASmjNnTsaPH5+NNtooa6yxxgL7x4wZk0cffbTaJUlY8QjiFsNAgO9ORUVFrr322tx///259dZbs9Zaa9V2SbBCGD58eK677rrMnj07zZs3z6xZs6pdSmHffffNOeeck3r16tVilbDi+utf/5q//OUvadu2bXbYYYc0adKktkuCFca0adMye/bsNG3aNKuuumptlwMrLGOp7hLELaGJEyfmk08+yZdffplVV1013/ve9/xSBkvJeIJlN3PmzIwbNy7vvPNOZsyYkfr166dt27bp1q2bUBuWgs8mWHovvvhirr/++owfP77ajRmaNm2arl27ZsCAAenRo0ctVggrBmNp5SCIW4yHH344V155Zd5///1q2+vVq5cuXbrk5z//ebp161ZL1cGKxXiCmiU4gGXnswmWzWOPPZbBgwdnl112Sc+ePdO6des0atQos2fPzuTJk/Piiy/miSeeyNChQ92wARbBWFp5COIW4dFHH82ZZ56ZAQMGZNNNN817772XG2+8MQMGDEjbtm3zxBNP5JFHHsmIESOyzTbb1Ha5sFwznqDmCA6gZvhsgmW322675cc//nEOP/zwb2wzatSo3HfffXn00UcLrAxWLMbSykMQtwj9+vXLUUcdld1226207fXXX8/PfvazPPXUU0mSkSNH5g9/+EPuueee2ioTVgjGE9QMwQHUHJ9NsOy23HLLPPDAA2nXrt03tnnrrbey995755VXXimwMlixGEsrj/LaLmB59u9//zubbrpptW0bb7xxPvjgg3z00UdJkt133z1vvPFGbZQHKxTjCWrGiBEjct555+Woo45Knz59cuCBB+aqq67Kddddlz59+uTCCy/Mz372s1x++eW1XSos93w2wbJr3759HnnkkUW2eeCBB7L++usXUxCsoIyllUf92i5geda+ffvcfvvtOe2000rbHnvssTRq1Kh0B9WxY8e6HTcsAeMJasbigoM111wzu+++e6699tpaqhBWHD6bYNmddNJJOeqoo/LCCy+kZ8+eWWuttdKwYcPMmTMnkydPzksvvZRXXnnF5xIshrG08hDELcLPf/7zHHnkkfl//+//ZauttsqHH36YJ598MoMGDUpZWVnOP//83HnnnTn33HNru1RY7hlPUDMEB1BzfDbBsuvVq1fuv//+3HzzzXnqqacyceLEzJo1K40aNcpaa62Vbt265eyzz86GG25Y26XCcs1YWnm4RtxijB8/PqNGjcq7776b1q1bp1+/fvnRj36UJLntttuywQYbpFevXrVbJKwgjCdYds8//3yOPPLIdO7ceYHg4Oijj64WHOyzzz61XS4s93w2wbJ755138sgjj+TTTz9N796906dPn2r7Z8yYkQsuuCAXXXRRLVUIKwZjaeUgiAOAFYzgAIDlxfjx4/PTn/40rVu3TllZWf71r39l5513zqWXXpqGDRsmST7++OP07t07r7/+ei1XC8svY2nlIYgDAABgqRxwwAHZdNNNc8YZZyRJnnjiiZx66qnp0qVLfvOb36R+/frCA1gCxtLKwzXiFqF///4pKytbora33HLLd1wNrNiMJwCWNz6bYNn94x//qLZMbpdddsmaa66Zn/70pznllFMydOjQWqwOVhzG0spDELcI2223XYYNG5Z27dpliy22qO1yYIVmPEHNEBxAzfHZBMuuWbNm+eSTT7LeeuuVtnXt2jWXXnppjjvuuKyxxhoZMGBALVYIKwZjaeUhiFuEgQMHplmzZhk6dGhGjBiRddZZp7ZLghWW8QQ1Q3AANcdnEyy7Pn365Jxzzsk555yTzTbbLA0aNEiS7LTTTjn11FNz/vnn58MPP6zlKmH5ZyytPFwjbgkcddRRadiwYa688sraLgVWeMYTLLvbbrstQ4cOzcMPPyw4gBrgswmW3qeffprjjz8+o0ePzogRI7L99ttX23/77bfnwgsvzLx581zXChbBWFp5COKWwOTJk/P3v/89O+ywQ22XAis84wlqhuAAao7PJlh2//rXv9KyZcusuuqqC+x7++238+STT2bgwIG1UBmsWIyluk8QBwArIMEBAACseARxAAAAAFCA8touAAAAAABWBoI4AAAAACiAIA4AAAAACiCIAwCoRf3790+HDh2qfW2yySbp2rVr9tlnnzz00EPfus8dd9wxv/zlL7+Damve1VdfnQ4dOuSuu+5a6P5//OMf2XzzzXP88ccXXBkAQM2rX9sFAACs7Dp27Jizzjqr9P28efMyceLE3HTTTRk8eHBatGiRPn361GKF352BAwfmySefzKWXXpq+ffumTZs2pX3z5s3LqaeempYtW1Z7fQAAVlRmxAEA1LJmzZplyy23LH1ttdVW2X333TNq1Kg0aNAg999/f22X+J1p0KBBLrroosycOTPnnHNOtX033nhj/va3v+WCCy5IixYtaqdAAIAaJIgDAFhONWrUKA0bNkxZWVlpW0VFRUaOHJkf/OAH2XzzzbPLLrvkt7/97SL7mT17di655JL06dMnm2++efbcc8889thj1drMmjUrQ4cOzc4775zNN988Xbt2zWGHHZbXX3+91GbKlCk58cQTs+2226ZTp07Za6+98uCDD1br54MPPsgJJ5yQHj16pHPnzjnkkEPy2muvLbK+zTbbLEcccUSefvrp/P73v0+S/Otf/8pVV12V//qv/8r222+fJJk2bVrOPPPMbLPNNunUqVP+8z//M6NHj67W15QpU3LOOedkhx12yOabb54ePXpk0KBBee+990pt+vfvn5NOOinHHXdcttxyyxx22GGLrA8AoKZYmgoAUMsqKyszd+7c0vfz5s3L+++/n2uuuSaff/559tprr9K+s88+O/fff38GDhyYLl26ZOzYsbnwwgszffr0DBo0aKF9Dxo0KH/5y19y3HHHpX379vnDH/6Q448/PnPmzMmPfvSjJMngwYMzbty4nHDCCVl33XXz7rvvZtiwYTnxxBPz6KOPpqysLCeffHI++eSTnHPOOWnWrFkeeuihnHLKKWnbtm169uyZKVOmZL/99kuTJk1yxhlnpEmTJrn55ptz4IEH5t5770379u2/8TUYNGhQnn766Vx88cXp06dPzjvvvKy55po55ZRTkswPEw855JB8/PHHOf7449O6devcd999OeKII3L99denV69eqayszMCBA/Ppp5/mpJNOyhprrJF//OMfueKKK3LWWWflhhtuKD3f448/nn79+uXaa69NRUXFsr6FAABLRBAHAFDLxo4dm80226zatrKysmy88cYZNmxYdthhhyTJ22+/nbvvvjsnnHBCjjzyyCTJdtttl7KysowYMSIHHHBAWrZsWa2fP//5z3n++edz+eWXZ7fddkuS9O7dOzNnzsyQIUOyxx57pKKiIp9//nlOP/30UpsePXpkxowZufjii/Pxxx9nzTXXzEsvvZRBgwZlp512KrVp0aJFGjZsmCS5+eabM23atNxxxx1Ze+21kyTbb799dttttwwbNixXXnnlN74GDRs2zIUXXpj99tsvAwYMyPjx43PrrbdmlVVWSZI89NBDmTBhQu6+++507ty51Hf//v0zZMiQ3HfffZk8eXKaNGmSU045Jd26dUuSbL311vnXv/61wM0gGjRokHPOOadUOwBAEQRxAAC1bLPNNitdH23y5Mm54oor8uWXX+aKK67IBhtsUGr34osvprKyMjvuuGO1GXQ77rhjrr322owfP74UklUZPXp0ysrK0qdPnwUe8/DDD+d//ud/summm5Zmi02aNClvv/123nnnnTz77LNJkjlz5iSZH2pdddVVee2119K7d+/06dOnNGOt6rk23XTTtGnTpvRc5eXl2X777fPwww8v9nXYYostcvjhh+e6667LT3/602y11VbV+l5zzTWz2WabVTuOHXbYIZdcckk+/fTTtGnTJrfccksqKyvz3nvv5d13381bb72Vv/zlL6VjqLLBBhsI4QCAwgniAABq2SqrrJJOnTqVvu/cuXP69euXww8/PPfff39atWqVZP410pJk9913X2g/kyZNWmDbtGnTUllZma5duy70MZMnT86mm26a559/PhdeeGHeeuutrLLKKtlkk03StGnTJPOXtybJ5Zdfnt/85jd5/PHH88QTT6S8vDzbbLNNzj333Ky99tqZNm1a3n333QVm91WZOXNmmjRpssjXonfv3rnuuusWuEvstGnT8tFHH31j3x999FFWW221PPzww7nsssvy4YcfpkWLFtl0003TuHHjBdpXzbQDACiSIA4AYDmzxhpr5Mwzz8zPf/7zXHDBBRk6dGiSpHnz5knmLwFdWJD0ve99b4Ftq666apo2bZpbbrlloc+13nrr5V//+ldpyemIESPy/e9/P2VlZbntttvy/PPPV+vr5JNPzsknn5y33norTz/9dIYPH55zzjknI0eOzKqrrpoePXpk8ODBC32uZZmBtuqqq2b99dfPkCFDFrp/nXXWybhx43LKKaekf//++elPf5o2bdokSS655JKMHz9+qZ8bAKCmuGsqAMByaNddd03v3r3zu9/9Li+99FKSlK57NnXq1HTq1Kn0NWXKlAwbNqw0Y+6revTokS+++CKVlZXVHvPPf/4z11xzTebOnZu//e1vmT17do488sisu+66pbu0VoVwlZWVef/999OnT5/SXU032GCDDBgwINtss00++OCD0nO9/fbbadeuXbXneuihh3LvvfemXr16S/169OjRIx9++GFWX331an2/8MILuf7661OvXr28/PLLqaioyM9+9rNSCDdv3rz8+c9/ThI3ZQAAap0ZcQAAy6lTTz01/fr1y/nnn58HHnggHTp0SL9+/XLGGWfk/fffz+abb5633347l19+edZZZ52sv/76C/TRp0+fdO/ePcccc0yOOeaYtG/fPq+++mquvPLK9O7dO61atcpmm22W+vXr59JLL83hhx+eOXPm5P77788f//jHJMkXX3yRDh06pG3btjn//PMzY8aMrLvuuvnb3/6W//7v/87AgQOTJIceemgeeuihHHrooTn88MPTsmXLPPbYY7n77rvzq1/9aplei3322Se33nprDjvssBx11FFZa6218uc//znXXXddDjrooDRo0CBbbLFFkuTcc8/Nvvvum08//TS33XZbJkyYUDqOZs2aLVMdAADLQhAHALCc2mCDDdK/f/+MGjUqd9xxRw466KBcdNFFGTFiRO68885MnDgxq6++enbbbbf84he/WOiMs/Ly8owcOTLDhg3LiBEj8sknn6RNmzY57LDDMmjQoCTzl6cOHTo0V199dY4++uisttpq2XLLLfPb3/42/fv3z7hx49KhQ4dcffXVueyyyzJs2LBMnTo1a621Vo499tjSHVzbtGmTO++8M0OHDs3ZZ5+d2bNnZ/31188FF1yQH//4x8v0WjRt2jS33XZbhg4dmksvvTSfffZZ1l577Zx44ok5/PDDk8y/mcSZZ56ZG2+8Mb///e+zxhprZOutt87VV1+dQYMGZfz48Qtcew4AoEhllVVX3wUAAAAAvjOuEQcAAAAABRDEAQAAAEABBHEAAAAAUABBHAAAAAAUQBAHAAAAAAUQxAEAAABAAQRxAAAAAFAAQRwAAAAAFEAQBwAAAAAFEMQBAAAAQAEEcQAAAABQAEEcAAAAABTg/wPyl9qrPLlFDQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (15 , 8))\n",
    "sns.set(style=\"darkgrid\")\n",
    "bins = np.arange(data['ReleaseYear'].min() , data['ReleaseYear'].max()+ 5 ,5)\n",
    "sns.histplot(data = data , x='ReleaseYear' , bins=bins )\n",
    "plt.xlabel('Release Year')\n",
    "plt.title('Distribution of Release Years for Movies and TV Shows')\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f3618d3",
   "metadata": {
    "papermill": {
     "duration": 0.04111,
     "end_time": "2024-02-21T09:20:57.934269",
     "exception": false,
     "start_time": "2024-02-21T09:20:57.893159",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The histogram suggests a significant influx of Movies and TV-Shows released between 2016 and 2020, coinciding with a notable presence of these films in the Netflix catalog during that period."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "064e3557",
   "metadata": {
    "papermill": {
     "duration": 0.041178,
     "end_time": "2024-02-21T09:20:58.017990",
     "exception": false,
     "start_time": "2024-02-21T09:20:57.976812",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Distribution of Content Added Dates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "94df5fe6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:58.103896Z",
     "iopub.status.busy": "2024-02-21T09:20:58.103499Z",
     "iopub.status.idle": "2024-02-21T09:20:58.577363Z",
     "shell.execute_reply": "2024-02-21T09:20:58.575837Z"
    },
    "papermill": {
     "duration": 0.520357,
     "end_time": "2024-02-21T09:20:58.580369",
     "exception": false,
     "start_time": "2024-02-21T09:20:58.060012",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (15 , 8))\n",
    "sns.set(style=\"darkgrid\")\n",
    "bins = np.arange(data['DateAdded'].dt.year.min() , data['DateAdded'].dt.year.max() +2,1)\n",
    "sns.histplot(data = data , x=data['DateAdded'].dt.year,bins=bins)\n",
    "plt.xlabel('DateAdded')\n",
    "plt.title('Distribution of Content Added Dates')\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7f0d5d4e",
   "metadata": {
    "papermill": {
     "duration": 0.042397,
     "end_time": "2024-02-21T09:20:58.664766",
     "exception": false,
     "start_time": "2024-02-21T09:20:58.622369",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The surge in the addition of movies and TV shows to the Netflix catalog between 2019 and 2022 coincides with the onset of the COVID-19 pandemic, suggesting a possible correlation."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d4a3475",
   "metadata": {
    "papermill": {
     "duration": 0.042853,
     "end_time": "2024-02-21T09:20:58.751326",
     "exception": false,
     "start_time": "2024-02-21T09:20:58.708473",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Distribution of Content Added by Country"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "e91b7bf5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:58.843099Z",
     "iopub.status.busy": "2024-02-21T09:20:58.842563Z",
     "iopub.status.idle": "2024-02-21T09:20:59.351252Z",
     "shell.execute_reply": "2024-02-21T09:20:59.349652Z"
    },
    "papermill": {
     "duration": 0.559192,
     "end_time": "2024-02-21T09:20:59.354403",
     "exception": false,
     "start_time": "2024-02-21T09:20:58.795211",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 2000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20 , 8))\n",
    "country_count = country['country'].value_counts().index[0:15]\n",
    "sns.countplot(data = country , x = 'country'  , order = country_count )\n",
    "plt.xlabel('Country')\n",
    "plt.title('Distribution of Content Added by Country')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e458f4d1",
   "metadata": {
    "papermill": {
     "duration": 0.046193,
     "end_time": "2024-02-21T09:20:59.444187",
     "exception": false,
     "start_time": "2024-02-21T09:20:59.397994",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The count plot above showcases the top 15 countries contributing to content production, with the United States leading the list followed by India."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "23007e5f",
   "metadata": {
    "papermill": {
     "duration": 0.045186,
     "end_time": "2024-02-21T09:20:59.533687",
     "exception": false,
     "start_time": "2024-02-21T09:20:59.488501",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Distribution of Content by Genre"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "7cbd2570",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:20:59.626652Z",
     "iopub.status.busy": "2024-02-21T09:20:59.625874Z",
     "iopub.status.idle": "2024-02-21T09:21:00.673404Z",
     "shell.execute_reply": "2024-02-21T09:21:00.672267Z"
    },
    "papermill": {
     "duration": 1.096039,
     "end_time": "2024-02-21T09:21:00.677156",
     "exception": false,
     "start_time": "2024-02-21T09:20:59.581117",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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SOUrLkJSRo4QMSRk56nXnX2rWErHnOo+OmTdvXrfL586dm0GDzDEJAAAAAAAsektEKbPKKqskSaZMmdLt8ilTpmTllVfui0gAAAAAAMASZokoZdZaa60svfTSuffee7sumzVrVh566KGMHDmyD5MBAAAAAABLiiXinDL9+/fPHnvskfHjx2fYsGF561vfmrPOOivDhw/PNtts09fxAAAAAACAJcASUcokySGHHJK2traccMIJefHFFzNy5Mhcdtll6devX19HAwAAAAAAlgC1RqPR6OsQAAAAAAAAi7sl4pwyAAAAAAAAfU0pAwAAAAAAUAGlDAAAAAAAQAWUMgAAAAAAABVQygAAAAAAAFRAKQMAAAAAAFABpQwAAAAAAEAFlDIAvCm99NJL+dOf/pQXXnihr6NUbkm8zbC4mD59el9HgCTJNddck+eee66vY1CYWbNm9XUEFkAJryUlZEjKycF/LKk/k9tuuy2NRqOvYxTBa0kZbrrppsybN6+vY/AalDLw//n973/f9cvDDTfckAMOOCAXXXRRpS+qL774YtcT5mOPPZbLLrssv//97yvb/vxMnz49N998c/75z39Wut1S9sWLL76YG264IWeffXZmzpyZ++67LzNmzKg8R1/Ydtttc/nll+ff//53X0dJkjz99NP59Kc/nQceeCAvvvhidtxxx3zsYx/L1ltvnYcffrjSLH39fPGRj3wkf/7znyvZ1hsp5bFagr6+X3S68cYbM3ny5CTJ+eefn+233z4nnnhi5s6dW2mOTn31OvJaqnyjYNasWfniF7+YRx99NO3t7dl7772z+eabZ9ttty1mf/SVvrxflPi81Rf746KLLsoWW2yRQw89NHfeeWcxbyRVtS/22Wef3HLLLWlra1uk21lYjzzySI499tjsuuuueeaZZ3L11Vfn3nvvrWz7nfeJO+64o8/vE339WJ03b14uvPDCPPHEE0mS448/PhtuuGH22WefSv8eKOG1pIQMfZ2jxOeMEn7nK+W+UcK+OOSQQ7Llllvm7LPPzuOPP17ZdufnqaeeyvPPP58kueeee/KVr3wlP/3pTyvbfkmvJaWp8ne+I488MmPGjMmpp56aRx99dJFvj4WjlIEk1157bXbfffc8+uijXX8IvfTSS7niiity3nnnVZLh/vvvz9ixYzNp0qRMmTIlH/vYx3LBBRdkzz33zM9//vNKMiTJX/7yl3zwgx/M/fffn1mzZuXDH/5wvvCFL2S77bbLPffcU0mGUvbFtGnTst122+XLX/5yLrvssjz33HO5/PLLs8MOO+Sxxx6rLEdf2XjjjXPBBRdkyy23zMEHH9znn/w5/fTT89xzz2XYsGH5+c9/nqeeeirXXHNNPvCBD+Sss86qLEcJzxdz5szJoEGDKtnW6ynlsVqCEu4Xyct/hB5//PF56qmnMmnSpJxzzjnZcMMNc++992b8+PGVZCjhdaRTX79RcPrpp+eee+5Ja2trfvnLX2bixIk588wzs+qqq+bMM89c5NvvVMIbi6XcL0p53iphf/z2t7/Neeedl5aWlhx88MHZaqutMmHChMrfSOqrfdHR0ZFDDz00Y8aMyRlnnFHE73YPPvhgPv7xj+df//pXHnzwwcybNy8PP/xw9tlnn9x2222VZDjvvPNSr9fzuc99rk/fXCzhsTp+/Ph861vfyvPPP5/bb789P/rRj3LAAQfkhRdeqPQ5vITXkhIy9HWO0p4zSvidLynjvlHKvrjrrrvy2c9+NhMnTsy2226bXXbZJdddd11XOVKVX/7yl9lmm23yv//7v/nHP/6RfffdN3fffXdOOOGEXH311ZVkKOW1pAR9+Tvfr3/96+y99965884785GPfCQf/ehH++Q+yWtoQB+bO3du44ILLmj8/e9/bzQajcZxxx3X2GCDDRqf/vSnG9OnT68kw7hx4xpXXXVVo9FoNM4+++zGDjvs0Gg0Go3bb7+98d73vreSDLvuumvjmGOOaTz33HONyy67rDFmzJjGiy++2Lj66qsb/+///b9KMjQajcanP/3pxn777deYNm1a4+qrr25suummjcmTJze+/vWvN3bZZZdKMpSyLw4//PDGAQcc0Jg9e3Zjgw02aPzjH/9ozJw5s/GpT32qccABB1SWoy8fI3Pnzm389Kc/bey7776NddZZpzF27NjG1772tcY//vGPRbrd+Rk5cmTjoYceajQajcbnP//5xiGHHNJoNBqNv/3tb40NNtigshwlPF9cdNFFjW233bZx1VVXNW6//fbGfffd1+1fVUp5rHb6yU9+0nj66acbjUajcd555zW22267xhe/+MXGiy++uMi3XcL9otFoNLbeeuvGz372s0aj0WiceuqpXc/b999/f2OLLbaoJEMJryOdjjnmmMb73//+xl//+tfGz3/+88b//M//NH7yk580DjzwwMbBBx+8yLc/evToxu9///tGo9FoHH300V2vHY8++mhjk002WeTb73Tqqac2Ro0a1XjwwQcbt912W2PttdduXHDBBY1ddtmlccwxx1SSoZT7RSnPW6Xsj07PP/9844c//GHjgAMOaKy33nqNXXbZpfH973+/MWfOnEW+7b7cF5MnT25cdNFFjQ996EONtdZaq/Hxj3+8cf311zeef/75Rbrd1/LJT36yMWHChEaj0ej63bPRaDROO+20xs4771xplueee65x/fXXN/bYY4/GOuus09hll10a119/feO5556rZPslPFbHjBnTuPPOOxuNRqNx4oknNj75yU82Go1G409/+lNjs802qyRDo1HGa0kJGUrIUdJzRgm/8zUaff8zaTTK2Rev9Pe//73xzW9+s7H99ts31l9//cbhhx/euPvuuyvZ9kc+8pHGhAkTGu3t7Y1zzz238YEPfKDR3t7euOmmmxrjxo2rJEOnvn4t6TRp0qTGv//970aj0Wj86Ec/auy///6NCy+8sNHR0bHIt13K73x//OMfG1/+8pcbo0aNamywwQaNo446qnH//fdXtn1ezZEy9LkSPoH0r3/9K1tvvXWSlz/dMHbs2CTJ6quvnmnTplWS4aGHHspBBx2UpZdeOnfeeWe22mqrDBgwIFtuuWX+9re/VZIhSf7whz/k6KOPzvLLL5877rgjW265ZVZeeeXstNNOeeSRRyrJUMq+uOeee3LIIYd0OyJh2WWXzdFHH13p1Al9+Rjp379/tttuu1xyySW57bbbstdee+XXv/51PvjBD+aTn/xkbrzxxsrmKH3ppZey7LLLptFo5O6778573vOeJC9/aq21tbWSDEkZzxcTJkzI3/72t5x88snZb7/9sueee3b922uvvSrJkJTzWE36/hNyJdwvkmTKlCnZcMMNkyS/+93vssUWWyRJVllllcrmdi7hdaTTbbfdljPPPDOrr756fvvb32bzzTfPDjvskEMPPbSSoxFmz56dVVZZJcnL94vO562BAwemvb19kW+/080335wJEybk3e9+d2699daMGjUqBx54YE444YT89re/rSRDKfeLUp63StkfnebMmZNnn302s2bNSltbW+r1ei644IK8733vy913371It92X+2LllVfO/vvvn5tuuinXXXdd3v3ud+fss8/OmDFjctxxx1U+rd2DDz6Yj3zkI6+6fPfdd6/8U/lLL710Pvaxj+Ub3/hGPve5z+WRRx7JF7/4xYwZMyannHLKIv+UbQmP1ZkzZ2b11VdP8vJz+Oabb54kWW655fLiiy9WkiEp47WkhAwl5CjpOaOE3/mSvv+ZJOXsi1d6y1vekhEjRmSttdZKkkyaNCkHHXRQdthhh0X+2vbYY4/l4x//eOr1eu66665sueWWqdfr2WCDDfLkk08u0m3/t75+LUn6fkaDUn7nW3/99fOlL30pd955Z7761a/mueeey957750PfvCDueSSSyrLwX8oZehzJbxRsPzyy2fKlCmZOnVqHn744a5fuB955JGssMIKlWQYNGhQ5s2bl7lz52bSpEkZPXp0kpen0FpmmWUqyZAk9Xo9/fv3T1tbW+67776uHC+88EIGDhxYSYZS9sULL7yQwYMHz/e6KucSLuExkiQrrLBC9tlnn/zkJz/JD37wg6y77rr55je/mTFjxlSy/XXWWSff//73c+2112bWrFnZcsstM2/evFxyySVdv+xWoYTni1tvvfU1//3qV7+qJENSzmM1SX7wgx/kq1/9ajbaaKPccsst2WCDDXLyySfn1FNPzc0337zIt1/C/SJJhg8fnscffzxPPPFE/vrXv3blmDhxYoYPH15JhhJeRzr19RsFnWXQbbfdlqlTp3aVdddff33XG31VKOGNxVLuF6U8b5WwP+bOnZsbb7wx++67b7baaqt861vfysiRI/Ozn/0s11xzTX71q19lm222yTHHHLNIc5SwL5JkvfXWy4knnpg77rgjX/3qVzNnzpzst99+2W677SrL0K9fv/m+QfX0009XOm3pvHnz8rOf/Sz7779/xo4dm+uuuy6f+tSn8otf/CIXXnhhJk6cmEMOOWSRZijhsfqOd7wjf/rTn/LnP/85//rXv7p+5/3Vr36Vt73tbZVkSMp4LSkhQ0k5kr5/zijhd76kjJ9JKfsiefkck1/60peyxRZb5Mgjj0yj0cgFF1yQ3/zmN7njjjuy+uqr5wtf+MIizTBkyJA899xzee655/LAAw90/f77j3/8I8stt9wi3fYrlfBakiRXXnllTjjhhIwePTo/+9nPssYaa+Tyyy/PmWeemR/+8IeLfPul/J7TqV+/ftlmm21y/vnn5/rrr88yyyyTCRMmVJ6DpLqPFsNr+O83CnbZZZck1b5RsN122+WII47IoEGDMnz48IwaNSo/+9nPcvLJJ+ejH/1oJRk23XTTnHXWWVl22WVTr9czZsyYPPzwwznllFOy6aabVpIhSTbYYINcdNFFGTZsWObOnZuxY8fmmWeeyYQJE7LBBhtUkqGUfTFy5Mh897vfzbHHHtt12UsvvZQLLrggG220UWU5SniMvFJHR0emTp2aadOm5dlnn33N4qq3HX300TnwwAMzY8aM7Lfffhk+fHi+/OUv59Zbb82ll15aSYakjOeLt771rUmS559/Pn/729/Sr1+/vP3tb8/SSy9dyfY7lfJYTV79Cblx48Ylqe4TciXcL5Jk1113zRe+8IX0798/I0aMyIYbbpirr746Z555ZiV/9CRlvI506nyjYJVVVumTNwoOOeSQfO5zn8tLL72U7bffPquuumpOP/30XH311ZWea6jzjcV///vfffbGYin3i1Ket0rYH6NHj05bW1u22mqrnHfeeRkzZkzq9fqrlrn11lsXaY4S9sUr9evXL+985zvzzne+M4888kilnyp+//vfn69//ev52te+1nXZY489llNPPTVbbbVVJRmOP/743HLLLZk7d27e97735YILLsgWW2yRWq2W5OXnkwMOOCDHHXfcIs1RwmN13333zWGHHZZ6vZ7NNtssa621Vs4777ycd955Oe200yrJkJTxWlJChpJyvFJfPWeU8DtfUsbPpJR98YEPfCD/+te/ss466+Tzn/98dthhh24l8lJLLZVtt902d9111yLNseWW/3/2zjyspv7r/+8o88yNuFWmnDQpoWRoQoPQYEwZMmaqTJlFRSJDZWogRHGjSZOpJEkpypCUEBlLVNRp+Pz+6Nd5Ok6G7/Pc+7P38ziv6+q6tDvXvdb9OXvvz7DWeq/R2Lx5M1q3bo22bdtCW1sbt27dwtatW/+4uQRgX9GAa+uc4uJiXLp0CREREcjKyoKKigq2bdtG3Q8xEPeUEcM+JiYmJC4ujjx48IAMGDCAPH78mBBCyLFjx8j48eOp+FBTU0NOnDhBXF1dBX07Tpw4Qfbt20dqamqo+FBUVESWLl1KJk6cSC5fvkwIIWTHjh1kxowZ5P3791R8IKRO+9TMzIxoaGiQoKAgQggh27ZtI3p6eiQvL4+KD1wZi9zcXDJs2DAyadIkoqioSObOnUt0dHTI4MGDBfcpDbjwjBBSp0G6fft2Mnz4cKKsrEyWL19Obty4QUWHtZ6amhry+fNnwe/Pnj0jnz59oma/3ge23xc1NTXEzc2NKCkpER6PRwYMGECUlZWJi4sL1e+DK88qIYQYGBiQW7dukefPn5MBAwYItK1DQ0PJ2LFjGbfPhfuinqtXr5Ljx48Lek6Fh4eTc+fOUbPPhXmknvj4eKKsrEx4PB5ZuXIlIaSuN4OioiKJj4+n4kNxcbHQnHH//n2Sm5tLxXY9Fy9eJEpKSkRFRUXQE8Hb25soKCiQixcvUvGBK/cFV95bXBiPwMDAX/amq6qqYtwPLowFIYS8e/eOBAQEEDMzM8Lj8YilpSU5c+YMVd370tJSMnXqVKKgoEAGDBhANDQ0CI/HI5MmTaK23pk0aRI5ceLET+3l5eWRa9euMeoHV57Vx48fk8uXL5PKykpCCCEJCQnk1q1b1OzXw4W5hAs+cMkPLrwz2F7z1cOF74QLY+Hm5kays7N/+pnPnz8Lepswxbdv38iOHTuInZ0dycjIIIQQcuDAAbJ69Wpq/Y+4MpcQQsjo0aPJvXv3yPv374mCgoLgHX716lUqvT+5sM4pLy8noaGhxNbWligqKhItLS2yc+dO8vTpUyr2xTSOBCGEsB0YEvNnExoaik2bNqFJkyZQU1MT6DrWZyA1pqv8bxMREQEdHR3qcju/gs/no1mzZmy7geLiYrRv3x5NmzalYu/du3fo1q2b0DW2xuL9+/c4c+YMHj16hNraWvTv3x8zZsygKlnA5jOSn5+PiIgIREZGoqCgAP3794eFhQUmTJiAjh07Mma3McaOHQsDAwPo6+tDXV1dkGXzJ3Lo0CH4+/tj+fLlGDp0KGpra5GamgofHx8sWLAA8+bNY803tp5Vf39/HD16FM2aNUOnTp0QFhYmlCFna2tL3Se2Yeu7aMwu7XmkIZ8+fcK7d+8EMoeZmZlo3bo1lUqZuXPnQl9fH3p6egIZNbZ48uQJCgoKMGrUKDRr1gw3btyAlJSUQEKBDdi8Lxryp663AKCiokIgq5GXl4f4+HioqalRrQhOS0uDioqK0HdAayzKysoQGxuLiIgIpKamom3btpgwYQIsLS0hLy/PqO3GKC8vR+vWrZGcnCxYe8rLyzdaxUST4uJidOrUiTX79bA5r7169QoyMjIghEBKSoq6DwBQWFiIvLw8DBkyBOXl5ejcufMf5wPb8yqX3hmHDx+GgYEB+vXrR9Xuj2Dz3uDKWNjY2MDb2xvt2rUTul5UVARbW1uEhoay49gfjoeHB+Li4tCyZUuUlZXh8uXLiI2NFSgarFy5klH7bO6N4uPjERERgWvXroHP52PEiBGwtLSErq4u1b68YhpHHJQRwwmys7Px6tUr1g4KtLS0UFpaCg0NDejr60NfXx89evSgYrshxcXFyM/PR21tLQCAEAI+n4+srCwsXryYmh8VFRWIiYlBXl4ebG1tkZOTg/79+1M7hOfxeFBUVBQcwLOxKQaApUuXwsHBgbo+cWOw8YyYm5vj8ePHaNOmDUxMTGBhYQFlZWXG7P2KkydPIiEhAXfu3EHr1q2ho6MDfX19jBgxgroWa0JCAvz9/fHs2TOEhITgwoULkJGRwcSJE6nY19PTg4ODA0xNTYWuR0REwMvLC3FxcVT8AOoCl2fPnkV+fj7Wr1+P1NRUyMvLo0+fPtR8qOfatWsoKCgQBA0jIiJQWVlJTT6M7fuinjNnzsDX1xdv375FbGws/Pz80K1bN9jZ2VGxr6amhlGjRkFfXx+jR49G+/btqdj9GWwdFOzcuRMJCQl4/vw5FBQUoKenBwMDA6p9sADA0tISLi4u1O1+D1vri9TU1N/+7JAhQxj0RBi211upqalYsmQJ9u/fj759+8LQ0BBNmjTBt2/fsHv3bhgZGVHxQ0tLC35+flBUVKRir57ly5cjISEBVVVV0NbWhoWFBfT19Vk7cAfqpG/27dtHfSwaUlpail27dmHmzJno168f5s2bh9u3b0NOTg5Hjx5Fr169qPnC9hqDEII9e/bg5MmTqKqqQmxsLPbu3YuWLVti69at1O4VPp+PtWvXIjo6Gk2aNEFsbCzc3d1RXl4OLy8vKvK1XPABYHde5do7o75JeM+ePQVnGIMHD6YewOXCvcHmWCQkJCArKwsA4OPjgzlz5ojIe7948QLx8fH/0Xrkf0p2djYCAwORn5+P/fv348qVK+jfvz+GDh3KmM2Gsu+/YseOHYz58T21tbUICgpCQUEBrKysICsri5MnT6K4uBjLli1j/D5hc2/E4/EgKysLc3NzmJmZoWvXrtRsi/kNWKzSESNGiMrKSpKXl0eqqqoIn8+naru2tpZkZGSQffv2CcqPJ06cSA4cOEAePnxIxYewsDCirKxMBgwYIJAj4vF4hMfjEX19fSo+EELIhw8fiJ6eHlFVVSUKCgrk5cuXZOHChURbW5taCXJ2djY5cuQImTFjBhk4cCDR09Mjrq6u5Pbt21RlgAYPHkwKCgqo2fsVtJ8Ra2trEhYWRioqKhi39Z/w9etXcvXqVbJp0yYyevRooqqqShYvXkzN/s2bN4mSkhJZu3YtUVZWJi9fviSenp5UZYBUVFTIixcvRK6/ePGCKCkpUfGBkLpS7KFDhxI9PT2iqKhIXr58SZYtW0YGDRpE7t27R80PLsCF+4KQOqmGwYMHkwMHDhAVFRXy8uVLEhgYSJSVlYm/vz8VH65evUo2b95MdHR0iKKiIrG2tibHjx9n5X1aWVlJ7O3tyYABAwRz2pIlS8js2bOpyou8ePGCBAYGkrlz5xJlZWWiq6tLXFxcqNkfOnRoo+8MmrC5vmi4tvrZD4/HY9SPhnBhvTVt2jTi5ORESktLib+/Pxk5ciSpqKggQUFBZOLEiVR8IIQQY2NjkpycTM1ePQYGBuTgwYPk7du31G3/CJrf/49wcnIiBgYGJDc3l0RHRxMlJSUSHh5OFi1aRJYuXUrNDy6sMQIDA8mIESPI+fPniaqqKnn58iW5dOkSGTp0KPH09KTiAyGE7Nu3jxgaGpLbt2+TQYMGkZcvX5Lbt28TXV1dsmXLlj/Gh4awMa9y8Z3x7t07cvbsWbJ06VKipqZGhg0bRtauXSuQ/KMBV+4Ntsbi6dOnRE9Pj+jq6pIBAwaQ0aNHE11dXcGPnp4eGT9+PDl79iyjfjQkKyuLKCkpkZkzZwrenxs2bGBcvnfmzJmCHysrKzJgwACira1N5s+fTxYvXkx0dXXJwIEDybJlyxjzgYuwuTfy8vISyG+K4R7ioIwY1qmtrSUeHh5ERUVFsCl1cHAg69evpx6cqef169fEycmJKCgoUNugGxkZEScnJ5Kbm0uGDBlCsrKyyNWrV8moUaNIaGgoFR8IIWTlypVk4cKF5OvXr4JFVUlJCZk9ezZZuHAhNT/q+fz5M4mMjCTLly8nAwcOJMOGDaNm28XFhaxYsYLk5OSwOpGx9YxYW1sL9W/hCjU1NeT+/fvkyJEjZM6cOURBQYGoqalRsz916lRy7NgxQggRPCOEEHL06FFqPX4mTJhAzpw5I3L99OnTZNy4cVR8IISQRYsWkfXr15Pa2lrBWFRVVRFHR0cyc+ZMan4QQkhFRQUJDAwkGzZsIE5OToIfR0dHKj1luHBfEFKn33zhwgURP86dO0dlHL6nPsg+bdo0MnDgQDJhwgSq9rlyUEAIIR8/fiSRkZHE0dGR6vqCkLr7cObMmeT69eskLy+PvH79WuiHBmyuL169evXbP7TgwnqrPnBLCCFz5swhmzZtIoTUjZeysjIVHwghZOfOnURFRYUsW7aM7N69m3h5eQn9MEV9QIpLHDlyhBgZGZFTp06RGzdukDt37gj90EBLS0vQl23t2rWC+/HJkydEQ0ODig+EcGONYWxsTOLi4gghwnNqXFwclT4E9YwZM4YkJSWJ+HHr1i0yYsSIP8aH76E9r3LxndGQV69eUT/DIISb9wZbY6Grq8t4v5jfYdasWYLAccPvxM3NjVhYWFDxwcPDgzg6Ogqdo1RXV5P169eTDRs2UPGhIfHx8cTa2ppoa2uTV69ekQMHDlA9Z6uH9t6Ix+ORjx8/MmpDzH8fsYCcGNY5efIkwsLCsGXLFmzbtg0AYGBgAGdnZ3Tp0gUODg6M+0AIwcOHD5GSkoLbt2/j7t27qK6uxpAhQzB8+HDG7QNAQUEBvLy80LdvXwwYMADFxcXQ09NDdXU1Dh8+TE3+5vbt2zh69ChatmwpuNa+fXusXbsWNjY2VHwA6r6TBw8e4Pbt20hJScHdu3chJSVFVc4hISEBL1++RGxsbKN/f/z4MRU/2HpGUlNTUVVVxch/+7/DsWPHkJKSgrS0NFRUVEBZWRnDhw+HnZ0dBg0aRM2PJ0+eYNeuXSLXDQ0N4e3tTcWHOXPmYPPmzSgoKBDo/t+9exdBQUFYs2YNFR8AID09HUFBQUL9fSQlJWFnZ4cpU6ZQ8wMAXFxcEBoaioEDByIrKwtqamp48eIFioqKMHv2bMbtc+G+AOr6QGloaIhcHzZsmOD9QYvi4mLk5eXh1atXKC4uRk1NDSorK6n6cOnSJWzduhXDhg0TXBs2bBhcXV2xZs0abN26lVH7cXFxSElJQUpKCvLy8tC1a1doaWnBzc2N2voCAPbt24eamhqkpqYKPa+EEEhISFCZz9hcX/Ts2fO3Pkfz/uTCeqtly5bg8/morKzE3bt3MXnyZADAx48fqfZZjI2NRefOnfHgwQM8ePBA6G8SEhJYunQpI3ZDQ0OxatUqarJLv4OnpycAYPv27SJ/o/Wsfv36VdCrIykpCfPnzwcAtGjRAjU1NYzbr4cLa4xXr15BQUFB5DqPx8OHDx+o+ADU9duUkZERuS4tLY3Pnz//MT4A7M6rXHtnfPr0CXfu3BGcYeTn50NaWhqTJk2iusbgwr3BlbG4du0aNVs/48GDB9iyZYvIdSsrK5w9e5aKDyEhIQgODhbqpdK0aVPY2toKZHVpkZSUhKVLl8LExAT37t1DbW0tqqursW7dOhBCqPSxBtjZGxFxxxJOIw7KiGGdkJAQbN68GWPGjBFsQIyNjSElJYUdO3ZQCcoMGTIEX79+xaBBg6ChoYE5c+Zg8ODBaN68OeO262nWrJlgwpKVlcXTp08xatQoKCkp4cWLF9T8KC8vF9FArae6upqKD4sWLcLdu3dRUVEBRUVFDBs2DPPnz4eamhrV5p40+/j8DLaeEa5N4O7u7mjSpAn09fWxcOFCKCkpseJH27Zt8f79e5HNR25uLjV92EmTJqGkpAR+fn7w9/cHAHTp0gX29vawsrKi4gNQp89b3wOrIeXl5dQbd1+9ehU7duzA+PHjBc9Kr1694ODgQCW4yIX7Aqi7D/Lz80U0/zMyMqhpCLu4uCAlJQW5ubno0qULhg0bhoULF0JLS4t6U162DwqWL18ueG/t3LmTtffWsWPHWLHbEC6sL4C6g5vDhw8jJydHcMBMCEFVVRVyc3ORlpZGxQ8ujMewYcPg4eGB9u3bo0mTJhg5ciQeP34MFxcXoUAm07B1iMW1dQ5QN5exTd++fREfHw9paWl8+PABo0aNAgCcPXuWap9FLqwxevbsiaysLPz9999C12/cuEG1t07fvn2RnJwsCJzWc+nSJWqNzbngA8DuvMq1d8bw4cMhISGB0aNHY9asWdDU1ISsrCx1P7hwb7A5Fvr6+vjnn3/QsWNH6OnpCQWSv4fWO15KSgplZWUi19+8eSOUDMK0D4WFhSLzRl5e3g/XP0zh5eWFlStXYvbs2YKEWwcHB7Rp0wb+/v6MB2XY3hv97J4Uwy7ioIwY1uFCBtKwYcNw584dPH/+HNLS0nj9+jVkZWV/O7Py30BJSQnnzp2Do6Mj5OXlkZCQAFtbW+Tm5lJtHjhkyBCcOXNGqElbVVUVDh06JMjIZ5qMjAyUlZVh9OjR0NXVhZaWVqOHakxjZmZG3WZjsPmMvH379reyN3r06MGoH0BddtqtW7eQlJSEmTNnon379tDS0oKmpia0tLTQrVs3xn0AAFNTU7i5ucHNzQ0SEhIoLy/HjRs3sH37dhgbG1PxITIyEmZmZpg9ezaKi4tBCKHWuLwhI0aMwJEjR+Dh4SG4VlJSAg8PD2hqalL15cuXL4J3VL9+/fDo0SP06dMHCxcuhL29PTZu3MiofS7cFwAwdepUbNu2TfAOf/bsGW7evIl9+/Zh1qxZVHwICgoCUFfRN2XKFAwZMgQtWrSgYvt72D4o8Pb2RnJyMpKSkjBt2jSoqKhAS0sLWlpaGDRoECQl6SzFGzZ15fP5VBMc6uHC+gIAnJ2dkZycDG1tbcTExMDExAR5eXl49OgRHB0dqfnBhfHYsmULtmzZgidPnsDDwwNt2rRBWFgYmjVr9h816/23SE1NRV5eHsaPH4+3b99CTk6O8WeEawcVNPceP2L58uVYtmwZqqqqMH78eMjJyWHHjh0ICgqCj48PNT+4sMawtbWFs7MzPnz4AEIIkpOTERISgpMnT8LJyYmKDwCwbNkyODg4IDc3FzU1Nbh48SLy8/MRGxuLvXv3/jE+AOzPq1x6Z1hbWyM5ORmJiYn49OkT3rx5Ay0tLeqJjFy4N9gcCzMzM8E618zMjBP3iIGBAfbt2yc0/nl5eXB1dYWOjg4VH8aPH48NGzbA3t4eSkpKqK2tRXp6Ory8vDBjxgwqPtTDtqIB23sjFxeX30o437FjBwVvxDREgnAt3C/mj8PY2BjLli2DkZER1NTUEB4ejl69eiEoKAhBQUGIioqi4kdtbS0yMzORlJSE5ORkZGZmCsqhG5MQ+LdJS0vDvHnzsHz5cpiZmcHQ0BBdunTBmzdvYGxsTK28My8vD1ZWVpCWlsbTp08xbNgwPHv2DKWlpTh16hR4PB7jPtTLydUfwGdkZKBLly6Cw3dTU1PGfQDwywmaKTmN72HrGeHxeL9cVNKUvmkIn89Heno6Ll++jHPnzqG6uhqPHj2iYruqqgpOTk64dOkSgLrNGSEEOjo62L9/P5UKu6FDh+L06dNUMxMb4927d7CxsUFpaSlKSkrQp08fvH79Gh06dMCpU6eoHi6NGjUKPj4+UFZWhru7O6SkpODo6IhXr17BxMQE9+/fZ9Q+F+6Lejw9PREYGCgIqEpKSmLatGlYv349mjRpwrj9L1++CA5Mbt26hXfv3mHQoEHQ1NSEpqYmBg8ezLgP9Vy/fh0ODg6YOnUqzpw5g3nz5gkdFIwbN46aL2/evMGtW7eQnJyMy5cvo0mTJsjIyKBm/8yZM/D19cXbt28RGxsLPz8/dOvWDXZ2dlTsc2F9AdQl4ri7u0NHRwcmJibYs2cPeDweNm3ahMrKykY37UzAlfH4HjaCdmVlZbC1tcX9+/chISGBuLg4uLq64uXLlzh27BhjSRe/s86ph9Y651fSdSdOnKDix6dPn/Du3TvBfZiZmYnWrVtTrZThyhojJCQEhw4dwtu3bwEAnTp1wvz58zFnzhwq9uu5ceMGjhw5gkePHqG2thb9+/fH/Pnzqc5jXPChIbTnVS6+MwDg/fv3gnG4c+cOPn36BHV1dQQEBFDzgSv3BhfGgguUlZVh3rx5yMzMRG1tLdq2bYuysjLweDwcO3YMHTp0YNwHPp8PFxcXXLx4EdXV1SCEoHnz5pg5cyZWrVpFNXg1atQoeHp6QkNDQ+g85fr169iyZQtu3LjBqH0290Y8Hg+DBg36rUTvkydPMuaHmMYRB2XEsM758+fh4eEBOzs7eHp6Yv369Xj58qUgA2n69OlU/eHz+UhJScHVq1dx4cIF1NbWiuhbM8W7d+/A5/PRq1cv5ObmIjg4GNLS0rC2tqa6QX737h3OnDmDx48fCxZVM2bMECndp0VRUREOHz6MkJAQVFVVUVvk6unpCf1eU1ODoqIiSEpKUl3csfWM8Hg8eHl5/Zb0UsMsbCapra1FRkaGIGCXlZWFnj17QldXl3pW74sXLwTPiLy8PNUAyZQpUzB79myqFRg/4tu3b4iMjBR6X0ycOJG63vbGjRuRnZ2NHTt24MWLF3Bzc8P+/fsRFRWFa9eu/bA31L8Nm/dFQ759+4bc3FwQQtCnTx9W9c8LCgpw4sQJ6u/werhwUPDu3TskJSUJNmMVFRXQ1tam1m8oIiICzs7OmDVrFvz8/BAZGYnr169j9+7dsLe3x9y5c6n4wYX1hZKSEi5fvgxpaWksW7YM+vr6mDRpEp48eYIFCxYgISGBmi9cGI/i4mLk5+cLZKIIIeDz+cjKyqIm47pt2zY8evQIHh4emDBhAsLDw8Hn87Fq1Sr06dMHe/bsYcQuj8fD+vXrf6t/Dq3q6e/XMtXV1Xjx4gVycnIwa9YsKrLOP+Pt27fo3r07NXtsrzEiIyMxcuRItG/fntXKZDGisDGvcvGdUc+rV69w8+ZNJCUlISEhAW3atMGtW7eo+sAVaI9FaGjob3+WVu+SepKTkwXrX3l5eYwcOZJKglZDysvLkZ+fDwkJCfTu3Zu6dBkAeHh4IDk5GW5ubpgxYwZOnz6N9+/fY+vWrRg7dizVykeA7t6Ix+MhKSlJPHdxFHFQRgwnYDsD6fHjx4JFXXp6Opo1a4YRI0ZAV1cXo0ePptoPQEzdgUBWVpZgkX3v3j20b98eOjo60NXVhb6+Pmu+lZWVYf369VBXV6fSPLweNp4Rrk3gixcvRmpqKr5+/QpVVVXo6elBT0+PStZmYWEhpKWlISEhgcLCwp9+loaU2+bNm/HPP/+Ax+NBTk5OpArjTyw9/vLlC5ycnKCtrY0ZM2ZgwYIFSExMhKSkJNzd3WFiYvKv2+TKfZGamgo1NTVISkoiNTX1p58dMmQIY340pKioSPAOT0pKwqdPnzBkyBDo6upSa2LOBVxdXXHr1i3k5eWhW7du0NXVFchy0ky2MDMzg42NDczMzIQyBP/55x/4+vpSC1pyAX19fbi7u0NDQwN79uxBdXU11q5di5cvX2LChAm4d+8e2y5SIzw8HBs3bgSfzxdU99Vnrvbs2RNXrlyh4oeuri727NkDdXV1ofszIyMDS5YsYewwjWvrnJ/h4+ODt2/fUqneLygogLu7u0jfJT6fj+LiYmqVyVyAzcpkb29v2NraomXLlqxV73PBh+9hc17l2jvjypUrgjOMgoIC9OnTBzo6OtDT04Oamhqjh+9cuzfYHIvfrWxlQ12CbSoqKhATE4O8vDzY2toiJycH/fv3R8eOHan6wQVFA7b2RgoKCrh58yZn3ltihBEHZcRwCrYykHg8niDbXk9PD0OHDqWm817Py5cvsXv3bjx9+hR8Pl/k70w2hbOxsYG3tzfatWsHa2vrn5aS0pBNGDp0KEpLS9G/f39BEEZFRYVxu79Lbm4u5s6dy3iZa2PQfEa4tvFYvny5IFDaqVMnqrYbLmZ+JF1AU8rN2tr6p39nsvSYi80sG4MQgsePH6NLly6MNbjnyn3R8Fmt96Ox5R2t+3PChAl4+vQp2rVrh5EjR0JPTw+jRo2iltnMpYMCc3NzQQB54MCBjNr6GYMGDUJERAR69eoldOhdUFAAExMTZGZmMmK34fqCK7JM7u7uuHLlCnbu3Ak+nw8HBwds3boVV65cwdOnTxEWFsaYba6Nh7GxMVRVVTFv3jxMnz4dAQEBeP/+PZydneHo6IiJEycy7gMAqKqqIjIyUuT+zMvLg4WFBWOBsv9NBxWvXr3CpEmTkJaWxrit+fPn4/nz5zA0NMSxY8cwd+5c5Ofn4/Lly9i2bRumTJnCmG2urTHYrEzW09PD+fPnBWPxIyQkJBgbCy748D1szqtce2coKSlBTU0N+vr60NXVpdbYHuDevcHmWHCF39mX1ENjP/Dx40dMnToVRUVF4PP5iI2NhaurKx48eIDAwECqcpj1sKVowObeiGtnOmKEoXvqLEbM/yc0NBTGxsZo1qzZL8s9aZR4hoeHQ15ennE7P2PNmjX48OEDjIyMqDdE7tmzpyB7hC2JsobUH75zodlpY5SWlqK0tJRRG1x4Rnr06EG9vPlnHDhwAIQQJCYmIicnB5KSkujXrx+0tLTQtGlTRm0HBgYKKuYCAwNZb+C4YsUKqKiosNKsm4vNLOv5/Pkznj9/LhTYLi8vx4sXLxipEGl4X9A6UG6Mq1evCgKVbAbC6tHW1sbGjRsxePBgxp/Nxrhw4QKsrKzQsmVLXLhw4Yefk5CQYDwoU28/Ly8P0dHRkJKSQp8+fdCnTx9G7X5Ply5dkJ+fj169egldz8jIYCxoCQivL3r06MGJ94WDgwOqqqpQWFgIU1NTjB07Fvb29mjbti0OHDjAqG2ujUdBQQG8vLzQt29fDBgwAMXFxdDT00N1dTUOHz5MLSijrKyM6OhoLFiwQOh6UFAQo4eu/5tyEzMyMqi9T9PT03Hw4EEMGzYMiYmJMDAwgIqKCvbu3YuEhARGgzJcW2PweDysWrUKfn5+1CuTr1271ui/adLQ7rFjxzhx0M3mvMq1d8atW7fQrl07AHWJe1++fBH8zjRcuD8bwuZY/C5Myz+6ubkJpPW4oJqwc+dO9O/fH5GRkRg+fDiAusQYe3t7eHh44PDhw4zab0zRQEpKSijZt/4600oXbO6NduzY8VuSi2LYQVwpI4YVvs/q/RE0SzyvXr2KI0eOCB322traYsyYMVTsDxo0CEFBQVBUVKRi70dERkZixIgRVJq//Yw3b94gKChI6PuYOnUq1UBNYxnW5eXliIqKgoKCAqMLCS4+I2xTUlICW1tbPHz4EG3btgUhBGVlZVBUVMSxY8c4t/BmEi0tLfj5+bH+vigoKBA55GWL8+fPw9nZGVVVVSKbZhrPyT///AMjIyO0bt2aUTu/Yv/+/TA3N2f9eykvL0d4eLjQO9zExITV3jZswOfz4ejoiKtXrwruSwkJCejq6mLfvn3UAqu+vr4ICQnBunXrsGrVKuzbtw+FhYXYt28fZs2aBTs7O8Z9KC8vZ/35aEhVVZWg6WlhYSG6du1KtUqaC+MxePBghIaGolevXti4cSN69+4NW1tbQcDq7t27VPxIT0/H3LlzMWLECCQkJMDU1BR5eXl4+PAh/P39MWzYMCp+cIHGKqjKysrw5MkTzJgxAxs2bGDcB2VlZcTFxUFaWhoODg4YPnw4Jk+ejPz8fFhbW+PmzZuM+wBwY43BZmVyQ6ysrGBubg4jIyNW+jEAwMiRI+Hj48O6egFX5lWucOLECRw9ehRFRUUA6pIwbG1tqcpsc+H+BLgxFlyRf0xOToaWlhYVWz9ixIgROHr0KAYOHChUBZudnQ0bGxvcuXOHUftcUTSoR7w3EtMY4koZMayQnZ0t+HdaWhrrL6K4uDisWLEC+vr6MDExASEEqampWLFiBby8vKj0MJGTk8O3b98Yt/Mrtm3bhtOnT7MalHny5AlmzpyJFi1aQEVFBbW1tbh48SJOnz6NM2fOoH///lT8aCzDWkpKClpaWow3WuXaM8IF3N3dUVFRgdDQUEGgKjs7G6tXr8aePXvg7OzMmO3vG+/+DBqZSZ06dWK8Wut3GDNmDAYPHgxzc3MYGhqyesB44MABTJw4EbNnz6ZebQjUZae5urpizJgxMDc3h6amJnUfgLqG7ocPH4a6ujpr30thYSFmzpyJoqIi9O7dG7W1tTh79iyOHDmC06dPU20SzTaenp7IzMyEt7c3hg4ditraWqSmpsLFxQVeXl5YuXIlFT/mz5+P0tJSODo6orKyEgsXLoSkpCSmTZuGRYsWUfFhxIgRGDt2LMzMzFh7PoC6DFp7e3uoqakJ5nJLS0vweDzs3buXWh9BLoyHkpISzp07B0dHR8jLyyMhIQG2trbIzc0VBKxooK6ujuDgYAQEBEBWVhb37t1D//79sX79eqiqqlLzgws0VkElJSWFmTNnYsKECVR86NmzJ3JyciAtLY3evXsLDqtqa2tRXl5OxQeAG2sMWkGXXyEjI4MdO3bAxcWFtXWGlJQUdXnvxuDKvMoFgoOD4eHhgRkzZmDIkCGCMwxPT0+0adMGlpaWVPzgwv3JlbHYtm3bT+UfaTF37lxIS0tj0qRJMDMzYyXAXV5e/sMgXXV1NeP2uaJoAIj3RmJ+jLhSRgzrjBkzBvv27WM143vSpEkwMDAQkTHx9vZGQkICzp07x7gP6enpcHZ2hrW1NXr16iUiG0WrOTOb2sn11PcC2LNnj0AmoLKyEqtWrQKfz8eRI0dY862ehs1wmYYLzwgX0NTUxIEDBzB06FCh6ykpKXB0dERSUhJjthtmShJCkJaWhi5dumDgwIGQlJREdnY23r17B319fcblb4C6ANXp06cxevRoyMrKishp0Gq2mpqaivDwcMTFxYHP52PMmDEwMzNjJTNLTU0NFy9ehJycHHXbQF0jy8uXLyMyMhJJSUno2rUrJk6cyErVSnp6OiIjIxEdHY2Kigrq38vy5cvx8eNHHDhwAF26dAFQpyttb2+Pbt26Yc+ePYza/5WOdkOYzowbMWIEtm/fDl1dXaHr169fh7OzM+Lj4xm1/z3fvn1Dbm4uCCHo06cP1YB/aGgoIiIicPv2bXTr1o21g4KVK1fi5cuXcHV1FUjXPnz4EFu3bkX//v3h5uZGxQ8ujEdaWhrmzZuH5cuXw8zMDIaGhujSpQvevHkDIyMjuLq6UvNFTB2FhYXo3r27yD6guroajx49olKlcOTIEQQEBGDXrl3o2LEjbGxssHTpUiQlJeHbt28IDg5m3AeAG2uMemmbH8G05E1D+Hw+rl69ioiICNy4cQNdu3al+t7w8vLCmTNnMHHiRMjKyookwNCQHAe4N6+yiaGhIWbOnImZM2cKXQ8KCkJwcDAiIiKo+cL2/cmVsRg8eLBA/nHSpEnYtm2bQP4xNzcXPj4+VPx4/fo1IiIiEBkZiby8PKirq8PMzIxqVf+CBQvQu3dvrFu3TlAp0717d6xatQrl5eXw8/Oj4gfAvqIB23sjMdxFHJQRwzojRoxgrdFXPSoqKoiIiBDRyX3+/DkmTpyI+/fvM+5DcHAwXFxcGs0aoClRtXnzZvzzzz/g8XjUtZPrUVNTQ3BwMAYMGCB0PTs7GzNnzqTS5BSoazZ6/vx5kaqhd+/eYcKECUhJSaHiBxeeES6goaGBs2fPimhG5+XlwdzcnMpzCgC7d+/GmzdvsGPHDoFEQk1NDTZv3gwJCQm4uLgw7gMXGmo2pKqqCvHx8YiIiEBCQgI6d+6MSZMmYfny5dR8WL16NZSUlDBr1ixqNn9EcXExoqOjcenSJdy/fx9qamo4deoUdT+qq6tx8+ZNXLp0CVevXkWHDh2o6H5raGggICBA5PAwMzMT8+fPZ/zdeeHCBUFQ5vXr1/D19cXUqVOhpqYGKSkpZGVlISgoCIsXL4atrS2jvqipqSE0NLTR9cWECROQmZnJmO1fHSY2hObB4sePHxEZGYmIiAg8evRIUNVlYWFBxf6wYcMQGBgoIg364MEDLFiwALdu3aLiRz1sj8e7d+/A5/PRq1cv5ObmIjg4GNLS0rCxsWG0WqYxidgfQSvRgAsoKCggKSlJ0CesHpp7EkIIAgMDIScnBx0dHRw9ehRHjhyBtLQ0PDw8oKCgwLgPDWFzjcGFZtmN8fnzZ1y8eBFeXl74+vUrFT+4IqfM5rzKNVRUVBAZGQkZGRmh6y9fvsT48eNZGws27k+ujAVX5B8b8ujRI0RERCAmJgYlJSUYO3Ys3N3dGbebl5cHKysrSEtL4+nTpxg2bBiePXuG0tJSnDp16qfvlH8bdXV1EEJYq+Rie2/0O3z48AF//fUX2278cbBffyrmj8fGxgbLli2DlZUVZGRkRLJuaFSIdO3aFS9evBBZ3L148YJaUyxvb29YWlpi5syZaNmyJRWbjZGfn4/BgwcDqHsxs0Hr1q1RVVUlcr2xa/82UVFRSExMBFB3mLdt2zaRwNTr16+pNh7lwjNy+vRpmJqastokTlFREWfOnBHRUz9z5gzVA4KQkBAEBwcLaVY3bdoUtra2sLS0pBKU4UJDzYZISUkJZEZCQ0Ph4+ODI0eOUA/KmJqaIjY2FjIyMiLPKM2Gl23atMFff/0FaWlpPH78mLV3aXFxMfLz81FQUIDKykpqDXqbNm3a6DzWvHlz8Pl8xu2bm5sL/j1z5kxs2rRJSLbCwMAAffv2RWBgIONBGXl5ecTExGDhwoVC16Ojo9G7d29Gbevp6f1yrqKppV1Ply5dMHv2bFhZWeHs2bPw9PTExo0bqQUhampqGm3WLCUlxYqMLJvjsW7dOmzYsAHdunUDAPTr1w8bN25ESUkJVqxYgYMHDzJmuzGJ2MaQkJD4Px+UCQoKQkBAAIC6Z9LCwkKkUubLly/UgqdpaWmwsrISBOUWLFiABQsWoLKyEvHx8dSDMmyuMb6XvKmpqUF+fj6OHz8OJycnxu1/T2VlJa5evYrw8HAkJSVBWloa8+bNo2K7obQym7A5r3KNHj164MGDByKBiKysLEE2Pk3YvD+5MhZckX9syMCBA0EIgaSkJE6fPk0tea9v374IDw/H6dOn0bVrV9TW1sLIyAgzZszA33//TcWHem7duiVQNJg3bx51RQO290b1/Cjx49WrVzA1NUVGRgY1X8TUIQ7KiGEdT09PAMD27dtF/kbroGD8+PHYunUrtmzZIghI3L17F87OztRkvMrLyzFv3jzqE9T3cEE7WVNTE7t27cKBAwcEVSrFxcXw8PBgXLKgvkqn/sCmsLBQKFNUQkICrVq1opJdUg8XnpEjR47A3d0denp6sLCwgLa2NtXAFADY29vDxsYG9+7dg7q6OoC65zQ7O5tq+bOUlBQKCwtFKpfy8vKoNrckhCAxMVHQLLB///7Q1NRE06ZNqfkAAF+/fsXly5cFMjw9e/aEra0tzMzMqPrh4uKC8vJy8Pl8vH79mqrtem7fvo2IiAjExcUJNh6+vr7Q0NCg5kNZWRliY2MRERGB1NRU9OjRA2ZmZti7dy+kpaWp+KCuro6DBw9i165dgvdnVVWVoNcNTTIzMxuVYFJRUUFubi7j9hcvXgw7Ozs8fvxY6L11+fJlxqUKAgMDqb+nf4e0tDRBxmZNTQ0MDQ2FAmlMM2TIEHh6emLv3r0C+baysjLs37+fmlRsQ2iPx927d1FQUACgTkJNUVFRRMYuLy8PycnJjPkAcCO5QE9PD02aNMFff/2Ffv36NbrOooG5uTk+ffoEQgh8fHwa7Z/SunVrjB07loo/NjY2jR7a5OXlYfXq1Rg3bhwVPwD21xjfS+YCgJaWFnr16gUvL6+fVi7/myQmJiIyMhJXrlwBIUTQr4Lm+qKewsJC5OXlYciQISgvL0fnzp2p2mdzXv2ehIQE+Pn5IT8/HyEhIbhw4QJkZGQwceJEKvanTZsGZ2dnlJSUCI3FgQMHYGNjQ8UHgBv3J1fGwszMDGvWrMGuXbugo6MDGxsb9OjRA0lJSSIqIExTUFCAiIgIRERE4MWLFxg2bBg2b95M9R3etWtX2NvbU7P3I1q0aAFTU1OYmpoKKRocPXqUiqIBm3ujf/75B+Hh4QDqzg+WLFkiUgn9/v17tGvXjlE/xDSOWL5MDOv86vCsZ8+ejPtQWVkJBwcHXLt2TXCAQQiBjo4O9u3bR6Vp9OrVq6GoqIjZs2czbutXVFRUICYmBs+ePcPcuXORk5OD/v37o2PHjlTsv337FtOmTcPnz58F/SGeP3+ODh064OTJk9QCV9bW1vD29qbW9PdHcOEZIYQgKSkJoaGhuHLlCtq3b4+JEyfCzMyMalZaZmYmAgIC8PTpUxBCMGDAAMyZM4eKxno9bm5uiImJgb29PZSUlFBbW4v09HR4eXlhxowZWLZsGeM+lJSUwNbWFg8fPkTbtm1BCEFZWRkUFRVx7NgxaosqBwcHxMfHQ0JCQnCQyMYBAQAMGjQIXl5eGDlyJCv2R44ciaKiImhoaMDc3Bzjxo1jpepRRUUFUlJSGDt2LCwsLFj5PvLy8jBt2jS0bt0aSkpKAOoyFcvLy6nLFZiamsLIyAh2dnZC193d3XHnzh2cP3+ecR8uX74MX19f5OTkCN5b8+bNo3bAyhX27NmDS5cu4e3btxgyZIighwmNNVZDXr58CSsrK5SXl4usMfz8/EQkMpmCrfFIT0/HjBkzANQldjS2FWzVqhXmzp37f75CxcnJCRISEvjrr7/Qt29fagepP8Pb21vQW5Emx48fFyQc/axvooqKCkJCQqj4xKU1xvcUFBTAxMSEmiSSgoIChgwZwur6gs/nY+3atYiOjkaTJk0QGxsLd3d3lJeXw8vLi2qPMi7Mq0lJSVi0aBFMTEwQFRWFS5cu4Z9//oGvry/c3Nyo9Nipra3Fjh07cObMGUEVqKSkJKZNm4b169eLVNwxBRfuT66Mxc/kH3ft2oWBAwdS8WPKlCnIysrC33//LejtQ1OqFqhLqvX19cXTp08brQb5vhKRFnw+H/Hx8YiNjcW1a9fQtWtXxMbGMmqTzb1RSUmJYH6/ePEijIyMRNaarVu3xqRJkwS+iaGHOCgjhtNUVlaKSEcxSV5entDijmYPj127duHkyZMYOHAgZGRkICkpXMhGS3rn48ePmDp1KoqKisDn8xEbGwtXV1c8ePCAal+T8vJyhIWFCR2+m5qaUl3wcw0+n49Xr15BRkYGhBBGtd5/Rnl5OeLi4hAbG4vk5GQoKChg8uTJMDExoX64xgZ8Ph8uLi64ePEiqqurQQhB8+bNMXPmTKxatYpKZvq6deuQmZmJPXv2CBZx2dnZWL16NdTV1eHs7My4D0Bd4NLCwoK1DVhDdHV14efnx1rvJW9vb0yaNIn1aseLFy/C0NCQ9e/j9evXOH36tNA7fPr06VSCyA25fPkyli9fjsGDB0NZWRm1tbXIyMjA48eP4evrS11Tmibr1q377c/SWGMYGBgIDgZo3wffU1paikuXLuHp06eQlJREv379YGpqSnUO48J48Hg83Lx5kxWZm1/16mgIW307iouLRapFaPDt2zfk5OSgqqpKJGjGVDVXdXU1IiMjUVtbi/Xr12P9+vVCkrX1leKamprUEj+4sMZorDdXWVkZjhw5gsePHyMqKoqKH69evWJ9fbF//37ExMRg69atWLRoEcLDw1FYWIh169Zh1KhR2Lp1K6v+0WbatGkwNDTE7NmzBU3Me/XqBV9fX4SHh1NrLA/U3ZPPnj0DAPTp04f6fpkL92c9bI8FV1i3bh3Mzc1ZqQCuZ968ecjKysLw4cMbXV/RlJYGGlc0mDRpErVgPxf2RvWytX/qc8FFxEEZMazz6dMnHD58GDk5OaipqQFQl2FQVVWF3Nxcak3dgbrNV2VlpcgGiEZWgbW19U//TktWbNWqVSgrK8PevXsxfPhwhIeHo127drC3t0fz5s1x+PBhKn5wgWfPnmHbtm1IT09vtJ8NrUMCQgj27NmDkydPoqqqCrGxsdi7dy9atmyJrVu3Ug/O1DcljouLw/3796Gqqor379/j27dv2L17N2MSc4QQXLx4EQ8ePEBFRYXIc0p7YVdeXo78/HxISEigd+/eVKXLNDU1ceDAARFZjZSUFDg6OiIpKYmaL8B/bYCkpKTQq1cvVhZ6ISEhiI2NxaZNmyAjI0Ndxg0QlZTr168ftLS0qPtSXl6O8PBwIWk7Y2PjP3YBnp6ejlOnTuHp06cA6jI6586dS61iJyUl5YfvLSYrEX61rmgIbenS4uJiSEpKiqUS/j9/4nhcuHDht4MyNKSqvnz5Ag8PD8ycORP9+vXDvHnzcPv2bcjJyeHo0aNUNOcB4OrVq3ByckJZWZnI+4KWZO3FixdhYmIi1DuPTdhcYzQWPCSEoFWrVvDw8IC+vj41Xx48eAB/f3+hNcasWbOoVYuPHTsWW7duxfDhw4WCEMnJyVizZo2gJycN2JpXG6KmpoawsDDIyMgIjUdBQQHGjx+P+/fvU/Hj27dvyM3NbfQMg+aBPNv3J8CNsQgNDf3p32lUUDWkPulYSkoKffr0oVYNDNQ9I0eOHGlUBpI2XFE0ECPme8Q9ZcSwjrOzM5KTk6GtrY2YmBiYmJggLy8Pjx49gqOjIxUfMjMzYW9vjzdv3ghdp9kAlwu9XIC6DIKjR48KTVLt27fH2rVrqemxFhcXY9euXT9cbNNqTrdlyxYUFRVh1apVrDa4P3nyJMLCwrBlyxZs27YNQF2GrbOzM7p06QIHBwfGfaisrERcXBzCwsJw+/ZtdO7cGZMmTcKOHTsEzcOdnZ3h5OSEhIQERnxwd3fH8ePHMWDAANYPrioqKnD58mXk5eXB1tYWDx48oCrxV11d3Whmc5cuXVBWVkbFB6DuHblz506cPn1aUDXUrFkzTJ06FevXr6faz8Lf3x+FhYU/7APG9HucK5JyhYWFmDlzJoqKitC7d2/U1tbi7NmzOHz4ME6fPo3u3bsz7kNFRQV8fX1/+A6nLVegrq5OvZdNPUePHoWnpyfatm0rMo8w3cCcK+uKhpw4cQJHjx5FUVERgLp3lq2tLePSrTY2NvD29ka7du1+uZaheX+yNR71fP36FcePHxckn9B8Vmn2EfodduzYgbS0NMyePRuXL19GWloadu3ahaioKOzatQteXl5U/KhPbrGzs2Nt7WlmZobXr1/j/v37jUrO0DpU5MIao7FnQEpKCvLy8iJ9f5jkzp07mDt3LuTl5aGtrS2Qzp0xYwYCAwMFPVGZ5N27dyJN1AFAWloanz9/Ztx+PWzOqw1p27Yt3r9/LzImubm51KSvExISYG9v3+hai9YZBsCN+5MrY+Hk5NTo9ebNm6N79+7U3p98Ph+Ojo64cuWK4JqEhAR0dXWxb98+KkH3bt26UX1P/oypU6eyqmjA5t7of0Nl8p+MOCgjhnWSk5Ph7u4OHR0dPHnyBLa2tuDxeNi0aROVJrxA3WFyt27dsH79elYPe6urq1FUVCRUMcTn85GVlYUJEyZQ8aG8vPyHGf/V1dVUfNi0aRPu3bsHY2NjVvu53L9/H2fOnIGioiJrPgB1FQCbN2/GmDFjBE1ojY2NISUlhR07dlAJymhpaaG6uho6Ojrw8fHByJEjRbR5tbS0GA2YhYaGws3NjfWDnO8l/qZMmYKAgACqEn+Kioo4c+YMNmzYIHT9zJkzUFBQYNx+PYcPH8b58+exevVqDB06FLW1tUhNTYWPjw+6deuGefPmUfNl8eLF1Gw1hru7OyoqKhAaGioiKbdnzx5qknI7d+5E9+7dcfbsWUHg7uPHj7C3t4eHhweVJrjOzs6IioqCtrY2df3qxkhISIC/vz+ePXtGvRHvqVOnsGLFClbuz9TUVKipqUFSUhKpqak//JyEhAQV6Ybg4GB4eHhgxowZGDJkCAghSE1NhaenJ9q0aQNLS0vGbPfs2VMwZ7EtnVYPm+NRz+bNm3H16lVoa2vjr7/+YtxeQxpKaPxMak9CQgJubm6M+5OQkAAfHx/07dsXvr6+0NbWhqmpKQYMGAArKyvG7dfz6tUrHDlypNHDb1qcPXsWzs7Ogv1IQyQkJKgdKnJhjXHnzp1Ge/yUlZXB1dVVZB3GFHv37oWFhYXIWsLZ2Rn79u2jEoTv27cvkpOTMXnyZKHrly5dQr9+/Ri3Xw+b82pDTE1N4ebmBjc3N0hISKC8vBw3btzA9u3bf5gg9G/j4eEBbW1tLFmyhNUzDC7cn1wZi+zsbKHfa2pq8Pz5c2zduhVTp06l5oenpycyMzPh4+Mj9P50cXGBl5cXVq5cybgPq1evhrOzMxwcHNCrVy+RswOae4SlS5eCEIIbN26womjA5t6o/h0lhqMQMWJYRlFRkRQWFhJCCFm6dCm5ePEiIYSQ7OxsMmrUKCo+KCsrk6dPn1Kx9SMSExPJ8OHDCY/HE/kZNGgQNT/mz59P3NzcCCGEDBo0iLx8+ZLw+XyyfPlyYmtrS8WHQYMGkTt37lCx9TNGjRpFnjx5wrYbREVFhRQUFBBC/us7IYSQly9fEiUlJSo+BAYGkuLi4kb/VltbSwghpKqqilEfBg0aRF69esWojd9h5cqVZOHCheTr16+C76OkpITMnj2bLFy4kIoP6enpRElJiVhaWhI3Nzfi5uZGLCwsiKKiIklOTqbiAyGE6OrqkvDwcJHr4eHhZMyYMdT84ALDhg0jKSkpItdv375Nhg8fTs2PwYMHk/v374tcv3//Phk6dCg1H65du0bF1q+4efMmUVJSImvXriXKysrk5cuXxNPTkygoKAjWG0yirKwseH/TZsCAAeTjx4+Cf//oh8fjUfFn3Lhx5OTJkyLXT506RcaPH0/FBy7BhfFQV1dn7VmdOXMm+fz5s+DfP/uhgaqqKnnz5g0hhJARI0aQwMBAQgghL168IGpqalR8IISQ8ePHNzqX0ERXV5ds27aNlJaWsu4HG2uM3NxccufOHXLnzh3C4/HI5cuXBb/X/5w6dYqoqKgw5sP3qKiokNzc3EZ9pbVPvHbtGlFVVSVubm5EWVmZ7N+/n9jb2xMFBQUSExNDxQdC2J1XG8Ln84mjo6PQXDpgwACycOFCUlFRQcUHJSUl8vz5cyq2fgYX7k+ujMWPePjwITEwMKBmT1tbu9H5/dq1a2T06NFUfLh8+TJRV1cXOduiufas59OnT8Tc3JwMGDCAaGhokMGDB5MBAwYQc3NzwVqESbi0NxLDLcSVMmJYp1u3bnj9+jWkpaUhJyeHJ0+eAABatmxJrRS6W7duqKiooGLrR3h6emLgwIGwtrbGihUrsHv3bhQWFuLAgQNUe2WsXbsWVlZWuHPnDqqqqrB161Y8e/YMpaWlOHXqFBUfWrRoQT1jszFmzpwJT09P7N69m9VeDD179kRWVpZIue2NGzeoaZwHBgY2Wq317t07TJgwASkpKZCUZHZKGTFiBK5fv46ZM2cyaudXcEHiT01NDUFBQQgICMDNmzcFzQI3b95MVbu5qKgIqqqqItdVVVVF5CBpcPXqVaH+ZAAE1YbHjh1j1DZXJOWaNm3aqEZy8+bNG5WhYQIJCQmqWbM/oz4bcPbs2YiNjQUAODg4oE2bNvD392c843vw4MHIyMhgRS7h6tWrgiblly9fFslQpE1hYSFGjRolcn3kyJFwd3en6kt6ejrk5OTQqVMnhIaGIjo6Gurq6liwYAG1bEIujEeTJk2oVHc2RsPM6RUrVkBFRYXVHiZ9+/ZFfHw8pKWl8eHDB8F3c/bsWapjtGrVKmzfvh0ODg7o06ePyJjQyLD98OED5syZw3ofMrbWGAUFBVi0aJHgXfAjOSwLCwvGfPiejh074tOnTyLXi4uLqT03urq6OHDgAI4cOYKmTZvC398f/fv3x969ezFu3DgqPgDszqsNefPmDfbs2YMVK1bg0aNHqK2thby8PNX1j5ycHD58+CCQkmYLLtyfXBmLH9GkSRO8f/+emr3y8vJG+8f07t0bxcXFVHxwc3ODpqYmpkyZwnr/FrYVDbiyN/L29v7p32nJP4r5L8RBGTGsM3bsWKxbtw47d+7E8OHD4eDgAFVVVVy5coXapGpnZwdXV1e4ublBTk6OlfK+3NxcuLm5gcfjQUFBAa1atYK1tTVatWoFf39/GBgYUPGjb9++CA8Px+nTp9G1a1fU1tbCyMgIM2bMoLb4NTMzg7+/v0Cqiy1u3bqFtLQ0DB06FJ07dxZZVNLqbWNrawtnZ2d8+PABhBAkJycjJCQEJ0+e/KFu7b9BVFSUoGnn69evsW3bNjRv3lzoM69fv2b0eWm4cOjYsSN27tyJjIwMyMrKihww0lpEcEHiDwBUVFSwb98+avYaQ05ODrdu3RKRWUlKSqIuEbR79274+fmhS5cuKCoqQrdu3fDx40fU1NTAxMSEcftckZRTV1fHwYMHsWvXLkhJSQEAqqqqcPjwYWp9VcaMGYMLFy5gxYoVVOz9jCdPnmDXrl0i1w0NDX+5Mfnv0rDJq7KyMrZu3YqnT59CVlZWRCKByaBQw2fQwcEBLi4ugo0oG/To0QMPHjwQeV9kZWU1GtBkiuDgYDg7OyMgIAAdO3bEunXroKWlhePHj6OqqoraXMKF8Rg7diwuXLgAe3t7KvZ+xLJly+Dn58eqXOzy5cuxbNkyVFVVYfz48ZCTk8OOHTsQFBQEHx8fan7Y2dmhpqYGdnZ2QusrQrHPpYKCAnJzc1k/9GZrjaGjo4Nr166htrYWBgYGOHfunCDADdQdrrVq1QodOnRgzIfv0dXVxfbt2+Hp6SkIEubm5sLFxQV6enrU/Bg1alSjwWSm4cq82hArKyv4+PhARUWFqtxgYWGh4N/Tpk3Dpk2bsGHDhkbHgpZMElv3JxfHouG9Wk9ZWRnOnj1LNXFOXl4eMTExWLhwodD16Oho9O7dm4oPxcXFcHJyopZE+jOuX7+OAwcOCK2DeTweNm7cCEdHR8aDMlzZG124cEHo95qaGhQVFUFSUpK1/pt/OuKgjBjWcXBwQHV1NQoLC2FqaoqxY8fC3t4ebdu2xYEDBxiz+33DK0IIaw2igbrs5vpmhbKyssjJyYGWlhY0NTWpZpB6e3vD1tZWZIPOtHZywwqD6upqpKenIyEhATIyMiKH77Sa8A4ePJhKY8JfYWFhgerqahw6dAgVFRXYvHkzOnXqBHt7e0yfPp0xu2pqaggODhY0oissLBQc8gL/tSll8v78fuHQtWtXZGRkICMjQ+g6zcaeQ4YMwZkzZ4Q08KuqqnDo0CFGFzONLfJ/BK0N6Zw5c7B582YUFBQI/t/v3r2LoKAgrFmzhooP9URERGD9+vWwsbHB6NGjcfr0abRq1QpLliyhshmwt7eHjY0N7t27JzQW2dnZ8PPzY9x+PatWrcK0adMwZswYKCkpAag75C0vL2e02rHh81BeXo6LFy/i1q1bkJOTE3mH06z+ZKMRb2PB8qNHj4pco9mboaCg4IfBZFpMmzYNzs7OKCkpEXpGDhw4QK3KEKir/Ny4cSO0tLTg6emJ/v37IyAgAImJidiyZQu1uYQL49GpUycEBATgxo0b6N27t0jyCa1ntVOnTigtLaVi60eMHj0aCQkJePfuneDQxsTEBFOmTKFaKcN0VefvMG/ePGzbtg0FBQWNVusMGTKEih9srjHqD3CvXr2KHj16sK7Hb29vjzlz5mD8+PGC/WJpaSl4PB7jY1FdXY3ExERoamoKst2Dg4MRHx+Pv/76C7Nnz2b8GeHivColJcW4SkBj6OnpiZxhzJs3j7UgLsDe/cnFsWjsXpWUlISamhq2bt1KxQegrtemnZ0dHj9+LPT+vHz5MpX+kgAwbNgwZGRkcCIow4aiARf3RteuXRO5VlZWhvXr14uDMiwhQepP28SIYYnCwkJ0795d6MVUUlKCNm3a4NGjR4xlFFy4cOG3F9hmZmaM+NCQKVOmwNTUFNbW1vD19UVWVhYOHDiAu3fvYvHixbhz5w5jtvPy8gRlrDY2NvDy8hI5rMrJycGuXbtw//59Rnz4WZPX76F5oMc1iouLQQhB586dqdq1traGt7c3Y4eY/5vIy8uDlZUVpKWl8fTpUwwbNkxI4o+pTPTG/rsSEhL4fhqnufEAgOPHj8PPzw8fP34EULe4tbW1xZw5c6j5AABKSkqIiYnB33//jQULFsDc3ByGhoZIS0vDhg0bBNJVTJKZmYmAgAA8ffpUICk3Z84cqplxQF0F2+nTp4X8mD59OqOZxdbW1r/9WRoNX+vx8PBAcnIy3NzcMGPGDJw+fRrv37/H1q1bMXbsWEarDbmEr68vbty4AVtbW8jIyKBFixZCf6eRQVpbW4sdO3bgzJkzqKmpASEEkpKSmDZtGtavX09NXk1ZWRlxcXGQlpaGhYUFtLS0sGrVKhQWFsLQ0BCZmZlU/ODCePzquaX1rLq7u+P06dMYPXo0ZGVlRapy/1Q5DT6fz4qk28/WMX/iGoNNadSG1NbWIjExUWhuHzFiBKPviqKiIlhbWyM/Px+RkZHo27cvDh48CC8vLygrK6NNmza4f/8+goOD0b9/f8b84CJeXl44c+YMJk6cCFlZWZF5lang0H9yJjB06FBGfGgMNu5Pro4FV7h8+TJ8fX2Rk5Mj+E7mzZuHsWPHUrHv6+uLgwcPQldXFzIyMiJBTJpz+6xZsyAvLy+SYOzi4oIHDx4gODj4X7fJ1b1RY+Tm5mLu3Lm4ceMGq378iYiDMmJYR0FBAUlJSUJl4QDw4sULTJgwgbEgANe4cuUKli9fjs2bN2P06NEYN24cNDU18eTJE6iqqjJaNRQfHy+knfyj14KFhQVcXV0Z84OLZGdnIzAwEPn5+di/fz+uXLmC/v37U1/YcUH/nksUFxcjLS0NXbp0YSWr4/379zh9+jQeP36M2tpa9O/fn6rEXz1qamoIDw/nRAYSWwHDeoYPH47jx49DXl4eLi4u6NChA5YuXYrCwkIYGxvj3r17rPglhl2qqqrg5OSES5cuAfivQKaOjg72798vcvjLJNXV1Xjy5Am6dOmCbt26UbML1Mnr1R8osplBCtRl5D179gwA0KdPH+p9K+q/+x49emD06NHw9/eHlpYWrl27BhcXl0azCJmE7fHgAj+Tt5GQkGBMLvb7LOufQUuyFqiTvfT19cXbt28RGxsLPz8/dOvWDXZ2dlTsv379+qd/py1PCrC3xviVNOru3bup+kObbdu2IS0tDfv27UOfPn1QXl4ObW1tKCsrCw4Rd+7cKeiDShs251UuBS/FcAcbGxv4+PgIKobqKSoqgq2t7X+kfPC/Hbbm9sbIyMiAjY0NeDxeo4oGmpqa1HzhIhkZGZg7d66IGokY5hHLl4lhhfoG1UDdgYCFhYVIFsWXL18Yz9z89OkTLl26hIkTJ6Jt27aoqanBvn37EB8fjy5dumDRokUYNmwYoz7UU69Z3LRpU0hLS8PPzw/Hjh2Dvr4+li9fzqhtLmkn5+TkQE5OTpAZmJiYiISEBHTp0gVTpkwRCd4xyYMHDzB9+nQMGjQIDx48AJ/Px+PHj7Fjxw74+Phg9OjRVPxgS/9eQUEBN2/eROfOnUXk/r6HyY2Hj48PTpw4gbNnz0JWVhbp6elYsGCBoNRYS0sLhw4dEslQY5KuXbuyrsHPFqmpqT/9e/3hIkBP4gSoK5HfvXs3tm/fDlVVVRw5cgQzZsxAbGwsY++N/6QnCZPZYFyqNCwrK0OrVq0Ec/rTp09x8+ZNdOnSBePGjaOe9S0lJYU9e/Zg+fLlgiAqjUa8YWFhCAwMhLe3N3r06IG8vDzMnz8fb968gYSEBMzMzLBt2zYRzXOmYEsSqaHee0PqJSS+fPmCL1++AKCn925iYoJVq1ahZcuW6N69O4YOHYqoqChs374dlpaWjNrm4nhUV1ejqKhIELQjhAiqACZMmEDFB9qBsHrMzMwEa5uSkhKcPn0aurq6UFNTg6SkJLKyshAXF4e5c+dS8ykiIgJ79uzBrFmzBNKXffv2xe7du9GiRQsqvvws6FJZWcmoba6tMdiURtXX1//tzzJ1uBkfH4/t27cLGoYnJyejoqICU6ZMEXzG0NAQixcvZsR+Q7g2r2ZnZ1Ox0xjPnj3DuXPnMH/+fHTq1Anl5eXYtGmT4AxjyZIlmDhxIqM+cOH+BLgxFgkJCcjKygJQV71z6NAhEcnYFy9e/DLg/T+Fa1LXbM3tjaGmpoagoCAcO3YMN2/eFFQObd68mXFFAy7tjRrbu5aXlyMqKorauacYYcRBGTGsYG5ujk+fPoEQAh8fHxgaGqJ169ZCn2ndujWjpZUFBQWYPn06SktLMXLkSLRt2xZubm44ffo0xo4di3bt2mHhwoXw9/en0ldk6dKlcHBwEGjyDh06lGo1BtvayeXl5bCzs8OdO3cE5fHnzp3D5s2b0a1bNzRv3hxBQUEICQmhdlCxe/duzJ07Fw4ODlBTUwNQV+LaunVreHl5UQvKsKV/7+bmJsjycXNzY6UiJyQkBIcPH8bs2bMF2ZHr169HixYtEBwcjLZt22LZsmU4evQo48HLeoqLi+Hr64unT5+Cz+eL/J1WzyO2sLa2Fsm0bwzaWYJr1qzB4sWLER0djRkzZuDYsWPQ1tYG0Li+87+Bt7c3mjRpgu7du//0c0z3PLp48SKaNGkCRUVFqsHJhlRXV2Pz5s0ICwtDZGQkevfujatXr2LFihWQlJRE06ZNcfToUZw8eZJqc+R6WrduLbTpqj8cZ2I+iY2NhZOTE4yMjATfh5OTE758+YLDhw+jTZs22LBhA06cOEFNgoct2Y7vD23qK3Mau0brfbFy5Up0794dBQUFsLKyQtOmTVFUVIRp06YxLqXBtfG4efMm1q5dK5CwbUiLFi2oBWXqKS4uRmVlpci8wtS6b9myZYJ/L168GA4ODpg/f77QZ06ePIkrV64wYr8xAgICsGHDBpiZmQkS2GxsbNCqVSv4+vpSCcp8+vQJhw8fFpLsIoSgqqoKubm5SEtLY8w219YYRUVFgmzvAQMGIDMzE4aGhnBwcMCGDRsYbdr8+vVrSEhIQENDA0OHDmVlHf7+/XuhpuB3796FhIQEtLS0BNe6du3KWE+Gerg4r7LF48ePMWPGDHTo0AEzZ84EAGzatAkxMTGYPXs22rZti23btqFt27Y/rVT4n8KF+5MrY9GzZ09s27ZNMH9HRUUJJRzXJ7gy3f/Jycnpl8on9f7Q6r1ECEFiYiJycnIgKSmJ/v37Q1NTk0rwtLEARN++fYV6YN24cQOJiYlYsmTJv26fi3uj7/v1AnUJbFpaWnBwcKDigxhhxEEZMazQsmVLwcZXQkICtra2gsaBtPD29kbv3r1x8OBBtG3bFiUlJQgJCYGenh72798PoG6CPXToEJUmzbdv36Yqo/IjunbtiiNHjsDIyAiysrLYsGEDoqKioK6ujt27d6Njx46M2D1y5AgKCgpw9OhR9O7dG3w+Hx4eHuDxeAgJCUGzZs2wZs0aeHl5Uesp8+DBA2zZskXkupWVFc6ePUvFBwB49eqVYCGZlJSEUaNGAahbVNRrbDNBw15K5ubmjNn5GefOnYOTkxOsrKwA1DUsf/78ORwcHASZ7osXL8bOnTupBWXWrFmDrKwsDB8+nLUDcDbp3bs3nj9/Dg0NDZiYmEBbW5taL4ifUVVVhdDQUFRWVqJZs2YICgrCzZs30a1bN8YyoKZMmYLLly8DqMu+NzExYayn0M9wdHREdHQ0cnNzoaurC2NjY4wePRpSUlLUfAgICMDVq1exadMm9OjRAzU1NXB2dkaPHj0QEhKCVq1aYenSpfDx8RHRc2aShIQErFu3Dp8+fRK6zuTB98mTJ2FnZyc48M3JyUFWVhYWLlwoCObb29vDx8eH2uFRRUUFfH198eDBA1RUVIhs1pkKJrdu3Rrl5eWC90V9tjWbNGnSRETn+z/R/f6fwLXx8PT0xMCBA2FtbY0VK1Zg9+7dAhkimv37MjMzYW9vjzdv3ghdpxmgSk5ObjSAP2rUKKoSVfn5+dDQ0BC5PmzYMGzbto2KD87OzkhOToa2tjZiYmJgYmKCvLw8PHr0CI6Ojoza5toao127dvj69SsAQEZGBrm5uQDqAoXv3r1j1HZISAiioqIQExODFy9ewNDQECYmJlBVVWXUbkPatWuHz58/CwKjt2/fRp8+fYQaZufn5zOuZMDFefVX8odMVYccPHgQI0eOhKenJyQlJfHu3TtER0dj0qRJgkP/du3aISAggNFABBfuT66MRb9+/QTft56eHv755x+q6h71aGtr486dOxg0aBBMTEwwbtw4xs5ufoeSkhLY2tri4cOHaNu2LQghKCsrg6KiIo4dO4Z27doxav8/SZ5jIijDxb0Rl6qXxNQhDsqIYZ2lS5fi27dvuH//PqqqqkQOCpgqTb916xb27t0rqAS4desWqqurhbIGRowYIchSYxozMzPs3r0bS5YsgaysLCuNPYG6pshhYWEYOXIkbty4gYsXL2L58uWIj4/Hrl27GNukx8bGYv369Rg5ciSAutLfL1++YPXq1YKxmDx5MtUIvpSUVKOZX2/evKEaROzcuTPev38PSUlJPH78GKtWrQJQVzbfcFP0b/O70kxMLWQAIC8vT1DtANRtBiUkJISqlPr16/dDSRgmuHv3Lo4cOfJHNowEgOjoaGRnZyM6OhoBAQHYv38/xo4dC1NT00YPkmhhZWUFHx8fQQCmZcuWGDNmDKM2t23bhi1btuD27duIiorCrFmz0LlzZ0GARk5OjlH79SxYsAALFizA8+fPERUVhf3792PdunUwMDDA+PHjoaWlxfihVkREBNatWyeYQ1NTU/H+/XusX79esCGcM2cONm7cSDUo4+rqChUVFcyYMYNaEDU7OxvOzs6C3+vfW7q6uoJrCgoKePnyJRV/gLpD1qioKGhra1OrNgXq1laJiYmIiorCrl27ICMjA2NjY5iYmLDSlwL49dzGZLUM18YjNzcXbm5u4PF4UFBQQKtWrWBtbY1WrVrB398fBgYGVPxwdnZGt27dsH79esYPaX5E165dkZycDFlZWaHrV65cofrddOnSBfn5+SLSWBkZGejatSsVH5KTk+Hu7g4dHR08efIEtra24PF42LRpkyAowRRcW2OwIY1aj6qqKlRVVbFu3TqkpaUhKioKdnZ2aNmyJYyNjWFsbMx4IoimpiZOnToFV1dXpKam4vHjx0JSZbW1tfD19WX8u+HivNpQ/hCoy4p//vw5EhMTGU0US0tLw9GjRwVN02/dugWgTkaunsGDB2PPnj2M+QBw4/7kylg0hM1Db39/f5SUlCAuLg5RUVHYsWMHhgwZgvHjx2PMmDEiyjRM4+7ujoqKCoSGhgruhezsbKxevRp79uwReqaZgO3kOa7tjd6+fYsuXboInheg7hnq1asX9Z5cYv4LcVBGDOtcvXoVTk5OKCsrEwnIMJkd9+nTJ6FNVlpaGpo0aSJ00NqxY0fGtZPrSUhIwMuXLxEbG9vo32nJesTExMDT0xOKiorYsmULhg4dikWLFmHEiBEikg7/Jm/evIGCgoLg99TUVEhISGD48OGCaz179sTnz58Z8+F7DAwMsG/fPuzdu1dwLS8vD66urtDR0aHmB1v6942VtzYGk0GZ+v9+PWlpaWjfvr3Qgqq8vJxqkKxbt27UF7VA4zrrhBBkZmbi7du3QteZ1lnn8Xjg8XhwcHBAZmYmoqOjsXr1atTW1goy5ZjW5/0eKSkpoUUmLZo2bQptbW1oa2tj69atuHnzJqKjo2FhYSF04ErjIFxOTg52dnaws7NDTk4OoqOjsW3bNpSWlmLs2LEwMTFh7N4oKCgQkvq8c+cOJCQkMGLECME1WVlZfPjwgRH7P+L9+/c4fPgw1YqEqqoqocrXtLQ0tGrVCsrKyoJr1dXVVCuZLl++jH379gkdYNGgWbNm0NfXh76+PiorK3H9+nVERUXh0KFDGDBgAIyNjWFkZIS//vqLmk/fz201NTUoKiqCpKSkoPkrU3BtPJo2bSpITpKVlUVOTg60tLSgqakJd3d3Kj4AdfrqFy5cYLzX08+wtbXF9u3bkZGRAWVlZdTW1iI9PR2XL1+mWikzdepUbNu2TdAr7NmzZ7h58yb27duHWbNmUfGhvLwcAwYMAAD06dMH2dnZ4PF4mDlzJhYsWMC4fS6tMdiQRm0MDQ0NaGhoYOPGjUhJSUF0dLRA2tfY2JixdfiyZcswY8YMDB06FOXl5ejZs6egEiUqKgpHjhzBq1evGFcQ4OK82lD+sCHBwcG4desWY89raWmpUFJeWloamjZtKrS+a926NWpraxmx3xhs3Z9cGQt9fX38888/6NixI2sVVPV06NABU6ZMwZQpU/Dx40fExsbi3Llz2Lp1K0aMGAFjY2Po6elRSVS6fv06Dhw4ILRv5/F42LhxIxwdHRkPyrCdPMelvZGvry8OHDiA48ePC/nk5eWFu3fvYs2aNbCxsWHcDzGiiIMyYlhn9+7d0NLSgp2dnWBjSINOnTrh/fv3kJaWBlCXWaGgoID27dsLPvP48WNGKxEaQqNB4u9QUlIi0NlMSkrC1KlTAdRN8BUVFYzZbdmypUAeAABSUlLQs2dPocBZYWGh0PfDNGvXrsW8efOgqamJ2tpamJubo6ysDDwej3FN2IawpX/PhfJWeXl5pKenQ1ZWFl++fEFKSoqIJn90dDTk5eWp+bR69Wo4OzvDwcEBvXr1EqlAYOrwvV5n/fvg9cqVK4V+p93LRUVFBSoqKli7di0yMjIQHR0NW1tbdOjQQZCdRAMzMzPMmzcPEydOhKysrMhmg4Z2spSUFHR1daGrqws+n4/z589jz5498PT0pPqdAHXPjry8PFasWIGQkBB4eHggJCSEMT+aNm2Kqqoqwe+pqan466+/hIIhRUVFaNOmDSP2f4SmpiYePnxINSjTu3dvPHz4EH///TcqKytx69YtEf3s69evU6ukAureC2weeANA8+bNYWhoCENDQ5SXl+P69euIjo7Gvn37oKysjMDAQCp+NDa3lZWVYf369YwHZRrChfHo378/rl27Bmtra/Tp0wd3797FrFmzRAL9TNOtWzdG15i/w9SpU9G6dWucOnUKcXFxkJCQgIKCAg4ePEithyAAzJ8/H6WlpXB0dERlZSUWLlwISUlJTJs2DYsWLaLiQ7du3fD69WtIS0tDTk4OT548AVC3VqeZHAWwv8aQlpamLo36M5o0aQItLS38/fff6NGjB/z8/ODt7c3YoXfv3r0RGRmJmJgYSEhIwMTERFDN9vr1a8jIyMDd3V2oRwNTfnBtXv0RI0eOZDSo3a1bN7x69UroDENVVVWosfy9e/d+KdnEBLTvT66MhZmZmWDfwZbkd2N06dIFVlZWsLKywrt37xAREYEtW7Zg48aNSE9PZ9x+dXV1o2dpXbp0YbwPVT1sJs9xZW8UFxeHffv2wc7OTpBwUY+3tzcCAwPh7u4OGRkZqonHYuoQB2XEsM6rV69w5MgRyMjIULU7cuRIHDp0CLt378a1a9fw/PlzgSwUAHz9+hUHDx4Ukk5ikob9O9hERkYGWVlZKCoqwqtXrwRyYleuXMHff//NmF01NTVERETA0dEReXl5uH//vki0/tSpU1R1atu0aYPg4GAkJyfj0aNHqK2thby8PEaOHElV35pN/ftfwefzkZWVJZRx8W9iZWWFLVu24PHjx8jIyACfzxdkntUvLv39/eHq6sqI/cYghCAvL0+k2S7T2vdMZ1b9T8nJyUFiYiJu3ryJsrIyqoEyAPDx8QEAHDt2TORvNBtavn//HnFxcYiJicHdu3chKyvLyvN67949xMbGIjY2Fu/fv8ewYcNgZGTEmD1FRUXcuHEDffr0wbt375CWliYyr124cAEDBw5kzIfG2Lp1KywtLZGYmIhevXqJZC8yEdg2NzeHi4sL3r59i9u3b6OsrAzTp08HUPfOvHr1Kg4dOgR7e/t/3faPGDNmDC5cuMBoU+r/hOrqalRWVoLP54PP56OgoIBVf9q0aYPly5dj7ty5mD17NnX7bI3HggULsHz5ckhJSWH8+PHw8vLCggUL8OTJE2hqalLxAQDs7Ozg6uoKNzc3yMnJsdIwGgDGjx+P8ePHs2K7IY6Ojli8eDFyc3NBCEGfPn2oBrTHjh2LdevWYefOnRg+fDgcHBygqqqKK1euiMi70YLtNUZmZiby8vIwfvx49O7dm5XD/5cvXyImJgYxMTF4/PgxeDwe5s+fD2NjY0btdu7cWdDbsSFMKih8Dxfn1R8RGxvLaEX9mDFjsGfPHmzduhUJCQl48+YNFi5cKPj7u3fv4OXlJZLExjRs3J9cGYuGa8mWLVti/PjxnJGDqqqqws2bNxETE4OrV6+CEEJNmlRRURFnzpwRkeY6c+aMkEIKLWgnz3Flb3T8+HEsW7as0cSOtm3bYunSpfj69Sv8/f3FQRkWEAdlxLCOnJwc3r59Sz0os2LFClhbW2PIkCEghEBJSUkQBDhz5gx8fHwYl2Wq5/nz5wIN5bKyMrRt2xYDBw6EkZGRiKY008ybNw+Ojo5o0qQJNDU1wePx4OPjAx8fH7i5uTFm187ODjY2Nrhx4wZev36Ndu3aCQ69b9++jWPHjiEpKQmnTp1izIfvWbNmDczNzaGlpQUtLS1qdr+HTf37eh48eIBNmzYhJyen0RJwpgIREyZMAJ/Px5kzZ9CkSRPs3btXkJl45MgRnD17FvPnz8fEiRMZsd8Ybm5u0NTUxJQpU6jKprHVf+FnZGdnIyYmBrGxsXj+/DlUVVUxdepUGBoaUt+MZGdn4+vXrygtLUW7du2ofjfv3r1DbGwsYmJikJGRgV69esHIyAgbN26kql2ckZEh+D4+fPiAIUOGYNGiRRgzZgzjjT7nz5+PxYsXCzTnmzZtKjjczs7ORkhICEJCQnD48GFG/fiegwcP4uPHj0hMTBS5JyQkJBh5f9rY2ODTp084dOgQmjRpAicnJ4FUgaurK0JCQjBx4sRGD7n+Terlj4A6OaKLFy/i1q1bkJOTE0ksoNHUvaSkBJcvX0ZMTAxSUlLQuXNnjBs3DnZ2dlBTU2Pc/q8oLS1FaWkpNXtcGA8DAwOcO3cOTZs2hbS0NPz8/HDs2DHo6+sz2hMBqJMwaRh8IYT88PCOqTWGt7c3bG1t0bJlS06stYC6JtGTJk2CmZmZkDQTTRwcHFBdXY3CwkKYmppi7NixsLe3R7t27bB//35qfnBhjVFWVgZbW1vcv38fEhIS0NbWxu7du1FQUICAgADG/Xjx4gViYmIE+8T+/fvDyMgInp6enKgKoQVX5tWGNCZTVV5ejs+fP/9Q2uzfYMmSJVi0aJEg2UhPT0+gbHHo0CEcPHgQsrKyVFQ42L4/uTQW9Rw6dIha0ONH8Pl8JCYmIiYmBteuXQMhBLq6uti5cydGjRpFrXexvb09bGxscO/ePUEl8t27d5GdnQ0/Pz8qPnwPzeQ5ruyNnj59ChcXl59+ZsKECTh//jyjfohpHAnyvQ6KGDGUSUhIwO7du+Hg4IA+ffqITBJM6vDz+XzcunVL0LukXof23LlzyMvLw5w5cxhfbO/btw9+fn6QlJTE33//jbZt26KsrAz5+fkAgEWLFlHbCNbz5MkTFBQUCCbtGzduQEpKivHARL2meJMmTTB16lRBoM7DwwPJyclwcHAQVO7QwMbGBmlpaejevbtgg0w7SAbULTAb8r3+fUBAAOM+WFlZobKyEhYWFtixYwecnJzw8uVLBAUFYdeuXYxm4P+Id+/eoVmzZowfNn/PoEGDEBERwcq9wAUeP34syIR7+fIllJWVYWRkBENDQ4F8AE3Kysrg7++PS5cuCWWXy8rKYsKECZgzZw5jAZrjx48jNjYW9+/fR48ePQTjoKioyIi9H+Hq6orLly/jw4cPGDx4MIyNjTF27FjGmxB/T1JSEkJCQtCkSRPMmjVLcLDs4uKCyMhIrFy5EpMnT6bqk7q6OjZt2sSZatR6GaDv5QOY4D/ZZJ48eZIRHz59+oQrV64IAg8dO3bEuHHjYGhoyErTbqDxRIfy8nJERUVBQUGB0c0xF8bj27dvVIPWP+LixYu//Vmmnl89PT2cP39e0AfgR0hISFCrVvX29kZkZCRevHgBdXV1mJubw9DQkJVedg0pKSlBmzZtGO/dxrU1xrZt2/Do0SN4eHhgwoQJCA8PB5/Px6pVq9CnTx9GG4hPnDgROTk56NevH8aNGwdjY2OqUpz/W6A5rzaksblESkoKgwYNwrBhwxi3//TpUzRp0kRIOu7y5ct4+/YtzM3NGX9ncOn+ZHssGmJra4sRI0YIei/RpH59ER8fj5qaGujo6MDIyAijR48W6slEk8zMTBw7dgw5OTkghGDAgAGYM2cOVfnHHyXPGRkZMZ48x4W90ZAhQxAcHPxTmckXL17AwsICaWlpjPoiRhRxUEYM6ygqKqKmpgYARDLmaPdGoM3Zs2exfft2rFy5ElOmTBHSP/369StCQkKwb98+uLu7w9DQkIpPHh4esLCwEC/6/z/1ElkRERF48uQJBg8eDDMzMxgZGbG6QW6of09DakVNTQ2BgYFQUVHB5MmTsXbtWmhoaOD48eNISEhoVDLq/yoLFy6EiYkJJkyYwLYrrMDj8SAlJYXhw4fDyMjopxU8TDWVr+fTp0+YOXMm3rx5gzFjxkBeXh7t2rVDaWkpHjx4gGvXrqFXr144ffo0Iz3LGo7FrzKamQyu1/uhqan5yz5oNCoivufbt29o0aIFK5JE2traOH36NGuSO2yioKCAmzdvonPnzqz5oKSkJEh8MTIygoaGxg/lP5lMwmlIY4fvUlJSUFNTg4ODA6PJOFwYj8bui7t370JZWZla9iwAhIaGwtjYmKrN/01kZmYiPDwcMTExKC8vx9ixY2FmZsaYrNyKFSvg6upKve/X93BpjQEAurq62LNnD9TV1aGmpobw8HD06tULGRkZWLJkCW7dusWYbR6PB0lJSXTt2vWX8yfXJW7/L5KamopBgwYJkjrrqaysRHx8PMaNG8eSZ3QQ35+Ns2LFCsTFxaFdu3aQk5MTCYacOHGCMdsN3586Ojo/TcCgJevMJlxJnmsMmnsjKysrmJiYYMaMGT/8zOnTp/HPP//gwoULjPsjRhhxUEYM69y5c+enfx86dCglT+hTn/22YMGCH37G19cXN27cYCyL9XumTp2KzMxMKCsrw8LCAiYmJqxv0LjC06dPERkZiaCgINTW1lJpkPczcnNzMXfuXNy4cYNxW6qqqoiJiYG0tDRWrVoFdXV1zJgxAwUFBZgyZQqSk5MZ94Er+Pr64uDBg9DV1YWMjIxI1ijtyjbaNMwoql9INraUoBFU37p1K1JSUhAQENBoBu3bt28xf/58GBgYMNJL42eZ1Q1hOsuaCxURXMXHxwf5+fnYvn07J6oDaMLj8ZCUlMRqUKax98X3/AlJOPVwYTwauy/U1dURFhZGtQKUC0HD0NDQXx5Mffr0CevWraMuvVhPbW0tzpw5A09PT3z9+pWx+6Kx78PU1BRHjx6lWqHCpTUGULf+jYyMRK9evYSCMnl5ebCwsMC9e/cYs/0rSb2G/F9fe3IRBQUFJCUliVQlP3z4ENOnT0dmZiZLntFBfH82TkPp2MZgMjnqd6s+mH5/fvz4EV5eXrCzsxNKdHF2dkZNTQ3s7e2pVPNzJXmObS5evIhdu3bh2LFjjd4jjx8/xuzZs2FnZyfo3SuGHuKeMmJYp2HQhc/n/1EZc/n5+b9sPKerq0t1IxgSEoL8/HyEhobiyJEjcHNzg4GBAczMzKCtrc1a81W2uX//PiIiIhAbG/tT3XOa0NS/l5WVxd27dzF+/Hj06dMHWVlZAh/4fD4VH7jCmTNn0LFjR9y7d09kM85UjwqgrmqLC00juZTtlpCQgM2bN//wwKh79+5YsWIFPDw8GAnKXLt27V//b/53+NMCLf8JaWlpSE1NRUxMDDp37iwSROXS/fx/ESYzQv83wtXxYCNHjwt5gevXr0ezZs1+uKZLSUnBqlWrUFJSQtcxAG/evBFUaufl5WHo0KEwNzdnzF5j38erV69QXV3NmM3G4No7WVlZGdHR0SIJdEFBQYw3Z+bqIWFqairy8vIwfvx4vH37FnJycozL2nGF48ePw93dHUDdM6Otrd3o52hKM7EFV+9PtmGjIr2e7Oxs1mzX8/HjR0yfPh2lpaWYPHmy0N61R48eCAwMxJ07d3D69GnGAzP1FcdPnz7F06dPf/g5JvfvXMDMzAzx8fGwtLSEjo4O1NXV0a5dO5SUlCA9PR03btzAiBEjGOutI+bn/BmzpxjOc+bMGfj6+uLt27eIjY2Fn58funXrBjs7O7ZdY5SKigq0a9fup59p3749vn79SsmjOnr37g0HBwc4ODjgzp07iImJwbJly9C+fXuYm5tj6tSpnDgcZpr8/HxEREQgMjISBQUFGDp0KFatWoVx48ahRYsW1Pz4mf49Dc1ioC4Tf8OGDQCAcePGYeLEiWjRogXS09MxaNAgKj5wBbYO4nV1dTFq1ChYWlpCV1cXTZs2ZcWPn0mJ0Objx4+Ql5f/6Wd4PB4KCwspeSSGawwePBiDBw9m2w3WiI6O/q1qV6ZkLLhS7aygoPDbn2Uye5Qr48EV2E70mTFjBtasWYNmzZoJNWaura3FgQMH4OvrCzk5OarJUcHBwYiMjER6ejp69uwp6GlIS96Pbbi0xgAAR0dHzJ07F5mZmaiursahQ4eQl5eHhw8fwt/fn233qFJWVoZ58+bh3r17kJCQgLa2Nnbv3o2CggIEBAT8EXvDmTNnokOHDqitrcX69euxbt06IXlcCQkJtGrVijGZQTHcpKEcZ2ho6E8/+39dNuzw4cNo164dzp8/L3LONX/+fJibm2PWrFk4evQonJycGPWFK8lzXGD//v0ICgpCcHAwrly5AqDufaWkpIQtW7bA0tKS9TXZn4o4KCOGdSIiIrBnzx7MmjULfn5+AIC+ffti9+7daNGiBebOncuIXS5U5RBCfqglXg+bL8fMzEzExcUJJrQhQ4YgNTUV/v7+2L59+//5nhpGRkb4+++/BRtitjaKjWl7SklJQUtLCw4ODlR8mDx5Mjp27IgOHTqgb9++2LFjB3x9fSEtLY1NmzYxZvfo0aMwNzf/ZZ8M2hBCkJiYiJycHEhKSqJ///7Q1NRkNFCyc+dOhIWFYfny5ejYsSMmTZoES0tL9O7dmzGbXKeqquqXAdIWLVpQz/QVwx3YyHy7dOkSxowZw/oaA6hrJPorJCQk/s8fEtSjoaGBMWPGMNJjSsx/zpIlS0T6MTQGUxVGGzduBAA4ODjA29sbo0ePxps3b+Do6Ih79+7BysoKq1evptogub6P5IoVK6j0TBHzc9TV1REcHIyAgADIysri3r176N+/P9avXw9VVVW23aOKp6cngLoG6vV7wNWrV2PVqlXYtWsX9uzZw5htrsyrkpKSgvlSQkICJiYm1H3iSuU8F+DKWDg5OWHkyJHo3LnzTwMNf8J66/r163Bxcflh4nHnzp1hb2+PXbt2MR6UESOMlZUVrKyswOfz8fnzZ3To0OG31mBimEUclBHDOgEBAdiwYQPMzMwQEBAAALCxsUGrVq3g6+vLWFBGW1sbEyZMgKWl5X+UQflv8/btW1RWVv7w70VFRRS9qZNLCAsLQ1hYGPLz86Gqqgo7OzsYGxsLsm29vLzg5ub2rwZlbG1tMWXKFOjr63OmBP7EiROcyGrlSpZHwyxSU1NTmJqaMm7z6NGjOHDgAEaOHInJkydDR0fnl4FMpikpKYGtrS0ePnyItm3bghCCsrIyKCoq4tixY7+sfvvvMmHCBEyYMAHv3r1DWFgYwsPDERAQgEGDBmHy5MkwMjL643pmiOEOmzdvxpQpU6CkpMS2KyI8ePAA/v7+giBqv379MGvWLMbkRVavXo22bdsK1hgDBgxgxM7vwHZPGa6QkJCAmJgYREVFwdPTE9ra2jAxMYGenh7Vyleu0Nja8927dyKJBUxXZ3Tv3p318d+4cSMkJCSwfPlyzJs3DydPnkSLFi3g5+f3Q2kiJklKSkKrVq2o25WQkBBnyf4AHo+HXbt2se0G61y/fh179uwR6j3Vt29fbN68GUuWLGHUNpfm1XrMzMxQXFyM/Px81NbWAqhL2uLz+cjKysLixYsZscuVynkuwJWxaCgbxgUJMTb58OEDZGVlf/oZHo+Hd+/eUfKIGxQUFDTat6+6uhoHDx7E8uXLqfnSrFkz/PXXX9Tsifk5EoQLgr5i/mgGDRqEiIgIkQaKBQUFMDExYaxJ3qFDhxAWFoYXL16Ax+Nh8uTJMDU1pZo9yePxfrkBot0AV0FBAZ06dRIsevv27SvymatXr8LX1xfBwcH/mt05c+YgJSUF7du3x8SJEzF58uRGbTNNamrqb3+WVgYjIQQ+Pj7o0qULpk2bBgCYOnUqdHV1sWjRIio+AHWHWv7+/nj27BlCQkJw4cIFyMjIYOLEiYzZrKysRFxcHMLCwpCcnIyOHTvC3Nwc5ubmkJOTY8zuz1i3bh0yMzOxZ88eQbO87OxsrF69Gurq6nB2dqbmS1ZWFsLCwnDp0iXw+XwYGxvD0tLyj8ne5PF4sLW1/Wkw6uvXrzh27Ngf0UScTcaNG4eXL1+if//+mDx5MiZMmID27duz7Rbu3LmDuXPnQl5eHhoaGqitrUV6ejpycnIQGBjIiLTZ27dvERoairCwMDx//hyKioqYPHkyTExMfktK7N+CC43UucibN28QFRWFqKgo5OfnQ1dXF8bGxhg1atQfkTHY2Nqzfq35/e9Mvjd5PB6ngoZubm44ceIEBg8ejIMHD1J9f3GhYTaPx4OamprQM5CWlgZlZWWRSiGu9kb6t9DS0sKlS5eE+h28ffsWXbt2ZT0xiE1UVVURGRkpsmfPy8uDhYWFSJ/FfxOuzKsNCQ8Px8aNG1FVVQVA+D3as2dPgUQQE3Yb7ou4Xjn//fzyb8LlsXj+/DlycnLQtGlTKCoqonv37my7RAU9PT24u7v/9JwkLS0Nq1atQnx8PD3HWEZPTw+nTp0SSnZ59OgR1q5dixcvXjB25imG+4iDMmJYx8DAAJs3b8aoUaOEFnjh4eE4cOAAYwuaeu7du4eLFy8iJiYGlZWVMDAwwOTJk6n06rhz585vf5ZWxcbVq1eho6PDSqZJfQVAWFgYnj17BhUVFVhaWsLY2BitW7em4kP9YUVjBxSAsJwcrUPeffv2ITg4GNu3b8eYMWMAAIGBgTh06BBmz55NJTCTlJSERYsWwcTEBFFRUbh06RL++ecf+Pr6ws3NjUop9ocPHwT3R25uLgYPHozJkyfD0NCQqrSIpqYmDhw4IPJMpqSkwNHREUlJSdR8qae6uhpJSUnw8vLCw4cPqd2beXl5rARP69HT0/vtzzJdcebt7d1ogKisrAz79+8X9GT6v0x6ejpCQ0MRExODiooKwXyqpaXFmk/Tp0+HvLy8SLDU2dkZubm5OHnyJKP279+/j9DQUERFRYHP52Ps2LGYPHkyNDQ0GLULcO/Qu56qqirBwS/b0iMvX75EdHQ0oqOjUVhYCAMDA7i5uVGxHRkZiZEjR1IPXnJl7cnFoOHOnTsREhICX19fKs9oPd/PZW/evIGUlBR69eoFSUlJvHz5ElVVVVBSUvpXE6Iasm7dut/+LM1G1oQQlJSUoGPHjgDqpJUVFRUZ3ac09u5UV1dHWFhYo5nOtKioqECTJk3QrFkz5OXlIT4+HmpqalBXV6dif+bMmRg1ahQWLFggtGfftm0bsrOzcfr0aSp+sDmvNsTY2BiqqqqYN28epk+fjoCAALx//x7Ozs5wdHRkNGkNgFDlfF5eHquV8/r6+jh//jw6dOgg4uOECROQkpLCqH0ujUVZWRkcHR1x48YNwTUJCQkYGxtjx44drEvwMc3WrVvx4cMH+Pj4/PAzS5cuRfPmzRmVPOQay5cvx8OHDxEUFITOnTvD29sb/v7+UFFRwfbt21ndT4thF3FQRgzr+Pr6IiQkBOvWrcOqVauwb98+FBYWYt++fZg1axbs7Oyo+MHn83Ht2jWEhYUhMTER0tLSsLCwgJmZGSe0SpnkP2mCTavRaGZmptCC29DQEJaWloxvPF6/fi34d3JyMg4ePIj169dDXV0dkpKSyMrKgpubG+bPn09NE1ZHRwcuLi4YMWKE0PWEhARs27YNV69eZdyHadOmwdDQELNnzxbaiPn6+iI8PBwRERGM+9CQhw8fCgVTTUxMsHXrViq2NTQ0cPbsWfTp00foel5eHszNzXH//n0qftTz5MkTREREIDo6Gh8/fsSYMWOwe/duKrZ5PB5UVFRgbm4OExOTP65PQ15eHoqLiwHUyW56eXmJHLDm5ORg165djN4XNjY2v/1ZGhnOfD4fV69eRVhYGG7evIlu3brB3NwcFhYW1DMFVVVVceHCBZHNTl5eHiwtLZGRkUHFj6qqKly/fh2hoaFITExEjx49YGlpifnz5zNmc926ddiwYQNrWcTfU1xcDHt7e6ipqQn6oQ0fPhw8Hg979+5lpbKKEIKUlBTExMQgMjISNTU11O6JoUOH4vTp0+jXrx8Ve1yDC0HDxipUzp49i7KyMsyaNUvo4J9Wf6rjx48jPj4ee/bsEYzNly9fsGbNGsjLy8PR0ZGKH1zg5cuXmD9/PvT19bFmzRoAdYkxXbp0EfQ1ZILG7s2Ga182SE1NxZIlS7B//3707dsXhoaGaNKkCb59+4bdu3fDyMiIcR/S09Mxd+5cjBgxAgkJCTA1NUVeXh4ePnwIf39/KgmNDWFjXm2IsrIyQkND0bdvX1hbW2P+/PkYNWoU4uLicPjw4UZ7gjIFG5XzUVFRSExMBABcvHgRxsbGIklyr1+/Rk5ODm7fvs2YH9/DtorAunXrkJaWhs2bN0NNTU1QoV2fXEmjj8qrV69w9uxZpKeno6ioCO3atYOqqiqmT5+O3r17Y+fOnfj7778xc+ZMRmybmZlBS0sLS5YsEZIafPz4MQ4dOoTExEQEBwdzQoaQFjU1NVi9ejWysrLQokULvHnzBqtWrRKooIj5cxEHZcRwAk9PTwQGBgr0rSUlJTFt2jSsX7+elTLx4uJixMbG4ty5c8jJycGDBw+o+0CT73vqNFZmTFtGrZ6qqirEx8cjKioKN27cQPfu3XHp0iUqtseNG4etW7eKZHnfuXMHTk5O1Hq9DBo0CBcvXhQpxX7x4gVMTU2plLuqqakhLCwMMjIyIjKD48ePpx6IAOruydu3b2PPnj1Uq0NmzZoFeXl5kcoHFxcXPHjwgLEs1oa8efMGERERiIiIQG5uLhQUFGBhYYEJEyZQDYw8e/YMoaGhCA8Px6dPn6Cvrw9zc3Noa2v/Edr08fHxWLRokeD/9UdLKgsLC7i6ujLmB1cznIG6vmgRERGIiorCo0ePoKWlBV9fX2r2dXR0sHv3bpEM2tTUVCxdupTx7M3GePz4MTZt2kT1vcUFVq5ciZcvX8LV1RXy8vIA6gLsW7duRf/+/alVqNTW1iIlJQXR0dG4evUqysrKMHLkSBgaGkJPT49aP48pU6Zg9uzZMDY2pmKPa9y5c0eQ8MIWv1ttKSEhQSUBBqgLVAYEBAjkUevJycmBtbU1K+8stli0aBFqa2vh6uoq0L8vLi7G2rVr0bJlSxw4cIARu1wMykyfPh1ycnLYsGEDzp49i+PHj+Py5cs4f/48zp49i9DQUCp+ZGdnIyAgAI8ePUJtbS369++PuXPnsi6by8a8OnjwYISGhqJXr17YuHEjevfuDVtbWxQWFsLU1BR3796l4kdDaFbOv3nzBmvXrgUhBKmpqRg0aJCQ/KGEhARatWqF6dOnY/To0Yz58SPYUhEYMmQIDh48KCLfdevWLaxatQq3bt1i1P6lS5cEvdLU1NTQsWNHfP78GZmZmSgvL8f8+fMRGBiICxcuMCYFfvfuXaxatQpv375Fy5Yt0a5dO3z+/BkVFRXo2bMnXF1dqQdxuUBtbS2cnJwQGRmJ4OBgxnpb/ncoKSlBYWEhBg4cyLYrfxzc6KYt5o/H0dERixcvRm5uLggh6NOnD2uZnSUlJYiNjUVUVBSePHnCqZclU7Ru3Rrl5eXQ0NCAiYmJSAUAm0hJSaFPnz7o06cPsrOzhSpZmOb9+/fo2rWryPV27dqhpKSEmh88Hg8XLlzAypUrha6HhYVRy7Bt27Yt3r9/DxkZGaHrubm51LObHz58iIiICFy6dAlfvnyBvr4+1cxRe3t72NjY4N69e4LKrbt37yI7Oxt+fn6M2f38+TNiYmIQERGB9PR0tG3bFqampvDw8BA5vKFFnz594OjoCAcHByQnJyMiIgKOjo5o2bIlJk2aBAsLC5F75v8SOjo6uHbtGmpra2FgYIBz584JadDXb0i/l3P4t6EdaPlP6Ny5MywsLNCuXTsEBQXh5s2bVO3r6upi+/bt8PT0FFTL5ObmwsXF5T+Sv/ufUlxcjEuXLiEiIgJZWVlQUVHBtm3bqNnnAjdv3kRgYKAgIAMAioqK2LJlCxYsWMCo7draWty+fRsxMTGIi4tDeXk5tLW1sWbNGujr67Oy5uTxeFi1ahX8/PwgJycnkmHM5ef634CWLO/PoJVc859QVVWFr1+/ilwvKir6I5IdGpKWloazZ88KNSTu1KkT1qxZAysrKxY9o8+jR4+wa9cutGnTBjdv3oSOjg6aN2+O0aNHY+fOndT84PF42LVrFzV7P4PteVVJSQnnzp2Do6Mj5OXlkZCQAFtbW+Tm5rLSn+z7ynkTExNG7UlLSwuqr62treHt7c2JXoIA/bFoSNOmTRtNkPvrr79QXV3NqO1Hjx7ByckJ1tbWWLFihdC6gs/nw8fHB4cPH4aVlRWjvVkHDx6M2NhYXL9+HQ8fPkRJSQk6deoENTU1DB8+/I/o3wc0njQnISEBSUlJrFy5UihhjI0135o1azBmzBhoampi8eLFKCsro65+IkYclBHDET5//oznz5+Dz+cDEO7VQaOZemVlJa5evYrw8HDcvHkTHTp0wIQJE+Ds7MypAAVT3Lp1C4mJiYiKisKuXbsgIyMDY2NjmJiYoGfPnqz49P79e8FC+/Hjx1BSUsKsWbMwfvx4aj6oqKhg//792LFjh6CnTUlJCTw8PKgeJixZsgQLFy5EWloaBg0aBKCuNPvevXs/1Wv9NzE1NYWbmxvc3NwgISGB8vJy3LhxA9u3b6eS5VtQUCCoDHn+/DkGDBiAhQsXwtTUlPoGQE1NDUFBQTh27Bhu3rwJQggGDBiAzZs3MxrE1dbWBiEEmpqa2L17NwwMDDijSywhIYHhw4ejQ4cO6Ny5M06dOoXjx4/Dz88PI0eOxJYtWxiTGWGbeknHq1evokePHpw4NCsuLkZ+fj5qa2sB1FXw8Pl8ZGVlYfHixVR84PP5iI+PR0REBBISEtC+fXuYmZlR14+2t7fHnDlzMH78eMEm+cuXL1BQUBDI4TDF169fcfnyZUREROD27dto164dJk6cCDc3tz9SsqqmpqbRajIpKSl8+/aNUdvDhw9HeXk5hg8fDicnJxgYGLAu65afn4/BgwcDqOuZJkYMUFe9s2nTJmzevBlKSkoghODu3bvYvn071YNFLiApKYkvX76IXP/27dsPK1P/DSQkJETmcrbn9pYtW4LP56OyshJ3797F5MmTAQAfP36kViHN5/MFKhL1e/aG0DhU5NK8umzZMsybNw8dOnSAmZkZfHx8YGJigjdv3lCrgGyscn7u3LnUK+eZ7s/3O3BlLGxsbLB9+3bs378fXbp0AVDXZ2bfvn3/kdzwfwd/f3+MGzeu0fVts2bN8PfffwOo68HDNM2aNcO4ceMwbtw4xm1xlVevXjV6vb6y8Ed/p0F5eTlycnIQERGBFi1aoHXr1jh27Bhr/vzJiOXLxLDO+fPn4ezsjKqqKpEFNpNyWYQQJCUlISIiAleuXEFFRQVGjRoFCwsL6OrqUml0z3aD28aorKzE9evXBTqxAwYMgLGxMYyMjIQy1ZigrKwMsbGxiIiIQGpqKtq2bYsJEybA0tJSKLOWFk+fPsXs2bPx7ds3yMnJgRCC58+fo1OnTjhx4gTVgFVGRgZOnjyJp0+fQlJSEn379sW8efOoVUhUVVXByclJIB0nISEBQgh0dHSwf/9+kQzff4ugoCBERETg/v37aNu2LcaPHw9LS8s/srTW29sbFhYWnAtuNNZc09zcHMbGxiguLsamTZtQWlqK8+fPs+0qo9TW1gqqmBqbz2hlQIWHh2Pjxo3g8/mC57T+MKlnz564cuUKo/Zv376NiIgIxMXF4du3bxg9ejQsLS0xatQoKvNqQ759+4YWLVqAEILExEQ8ffoUFRUVUFZWxsiRIxmTR60PRl27dg18Ph8jRoyApaUldHV1WZVqYpvFixejuroae/fuFQREysrKsGbNGlRXV+Po0aOM2W44V/7qcPVPkpQTwz3KysqwYsUKJCUlCUljGhoawt3dnbH1FhdZs2YNnj17Bk9PT0HVbUFBAdasWQNpaWl4enoyYpfH4/1Qxvl7aL0vVqxYgcrKSrRv3x5xcXFITExEQUEBNm/ejF69ejE2Fg1xcHDAlStXoKCg0Oh9yOTBPFfn1Xfv3oHP56NXr17Izc1FcHAwpKWlYW1tzVji1I8q5y0tLalWzuvp6f12sJIp+UeujEVDZsyYgaysLDRp0gRycnKQlJTE8+fPUV5eLpK89W+Py+jRo7F//35BEuf3jB07FiYmJjh37hz1ynUx7JGfn4+1a9fi2bNnmDRpkqBFxN27d2FnZ4fy8nJIS0sjJCRESPFBDB3EQRkxrDN69GiMGjUKs2fPRosWLUT+ztTBt7a2NoqLiyErKwsLCwtMmjSJ8aDD9wwcOBCjRo0SLCppH1j9ivLycly/fh3R0dFITk6GsrIyAgMDGbG1fPlyJCQkoKqqCtra2rCwsIC+vj7r5a1lZWWIjIzE06dPISEhAR6PBxMTE7Rs2ZJVv9ji5cuXAh1peXl5xrPSFBQUoKmpCQsLC4wdO5bVypCPHz/Cy8sLdnZ2QsFUZ2dn1NTUwN7entGFjIKCAm7evMlqU+TvmTVrFlJTU9GpUydMnDgRFhYWItWFsbGxWLduHdLT01nykg4uLi4ICgoCj8drNAOfVhahsbExVFVVMW/ePEyfPh0BAQF4//49nJ2d4ejoiIkTJzJi193dHVFRUXj//j169+4tmFfZul8jIyPh6uoKX19fKCkpCa7b2triwYMHcHFxwZgxYxixzePxICsrC3Nzc5iZmTUqg/kn8vLlS1hZWaG8vFwgm/H8+XN06NABfn5+jFYmX7x48bc/a2Zmxpgf31NeXo7w8HDk5ORAUlIS/fv3h7GxMStVPOXl5YKq4Fu3biElJQUODg6M2eNiYhKXyM/PR05ODiQkJKCgoIBevXqhoqKi0b0SLWhrzhcVFWHOnDl4+vQp2rVrB6Cu0lFRURGHDh1ibN/GxfdFcXExtmzZgoKCAixduhQGBgbYuXMnsrKysG/fPip72MGDB2Pnzp2MzZ0/Qzyv/hf1FXT1+yO2Kue9vLx+OyizdOlSRnzgylg0xNvb+7c/+2+Pi6qqKmJiYn6YwJeXl4fmzZvDxMSElX6wfxqFhYW//dl65QUmsLKyQrNmzWBgYIATJ05gzJgx+Pvvv+Hq6gp1dXXs2rULq1evhoyMDFxcXBjzQ0zjiIMyYlhHTU0NFy9eZFTXsjHWrVsHS0tLgXQEG4SHhyMsLAzJycno2LEjJk2aBEtLS5GG7mzx+fNnXLlyBTExMUhOTkbXrl0Z098eM2YMzM3NYW5uzulNem1tLa5cuYLg4GAEBARQs/vgwQP4+/sLDm769euHWbNmsd7z6Nu3b9i7dy/Wr1/PyH//4sWLMDY2Zj0z9OPHj5g+fTpKS0vh5+cndMjr6+uLwMBAtGnTBqdPn2YsMNNY41m2Wbp0KczNzTF69OgfBpXfvn2LT58+QUFBgbJ3dBk2bBicnJyoHug2hrKyMkJDQ9G3b19YW1tj/vz5GDVqFOLi4nD48GFcuHCBEbvq6uowNjaGhYUF1NTUGLHxu6SkpGDOnDmYNGkSHBwchA6r8vLy4Ofnh/DwcJw8eVLQF+rfxNvbGwsWLGD9YICLlJaW4tKlS4Kqz379+sHU1JTVg2a2KCwsxMyZM1FUVITevXujtrYWL168QOfOnXH69Gl0796dmi9VVVUYOnQoNDU1oaOjA3d3d+jq6jIqN8j1xCQuUZ+BHx4ejjt37lC13VBzfsGCBdQ152tqanDr1i2hd4aWlhbrcmK0KSwsRPfu3YUqPPl8Ppo0aYJHjx5R2Q/o6urC19eXFflNrsyrjfWIaAwJCQm4ubkx4gNXK+fZQDwWwowdOxbOzs7Q0tL64WeSkpKwbds2xMbGUvTsz6Sxqsvvqa/CZLLqUk1NDWFhYZCRkcHz589hbGwMQgimTJmCTZs2QVJSEunp6ViyZAmSk5MZ80NM44iDMmJYZ/Xq1YJ+ITTR19fHP//8g44dO1K12xiNyf9MnjwZRkZG1CsySkpKcPnyZcTExCAlJQWdO3fGuHHjYGRkxOhB27p167BhwwbWNd5/xJs3bxASEoLz58/jw4cP6Nq1K27cuEHF9p07dzB37lzIy8tDQ0MDtbW1SE9PR05ODgIDAxkLLFZWVsLd3R2XLl2ClJQUJk6ciJUrVwo2hDdv3sSWLVvw5s0bPHr0iBEfuFId4uLigoyMDBw7dkyQrdmQoqIizJo1CyNGjICTkxMjPnAxKCPmv1BTU0NERIRAr5ktBg8ejNDQUPTq1QsbN25E7969YWtri8LCQpiamuLu3buM2N21axeWLVvGiSpCW1tb9O3b96fB4nXr1uHjx4/w9fX91+1z5b0lhtssX74cHz9+xIEDBwS68x8/foS9vT26devGaEAkNzcXz58/h6amJtq0aQM+n4/g4GD4+Pjgy5cvUFZWxunTpxmVBeJ6YhLb8Pl8xMTEIDg4GBkZGZCQkICBgQEOHDhAzYfy8nJYWVnhyZMnQprz/fv3p+aDmDoUFBSQlJQkkvjz/PlzTJw4kUrWe0hICOLi4rB161b06tWLcXsN4cq8am1t/dO/v379GoWFhZCUlMSDBw8Y8YErY9GQ0NDQn/590qRJjNjl0lhUV1cjMTERmpqagrVwcHAw4uPj0aVLF8yZMwd9+/Zl1Ac3NzdkZ2cjMDCw0WBATU0NZs+eDWVlZcb7KorBf5REwWS/YnNzc4waNQpjx47Fnj17kJSUBB6PJ/Tc5uXlwdzcXFxBxQLioIwY1nn//j1MTU3Rt29fyMjIiEwgTOnwc/WAMysrC2FhYbh06RL4fD6MjY1haWkpaAjGBJ8+fRJUxKSkpKBjx44YN24cDA0NoaGhwZjdhnBpUVUPIQTx8fEICQlBYmIiamtr0b9/f0HTaFrSatOnT4e8vDycnZ2Frjs7OyM3N5cxWaTt27cjJCQEEyZMQLNmzRAeHo758+dj4cKFcHFxwZkzZwRlrkOGDGHEB648p/r6+nBxcflp5tGVK1ewa9cuxMXFMeIDj8fDxo0bfytwydTmB8B/1KTyxIkTjPnBNZYvX45hw4bBysqKVT9mzZoFVVVVODo64sSJE0hISIC/vz9u3LiBNWvW4Pbt24zY5dI7XEtLC4GBgT/tRZaVlYVFixYhKSnpX7fPlfcWF7CxsYG3tzfatWsHa2vrn2YM/knvCwDQ0NBAQECASIZ7ZmYm5s+fj5SUFEbs/vPPP9i8eTNqa2vRrVs3nDp1Cj169BDM66NGjUJycjJ8fX2hqanJiA8N4VJiEhd48eIFgoODcfHiRZSUlEBCQgLm5uZYtGgRowfhXNGcb5g096ueFUz1qeAKQUFBgqr8169fQ1paWqQX2pcvX9ClSxdER0cz7k9GRgYWLVqEL1++NPp3JjO9uT6v1tTU4OjRozh48CDk5OTg7u7OmMwfF8fiR/1bmjdvju7duzNWlcGVsSgqKoK1tTXy8/MRGRmJvn374uDBg/Dy8oKysjLatGmD+/fvIzg4mNGg9vv372FmZgZlZWU4ODhgwIABgr89ePAAnp6eyMvLw8WLF6n1Dnn9+jXOnj2LJ0+eoGnTplBUVMSUKVMEyShimCctLQ2LFy9GaWkpunfvjo0bN2LTpk2YN28ebG1tUV1djXXr1uHNmzc4deoU2+7+cfy53UbFcAYXFxeUl5eDz+fj9evXbLvDOsrKylBWVoaTkxOSkpLg5eWFadOmMbrQHTlyJCQkJDB8+HC4uLhAQ0NDsOj/XguTKb1LLsWHP3z4gHPnzuGff/5BYWEh2rdvDwsLC5w/fx6enp7Uy/YfPXrUqL7nzJkzYWlpyZjda9euYcOGDZg+fToAQEdHB66urnjz5g3++ecfzJ07FytWrGBcSoALEhUfPnyArKzsTz/D4/Hw7t07Rv34HZ1XCQkJRoMy3zepFFPHoEGD4OHhgeTkZPTt21ckaMuUnvb3LFu2DPPmzUOHDh1gZmYGHx8fmJiY4M2bNzA2NmbMLpfe4ZWVlb+Uw+rQoQO+ffvGmA/iZ6SOnj17CtYTPXv2FI9LA5o2bdpo0KF58+bg8/mM2fXx8cH69ethbm4Od3d3rFy5Es2aNcO9e/fg4uICS0tL7N+/HwcOHKASlOnWrRsWLFiABQsWCBKTPDw84OrqSiUxiQvU1NQgLi4OISEhSElJQdOmTTFixAiYmJhg3bp1mDNnDuOVCRs3bkTr1q3h4OCAEydOwNPTs1HNeU9PT0Y1583MzATvbzMzsz/6nWFubo5Pnz6BEAIfHx8YGhoK+j7V07p1a4wdO5aKPxs2bICcnBwmTJiAVq1aUbHZEK7eC7m5uXByckJ2djbmz58POzs71nui0iY7O1vo95qaGjx//hxbt27F1KlTWfKKHj4+PpCUlMSlS5fQp08flJeX4+jRo9DQ0BAkT+7cuRNeXl6MVjt27doV/v7+cHR0xKRJk9CqVSu0bdsWX758wbdv39CvXz8EBARQC8ikp6dj7ty56NixI5SUlFBTU4OQkBAEBgbi1KlTf1TVZWVlJUJCQpCTk4OamhrBdT6fjwcPHjAqJ6ehoYHr16/j1atXQnvUFStW4OLFi/j8+TPKy8tx/PhxxnwQ82PEQRkxrHPjxg0cOnQII0eOpG47IyMD7du3/+XnmKoC+BFPnjxBREQEoqOj8fHjR5iYmDBqr7q6GgCQkJDwQ0kuGnqXXFhsL1u2DNevX0fLli2hq6sLY2NjjBgxApKSkjh//jwrPnXs2BGfPn0SuV5cXMxoQOTjx48YMWKE4PeRI0fi9evXuHz5Mo4dO4Zhw4YxZrshS5Ys+a3NDZNZ1l26dMHr169/GpR8+/Yt43KIXMgG27lzJ6v2ucqpU6fQqVMnPHr0SETOT0JCglpQRkNDA7GxseDz+ejYsSOCgoIQHBwMaWnpX8pu/E/hwjscAHr37o2MjAzIyMj88DPp6eno2bMnYz64uLj8Vi8spqqBuULD/7/ly5eL9EQA6tYgTElgchl1dXUcPHgQu3btEsxxVVVVOHz4MCO9juopLy/H8OHD0apVK0ybNg3m5ubo2LEjjh8/LqiOnjRpEo4dO8aYDz+CjcQkLjB69GiUlpZCU1MT27dvx5gxYwT7E6YkUb/n0aNHAs15bW3tRjXn7e3tsWTJEkaDMg3nymXLljFm538DLVu2FIxHamoqlixZwqrM86tXrxAeHk69D2w9XJtXCSHw9fWFl5cX5OTkEBwcLNRzkkmio6NZr5z/GU2bNkXfvn2xbt06rFixAuPHj2fMFhfGIj4+Htu3b0efPn0AAMnJyaioqMCUKVMEnzE0NMTixYsZ86EeHo+HyMhI3Lx5E3fv3v1/7N15XI35/z/+x9FiLUqDMiltjrHGIFuWNIMSKVsLEdkpE5UspZSUlEppIVlKKIowM6EZGUvC1KgpoUHJElJD2zm/P/o64zhZ3p/fXNd1xnneb7f37Vavc93er+ekzrmu1/P1ej7x/PlzqKqq4ttvv8WwYcMk7sGYFBAQgAkTJsDHx0dUDrW+vh4eHh7YvHmzTCUBfH19cezYMXzzzTfIy8uDoaEhSktL8ezZMzg4ODA+f7t27cROtI0bNw6HDh3CiRMn0Lp1a1hbWzP6XEQ+jJIyhHMqKiqMnb74lOXLl39ydy/TiYi3ysvLkZ6ejvT0dNy+fRs9e/bEvHnzYGFhASUlJUbnlpaSIcOHD/+s65j89/jpp5+go6ODRYsWYeTIkVLRc2jMmDHw8fFBcHCwqBbt7du34evri7FjxzI2b319vdhOODk5ObRs2RKenp6sJWQAoEuXLpw3gTY2NkZ8fPxHE7Tx8fGM9fcBpGfB+9ixY5g4cSIUFRU5qyEtjc6ePct1CCKdO3cWfa2np4d169axMq+VldVnPewxXXLGwsICoaGhMDIyEvtZvFVRUYHQ0FBYWVkxFkNZWZnM7ZT9FBMTk2Z7Ijx48AD29vac1LGuqakR7Ty/ePEiLl++DBcXF1bmdnV1xcyZM2FqaipayMvLy0NNTQ2j5SOMjY3h6uqKAQMGICUlBZ06dYJQKBQrc1JWVsZZ6TC2NyZJg1evXqFjx47Q0NBAhw4dOPnZd+/eHSkpKaKa8wKBAHw+X6x0bvv27fH333+zGld6ejoGDRqELl26YOfOncjIyMCAAQPg6en5WQv0/5arV6+ipKQE5ubmePToEbS1tRntufS+4uJilJaWolevXqzN+b4+ffqgtLSUs6SMNH2ulpSUwN3dHbdu3cL8+fOxdOlSxisHvEsaTs5/jhYtWuDx48eMziENP4vHjx+L9UO7du0aeDyeWNnrTp06obq6mrEYACA8PByOjo5o3bo1jI2NYWxszOh8n1JYWAh/f3+x90oFBQUsWrQI06ZN4zAy9mVmZsLf3x/m5uYwNTWFj48PNDU14eLigvr6ek5i6t27N2uJZPJhlJQhnFu0aBE2b96M9evXo1u3bpCTk2Nt7uTkZNaObzbn5cuXOH36NNLT05GbmwslJSVMmjQJgYGBH6zNygQmG4v9Lzw8PBhPQH1KXFwcUlJSsH79ejQ0NGDw4MEwMzNjrTRAc5ydnUV9bN7+fF69egU+n89Jk773698zbd26dZyfDpk/fz4sLS2xYsUKLF26VGzxqqCgAJGRkcjOzkZSUhJjMUhLeSh3d3eMHDkSHTt2/OgOXml4GOQC1ws3T548QUhICHJzc1FfXy/xe8NkQqS50ipcsLOzw5kzZ2Bubg4rKysYGhpCWVkZL168QG5uLlJTU6GtrQ1HR0fGYoiIiOD8fUsavNsTQSgUNpu4q6qq4mRzTn19PUaMGAEjIyOMHj0aAQEBGDNmDGvz6+rq4vjx4zhw4ACKi4shFAoxadIkzJo1i9Hdihs3boSfnx9ycnIwc+ZMUcnDhQsXYu3atXjy5Al8fX1hamrKWAzv43JjkjTIzs5GRkYGjh49isTERLRt2xYmJiaYOHEiaxsy1q5di8WLFyMqKgpdunRBeHg41q9fj7i4OFHN+aioKPTp04eVeABg586diIqKQnx8PB4+fIgdO3Zg2rRpuHz5MoKCguDp6cl4DNXV1Zg/fz5u3LgBHo+H4cOHIygoCPfv38fu3bubTfwzQVVVFa9evWJlrg+ZPHkyPDw8YG1tDU1NTYkECdP3fNLwuSoUChEbG4vw8HB069YNSUlJrP5NvCUNJ+ff1dwmrerqaiQnJzP+3CgNPwtlZWW8fPlSdC9z6dIl6OjoiPVNuXv3LuPrThEREZg1a5bU9GPr1q0bCgsLRSeI3nrbI0uWVFVViU5B6+np4datW9DR0cHChQvh7OzM2gY6In0oKUM4FxcXh7Kysg/WumfyVISGhganH+LDhw+HUCiEkZERgoKCMG7cOFZ32UgbMzMzzm+qhg8fjuHDh+PVq1dIT09HSkoK1q1bB29vbwgEAly7dg26urqsnlpo3749EhIScO7cOfz1119QVFREjx49MGLECMaPIDf338nmf7u0nA75+uuvERUVBVdXV0yZMgWtW7cW3YC/efMGXbt2RVRUlFiy5t9maWnJ6q7QD3m3bvT7NaRlWXV1NRwd3ktDFAAAjzdJREFUHXHz5k2xhZu//voLe/bsYW3hZv369cjPz4eZmRnri5nz58/n/D0caDrVFx8fj5CQEBw9elSsPIKamhpsbW2xePFixk7gScv7ljSQpp4It2/fxr1792BkZIR27dpBKBTCxcUFEREROH/+PPr06YOAgADG43hr2bJlcHFxwerVq1mbEwCUlJQkyvuEhobCyclJ1Kdu1KhRcHNzYzQOadmYJA3atWuH6dOnY/r06SgpKcGRI0eQnp6OtLQ08Hg8xMfHY8GCBZ/sbff/hzTWnD969CgCAgIwYMAA+Pn5oX///vDx8UFOTg5cXFxYScoEBwcDaDpJb2FhAQBYvXo1XF1dsXXrVmzbto3xGICmE24LFy7EqFGjoKWlJXE/yEaJ1A0bNgAAoqOjJV5jeiOOtHyuzpw5E7///js0NTVhb2+PkpISlJSUNHstUz8PaflZvKu5TVry8vIwNDSEl5cXY/NKy8/CyMgI+/fvx+bNm3H16lUUFBSIlSoTCASIiYkRlQhlirRs4Htr/vz58PX1xePHjzFkyBDIy8sjLy8P27dvh42NDa5evSq6lu12AWxTVVXFs2fPoKGhAW1tbRQVFQFoqhr09OlTjqMjXOIJpe0vl8ic1NTUj75uaWnJyLx8Pp/znRXh4eGwsrKSuZ0CzenZsycuXLggFQt67ysqKsLRo0eRnp6OyspKaGhoYObMmXBycmJ03urqasTFxeHkyZO4f/++aFxLSwsWFhaYO3cuozth+Hw+Jk6cKPbgl56ejrFjx0osqjFVv1ka/k7fVVdXh3PnzuGPP/7AixcvoKqqCkNDQwwbNkxqSioQbmzatAm3bt1CYGAgLCwskJaWhrq6Ori6ukJHR4e1hZv+/fsjNjaW8Qe/90nre3hDQwPu37+Ply9fQlVVFZqamow/xEvb+5a0eLesBtuOHDmCDRs2QCAQoHPnzti/fz80NDTg6+uLxMREGBsb47fffkNMTAwrze2BpkXwY8eO4euvv2Zlvk8RCoUoKipCmzZtGG8qDzSVzXi7McnKykrmNya9r7GxEefPn0dqairOnz8PgUCAYcOGITY2ltU48vPzOas536dPH/z000/o0qULzM3NMX78eCxbtgwPHz7ExIkTWSl5OGbMGGzbtg0DBgyAoaEh0tLSoKmpievXr2Pp0qW4ePEi4zEA+Gi5Yh6Px3hZUK5Jy+fq5yaMmSx/Li0/C2kgLT+Lu3fvwsbGBo2NjaipqUGXLl2QmpoKZWVlZGRkYNeuXXjw4AGSk5NFpciZwOfzcfHiRU4rwbxLGv5epMW6detE5dxKS0vh5+eH0NBQZGRk4OzZszhz5gzXIRKO0EkZwjmmki6fMmjQIM4XUd8eMSXSt7PjXQYGBvDw8MDq1atx7tw5HD16FDt27GA0KfP8+XPY2dmhvLwcpqammDFjBpSVlfHq1Sv88ccfiI6OxqlTp3Dw4EHGdsMPGjQIT548ERszNDTE8+fP8fz5c0bmfF9CQoKo2a00UFRUxPfff4/vv/+e61Ckwu+//w5vb28UFxc3Ww/3S7/Bfte5c+ewbds2scVMXV1dbNiwAUuXLmUtjjZt2nDycCqt7+Hy8vJidb7Z4O/vLxMll/5Xy5Ytw+vXr3Hz5s1mS+sxuUsyIiICa9euxdSpUxEQEIAffvgBioqKuHHjBnx9fWFtbY3Q0FDs2LGDtaSMpaUlgoKCsHTpUmhpaXGekODxeIye9nzfokWLaGPSR8jJycHExAQmJiaorKzE8ePHkZKSwnocXNac79KlC+7evYva2lrcvn1b1HsyJycHXbp0YSWGyspKfPXVVxLjysrKrPbXkaa+dVyQls9VaTghLi0n5996/fo1WrVqJbbhpaSkBF27dmW8J6i0/Cy6d++OEydO4PTp0+DxeDAzM4OysjKAplJd3bp1Q0BAAKMJmbekpb8jW3NIs9mzZyM8PBzKyspYs2YN3N3dceXKFdjY2ODQoUOYNm0a5OXlWT2lDTQ9s7148ULUO/n3339Hr169WG0jQf5BJ2UI58LDwz/6OhvHsbkiLbs7KioqWCut86V49uwZo/9uXl5euHz5Mnbv3t3sgsWjR4+wYMECjBs3DitXrmQsDkI+xsLCAi1btsTUqVObffDiKunOhX79+uHEiRPQ1NQU201bUlICKysr3Lhxg5U4AgICUFVVhU2bNrF6c/3w4UNoaGhITSkJIn0yMzPh7u6O6upqiYQM07skBw8ejKSkJOjo6KCgoABTp06FiooKduzYITpVVlpaismTJ7P2t/rdd9/hr7/++uDfzJee1JbW03VEesTFxSE6OhqKiopQVVUV9WDaunUrVqxYwWhfsLfs7OxgbGwMJycnsc/2TZs2obCwEAcPHmQ8hreEQiF+/fVXFBUVQV5eHvr6+jAyMmL0s/7dv1M+n//Rz/gv/T2LSDpx4gQ2b96MmJgYseSto6Mj8vPzWe9PJuv4fD7mzp37Wf0dv+Q1NmnxsbU+oVCIgoICqKmpoVOnTqzF9Ndff2HBggUwMTER9SY2MjKCmpoaYmJiaKMMB+ikDOHc+7u+Ghsb8ezZM8jLy4uaYRFmjRkzBsbGxrC2tsaYMWMoS/4ZmF5EyMrKwoYNGz74wdilSxesXLkSgYGBlJQhnCktLcWRI0egr6/PdSic69OnD06dOiVxgu7AgQP45ptvWIvjxYsXOHHiBM6fPw9NTU2J3fcJCQmMzMtmSRvy3xQUFIShQ4diyZIlrO94NjY2hqurKwYMGICUlBR06tQJQqFQ7GRIWVkZq6XV3q03L4toXyD5FEdHR3Tv3h33798X9XNRVlbG+vXrRf2PmLZq1SrMmzcPv//+OxoaGhAZGYmSkhL88ccfiIuLYyUGoOmz3dHREX/88QeUlJQgFApRXV2NXr16Yc+ePaJd+f82Pz8/0fu1n58fbbwgIpcvX8aaNWswZcoUic2da9euRWxsLJydnbFv3z5a02ER1/0dPTw8mh1XUFBA+/bt0bdvX4wdO1bm15t4PB6rz4dv+fn5QUtLC3PnzhWNZWRkwM3NDf7+/tixYwfrMck6SsoQzjV3HLu6uhpr166ViQ/wU6dOoV27dp+8jsnmiVu2bMHx48exYsUKqKioYMqUKbC2tma95Av5x9OnT2FgYPDRa/h8PsrKyliKiBBJvXv3xsOHDykpA+lZuAEAc3NzVucj5HM8ePAAu3btQrdu3Vife+PGjfDz80NOTg5mzpyJ5cuXY/78+Vi4cCHWrl2LJ0+esL6j948//sDs2bM5+XkQ8l/xfi+V4cOHs9ovYcCAAUhKSsLu3buhpaWFGzduQF9fH2vXrkW/fv1YiyMgIABv3rzBsWPHRH0aCgsLsXr1amzbtg3e3t6MzPvuieepU6cyMgf5b4qOjoadnR3Wrl0r8Zqurq6o32hkZCRiYmLYDk8mSUPS9MGDB82OC4VCvHz5Env27IG+vj4SEhKkoiQh0x49eoTa2tpPXqehocFCNE3lP5OTk8XKcqqqqmLNmjWwtbVlJQYijsqXEal1+/ZtzJs3D7/88gvXoTBG2pqfVVRU4Pjx40hLS0NJSQn69++PadOmYcKECZw05pVln1Pa7unTpxg5cqTMlQuor68X9YNiq/QelfhrXklJCZYsWYKJEydCU1NTooYxk8lkaVRYWIjdu3fj1q1bEAgE0NfXx7x581hduCFEWk2aNAnr16/H4MGDuQ4FQNNnqJOTE27dugUAGDVqFIKDgz+r7Me/YeDAgTh+/Di+/vprVuaTNnw+H+vWreN8Y9J/hUAgQE1NjUwsYr1VVVWFwMBA2NnZQU9PD/Pnz8elS5egra2N6OhosR5uXzojIyPs2LFD4v3z8uXLWLVqFbKzsxmPQSAQID09Hbm5uRJ9wXg8Hvz8/BiPgUiPoUOHYu/evR/dRJiXl4dFixax8vtJpKc0/sdUVlZi0aJF6NevHzw9PbkOh1GfKvkINCWr2FrrA5o+S6KiotC/f3+x8d9//x2Ojo64evUqK3GQf9BJGSK1Xr16hVevXnEdBuOk6YOzc+fOcHJygpOTE/Ly8nD8+HEEBgZi8+bNmDhxIqytrWV2cfHevXvQ1tYGABw/fhwXLlxAYGAgt0HJmMrKSjg7O8PQ0BAuLi4Amnbw8fl8bN++He3bt2dsbirx17yMjAyUlpYiMjJS4jUejydzC2l8Ph9bt27lOgyUl5fjwIEDYnXnZ8yYwdouLCLuzZs3OH36NEpKSuDo6IiioiLo6+uLGmzKCldXV/j4+MDFxQU6OjoSpfXY/v1UU1PD0aNHUVRUhDZt2rC+wDtq1Cjs378fy5Yt+6zExL/FxMQER44cgYqKCsaOHfvRBQOmm/T6+vp+8hpZ/Cx568iRIzA2NkanTp3g4+ODvLw8HDlyhJG5wsPD4ejoiNatW0tNv09/f3/k5OTAwcEBP/30E3JycrB161ZkZGRg69atCAsLYzyGuro6HD58GEVFRairq2s2RjY0NDRATU1NYlxNTQ3V1dWsxODn54cDBw6Az+ez+p7VnNevX6OoqEgiOQQAgwYN4iiqJrKSQK2trW22n+S7OnTogNevX7MUEcnMzJT6e0tVVVUsX74cGzdu/OKTMgCwY8cORtco/lfGxsbw9fVFcHCw6KT2/fv34e/vj5EjR3IcnWyipAzhXHM3/jU1NcjIyMCQIUMYm3f27NmffS1TNfil4Yjph/Tp0wd9+vSBu7s7srOzERYWhpkzZ7KWxc/KykJsbCzu3r2LQ4cOISUlBd26dcPkyZNZmf9dtbW1MDMzg56eHkaNGoXdu3fD3t6e8Xl379790RNKf//9N+MxSJPNmzfj9evXMDMzE43FxMTAy8sLAQEBjO7QoxJ/zdu/fz+cnZ0xZ84cmTxN96mFq3extYj1559/ws7ODq1atULfvn0hEAiQkpKCAwcOIDExkbVSc5cvX0Z+fj7evHkjsWAiS81Fnz59ihkzZuDZs2eoq6vD9OnTsXv3buTn52Pv3r3Q1dXlOkTWLFmyBI2NjViyZInY/Q/buwTfxePxxPrKsOnJkyfIyMjA3r170bFjR7Rs2VLsdaYSIpaWlqKFNEtLS07vRaVpY5K0qampgZeXF1q0aIFevXohLy+P0aR/SkoKbG1t0bp1a4l+n+/i8XisvYdnZWUhIiICurq6iImJwfDhwzFp0iT06NGDtTIrbm5u+Pnnn9GzZ0+Jv1E29erVC4mJiRKLmImJiejZsycrMaSnp8PPz0+spBkXMjMz4e7ujurqaon7C64+S9hMoL7rzp072LRpk+j00vuY/Fl0794d169f/2gJztzcXOo5+P8UFBQgLy8P06dPZ2yOtz/rmpoaABCd/C0tLUVycjIEAgEmTZrESS+Td3Xv3h1Pnz7lNAa2DBgwQKruc9zc3DB37lx8//33ol5kVVVV6NWr1wf7ARFmUVKGcK65G38FBQUMHTpUtBueCdJwgyDt1QP//PNPpKen49SpU3j69KnYYjiTsrOzsWzZMpiZmeHmzZsQCARoaGiAh4cHhEIh4zsmf/nlF9y5cwempqbo2rUrFBQUEBoaCk9PT8TExKBfv35wc3NjNAYNDQ2cOnXqk9epq6szGoc0uXDhgsQx+V69emHjxo0SzdX/bRYWFrCwsBAr8bd7926ZL/EnEAhgZmYmk//tgOTnV3l5ORQUFKCpqQl5eXn89ddfqK+vR+/evVlbxNq6dSuGDBmCbdu2iRaQamtr4erqiqCgIOzatYvxGKKjoxEcHAwlJSWJnaJsLuhJgy1btkBfXx8nTpzAsGHDADT1BnB2dkZgYCCioqI4jpA9e/bs4ToEqTJkyBBGNx99yLt/f8uXL2d9/rekeWMS216/fo2IiAjcuXMHU6ZMwXfffYe2bdvi+PHjsLGxwfXr19G3b198//33jMXwbo/P5vp9cuHvv/8W3edmZ2djwYIFAIBWrVqhsbGRlRh++eUXBAcHs9pvqjnOzs6YPXs2bty4Ieq5eu3aNRQWFiI2NpaVGOrq6jg/hQIAQUFBGDp0KJYsWSIVp1HYTqC+a+PGjXj27BlcXV1Z/1lYWFggNDQURkZGzZZ4rqioQGhoKKysrFiNS1oIBAKYmJjAxMQEo0ePhru7O/T09BhNylRXV2PdunX48ccfwePxMH78eCxduhQzZsxAY2MjBAIBEhISEBUVxempiKqqKqn425VFHTt2RGpqKi5evIji4mLIy8tDT08PQ4cOpfsyjlBShnCOqxt/to6bf4ylpSWnu66aU15ejvT0dKSnp+P27dvo2bMn5s2bBwsLC9Y+PMPCwvDDDz/AwcEBZ86cAQC4uLigXbt2iIuLYzQpExkZibCwMCgrKyMsLAwJCQnQ0tLCkSNHUF1djZkzZyI1NRWnT5/G+PHjGYtDWh6IpUljY2OziUwFBQXWjsZTiT9xkydPxsGDBxlPUkqrd/9O4+Pjcf78eWzbtk20I6qqqgpr1qz5aL3tf1tubi6SkpLEPltatmyJpUuXws7OjpUY9u/fj5UrV2Lx4sWszCfNLl26hOjoaLHEZfv27eHm5vY/ndj9EkhLLxlpwVVy0traGnFxcZyX05D2jUlsWrduHa5evYr+/fvDzc0NtbW10NPTw9KlS6GoqIjt27cjMDAQ0dHRjL2vHjhwANbW1lL1XKKrq4vz589DXV0dT548gbGxMQAgOTmZtVOGysrKUnEq2tDQEAcOHMDu3btx4cIFCIVC9OjRAxs2bEDfvn1ZiWHkyJHIysrivBn0gwcPsGvXro+e0GCKNCRQ33Xz5k0kJiaiV69erMz3Ljs7O5w5cwbm5uawsrKCoaEhlJWV8eLFC+Tm5iI1NRXa2tpwdHRkPTYuvHjxAuXl5ejRowdatGiB+vp6mJqaIjU1VVT27385Yf9/ERgYiKKiIgQGBqJly5bYs2cPbG1tMXToUAQFBQEA1q5di+joaE6TMvv27YOhoSFn87NFQ0NDot+qNJCTk8PIkSOpXJmUoKQM4ZxQKERERATU1NQwc+ZMAMCMGTMwZswYLFq0iLU4KisrcffuXQgEAlFcdXV1yMvLY+wBSBoSQwDw8uVLnD59WtS8UUlJCZMmTUJgYCD4fD7r8fz555/N7jAaP3484zczBw4cQGhoKExNTREZGQlXV1cATSVodu3ahREjRkBLSwvR0dGMJmWIpEGDBiE4OBjbt28X1bKurq5GaGgoJzv3uC7xJw1evXqFkydP4sSJE6LTIe9iqvSjNIqOjsbu3bvFjqgrKytj1apVsLe3x6pVq1iJo23bts2WsGhujCkvXrzApEmTWJtPmtXU1KBNmzbNvtbQ0MByNNyqra3FoUOHUFRUJLbLva6uDvn5+aJNGLIkPz8fcXFxov5Penp6mDNnDqOLrPn5+RK/ewMGDMDx48dZ7asjjRuTuJKVlYWEhAR88803+PXXX/HDDz+gvr4e3bt3R2RkJDp37gx5eXkEBAQw9kzi6+uL8ePHi/2beHl5YcWKFVBVVWVkzk9ZsWIFli9fjvr6epibm0NbWxv+/v44cOAAIiIiWIlh0aJF8Pf3h5eXF+t9p97Xt29fhISEcDZ///79ERgYiN9++w26urpQUFAQe52tRLO2tjYePXrESVJGGhKo71JRUZH4d2CLnJwc4uPjERISgqNHjyI+Pl70mpqaGmxtbbF48eJP9p35Epw7dw4uLi6ora0Fn89HXFwcVFVV0alTJ/z999/Q1dXFvXv38ODBA0bXVjIzM7F9+3bRc3Hv3r0xevRozJ49W9THz8nJidHE6ofWaoRCIaqqqnDt2jXcvXsXiYmJjMUgLaRlk6009RIkkigpQzgXGhqKpKQk+Pj4iMYmTpwoahzNRmImLS0N69atQ11dHXg8nqi+OdBU5uxL3+07fPhwCIVCGBkZISgoCOPGjZNowMsmJSUlPH78WOJm+/bt24zv7GxsbBQ9dPXv3x87duyAuro6kpOTRTvlTExMEBwczGgcRJKHhwdsbW1hbGwMbW1tAMC9e/fQoUMH1ko3vI+rEn/SokWLFrT4/v/U19c32+fp2bNnrB4HNzIywtatW7Fjxw506NABQNOmg8DAQAwdOpSVGAYOHIjr16/j66+/ZmU+aTZo0CAkJiaK1Wmur69HZGSkqASNrPD19cWxY8fwzTffIC8vD4aGhigtLcWzZ8/g4ODAaixXrlxBQ0ODWEk5ExMTfPvtt6zGMG/ePBgYGGD48OEQCATIzc2FjY0N9u7di4EDB7IWCxenVqRlY5I0aN++PcrKytCzZ0/8/vvvqKqqgr6+PhITE0VJEj6fj4qKCsZiaO53IC0tDY6OjpwlZUaNGoWsrCxUVFSIFjLNzMwwffp01k7KGBgYIDg4GN99912zr7O5EefUqVPYu3cvioqKICcnh2+++QYLFizAiBEjWJl///79UFVVxa1bt3Dr1i2x1968ecNaUsbV1RU+Pj5wcXGBjo6OxDOrhoYGY3NLQwL1XXZ2dggODkZQUJBowxqbFBUVsWbNGqxatQr379/Hy5cvoaqqCk1NTZkqhRQQEAB7e3tYWFhg+/btcHNzg7KyMk6ePInFixdj5cqV8PLyQmBgIOLi4hiLo7KyUix53KVLF7Rs2RJqamqiMVVVVVHPGSZ8qCeZgoIClJWV0bdvXwQFBUFHR4exGIg4aeolSCRRUoZw7tixYwgKChK7oZwzZw60tbWxadMmVpIyUVFRMDMzw/z58zFr1izs3r0bjx8/hre3N6f1ttmyaNEiWFlZSU1/kkmTJsHPzw9+fn7g8XioqanBL7/8Ah8fH0ycOJHRuSdOnIjFixeDz+fjl19+Qc+ePfHgwQOxnc6FhYWixU7Cnm7duiEjIwMnT54U1UCdNWsWJk2axOouLGko8SctaFHtH2PHjsX69euxYcMG9O7dG0KhENeuXYOPjw+ryTpXV1fMnDkTY8aMkUhe+vn5MTbvsWPHRF/36dMHXl5eKC4uhpaWFuTk5MSuZbovmDRxc3ODra0trly5gvr6enh5eeHOnTt49eoV9u/fz3V4rMrMzIS/vz/Mzc1hamoKHx8faGpqwsXFhdWTXCdPnoSbmxtcXFxESZmHDx/CwcEBISEhGDduHCtxbN++HVZWVvD29hYb9/b2RkhICPbt28dKHIR7Tk5OWLlyJdq2bYuamhrMnj0bycnJ+P3330U7ns+cOcP6SQ1pKDGnoqICFRUV0fdvT5E9evQIXbp0YXx+T09PaGtrw8LC4oOnHtlw5MgRbNiwAePHj4eZmRkaGxuRm5uLhQsXIjQ0lJX3reZ2fRcXFyMpKQnp6emMz//WkiVL0NjYiCVLlogtLr7dVMlkokwaEqjvunjxInJycjB48GB07NhRIkHF1q53eXl5qSjzx5XHjx9j2rRp6NatG9asWYMJEyagVatW2LZtm+gZwM7OjtF+MkBTH5v3T061aNFC4j6cyfd2aTkdQv4hLb0ESfMoKUM49+LFC3Tt2lViXFtbG0+ePGElhvv37yMsLAy6urro0aMHKisrMXbsWDQ0NCAqKgqTJ09mJQ6uREREYNasWVyHIeLs7IxHjx6JFu4sLS0hFAoxevRouLi4MDq3u7s7VFRUUFBQgLVr12LWrFlYsWIF5syZAxcXFzx58gRhYWGM31SR5ikpKYnKHLJJ2kr8SRMuSj9Ko/Xr12PlypWYM2eOaJFAKBRi/PjxrPbc6dKlC06ePInjx4+juLgYQqEQ06dPx6RJkxjdRenu7i4xFh0dLTHG4/FkKimjq6uL48ePIzExEZ06dYJAIMCECRNgY2MjcyeJqqqqRKeD9PT0cOvWLejo6GDhwoVwdnbGunXrWIkjKioK7u7uYj2WduzYgYSEBISFhbGWlLl16xZ8fX0lxu3s7GBtbc1KDEQ6zJgxA927d0dBQQGGDh0KAwMDKCsrw8nJCZaWlnj69Cl+/vlnRhPr0uj+/fsICAgQK3n49h6jsrJS4rQGEx48eIC0tDTRJgeuREdHY82aNWKnCh0cHBAbG4sdO3aw9r4FNJWcPH36NJKSknD9+nXweDxW59+zZw9rc71P2hKoAwcOZPVUJWne4MGDsWnTJowYMQJ79uxBq1at0KlTJ5iamoquqa6ulkiO/Nt4PJ7UnoI4ceIExo4dy2lymzRJT0/HoEGD0KVLF+zcuRMZGRkYMGAAPD09qawsBygpQzjH5/ORkpKCH374QWz8+PHj0NPTYyUGRUVF0c4SLS0tFBcXw9jYGL1790ZpaSkrMXBJGnbCvUtBQQHbtm3DihUrUFBQAIFAAAMDA1Z+HxQUFCSO32/duhWrV6/GypUrIS8vj+nTp8PZ2ZnxWAgwe/ZshIeHQ1lZGfb29h+90WSyf4m0lfiTFrJe+vFd7dq1Q1xcHO7cuYPi4mLweDz07NmTkxr0bdu2hY2NDatzFhYWsjrff0nnzp3pMwNNJTOePXsGDQ0NaGtro6ioCEDTTvinT5+yFsdff/2FUaNGSYyPGTMG27ZtYy0OFRUVPH/+XGK8srKS0c+X5hZtpHURR5YMHjwYgwcPFn2/bNkyKCkp4fjx42jdujWCg4Nlrpfhpk2bcO/ePYwfPx579uzBvHnzcPfuXfz000/YtGkTKzH06dMHpaWlnCdlKioqMHr0aIlxU1NThIWFsRJDaWkpkpKSkJqaihcvXoDH42Hq1KlYtGgRq/c67/6dsE3aEqhslYwjH+ft7Q1XV1dERERg2LBhWLt2LebPnw9XV1d4e3vjyZMn8Pb2ZryxulAoxNKlS8VOy9TW1sLV1VW02M7myeR3bdiwAf369aOkzHtqa2tF98Zs2LlzJ6KiohAfH4+HDx9ix44dmDZtGi5fvoygoCB4enqyEgf5ByVlCOeWLl2KhQsXIicnB/379wcA5OXl4caNG6w1cezduzcOHz6MVatWwcDAAFlZWXB0dMTt27c5a55HmhYW3212W1ZWBoDZWsHNadOmDSIiIlBdXS2WwCPM69q1K1q0aCH6mquFI2kr8SctZL30Y3Pe1kt+m+xm431L2hs4VlZW4sqVK+jdu7fMnQ75UDKZx+NBQUEBXbp0weTJk0U7bL9kxsbG8Pb2hr+/PwYOHAg/Pz+YmpoiIyODlTJEb6mrq+Pq1asSi4jXr1/HV199xVocY8aMgY+PD4KDg0X9MW7fvg1fX1+MHTuWsXmFQiGsrKxEn60A8Pr1a9jb20vs4qWGr9yaM2cO5syZw9p8u3fvRuvWrUXfNzQ0ICEhQaKfI1sLwbm5udi5cyeGDBmCX3/9FePGjUPfvn2xfft2ZGVlsXJqffLkyfDw8IC1tTU0NTUlngvZOvn57bffIiMjA0uWLBEbv3DhAqMnJRobG/Hjjz/i0KFDuHz5MuTk5DBixAiYmZnBw8MDc+fOZX3zSW1tLQ4dOiR2ggpoOsGTn5+PM2fOMDq/tCVQCwsLsXfvXty9exehoaH4+eefoa+vz2nyStZ07txZouRoaGgo5s6dKyqT2qNHD6xdu5bROCwtLSXGPlSRhm3StgmYS29PNxoYGOCHH37AX3/9hbS0NFbmPnr0KAICAjBgwAD4+fmhf//+8PHxQU5ODlxcXCgpwwFKyhDOjRw5EgcOHMC+fftw4cIFyMvLQ1dXF0eOHGGtLNDy5csxf/58dOjQAZaWloiIiICZmRnKy8sZ72EiLU6dOvVZpW3YePjIysqCh4eHxA5SNmoFfwwXDRRl3bs9S1asWIEuXbqILSQBTYsGTJewkLYSf9JC1ks/vis3NxceHh7466+/xMbZeN96t4Hj1KlTGZvncxUVFWH58uXw9fVFjx49YGFhgadPn0JRURHR0dEwMjLiOkTW9OzZE/v27UPPnj1FTeRv3ryJmzdvYty4cSgvL8fcuXMRGhoKExMTjqNl1po1a+Du7o4rV67AxsYGhw4dwrRp00RNkdkya9Ys+Pj44K+//kK/fv0ANG0G2rt3r8SCJ5OcnZ0xd+5cmJubi/qRvXr1Cnw+H2vWrGFsXtpZTZqjoaGBU6dOiY199dVXEok5Ho/H2u9QXV0dunXrBgDo3r07/vzzT/Tt2xdTpkyBvb09KzFs2LABAPflOL/99ltERkYiPz8fgwcPhoKCAvLy8nDixAlMnToV4eHhomv/zX+fUaNG4dWrVzAyMoKPjw9MTU1FSbrmypaywdfXF8eOHcM333yDvLw8GBoaorS0FM+ePRMr78YmthOob+Xn52PWrFno378/8vPzUVdXh4KCAvj7+yMiIqLZU6GEHTo6Ojh9+jR+++03tG7dGoMHD2a8fBn1+pR+NTU1SEpKQmRkJNTV1fHixQtERUWxNv/jx49haGgIoKkn1dsEsrq6OqqqqliLg/yDkjJEKhgaGoreHLjw7bff4syZM6irq4OKigoOHDiApKQkqKurs3bTz7Xm6pq/j62Hj82bN6Nv376wsbFhtYE7kW4mJibIzs6Gqqqq2PiDBw9gb2+PmzdvMjY37e5pnqyXfnyXr68vvvrqK6xZs0a0wMqWdxdghgwZgv79+0vs5q2trcX58+dZiScgIABaWlrQ0dHBiRMn0NDQgKysLCQlJSEkJARJSUmsxCENHj16BFtbW4l+KQEBAaioqEB4eDji4+MRFRX1xSdllJWVsXPnTtH30dHRKCgogJqaGjp16sRaHHPmzEFdXR0SEhJED8KdOnWCi4uLWJ8ZprVv3x5HjhzBr7/+Kur/1KNHD4wYMUJi88G/iZIypDnS2Jy5a9euKCoqgrq6uqhkFNDUzLqmpoaVGKSlNOfhw4ehpqaGwsJCsZg6deqECxcuiL7/t5Nmr169QseOHaGhoYEOHTqInaTiSmZmJvz9/WFubg5TU1P4+PhAU1MTLi4unJVm4kpQUBDmzZsHFxcX0VqKr68v2rZti7CwMErKcKx169aMnnz9kHfLSV+7dk3U9xNoel9lu+oI0LTeJmv9Sp4+fYrNmzfjzp07mDJlCubOnYu2bdti3759sLGxQVlZGXr06IHevXuzFlOXLl1w9+5d1NbW4vbt2xg+fDgAICcnh9VT6+QflJQhUiE/Px9xcXEoKiqCvLw89PT0MGfOHLHSVUzr3Lmz6Gs9PT3WGs5Ki+zsbHTs2JHrMAA0ZfCjoqKgo6PDdSiEYwcOHMDu3bsBNF9yBWhqHs3FzSWh0o/vKi4uxrFjx0RliLgye/bsZpOXt2/fxurVq/H9998zHsP169dx+PBhdOzYEb/++itGjRqFzp07Y+rUqZw26OXCr7/+ipSUFInxGTNmiMpMmJiYIDQ0lO3QOPHy5Uvcu3cPdXV1orGamhqUlpayWsJtwYIFWLBgAZ4/fw4FBQXOTsK2aNECo0aNkoqFMycnJ/j6+rKaICPSj8vmzJaWllizZg22bt2K0aNHY/bs2dDQ0EB2djZ69OjBejxc4ipplp2djYyMDBw9ehSJiYlo27YtTExMMHHiRM5KCldVVWHAgAEAmp7Zb926BR0dHSxcuBDOzs4y9Qyfn5+PjRs3Sozb2toiOTmZg4gI19LS0hAYGIhjx46hY8eOmD9/Pt68eSPaYKilpYX09HTWy7HHxMSwOp808PT0xKNHjzBs2DDRf7+Ojg5Wr16NTp06ISYmBuvXr0dYWBjc3NxYiWnmzJlwdnaGoqIievToAUNDQxw4cABbt27FihUrWImBiKOkDOHclStXMG/ePBgYGGD48OEQCATIzc2FjY0N9u7dy2id3LeePHmCkJAQ5Obmor6+XmJX/JdeU1vaGrwaGRnhjz/+oKQMwdSpU/H8+XMIhUJERERg/PjxaNu2rdg1bdu2xXfffcd4LNJU4k9aUOnHf6irq7O2c/d98fHxovJPQqFQtOvpfWxtdGjRogUUFRXR0NCAK1euYP369QCaFt9l7fRju3btcOfOHXTv3l1s/Pbt26Idx7Lyczl69Ci8vb2bvc9iusTf1atXYWhoCHl5eVy9evWj1zKZHJo9e/ZnX5uQkMBYHM25evUqamtrWZ2TSD8umzM7OTmhZcuWEAqF6Nu3L5YsWSIq+bJ161bG5u3ZsycuXLiAjh07gs/nf/Q5iYuSypWVlcjJyYGampooOcGUdu3aYfr06Zg+fTpKSkpw5MgRpKenIy0tDTweD/Hx8ViwYAG0tLQYjeNdqqqqosbY2traKCoqAgCoqKjg6dOnrMUhDRQUFFBdXS0xXl5eLhWnmgi7Ll26BA8PDzg6OordVyYkJEBDQwPl5eWYP38+UlNTMWPGDEZi8PDw+Oxrv/Rya1euXMGRI0egq6sLc3Nz2NjYoKGhASNGjMC2bdvQrl07uLm5wd3dnbWkjKOjI7p374779+/DwsICQNNJ9vXr18Pa2pqVGIg4SsoQzm3fvh1WVlbw9vYWG/f29kZISIhE0zQmrF+/Hvn5+TAzM2O97Iw0kLbSTF5eXrC2tsavv/4KTU1NiYchKr0hO1q3bi369+bxeHB0dOTsIUOaSvxJi/dLPx48eBCJiYkyVfrxrcWLF8PPzw/e3t7Q0dFh9aSQnZ0dOnToAIFAgLVr18LDw0Pss4zH46FNmzas9XLp378/du3aBVVVVdTW1sLY2BgVFRUIDg5G//79WYlBWkydOhXr169HZWUl+vXrB4FAgJs3b2LHjh2YPHkynj9/jq1bt7J6SoQrb/+bHRwcWE9C2dvbi04E29vbg8fjNXvvw3RyqLmGu+np6Rg7dqzEhgMiu16/fo2ioqJmE5hsv1dw+YzA4/HEeoQ4OTnBycmJ8Xn9/PxEn6F+fn6cbl6LiIhAQkICkpOToaWlhdzcXDg5OYkW4ocOHYrIyEhW3lN1dXXh5uYGV1dXnD9/HqmpqTh27BhSUlIwbNgwxMbGMh4DABgbG8Pb2xv+/v4YOHAg/Pz8YGpqioyMDJkrvzNu3DiEhIRg+/btorGSkhJs3rwZo0eP5i4wwon4+HjMnj0bq1atEo3xeDx06dIFXbt2RdeuXWFjY4OTJ08ylpR58OCB6GuhUChKIH/zzTeQl5dHYWEhKioqvviSvUDThr0rV65ATU0NBw4cQG1tLXr06IFdu3aJrtHQ0MCLFy9Yjev9knrDhw+XqLBA2MMTSttqLJE5/fr1Q0pKikTJl5KSElhbW+P69euMx9C/f3/ExsaKmvDKGg8PD3h6ekpNI/sNGzYgOTkZKioqEgvwPB6PtZNLd+7cwaZNm0QnqN7Hxe44WcfVQgWfz5eqEn9cun37NnR0dBjtefBf9N1336GsrAyNjY3Nvs7W+0VqairMzMxYL0vwrtLSUri4uOD+/ftwcXGBjY0NfHx8cP78ecTExMjUKUiBQIDAwEAkJiaitrYWQqEQrVq1gr29PVauXInz588jNjYWwcHBX3wZRkNDQ6SmpkJbW5v1uR8+fAgNDQ3weDw8fPjwo9c2lzhhkqGhIdLS0qCpqcnqvNIah6zLzMyEu7s7qqurWT9R1hy2fy+OHTv22dd+6ZtgDh06BF9fXzg4OGDhwoVo164dxo8fj+rqasTHx0NJSQnLly/HiBEjOCs7U1lZiePHjyMlJQXp6emszFlVVQV3d3cMHz4cNjY2cHJywq+//gp5eXkEBATAzMyMlTgA4M2bNzh9+jRKSkrg6OiIoqIi6OvrQ0VFhZX5q6urMX/+fPz+++8QCARQUlJCdXU1+Hw+9uzZgw4dOrASB5EORkZG2LNnD3r27Ckae/89PD8/H46Ojrh8+TLj8QQFBaG8vBz+/v6i55LGxkZs2LABPB7vszY8/pf9/PPPcHZ2RmNjI1q3bo2VK1ciNDQUvr6+oooSAQEBuHz5crOljplQVVWFwMBA2NnZQU9PD/Pnz8elS5egra2N6OhougfkACVlCOdGjx6NoKAgiYTI1atXsWzZMlY+MIYNG4YDBw5IlBch3BgwYADWr18vqrfPFXt7ezx79gwzZ85s9gQV1/HJGi4XKt4tZSHrmvtZcFlzXlqkpqZ+9HU23y8qKytx9+5dUWNPoVCIuro65OXlYfHixazF8X5M7du3h5ycHCfzc+3NmzcoKSmBnJwctLW1ZaJc2ftWr16N3r17Y86cOVyHIqa+vh6FhYXQ0dHh5LSKtCRD0tPTYWJiItPv49JgwoQJ0NfXx5IlS5q992Q7abhgwQJs3ryZtV5DfD7/s65jK0ElEAiQnp7ebIlrHo8HPz8/xua2traGpaUlbG1tAQB5eXmYNm0aXFxcsHDhQgDAuXPnsGXLFpw5c4axOKSdUChEQUEB1NTUWO2J9fTpU8yYMQPPnj1DXV0dzpw5g82bNyM/Px979+5ltcfgb7/9hlu3bkEgEMDAwAAjR46kzVMcefPmDWJiYpCfny/Wy+UtJkuT9unTBz///LNYr+SMjAyMGTNGtNG1rKwMEyZMwM2bNxmL461BgwYhKSlJ4m/hzp07sLa2Rm5uLuMxcO2vv/5CUVERBgwYAFVVVSQlJWHTpk0YOXIknj59isLCQuzcuZO13oIeHh7IyclBVFQUiouLsXr1avj5+SEjIwPy8vIICwtjJQ7yDypfRjg3ZswY+Pj4IDg4WPSGffv2bfj6+kocrWPK5MmTERsbi02bNsnsgpE0ad26NeM1kj/HzZs3kZiYiF69enEdCkHTbpuhQ4d+cKGCSbR/4R/N/Sy4rDkvLaQlSZuWloZ169aJTvcJhUJR6ZWuXbsylpSRlp4d0qihoQEvX74U7Zx9u4CTl5cnqucsC1avXo1JkybhzJkz6Natm0RJILZqi5eXl8PT0xPOzs4wMDCAtbU1bt++jfbt2yM+Pl5sh+mXqKysDOrq6uDxeCgrKxONDxw4EC9evBAro/Gln96SRg8ePMCuXbvQrVs3rkMBwH5z5sLCQlbn+xQ/Pz8cOHAAfD6f9YoCJSUlYj3iLl26BB6PJ7Z4p6enJ/Z3LCveP6FSXV0NdXV1VmPYsmUL9PX1ceLECQwbNgxA0653Z2dnBAYGIioqirVYtLS00NDQgEGDBqGmpoYSMhzy9vZGRkYGhg8fzvpn6FdffYUHDx6IJWXe7/FZWlrKWpk/BQUFlJWVNVsRR1aeGbt16yb2eT5z5kyoqanh+PHj0NXVFT1DsyUrKwsRERHQ1dVFTEwMhg8fjkmTJqFHjx6iDQCEXZSUIZxzdnbG3LlzYW5uLlpoffXqFfh8PtasWcNKDC9evMCJEydw/vx5aGpqSpR9YbvZqqyzsbFBWFgYfHx8OG1SqKKiwmpfCPJxXC5UWFpaomXLlqzP+19BSasmWVlZiIuLw507d3Do0CGkpKSgW7dumDx5MmsxREVFwczMDPPnz8esWbOwe/duPH78GN7e3li+fDlj80pLzw5pc+HCBbi5uaGyslLitVatWslUUsbX1xc1NTWoq6v7ZAkxJvn7++PVq1dQVVXFqVOn8PDhQxw8eBApKSkIDAzE7t27OYuNDSYmJqLTjmPHjm22X8bbZK4s/a1KC21tbTx69Ij1e53Zs2cjPDwcysrKmD179kevZeO56PXr12jVqpXY72dJSQm6du3K6knD9PR0+Pn5cbbx4t3//pycHLRv317sNFFNTY3MNXR//4TK9OnTsXv3btZPqFy6dAnR0dFiP//27dvDzc3tk39D/5a6ujq4ubnh1KlTaNGiBc6cOYOAgADU1NQgLCxMakqTy5KffvoJISEhGDNmDOtzDxkyBIcPH8bAgQM/eE1ycrIoicg0c3Nz0SaY3r17QyAQIDc3F2FhYbCxsWElBmk0btw4jBs3jpO5//77b1ECOzs7GwsWLADQ9EzyoRLchFmUlCGca9++PRISEnDu3Dn89ddfUFRURI8ePTBixAhWd3mYm5uzNhf5uJycHFy9ehWnT59Gx44dIS8v/lbFVk8ZOzs7BAcHIygoiG5qpQBXCxUAezu4yX9XdnY2li1bBjMzM9y4cQMCgQANDQ3w8PCAUChkrfb9/fv3ERYWBl1dXfTo0QOVlZUYO3YsGhoaEBUVxViCKDMzU3QShK336P+C4OBgfPPNN6IeMkFBQSgrK8OOHTtk7n3ll19+QWRkJEaOHMlpHJcuXcLevXvx9ddfIygoCMbGxhgwYABUVFQwdepUTmNjw969e9G+fXsAtOlIGrm6usLHxwcuLi7Q0dGR2CjG1M7rrl27ip672C6R9r4TJ05g8+bNiImJQe/evUXjfn5+yM/Ph6+vL0xNTVmJpa6ujrPTnQYGBsjNzYWWlhaqqqpw+fJliebYp06dgoGBASfxcUVaTqjU1NR8cLd/Q0MDKzFERkaisLAQe/fuxaJFiwA0bZLx8PBAUFAQvLy8WImD/IPH40FPT4+TuWfPno3p06dDVVUVK1euFNtQ2NDQgLCwMJw/f561/iWurq548+YNNm7ciIaGBgiFQrRs2RJ2dnZYunQpKzEQcbq6ujh//jzU1dXx5MkTGBsbA2hK1rFZcpH8g5IyhDPV1dWIi4vDyZMncf/+fdG4lpYWLCwsMGjQINZ2/sjawoi0Gzhw4Ed3eLDl4sWLyMnJweDBg9GxY0eJB2NaeGQXVwsVhHyOsLAw/PDDD3BwcBDVdndxcUG7du0QFxfHWlJGUVFR9LehpaWF4uJiGBsbo3fv3igtLWVs3ncX8cLDw+Hp6SmRzH7x4gXWrl2LnTt3MhaHtLl9+zb8/PzA5/PRs2dPtGnTBvb29mjTpg3i4uI42ynHBRUVFal4n66vr0f79u0hFArx22+/YdWqVQCaeke8vwnk3+bh4dFsPIGBgRL9bJi6Nx08eLDY1/fu3UN1dbVo8Xvv3r0YNWoUtLW1GZmffNySJUvQ2NiIJUuWiJ2SYPr00ru/b2+/rq+vF50Yr6ioECuJw5TLly9jzZo1mDJlisR8a9euRWxsLJydnbFv3z5WSh2PHDkSWVlZnJR1sbW1xcaNG1FQUIDr16+jrq5O1JOroqIC6enpiIuLw+bNm1mPjUvScEIFaCrFmpiYKPa+Xl9fj8jISNbKcJ88eRJeXl4YMmSIaGzIkCHYvHkz1qxZQ0kZDpiamiIlJQUrV65kfe6ePXvC398f69evx6FDh9C/f3+oqqri5cuXuHHjBurr6+Hv789aH2VFRUVs2rQJbm5uuHv3Lng8Hrp37y4zpcuk0YoVK7B8+XLU19fD3Nwc2tra8Pf3x4EDBxAREcF1eDKJkjKEE8+fP4ednR3Ky8thamqKGTNmQFlZGa9evcIff/yB6OhonDp1CgcPHmStd0R5eTkOHDiAoqIiyMvLQ19fHzNmzJCKBQRZs2zZMq5DACA9ySHShKuFCiLp+vXrop3WQNO/we+//45Hjx6JXSdLvUP+/PNPbN26VWJ8/PjxCA8PZy2O3r174/Dhw1i1ahUMDAyQlZUFR0dH3L59m9FyjNeuXRNtsDh27Bh69eolkZQpKSnBb7/9xlgM0khOTk50H6OlpYWioiIMHToURkZGCAgI4Dg6di1atAibN2/G+vXr0a1bN856+H3zzTc4cuQIvvrqK1RVVWHUqFGoq6tDTEzMZzcZ/7968OCBxJihoSGeP3+O58+fMzp3cy5evIjFixfDwcFBlJQ5efIkQkJCEBMTg2+//Zb1mGTdnj17uA4BlZWVcHZ2hqGhIVxcXAA0lXHl8/nYvn272Of/vy06Ohp2dnZYu3atxGu6urqihFFkZCQr/W769++PwMBA/Pbbb9DV1ZX4HGXymcXCwgJ1dXVITExEixYtsH37dvTt2xcAsGvXLiQnJ2PBggWslkiVBtJwQgUA3NzcYGtriytXrqC+vh5eXl64c+cOXr16hf3797MSQ0VFRbMVBNTV1fHy5UtWYiDiGy5qamqQmpqKixcvQltbW6LyC9Obgc3NzTFw4EAkJyfj6tWryMvLg4qKCqZPn44ZM2ZAU1OT0fnf9/r1a9y+fRv19fUQCoX4448/RK/J0nOitBg1ahSysrJQUVEhuuc1MzPD9OnT6aQMRygpQzgRGhoKgUCAkydPNtuU79GjR1iwYAF2797Nyi6DP//8E3Z2dmjVqhX69u0LgUCAlJQUHDhwAImJidDX12c8BlkXHh4OR0dHtG7d+qMLmDwej7XjrtKSHCJNpGGhgjRZvny5RL+QH374Qex7WUuUKSkp4fHjxxIPx28biLNl+fLlmD9/Pjp06ABLS0tERETAzMwM5eXlEs0+/008Hg/u7u6ir319fSWuadOmDRwdHRmLQRrp6+vj7NmzsLe3h46ODq5du4Y5c+ZIJDBlQVxcHMrKyj74e8jW+4WbmxsWLVqE58+fY8GCBejSpQu8vLyQmZmJ2NhYRufet28fo////6tt27bBwcFBtPAONJWweFu6NSkpicPoZNO7J5kqKyshLy8PZWVlVmPYvHkzXr9+DTMzM9FYTEwMvLy8EBAQAD8/P8bmvnXrFtzc3D56jY2NjahUE9P2798PVVVV3Lp1C7du3RJ77c2bN4w/K1hbW8Pa2lpifOHChVi+fLmobKgskYYTKkBTkjAtLQ2JiYno1KkTBAIBJkyYABsbG3z99desxfDbb79h2rRpYuMnT57krISWLHp/w8XbDQ1lZWVchAN1dXVOTuq8LzMzE+7u7qiurpZ4bpS158SqqirWP8s/REVFReyz422y/9GjR+jSpQtXYcksnpC68xIOjBkzBhs2bPhoA7Sff/4ZgYGBojIwTHqbDNi2bZuo9mZtbS1cXV1RV1eHXbt2MR6DrBs7diyOHj0KFRUVjB079oPX8Xg8VsuG5efnIy4uTnSCSk9PD3PmzBF9eBEia/6XBt1c16Vn09udtH5+frCxscHBgwfx+PFjeHl54bvvvhMlLNhQUVGBuro6aGpq4vbt20hKSoK6ujrs7e0lyv4xgc/n48KFC1BTU2N8Lmn3888/Y8WKFdiwYQNGjRqF77//HkZGRvjzzz/Rr18/7Nixg+sQWZOamvrR19lspC0QCFBdXS16QL579y5UVFTQoUMH1mKQBv3790d6errEztn79+/DwsIC169f5ygy2ZaQkIDo6Gg8e/YMAKCmpgZHR0c4ODiwMv+QIUOwd+9eiZNj+fn5cHJywsWLFxmbe8CAATh27NhH+wfev38fkydPRm5uLmNxfExxcTGSkpKQnp6OK1eucBKDLCspKYGtrS3U1dVRXFyMIUOGiJ1QYfrE47uaK/84evRoaGlpsTL/uXPn4OLighkzZiAxMRHz58/H3bt3cebMGWzfvh3ff/89K3GQz/PkyRN89dVXnMZw9epVuLu7s7KeMmHCBOjr62PJkiXNVr+RpefEvn37wsTEBFOnTsWIESPEqn6w6f79+wgICEBRUREaGxsBNFW8qKurQ2VlpcTmA8I8OilDOPH06dNPNiXk8/ms7S7Izc1FUlKSWDO0li1bYunSpbCzs2MlBll39uxZ0dd79uxh7Wb2Y65cuYJ58+bBwMAAw4cPh0AgQG5uLmxsbLB3714qbcay2tpaHDp0SOwmAmhqwpqfn89KApfI1g30/8LZ2RmPHj0S9Y6xtLSEUCjE6NGjxXahs+HdOvx6enpYt24dq/MXFhayOp80GzduHA4fPgw5OTmoq6sjNjYWe/bsgYmJCVasWMF1eKxiM+nyKS1atBDbschWfXVpo6qqisLCQomkTHFxMWvlg4m4pKQkBAYGwsbGBoMGDYJQKMTVq1cRHByMdu3aNXtq4t/W2NgosasZABQUFPD69WtG5+7evTuuX7/+0aRMbm4u6/cidXV1OH36NJKSknD9+nXweDyZ6gkmTaThhArQfPnHjIwMxss/9uzZExcuXEDHjh0xZswY7NixA7t27YKcnBzi4uKgr69PCRkO9ezZE9nZ2VBVVRUbf/DgASZNmsT5Zoc3b96wtsb24MED7Nq166Pv57IiIiICx44dw/Lly6GsrIzJkydj6tSprN9/btq0Cffu3cP48eOxZ88ezJs3D3fv3sVPP/2ETZs2sRoLaUJJGcKJ+vp6tGrV6qPXtGrVirW6sG3btkV9fb3EeHNjhHl2dnaIiIjg/DTK9u3bYWVlBW9vb7Fxb29vhISESF0Zki+dr68vjh07hm+++QZ5eXkwNDREaWkpnj17xtruUUI+REFBAdu2bcPKlStx69YtCAQCGBgYsF4+4smTJwgJCUFubq6ofvO7mNoZN3v2bISHh0NZWfmTjXYTEhIYiUFa9erVS/T14MGDxcoTyZrMzEzs2rVL7PSpo6MjTE1NWYuBz+d/dIeiLJXTmDx5Mry8vPDixQv069cPAJCXl4eQkBBRgpmwKz4+Hm5ubmKbwkxNTaGlpYW9e/eykpQZNGgQgoODsX37dlFvsOrqaoSGhjLeA8DCwgKhoaEwMjIS22DwVkVFBUJDQ2FlZcVoHG+VlpYiKSkJqampePHiBXg8HqZOnYpFixax3puBNFm2bBlcXFw4L88UHBwsUf7x0KFDjJd/fP++ztjYGMbGxozMRT7PkSNHkJaWBqDp32fp0qUS/aceP34sNeWr2KKtrY1Hjx5RUgbAyJEjMXLkSFRXV+PUqVNIS0vD7t270adPH1hZWWHChAkSvTiZkJubi507d2LIkCH49ddfMW7cOPTt2xfbt29HVlYWpk+fzngMRBwlZQgBYGRkhK1bt2LHjh2i0hWVlZUIDAzE0KFDuQ1OBikoKEBenvu3p1u3bjXbF8HOzo6Vh2IiLjMzE/7+/jA3N4epqSl8fHygqakJFxcXSqASqSAQCHD//n2Ul5ejRYsW6NSpE+sxrF+/Hvn5+TAzM2N1p3vXrl1FzUzpNNU/3q153xymG75Kkx9//BErV66EiYkJzMzMRCcAVq5cibCwMJiYmLASh5+fn1hSpqGhAffu3cOxY8ewZs0aVmKQFkuXLsXz58+xadMmNDQ0QCgUQl5eHvb29pwveMqqsrKyZhdYR44ciYCAAFZi8PDwgK2tLYyNjaGtrQ2gqUxThw4dGO+7ZGdnhzNnzsDc3BxWVlYwNDSEsrIyXrx4gdzcXKSmpkJbW5vR/mSNjY348ccfcejQIVy+fBlycnIYMWIEzMzM4OHhgblz51JChkOXLl0Sq27Bldu3b2P79u0S49OmTaONezJm3LhxuHbtmuj7Ll26SGxANjAwkLnNDq6urvDx8YGLiwt0dHQkSihraGhwFBl32rVrh2nTpsHExATJycmIiorC+vXr4efnBysrKzg7OzOanKmrqxMlybp3744///wTffv2xZQpU2Bvb8/YvOTDuF/1JDJr9+7daN269Qdf//vvv1mLxdXVFTNnzsSYMWMkHj6YbGZJmmdpaYn58+dj8uTJ0NLSkripYeuGRkVFBc+fP5cYr6ysZKUvAxFXVVUlauCpp6eHW7duQUdHBwsXLoSzszPrJZoIedfjx48xf/58FBUVoX379mhsbER1dTUGDBiAXbt2sZYguXTpEmJjYxkrm/Eh7yYXhg8fjhEjRshcf47mvN/8tbGxEX/99Reqq6vFmmjLgp07d2Lp0qVijbEdHBwQHh6OqKgo1pIyU6dObXa8d+/eOHz4MCZPnsxKHNJAXl4eXl5eWL16Ne7evQt5eXloa2t/8jQ7YY6Ghgby8/Mldhbn5eWx1qerW7duyMjIwMmTJ1FcXAx5eXnMmjULkyZNYvx3Q05ODvHx8QgJCcHRo0cRHx8vek1NTQ22trZYvHgxo3GMGjUKr169gpGREXx8fGBqaor27dsDAKv94UjzLC0tERQUhKVLl0JLS4uzZzIuyz+eOnXqsxZuZS0JwJUOHTqI3Qd7enqycupB2i1ZsgSNjY1YsmSJ2GYYoVAIHo8nUyeTgaaEyM8//4xjx47h4sWL+Oqrr+Dg4ICpU6eivLwc/v7+WLFiBXbv3s1YDF27dkVRURHU1dXRvXt30b+BQCBATU0NY/OSD6OkDOGEhoYGTp069cnr1NXVWYimaTfDyZMncfz4cRQXF0MoFGL69OmYNGkSfaByICIiAkBTb5n38Xg81m4wx4wZAx8fHwQHB0NXVxdA064oX19fjB07lpUYyD9UVVXx7NkzaGhoQFtbG0VFRQCakmdPnz7lODoi6zZt2gQFBQVkZGRAR0cHQNODuZubG/z8/Fg7EdGmTRt07NiRlbk+ZNOmTTh48CAlZYBmd8sKhUL4+Pigbdu2HETEnTt37mDSpEkS4+bm5oiJieEgInF9+/aV2QXXtm3bQkNDAzk5Ofj7779FGyAI+2bOnAlvb2+8ePFC9O9w7do17Nix45OlIf9NSkpKmDlzJmvzvUtRURFr1qzBqlWrcP/+fbx8+RKqqqrQ1NRkpTnyq1ev0LFjR2hoaKBDhw4f3URI2JeVlYW//vrrg70k2Vro5bL8Y3OVHN7H5jOzrCsrK4O6ujp4PB6WL1+OqqoqVFVVNXstk6dDwsPDP3lNaWkpY/O/r7m1HFnl6emJM2fOoLa2FiYmJoiMjMSIESNEn2ndunXDwoULsXbtWkbjsLS0xJo1a7B161aMHj0as2fPhoaGBrKzs9GjRw9G5ybNo6QM4cS7Td2lRdu2bWFjY8N1GATS0yTa2dkZc+fOhbm5uWjH06tXr8Dn82WuxIk0MDY2hre3N/z9/TFw4ED4+fnB1NQUGRkZ6NKlC9fhybx79+6JThoeP34cFy5cQGBgILdBsejixYtISEgQJWQAQF9fHxs2bICTkxNrcUyePBmxsbHYtGkT5OTkWJv3XW+Tpmz30/mv4PF4cHBwwIwZM/DDDz9wHQ5rOnXqhNLSUmhpaYmNl5aWct5UvqamBvv372ftJALXIiIikJCQgOTkZGhpaSE3NxdOTk6orq4GAAwdOhSRkZF0YoYDs2fPxsOHD+Hn54fGxkZRSbmZM2di8eLFjM59584dHD58GAsWLICqqipqamqwfv16nD9/Hmpqali6dCmrJ8nk5eVZb4IMANnZ2cjIyMDRo0eRmJiItm3bwsTEBBMnTmQlKUQ+jum/g8/1sfKPK1asYHTu7OxszjfgkH+YmJjgwoUL6NixI8aOHdvs+wQbp0NSUlI+6zq2Nj7Lcg/F9926dQsrV67EpEmTPrhprUePHggODmY0DicnJ7Rs2RJCoRB9+/bFkiVLEBkZCXV1dWzdupXRuUnzeML3O4URIiNMTExw5MgRqKiofPDD8y2mGiMTSa9fv0arVq3E/j1KSkrQtWtXThYHBAIBfv31V9EJqh49emDEiBGi3gmEPVVVVXB3d8fw4cNhY2MDJycn/Prrr5CXl0dAQIDMlQKSJrW1tRgwYAD09PQwatQo7N69G/b29nBzc+M6NNaMHDkSO3bsgKGhodj4H3/8AScnJ2RnZ7MSh4eHB06cOAFlZWVoampKlPVISEhgPIYNGzbgyJEj4PP50NbWlqj9Lkt9VD7k119/hbOzs1gN8i9dSEgI0tLSsHHjRgwcOBBA0wkAb29vjBs3jvHdgW/x+fxm7/l4PB68vb0xbdo0VuLgyqFDh+Dr6wsHBwcsXLgQ7dq1w/jx41FdXY34+HgoKSlh+fLlGDFiBOMLi+TDqqurcefOHQCAjo4O4yf3CwoKYGNjgw4dOmD//v3o2rUrVq1ahdOnT8PBwQFKSkqIjY1FYGCgTJ0WLykpwZEjR5Ceno6nT5+Cx+PBysoKCxYskEgwE9lUU1PDavnHnj17ihIARDpcuXIFAwYMgLy8PK5cufLRa2UpUVFbW4tDhw6hqKgIjY2NovG6ujrk5+d/8LQbIbKEkjJEZoWHh8PR0RGtW7f+5FHPd+ufE+acOHECmzdvRkxMDHr37i0ad3R0RH5+Pnx9fWFqasphhESaCIVCFBQUQE1NjZOG6rLsl19+wZ07d2BqaoquXbtCIBDg7Nmz8PT0RFVVFfr164ekpCSuw2TV4cOHkZCQgK1bt6Jnz54AmvqJrF69GhYWFpg1axYrcUhDY/lPNYqUpQa4zf171NTUIDs7GyYmJjK1K622thYuLi44e/asKCkiFAoxevRohISEsLbxIiUlRSIpo6CggH79+slE825ra2tYWlrC1tYWQFO5nWnTpsHFxQULFy4EAJw7dw5btmyhBROWXL16FYaGhpCXl8fVq1c/eu2gQYMYiWH58uXg8XgIDg6GvLw8KioqMHr0aEyZMkX0uXHgwAGcOnUK+/fvZyQGadbY2Ijz588jNTUV58+fh0AgwLBhwxAbG8t1aDIpMzMTu3btQlFREeTl5aGnpwdHR0dOnhOfPn2K+vp6vL+sxlSZKj6fTydlyH/C+vXrcezYMXzzzTfIy8uDoaEhSktL8ezZMzg4OHzxm/c+9Uz2Liafz44dO/bZ11LJQ/ZR+TIis95NtAwZMgT9+/eHgoKC2DW1tbU4f/48y5HJpsuXL2PNmjWYMmUKOnfuLPba2rVrERsbC2dnZ+zbt4/RWufv7j760G7at2StOZ00ePnyJe7du4e6ujrRWE1NDUpLSxlbqCDiIiMjERYWBmVlZYSFhSEhIQFaWlo4cuQIqqurMXPmTKSmpuL06dMYP3481+GyJjw8HM+ePcPUqVPRtm1byMvL4+XLlxAKhbhx4wY2bdokupbJ947hw4dj5MiRoqbEXJClpMunPHjwQGJMUVERDg4OmDt3LgcRcadly5bYuXMnSkpKUFRUJDp9+rZnG1umTp3K6nzSpqSkBMOHDxd9f+nSJfB4PIwaNUo0pqenh7KyMi7Ck0n29vaiRVZ7e3vweDyJBV4AjJa+ycnJQXR0NOTlm5YHLl68CABin+MDBw7Etm3bGJlf2snJycHExAQmJiaorKzE8ePHP7tUEPl3/fjjj1i5ciVMTExgZmYGoVCIq1evYuXKlQgLC4OJiQkrceTm5sLDwwN//fWX2DjTZaosLS0lTiAT6UGnQ/6RmZkJf39/mJubw9TUFD4+PtDU1ISLiwvq6+u5Do9x7z4DCIVC5OTkQE1NDd988w3k5eVRWFiIiooKxt+zPrdfIvWh4gYlZQhBU/3m7OxsqKqqio3fvn0bq1evxvfff89RZLIjOjoadnZ2zZYv0dXVFe0eiIyMZLQhsJ+fn6i2PZXYkS5Hjx6Ft7d3s7vRmK7RS/5x4MABhIaGwtTUFJGRkXB1dQXQtFNw165dGDFiBLS0tBAdHS1TSRlnZ2euQwAAbNq0CQcPHuQ0KfOuhoYGUek2IyMjmVtIoASVJF1dXbFEzOvXr7F9+3ZGy5d9TvPbt2ThdPS7G05ycnLQvn178Pl80VhNTQ01N2dRZmYmVFRURF9z4dWrV2I9lXJyciAnJye24aVt27YQCARchCdVVFVVMXfuXJlLrEuLnTt3YunSpWLv1Q4ODggPD0dUVBRrSRlfX1989dVXWLNmDat90ej5VLr5+vp+9HSILKmqqhJtptXT08OtW7ego6ODhQsXwtnZGevWreM4Qma9+wwQFBSEzp07w9/fX1RaurGxERs2bGC8V5m09GsmzaOkDJFZ8fHxCAgIANCUuX531+C7+vbty2ZYMuvWrVufPMJqY2ODRYsWMRqHpaWl6Gsej4eJEydK9GT4+++/kZyczGgcRNKOHTswefJkODg4UPNhDjU2NopK/PTv3x87duyAuro6kpOTRQ15TUxMGG9UKG3efe/gkra2NoqKiqCnp8f63AcPHhTtHJ4+fTrMzMxga2srehjo0qUL4uPjoa2tzXpsXPlQKSIejwcFBQV06dJF4nTol6S2thYBAQE4efIkFBQUMHnyZPzwww+ivmwXLlzAxo0bUV5eznhSpkWLFujSpctHr+PxeF98UsbAwAC5ubnQ0tJCVVUVLl++LLGIeerUKRgYGHAUoezp2rWr6Ovw8HB4enpK9JB58eIF1q5di507dzISQ+fOnfHgwQNRA+iLFy+iX79+aNOmjeiaGzdufPJviBCm3blzB5MmTZIYNzc3Z3Tj3vuKi4tx7Ngx1k97Eukm66dD3qWqqopnz55BQ0ND9HwCACoqKnj69CnH0bHr0KFDSEpKEltXkpOTg6OjI6ytreHr68t4DNLWu5k0oaQMkVl2dnbo0KEDBAIB1q5dCw8PD7FdLjweD23atIGRkRGHUcqO2traT34YdOjQAa9fv2Y0jsrKSrx58wZAUx1QfX190e7FtwoKChAcHCxzu124VlVVBUdHR5la0JVGEydOxOLFi8Hn8/HLL7+gZ8+eePDggdjCTWFhITp06MBdkBzJyspCXFwc7ty5g0OHDiElJQXdunXD5MmTWYuBz+fD1dUVsbGx0NbWljiZwtQOy7i4OISHh2PSpElo3bo1QkNDkZKSAoFAgIMHD0IgEMDf3x/bt29HaGgoIzFIIwcHB9HO8rcn/N7fETd48GBRScAvzdatW5GcnAwLCwsoKioiMTER7dq1w8KFC+Hr64vExER069YNe/fuZTSO6dOn46effgIAmJmZwczMTOxkiCyxtbXFxo0bUVBQgOvXr6Ourg5z5swBAFRUVCA9PR1xcXHYvHkzx5HKjmvXruH+/fsAmmq/9+rVSyIpU1JSgt9++42xGExNTbFt2zZ4eXkhKysL5eXloh5DQNPvBpuloQj5kE6dOqG0tBRaWlpi46WlpayeWFFXV0dNTQ1r85H/Blk/HfIuY2NjeHt7w9/fHwMHDoSfnx9MTU2RkZEhcwl+BQUFlJWVSSRxS0pKxJ6hmfKh3s1+fn7Uu5ljlJQhMkteXl5UM5HH48HMzEziRARhT/fu3XH9+nV069btg9fk5uaK7SZkwi+//AJ3d3dRPW9ra2uJa4RCoVjtdcKOcePGISsri5IyHHN3d4eKigoKCgqwdu1azJo1CytWrMCcOXPg4uKCJ0+eICwsDNOnT+c6VFZlZ2dj2bJlMDMzw40bNyAQCNDQ0AAPDw8IhULWavTevXsXAwcOBAA8efKElTkBIDk5GZs3b8bEiRMBNC18T58+HVFRUaKHUw8PD6xcuZK1mKTBli1bsH37dqxbt05UBig3Nxe+vr6wsbFBv379sGXLFgQFBYn1HfpSnD17Fp6enpg1axYAYPTo0di8eTPKy8tx5MgRzJs3DytXrmT8/mvTpk3YuHEjLl26hIyMDMyZMwcdO3YUJWhk6XPFwsICdXV1SExMRIsWLbB9+3bRqfBdu3YhOTkZCxYsYDWZLOt4PJ6o5juPx2t2x2ybNm3g6OjIWAxLly7FokWLRJ9VY8eOxYwZMwA0lQ7euXMntLS0sHjxYsZiIORzmJubw8vLCxs3bhTd71y7dg3e3t6iexA2LF68GH5+fvD29oaOjo5Eb1oim+h0yD/WrFkDd3d3XLlyBTY2Njh06BCmTZsGeXl5UcUaWWFubg5PT084Ozujd+/eEAgEyM3NRVhYGGxsbBidW1p6N5Pm8YTNdREkRAZVVlbi7t27Yjta6+rqkJeXRw8gLNi7dy/27t2LxMTEZku5VFRUYNasWbCyssLSpUsZjeXq1asQCASYM2cOwsLCxHozvD1BZWBgQDffLHv8+DEmTZoEXV1ddOvWTWK3OdVY5s7ff/+N1atXIzMzE/Ly8pg+fTo8PT0hJyfHdWismTlzJsaPHw8HBwcYGhoiLS0NmpqaiImJQVpaGtLT07kOkVF9+vTB6dOnxRLnvXv3RlpaGnR0dAA0JYlGjx6NP/74g6swWWdqaooNGzZg5MiRYuMXL16El5cXfvzxR1y/fh3Lly/HhQsXOIqSOX369EFGRoao5GFjYyP69OmD9u3bIyQkBEOGDOEkrvr6ely4cAGnTp1CZmYmunXrhokTJ8LMzAwaGhqcxCQNKioqoKioKHFCmLCHz+cjOzsbHTt25GT+4uJitGjRQmw3708//YRHjx5h6tSpaNu2LSdxEfJWbW0tXFxccPbsWdGzgFAoxOjRo7F9+3bW+mF99913KCsrE2vm/i7qdSmb1q1bh8LCQvj7+6O0tBR+fn4IDQ1FRkYGzp49izNnznAdImeEQiEKCgqgpqYGHo+Hr776iuuQWFNXVwdfX1+kpqaioaEBQqEQLVu2hJ2dHVxdXRntK+Po6AhdXd2Plgn28PDA06dPWS0BSZrQSRlCAKSlpWHdunWiOp9CoVD0xti1a1dKyrDAzs4OZ86cgbm5OaysrGBoaAhlZWW8ePECubm5SE1Nhba2NqO7BN96u5s5ISEBhoaGqK6uFi1Q/P777+Dz+TK12CwtfH19UVNTg7q6Ojx8+JDrcMg72rRpg4iICFRXV0NRUVEmTx3++eef2Lp1q8T4+PHj/6cm4/+GN2/e4PTp07hz5w7mzZuHoqKiZksx/pvq6+slSlAqKCiIJa95PJ7MNYl+8uRJs4v8nTt3xqNHj0Rfv3r1iu3QWFFfXy9WlkFOTg4tW7aEp6cnZwkZoOl3c8yYMRgzZgzq6upw9OhRbNu2DcHBwTK9kPYl9zf6rygsLMS9e/dQXl4uKjGyd+9ejB49WqJcExP09fUlxqikCZEmLVu2xM6dO1FSUoKioiIIhUL06NGD9d4utD5AmkOnQ/7Rs2dPZGdnQ1VVFUDTc8A333yDBw8eYNKkSbh+/TrHEbJHUVERmzZtgpubG+7evQsej4fu3buzUrpMWno3k+ZRUoYQAFFRUTAzM8P8+fMxa9Ys7N69G48fP4a3tzeWL1/OdXgyQU5ODvHx8QgJCcHRo0cRHx8vek1NTQ22trZYvHgxq03IunTpAnNzc5iYmGDNmjUAACcnJ6ipqSEmJkbUDJWw45dffkFkZKTEjnMiPd6vgS9LlJSU8PjxY4kSjLdv3xY7bce0p0+fYsaMGXj27Bnq6uowbdo07N69G/n5+di7dy81pGVZ7969ERsbC19fX1Eyv7GxEbGxsaKeJleuXMHXX3/NZZise1sui0uPHz/Gjz/+iNOnT+PatWvQ0tKCvb0912ERGXfx4kUsXrwYDg4OoqTMyZMnERISgpiYGHz77bccR0gI+44dOyZRBlZXV1fsnub58+fw8PBAVFQUKzFZWlqyMg/5b1FWVsbOnTtF30dHR4tOh3Tq1InDyNhx5MgRpKWlAWja6Lx06VKJ6iKPHz/+IvsofsqbN2/w008/oaSkBI6OjsjPz2d80xwgPb2bSfMoKUMIgPv37yMsLAy6urro0aMHKisrMXbsWDQ0NCAqKorqarNEUVERa9aswapVq3D//n28fPkSqqqq0NTUZPRI54f4+flBS0sLc+fOFY1lZGTAzc0N/v7+2LFjB+sxyTIVFRWZLitDpNukSZPg5+cHPz8/8Hg81NTU4JdffoGPjw+rNc63bNkCfX19nDhxAsOGDQMABAQEwNnZGYGBgYwuVuzevVusbEhDQwMSEhJESam///6bsbmllbu7OxwcHHD58mVRDelbt26hqqoKsbGxyM3Nxbp1677oxq/NfX5z8ZkONJXnOnPmDE6fPo3r169DU1MTEyZMwLp160RJMkK4tG3bNjg4OMDFxUU0lpycjODgYAQFBSEpKYnD6Ajhxtq1a6GoqPjB+6nLly/D1dUVL168YDWurKwsxMXF4c6dOzh06BBSUlLQrVs3WjuQMVu3bsWyZcuaPfXw9nSIrBg3bhyuXbsm+r5Lly4SCQEDAwPWem1Ki/c3zU2fPp21TXPS0ruZNI+SMoQAYuV2tLS0UFxcDGNjY/Tu3RulpaUcRyd75OXl0b17d67DQE5ODpKTk8XqnaqqqmLNmjWwtbXlMDLZtGjRImzevBnr169Ht27dqIQckSrOzs549OiR6CHD0tJSVOP83cU1pl26dAnR0dFiyZH27dvDzc0Ns2fPZmxeDQ0NnDp1Smzsq6++QmZmptiYrJ0w7N27NzIyMpCUlIRbt25BXl4eU6dOhY2NDVRVVVFSUoJdu3Zh+PDhXIfKGF9fX7Rs2VL0fX19PQIDAyV6UzDZFyw+Ph5nzpzBzZs3oaGhgQkTJsDT0xO9evVibE5C/i9KSkoQEhIiMT5t2jTs27eP/YAIkQI2NjZYs2YNFBUVMW7cONG4QCDAjh07EBMTA21tbdZOyQBAdnY2li1bBjMzM9y4cQMCgQANDQ3w8PCAUCiUuUVnWbZnzx44OjqKJWWcnJzg6+srE6dj3tWhQwex+zlPT0+ZrqTwFpeb5iwsLBAaGgojI6MP9m4ODQ2FlZUVYzGQD6OkDCFoWjQ5fPgwVq1aBQMDA2RlZcHR0RG3b9+mZu4yTF5eHlVVVRLjr1+/hlAo5CAi2RYXF4eysrIP7pKT5T4AhHsKCgrYtm0bVqxYgYKCAggEAhgYGEBPT4/VOGpqaj5Yn7ihoYGxec+ePcvY//d/XadOnbBixYpmX3u//MqXZtCgQXjy5InYmKGhIZ4/f47nz5+zFseWLVugoKCAkSNHok+fPgCAc+fO4dy5cxLXLlu2jLW4CHmfqqoqCgsLoampKTZeXFwMJSUlxuatqKignkJEar09Teri4oLw8HCMGjUK5eXlWLVqFW7cuAFbW1usXr1abAMA08LCwvDDDz/AwcFB1LzdxcUF7dq1Q1xcHCVlZEhz6wJXr15FbW0tB9FIj3eTM5WVlcjJyYGamhoGDBjAYVTc4GrTHCBdvZuJJErKEAJg+fLlmD9/Pjp06ABLS0tERETAzMwM5eXlrJadIdLF2NgYvr6+CA4OFh33vH//Pvz9/amvCQeooSb5L9DS0mKlGfOHDBo0CImJifDw8BCN1dfXIzIyUiYfgrj2999/Iz4+Hrm5uaivr5d4cE9ISOAoMnZIy87+t6Uvi4uLUVxc/MHreDweJWUIpyZPngwvLy+8ePEC/fr1AwDk5eVh+/btjPawGDNmDIyNjWFtbY0xY8bQaWQiddatWwcej4cVK1Zg/vz52LdvH1q1aoXY2FhOTpv++eef2Lp1q8T4+PHjER4ezno8hEiLiIgIJCQkIDk5GVpaWsjNzYWTkxOqq6sBAEOHDkVkZCSrvYK5xtWmOUA6ezeTf1BShhAA3377Lc6cOYO6ujqoqKjgwIEDSEpKgrq6OjV9lWFubm6YO3cuvv/+e1EzuqqqKvTq1Qvu7u4cRyd7qKGm9Llz5w42bdokWnB+35d+eonP5392bwy2fhZubm6wtbXFlStXUF9fDy8vL9y5cwevXr3C/v37WYmB/GPDhg3IzMzE8OHDxUphEnbRSS7yX7F06VI8f/4cmzZtQkNDA4RCIeTl5WFvb4+FCxcyNu+WLVtw/PhxrFixAioqKpgyZQqsra2lopwwIW95enqCx+MhIiICAwcOxM6dO0V969impKSEx48fS/RpuH37NmcxEcK1Q4cOISoqCg4ODujYsSOApp5QrVq1QlJSEpSUlLB8+XJER0d/8BT5l4jrTXPS1ruZ/IMnpBo8hBDyQY2Njbh48SKKi4shLy8PPT09DB06lD68OJKZmYldu3ahqKhI9O/h6OgIU1NTrkOTSfb29nj27BlmzpzZbFmVLz2RlpKSInovePjwIWJiYjBjxgwYGhpCQUEBeXl5OHDgABYvXszqkfDHjx/j4MGDojJq+vr6sLGxwddff81aDKTJwIEDERQUhDFjxnAdCiHkP6SmpgZ3796FvLw8eDwekpOTkZ6ejitXrjA6b0VFBY4fP460tDSUlJSgf//+mDZtGiZMmCBWdoUQLm3ZsgWHDh1CTEwMvv32W05iCAwMxG+//QY/Pz/Y2Njg4MGDePz4Mby8vPDdd9/RBj4ZwufzcfHiRaiqqorGDA0NkZaWJlGK8ktnbW0NS0tLUf/dvLw8TJs2DS4uLqKNBefOncOWLVtEZf9kQUlJCWxtbaGuro7i4mIMGTJEbNMcn8/nOkTCEUrKEALgyZMnCAkJ+WB5kfcbFRPZJRAI8PPPPyMpKQm7d+/mOhyZ8uOPP2LlypUwMTHBoEGDIBQKcfXqVZw7dw5hYWEwMTHhOkSZ07dvXyQmJlKzbDTV6327s/hdaWlp2Lt3L44ePcpKHOHh4XB0dJRYPKuurkZoaCg8PT1ZiYM0GTRoEI4ePSqxk5YQQj6mrq4Op0+fRlJSEq5fvw4ej4dx48Zhx44drMWQl5eH48eP4+TJk6irq8PEiRNhbW0tKqtGCFuaKweWnJyM6upqzJkzR6zcHlslKOvr6+Hu7o6TJ08CaCp/KRQKMXr0aISGhrLa34Zwi8/nY+LEiWL/5unp6Rg7dizatm0rdu27fVa+RIaGhqIeJQAQExOD4OBgpKamihIP9+/fx8SJE5GXl8dhpOyjTXOkOZSUIQTAokWLkJ+fDzMzs2Z3e1N9cVJeXo5Dhw7h6NGjePLkCTp16oRffvmF67BkypQpUzBu3DiJv8fw8HBkZWXh8OHDHEUmu0aNGoWYmBgYGBhwHQrn+vbti/T0dIl+Mvfu3cPkyZNx8+ZNxuYuKSlBZWUlAGD27NkICwuTKJ1RVFSErVu3MhoHkeTp6YmvvvoKzs7OXIdCCPkPKC0tRVJSElJTU/HixQvweDxMnToVixYt4mzHdUNDA7KzsxEWFoY//vjjiy9NSqTP2LFjP+s6Ho/H+mbK0tJS0SKrgYEB9PT0WJ2fcO9/KXcvLb32mGJoaIhjx46JnocWLlyImzdv4tKlS6JrCgsLMXv2bMZPfhLyX0A9ZQgBcOnSJcTGxnJ2/JlIJ6FQiPPnz+PQoUP49ddfRTsaVq1aBXNzc67Dkzl37tzBpEmTJMbNzc0RExPDQUTEzs4OwcHBCAoKQrt27bgOh1NaWlo4efIklixZIjZ+6NAhxh/Q79+/j0WLFolKqX1oI4GVlRWjcRBJqqqq2L17N3755Rd0794dioqKYq9/6TsmCSGf1tjYiB9//BGHDh3C5cuXIScnhxEjRsDMzAweHh6YO3cuZwmZP//8E+np6Th16hSePn0KMzMzTuIgsk1a+oKVlZVBXV0dPB4PZWVlAAAFBQX07dtX7BoA0NDQ4CRGwr4vPdHyvzAwMEBubi60tLRQVVWFy5cvS1SzOHXqlMxt6KusrERMTAyKi4tRV1cn8XpCQgIHURFpQEkZQgC0adNG1IiMkCdPnuDw4cM4cuQIysrK0L59e1hZWeHo0aMIDg6mHVAc6dSpE0pLSyVOIpSWljZ7wo0w7+LFi8jJycHgwYPRsWNHiQVnWSr9uGLFCqxYsQIXL15Enz59IBAIcP36dRQUFDCeNBw9ejTOnj0LgUCAcePG4fDhw2J1rXk8Htq0aYMOHTowGgeRdOPGDVGpn8ePH3McDSFEGo0aNQqvXr2CkZERfHx8YGpqKjrtyEVfivLycqSnpyM9PR23b99Gz549MW/ePFhYWND9FpFpJiYmuHDhAjp27IixY8c222NUKBSCx+PRiTIik2xtbbFx40YUFBTg+vXrqKurw5w5cwA09SxLT09HXFwcNm/ezHGk7FqzZg3y8vIwbNgwtGrViutwiBShpAwhACZPnozY2Fhs2rRJrCYtkT3Lly/HuXPn0Lp1a4wZMwYTJ07EiBEjIC8vz1pPCNI8c3NzeHl5YePGjRg4cCAA4Nq1a/D29sbEiRM5jk42DRw4UPRvIetMTU1x4MAB7N+/HxcuXAAA9OzZE5s2bWKleePbHZmZmZnQ0NBodqGAsI92TxJCPuXVq1fo2LEjNDQ00KFDB4meYGx4+fIlTp8+jfT0dOTm5kJJSQmTJk1CYGAgNSAm5P/Zu3evKGFKO9sJkWRhYYG6ujokJiaiRYsW2L59u+gk2a5du5CcnIwFCxZg8uTJHEfKrmvXrmHXrl0YPHgw16EQKUM9ZQgB4OHhgRMnTkBZWRmampoSu73ppkt28Pl86OjoYNGiRRg5ciRUVFREr/Xq1QvHjx+nkzIcqa2thYuLC86ePStacH7bUDMkJIR2nRACQCAQiBbV6uvr8f5tHpXLYl9DQwOePXuGxsZGAE3vW3V1dcjLy4OFhQXH0RFCuFZdXY2MjAwcPXoUN2/eRNu2bWFiYoKJEydi2bJlOHbsGOP3nr1794ZQKISRkRGsrKwwbtw4iechQoi4e/fuobq6Gr179wbQlLQZNWqUqMk5IeQfFRUVUFRUFFtfkRXjx4/Htm3b0KtXL65DIVKGkjKEoCkp8zG0iCU7srOzkZKSgp9//hkNDQ0YPHgwzMzM8N1332Ho0KGUlJECJSUlKCoqglAoRI8ePaCrq8t1SDKtsLAQe/fuxd27dxEaGoqff/4Z+vr6MrcTSFqSIb6+vjhw4AD4fH6zfX7o5Aa7Lly4ADc3N1RWVkq81qpVK1y/fp2DqAgh0qqkpARHjhxBeno6nj59Ch6PBysrKyxYsECifOu/KTw8HFZWVlBXV2dsDkK+JBcvXsTixYvh4OAAFxcXAMD06dNRXFyMmJgY6lVLCBHJzMzErl274OLiAk1NTbRo0ULsdepBJbsoKUMIgBMnTmDkyJGi48iEvHr1Cunp6UhJSUF+fj4UFBTQ0NAALy8vTJ8+nUoDSZHXr19j+/btWLt2LdehyJz8/HzMmjUL/fv3x/Xr13Hq1Cns2rULx44dQ0REBEaNGsV1iKyRlmTIkCFD4O7uDktLS1bmIx83depUdOzYEfb29li5ciWCgoJQVlaGHTt2wN/fH+PGjeM6REKIFGpsbMT58+eRmpqK8+fPQyAQYNiwYYiNjWVkvp49e4p6ZRBCPs3KygojRowQJWTeCg4OxpUrV5CUlMRRZIQQafPzzz/Dzc0Nf//9t9g49aAilJQhBMDgwYNx8OBBOgFBmlVUVISjR48iPT0dlZWV0NDQwMyZM+Hk5MR1aF+82tpaBAQE4OTJk1BQUMDkyZPxww8/iHaXXLhwARs3bkR5eTlu3brFcbSyx8HBAf369YOLiwsMDQ2RlpYGTU1N+Pv749q1azhy5AjXIbJGWpIhhoaGSE9Px9dff81pHKRJ3759kZycDD6fDxsbGyxfvhxDhw7F0aNHceTIESQmJnIdIiFEylVWVuL48eNISUlBeno6I3Pw+XxkZ2dTUoaQz9S/f3+kp6dDU1NTbPz+/fuwsLCgk7CEEJGxY8eiZ8+emD59erN942StwgT5R4tPX0LIl09bWxtFRUVch0GklIGBATw8PPDLL78gLCwMBgYG2LFjB9dhyYStW7ciOTkZJiYmGDduHBITE7Fr1y4IBAJs2rQJCxYsgLy8PPbu3ct1qDIpPz8fU6ZMkRi3tbVFSUkJ+wFxqK6uDoMGDeI6DIwcORJZWVlch0H+Hzk5OSgpKQEAtLS0RPcaRkZGMvc3Qgj5v1FVVcXcuXMZS8gQQv53qqqqKCwslBgvLi4Wfe4TQgjQtLnC3d0do0aNwuDBgyX+R2SXPNcBECIN+Hw+XF1dERsbC21tbbRs2VLsdeopQwBAXl4epqamMDU1xbNnz7gORyacPXsWnp6emDVrFgBg9OjR2Lx5M8rLy3HkyBHMmzcPK1eupGa0HFFQUEB1dbXEeHl5ebO7gL5kb5Mhtra2nMbRv39/BAYG4rfffoOuri4UFBTEXl+2bBlHkckmfX19nD17Fvb29tDR0cG1a9cwZ84cPHr0iOvQCCFEzKlTp5otv/m+5jZjECJrJk+eDC8vL7x48QL9+vUDAOTl5SEkJIT+RgghYoYMGYLr169LnKwjhJIyhAC4e/cuBg4cCAB48uQJx9GQ/wIq78COp0+fYsSIEaLvR44ciYcPH+Knn37Cnj17MGTIEA6jI+PGjUNISAi2b98uGispKcHmzZsxevRo7gLjgLQkQ/bv3w9VVVXcunVLoqQfj8ejpAzLnJycsGLFCigoKMDc3BxhYWFwcnLCn3/+CSMjI67DI4QQEV9f309ew+PxaMGZEABLly7F8+fPsWnTJjQ0NEAoFEJeXl7UQ44QQt769ttvsXHjRpw/fx7dunWDvLz4Ujw9n8ku6ilDCCFEajVX49zQ0BA+Pj4wNzfnMDICANXV1Zg/fz5+//13CAQCKCkpobq6Gnw+H3v27EGHDh24DpE1Y8eO/eBrPB4PmZmZLEZDpMkff/wBOTk58Pl8XLlyBXv27IG6ujpWrlyJ9u3bcx0eIYRQTxlC/o9qampw9+5dyMvLQ1tbG61ateI6JEKIlKHnRPIhlJQh5P958+YNTp8+jTt37mDevHkoKiqCvr4+VFRUuA6NsKiiogKdO3fmOgzy/3woKXP8+HF069aNw8gI0PQg2rZtW/z222+4desWBAIBDAwMMHLkSLRoQW3rCPmQly9foqioSCr6EBFCSM+ePXHhwgVKyhDyf1BZWYmcnByoqalhwIABXIdDCCHkP4LKlxGCphJJM2bMwLNnz1BXV4dp06Zh9+7dyM/Px969e6Grq8t1iIQlY8aMgbGxMaytrTFmzBjIyclxHZLM4/F4nzVG2DdlyhSEhIRg6NChGDp0KNfhyKzZs2d/9rUJCQkMRkI+1++//w4nJycUFBRwHQohhID2aRLyeSIiIpCQkIDk5GRoaWkhNzcXTk5Ooh6LQ4cORWRkJJ2YIYSIEQqF+PXXX1FUVAR5eXno6+vDyMiI1ptkHCVlCAGwZcsW6Ovr48SJExg2bBgAICAgAM7OzggMDERUVBTHERK2bNmyBcePH8eKFSugoqKCKVOmwNraGt27d+c6NJnl6+uLli1bir6vr69HYGAg2rZtK3adv78/26HJvNevX8v0Q6e0JEO6du3K2P83IYSQL5+lpaXYvRYhRNKhQ4cQFRUFBwcH0amytWvXolWrVkhKSoKSkhKWL1+O6OhorFixguNoCSHS4sWLF3B0dMQff/wBJSUlCIVCVFdXo1evXtizZw+UlZW5DpFwhJIyhAC4dOkSoqOj0bp1a9FY+/bt4ebm9j8tupH/PgsLC1hYWKCiogLHjx9HWloadu/ejf79+2PatGmYMGGC2O8JYdagQYPw5MkTsTFDQ0M8f/4cz58/5ygq8tbs2bOxfPly2Nraolu3bhIJmi+9NJO0JEMoIUkIIeT/D/ocIeTTDh8+DHd3d9ja2gIA8vLycO/ePbi4uEBPTw8AsHjxYmzZsoWSMoQQkYCAALx58wbHjh0Dn88HABQWFmL16tXYtm0bvL29OY6QcIWSMoSgqS9CmzZtmn2toaGB5WiINOjcuTOcnJzg5OSEvLw8HD9+HIGBgdi8eTMmTpwIa2tr9OvXj+swv3j79u3jOgTyEcHBwQAAHx8fidd4PN4XX5qJFrEIIYQQQmRDSUkJhg8fLvr+0qVL4PF4GDVqlGhMT08PZWVlXIRHCJFS586dw44dO0QJGaCpd+66deuwatUqSsrIMErKEIKm3dyJiYnw8PAQjdXX1yMyMpKa9RH06dMHffr0gbu7O7KzsxEWFoaZM2d+8QvOhHxKZmYm1yEQQgghhBDCinf7Wubk5KB9+/ZiC601NTVUVYEQIqahoQFqamoS42pqaqJ+VEQ2UVKGEABubm6wtbXFlStXUF9fDy8vL9y5cwevXr3C/v37uQ6PSIE///wT6enpOHXqFJ4+fQozMzOuQyKEc9JSvosQaTJ27FixRZvmvHnzhqVoCCGEEPJvMDAwQG5uLrS0tFBVVYXLly/DxMRE7JpTp07BwMCAowgJIdKoV69eSExMhKenp9h4YmIievbsyVFURBpQUoYQALq6ukhLS8PBgwfRqVMnCAQCTJgwATY2Nvj666+5Do9wpLy8HOnp6UhPT8ft27fRs2dPzJs3DxYWFlBSUuI6PEI4IS3N7QmRVpaWlp9MyhBCCCHkv8XW1hYbN25EQUEBrl+/jrq6OsyZMwcAUFFRgfT0dMTFxWHz5s0cR0oIkSbOzs6YPXs2bty4IarEc+3aNRQWFiI2Npbj6AiXeEKhUMh1EIRwLTw8HI6OjhJHjaurqxEaGiqR0SZfrpcvX+L06dNIT09Hbm4ulJSUMGnSJFhbW4sdTSdEVr1b5rG2thYZGRno2bMn+vfvD3l5eeTn5+P333/HtGnT4OXlxV2ghBBCCCGE/IuOHDmCxMREtGjRAvPnz8f3338PANi0aROSk5OxYMECrFy5kuMoCSHS5vfff8eePXtQVFQEoVCIHj16YO7cuejbty/XoREOUVKGyKySkhJUVlYCaNr5HRYWhvbt24tdU1RUhK1bt+LmzZtchEg40Lt3bwiFQhgZGcHKygrjxo2DoqIi12ERIpU8PDzQvn17uLu7i42HhISgpKQEYWFhHEVGiPSZNGkSoqOjoa6uznUohBBCCPkXVVRUQFFRESoqKlyHQggh5D+CypcRmXX//n0sWrRIVGJk2bJlzV5nZWXFZliEY4sWLYKVlRUtmhHyGU6fPo3U1FSJ8SlTpmDKlCnsB0SIFHvw4AEaGhq4DoMQQggh/7LOnTtzHQIhRMo8ffoUYWFhWLJkidh7hLe3NxobG+Hs7AxVVVUOIyRco6QMkVmjR4/G2bNnIRAIMG7cOBw+fFjsDZHH46FNmzbo0KEDd0ES1kVERGDWrFlch0HIf4KysjJu3boFbW1tsfGcnBx07NiRm6AIkVLUZ4YQQgghhJAv39OnTzFr1iy8evUK06ZNE0vKaGhoYO/evbhy5QoOHjxIiRkZRkkZItM0NDQAAJmZmdDQ0KAFEwKq6EjI55sxYwY2bNiAkpIS9O7dGwKBALm5uThw4ABWr17NdXiESBX6fCGEEEIIIeTLFxUVBWVlZRw9ehTKyspiry1YsABTp07FnDlzEB0dLVEKnMgO6ilDCACBQCBq7F5fXy+xcOLv789RZIRtfD4f2dnZtMufkM+0a9cu7N+/H0+ePAEAqKurY8GCBbCxseE4MkKkS05ODvr27Ut9ygghhBBCCPmCmZiYwNfXF0OHDv3gNT///DO2bt2KH3/8kcXIiDShkzKEAPDz88OBAwfA5/PRrl07rsMhHDt16tRn/R5QzwxCgIULF2LhwoV4/vw5eDwelXwk5D2vX7/G7du3AQA3b94Ue23QoEFchEQIIYQQQghhyJMnT6ClpfXRa/h8PioqKliKiEgjSsoQAiA9PR1+fn6wtLTkOhQiBXx9fT95DY/Ho6QMkUlXr1797GtpwZnIuqysLDg7O+PNmzcSp3B5PB4KCgo4iowQQgghhBDCBDU1NTx8+FDUMqE5jx49goqKCotREWlDSRlCANTV1dHiIRGh8mWEfJi9vT14PN4n+2PQgjMhQGBgIIYPH46lS5dK1JMmhBBCCCGEfHmMjY0RHx//0XXG+Ph4DBw4kMWoiLShpAwhAEaOHImsrCzY2tpyHQrhGI/H4zoEQqRaZmYm1yEQ8p9RWlqKiIiIT5YvIIQQQgghhHwZ5s+fD0tLS6xYsQJLly5Fjx49RK8VFBQgMjIS2dnZSEpK4jBKwjVKyhACoH///ggMDMRvv/0GXV1dKCgoiL2+bNkyjiIjbPvU7n9CZF3Xrl25DoGQ/wxtbe3PqilNCCGEEEII+TJ8/fXXiIqKgqurK6ZMmYLWrVtDWVkZL1++xJs3b9C1a1dERUWJJWuI7OEJaQWSEIwdO/aDr/F4PNoZLkM8PDzg6emJdu3acR0KIVLJxMQER44cgYqKCsaOHfvR02X03klkUVlZmejrc+fOYf/+/fD09ISWlhbk5OTErv1YnWlCCCGEEELIf1ddXR3OnTuHP/74Ay9evICqqioMDQ0xbNgwic3gRPZQUoYQQgghny08PByOjo5o3bo1wsLCPpqUoVOGRBbx+Xyxv4u3t9rvj1HfJUIIIYQQQgiRTZSUIYQQQggh5F9y5cqVz7528ODBDEZCCCGEEEIIIUQaUVKGyKzZs2d/9rUJCQkMRkIIIf9dly9fRn5+Pt68eSPWk4nH42Hp0qUcRkaIdKqsrISqqirXYRBCCCGEEEII4Yg81wEQwhVqVk0IIf//REdHIzg4GEpKSlBSUhJ7jZIyhABVVVUIDAyEnZ0d9PT0MH/+fFy6dAna2tqIjo6GpqYm1yESQgghhBBCCGEZnZQhhBBCyP+JsbExZs2ahcWLF3MdCiFSycPDAzk5OYiKikJxcTFWr14NPz8/ZGRkQF5eHmFhYVyHSAghhBBCCCGEZXRShhBCCCH/Jy9evMCkSZO4DoMQqZWVlYWIiAjo6uoiJiYGw4cPx6RJk9CjRw/Y2tpyHR4hhBBCCCGEYQ8fPkRycjL+/PNPyMnJoVevXpg+fTrU1NS4Do1wqAXXARBCCCHkv2ngwIG4fv0612EQIrX+/vtvqKurAwCys7MxbNgwAECrVq3Q2NjIZWiEEEIIIYQQhuXm5sLMzAxpaWlQUFCAUCjEoUOHYGZmhuLiYq7DIxyikzKEEEII+WzHjh0Tfd2nTx94eXmhuLgYWlpakJOTE7t2ypQp7AZHiJTR1dXF+fPnoa6ujidPnsDY2BgAkJycDF1dXY6jI4QQQgghhDApICAAEyZMgI+PD+Tlm5bh6+vr4eHhgc2bNyM+Pp7bAAlnqKcMIYQQQj4bn8//rOt4PB4KCgoYjoYQ6ZaVlYXly5ejvr4eZmZmCAoKgr+/Pw4cOICIiAiMGjWK6xAJIYQQQgghDOnXrx9SU1Oho6MjNn779m1MmzaNKk/IMDopQwghhJDPVlhYyHUIhPxnjBo1CllZWaioqBAlNM3MzDB9+nQ6KUMIIYQQQsgXrlu3bigsLJRIyjx8+FBU5pjIJjopQwghhJD/2evXr9GqVSvweDzRWElJCbp27YpWrVpxGBkhhBBCCCGEEMK948ePIyAgAE5OThgyZAjk5eWRl5eH7du3w8bGBt9++63o2kGDBnEYKWEbJWUIIYQQ8j85ceIENm/ejJiYGPTu3Vs07ujoiPz8fPj6+sLU1JTDCAnhTs+ePXHhwgV07NgRfD5fLHH5PirxRwghhBBCyJeLyn+TD6HyZYQQQgj5bJcvX8aaNWswZcoUdO7cWey1tWvXIjY2Fs7Ozti3bx8GDBjAUZSEcMfPzw9KSkqirz+WlCGEEEIIIYR8uTIzM7kOgUgpOilDCCGEkM/m6OgIXV1drF279oPXeHh44OnTp4iJiWExMkIIIYQQQgghhBDpRydlCCGEEPLZbt26BTc3t49eY2Njg0WLFrEUESHSSyAQID09Hbm5uaivr8e7e6F4PB78/Pw4jI4QQgghhBDyb/Pw8Gh2XEFBAe3bt0ffvn0xduxYyMnJsRwZkSaUlCGEEELIZ6utrUWrVq0+ek2HDh3w+vVrliIiRHr5+fnhwIED4PP5aNeuHdfhEEIIIYQQQhj24MGDZseFQiFevnyJPXv2QF9fHwkJCaKyx0T2UFKGEEIIIZ+te/fuuH79Orp16/bBa3Jzc9G1a1cWoyJEOqWnp8PPzw+WlpZch0IIIYQQQghhwb59+z76emVlJRYtWoQdO3bA09OTpaiItGnBdQCEEEII+e+wsLBAaGgoKioqmn29oqICoaGhGD9+PMuRESJ96urqMGjQIK7DIIQQQgghhEgJVVVVLF++HJmZmVyHQjhEJ2UIIYQQ8tns7Oxw5swZmJubw8rKCoaGhlBWVsaLFy+Qm5uL1NRUaGtrw9HRketQCeHcyJEjkZWVBVtbW65DIYQQQgghhEiJ7t274+nTp1yHQThESRlCCCGEfDY5OTnEx8cjJCQER48eRXx8vOg1NTU12NraYvHixZ/sO0OILOjfvz8CAwPx22+/QVdXFwoKCmKvL1u2jKPICCGEEEIIIVypqqqifjIyjicUCoVcB0EIIYSQ/56Ghgbcv38fL1++hKqqKjQ1NcHj8bgOixCpMXbs2A++xuPxqGQBIYQQQgghMsjDwwOvXr1CeHg416EQjlBShhBCCCGEEEIIIYQQQgj5/+lDiRahUIiqqipcu3YNd+/eRWJiIvh8PsvREWlBSRlCCCGEEEJYVFdXh7y8PAwcOJDrUAghhBBCCCH/og+dlldQUICysjJ69eqF2bNnQ0dHh+XIiDShpAwhhBBCCCEMyM/Px/r161FUVASBQCDxekFBAQdREUIIIYQQQgjhUguuAyCEEEIIIeRL5O/vDzk5Oaxbtw4KCgpYv3495syZA3l5eQQHB3MdHiGEEEIIIYQlJ06cwN9//811GERKyHMdACGEEEIIIV+iW7duYe/evejbty9SUlJgYGAAGxsbdOnSBcnJyZgwYQLXIRJCCCGEEEJYsGHDBvTr1w9t2rThOhQiBeikDCGEEEIIIQwQCAT46quvAABaWlooKioCAJiYmKCwsJDL0AghhBBCCCEsog4i5F2UlCGEEEIIIYQBWlpauHbtGgBAR0cHeXl5AIBXr16hrq6Oy9AIIYQQQgghhHCEypcRQgghhBDCAHt7e3h6egIAvv/+e0yePBmtWrVCbm4u+vfvz21whBBCCCGEENZ8++23aNmyJddhECnBE9LZKUIIIYQQQhjx888/o0OHDvj222+Rnp6OmJgYqKurY/369fj666+5Do8QQgghhBBCCMsoKUMIIYQQQgghhBBCCCGE/P/k4eHx2df6+/szGAmRZlS+jBBCCCGEEIacOnUKe/fuRVFREeTk5NCrVy/Mnz8fI0aM4Do0QgghhBBCyL/swYMHoq+FQiFycnKgpqaGb775BvLy8igsLERFRQVMTEw4jJJwjU7KEEIIIYQQwoAjR45gw4YNGD9+PAwNDdHY2Ijc3FxkZmYiNDQU48aN4zpEQgghhBBCCEOCgoJQXl4Of39/KCoqAgAaGxuxYcMG8Hg8+Pr6chwh4QolZQghhBBCCGHAd999BxsbGzg4OIiNx8bGIi0tDWlpadwERgghhBBCCGHcoEGDkJSUBF1dXbHxO3fuwNraGrm5uRxFRrjWgusACCGEEEII+RJVVFRg9OjREuOmpqYoLS1lPyBCCCGEEEIIaxQUFFBWViYxXlJSgjZt2nAQEZEWlJQhhBBCCCGEAd9++y0yMjIkxi9cuICBAwdyEBEhhBBCCCGELebm5vD09ERKSgqKiopQWFiIgwcPYsOGDZgxYwbX4REOUfkyQgghhBBCGBAZGYnIyEiMGDECgwcPhoKCAvLy8nDixAlMnToVnTp1El27bNkyDiMlhBBCCCGE/Nvq6urg6+uL1NRUNDQ0QCgUomXLlrCzs8MPP/yAFi3ovISsoqQMIYQQQgghDBg7duxnXcfj8ZCZmclwNIQQQgghhBAu1NTU4O7du+DxeOjevTuVLiOUlCGEEEIIIYQQQgghhBBC/m2vX79GUVER6uvr8f4y/KBBgziKinBNnusACCGEEEII+dJVVlYiJycHampqGDBgANfhEEIIIYQQQhiWmZkJd3d3VFdXSyRkeDweCgoKOIqMcI1OyhBCCCGEEPIvioiIQEJCApKTk6GlpYXc3Fw4OTmhuroaADB06FBERkaiVatWHEdKCCGEEEIIYcqECROgr6+PJUuWQElJSeL1rl27chAVkQbUTYgQQgghhJB/yaFDhxAVFYXp06ejY8eOAIC1a9eiVatWOHHiBLKyslBTU4Po6GiOIyWEEEIIIYQw6cGDB3B1dQWfz0fXrl0l/kdkFyVlCCGEEEII+ZccPnwY7u7u+OGHH9CuXTvk5eXh3r17sLe3h56eHjp37ozFixfj5MmTXIdKCCGEEEIIYZC2tjYePXrEdRhEClFPGUIIIYQQQv4lJSUlGD58uOj7S5cugcfjYdSoUaIxPT09lJWVcREeIYQQQgghhCWurq7w8fGBi4sLdHR0oKioKPa6hoYGR5ERrlFShhBCCCGEkH8Rj8cTfZ2Tk4P27duDz+eLxmpqatC6dWsuQiOEEEIIIYSwZMmSJWhsbMSSJUvEnhGEQiF4PB4KCgo4jI5wiZIyhBBCCCGE/EsMDAyQm5sLLS0tVFVV4fLlyzAxMRG75tSpUzAwMOAoQkIIIYQQQggb9uzZw3UIREpRUoYQQgghhJB/ia2tLTZu3IiCggJcv34ddXV1mDNnDgCgoqIC6enpiIuLw//X3r2GWFU2bAC+96SiZemkpZ2gF881Glpo0UksFRSmkDKxooRUIhIxyEylJFSkaBIrGskfIWkeiCgr/GEiFFh5gIwEQ8pKc0RNTWmcRvf746UNvvl98H3qrEmvCxastfazn7nX+jfc+1lr7ty5BScFAADOpcGDBxcdgVZKKQMAAGdJbW1tmpqasnz58lRVVaWuri4DBgxIktTX12flypWZOHFi7rvvvoKTAgAA59Lx48ezYsWK7NixIydOnKicb2pqyrfffpu1a9cWmI4ilcrlcrnoEAAAcL5raGhIu3btUl1dXXQUAADgHJs9e3Y++OCD3HDDDdm2bVsGDhyYXbt25cCBA3n88cczffr0oiNSkKqiAwAAwIWgW7duChkAALhArFu3LvPnz8+KFStyzTXX5KWXXsr69etzzz335M8//yw6HgVSygAAAAAAwFl05MiRDBo0KEnSs2fPfPfdd2nbtm0mT56c9evXF5yOIillAAAAAADgLLr88stz4MCBJMn111+fHTt2JEmqq6uzf//+IqNRMKUMAAAAAACcRXfddVfmzJmT77//PjfffHPWrFmTbdu25d1330337t2LjkeBlDIAAAAAAHAWPfvss7nyyivz1Vdf5Z577kmPHj3y4IMPZunSpZkyZUrR8ShQqVwul4sOAQAAAAAA56tyuZzt27ena9euKZVKueKKK4qOREGslAEAAAAAgLOoX79+OXjwYOW4VCrlhhtuSFNTU0aMGFFgMorWpugAAAAAAADwT7d69ep8+OGHSf6zMuapp55K27ZtTxmzb9++XHbZZUXEo5VQygAAAAAAwBm69957s3nz5spx9+7d0759+1PG9O7dO/fff38LJ6M18U4ZAAAAAAA4i2bMmJGZM2emY8eORUehlVHKAAAAAADAOXLw4MFs2rQpXbt2zaBBg4qOQ8Gqig4AAAAAAADngzfeeCNDhgzJrl27kiRbtmzJiBEjMmXKlIwfPz4TJkxIY2NjwSkpklIGAAAAAADO0IoVK/LWW29l7Nix6dKlS5Lk+eefT/v27bNmzZps2LAhx44dy+LFiwtOSpGUMgAAAAAAcIZWrVqV5557Ls8880w6duyYbdu25ccff8yjjz6anj17plu3bnnyySfz8ccfFx2VAillAAAAAADgDO3cuTO333575Xjjxo0plUq5++67K+d69uyZPXv2FBGPVkIpAwAAAAAAZ0GpVKrsb9q0KZ06dUrfvn0r544dO5YOHToUEY1WQikDAAAAAABnqHfv3tmyZUuS5MiRI/nyyy9PWTmTJJ9++ml69+5dRDxaiTZFBwAAAAAAgH+6hx9+OC+88EK2b9+erVu3pqmpKY899liSpKGhIR999FGWLFmSuXPnFpyUIillAAAAAADgDNXW1qapqSnLly9PVVVV6urqMmDAgCRJfX19Vq5cmYkTJ+a+++4rOClFKpXL5XLRIQAAAAAA4HzV0NCQdu3apbq6uugoFEwpAwAAAAAA0AKqig4AAAAAAABwIVDKAAAAAAAAtAClDAAAAAAAQAtoU3QAAACAlrRz584sW7Ysn3/+efbu3Zs2bdqkV69eqa2tzdixY9OmjX+TAACAc6NULpfLRYcAAABoCZ988klmzJiRHj16ZOzYsfnXv/6VxsbGbNiwIStXrsydd96ZN998M6VSqeioAADAeUgpAwAAXBB27tyZMWPG5M4778xrr732txUxa9euzZQpU1JXV5dRo0YVlBIAADifeacMAABwQXj77bdTVVWVOXPmnPYRZSNHjsz9999fOT558mQWL16c4cOHp6amJiNHjszSpUtP+c6jjz6amTNnZvHixRk6dGj69++fcePG5ZtvvqmMWbRoUYYPH57XX389gwcPzh133JHDhw8nSVatWpXRo0enpqYmQ4cOzaJFi3LixIlzcwMAAIDCeVgyAABwQVi3bl1uvfXWdOnS5X8cs2DBgsr+iy++mPfffz+TJ0/OwIED8/XXX2fevHk5cuRInnrqqcq4tWvXpkePHpk1a1bK5XIWLFiQp59+Op999lkuuuiiJMmePXuyYcOG1NXV5dChQ+nUqVPq6+tTV1eXRx55JDNmzMj27duzaNGi/Prrr5k3b965uxEAAEBhlDIAAMB57/Dhwzl8+HCuv/76v33W3Nx8ynGpVMpPP/2UlStXZtq0aZk0aVKS5I477kipVEp9fX3Gjx+f6urqyveXLFmSjh07JkmOHTuW6dOnZ/v27ampqamMmT59em655ZYkye+//54333wzDz30UGbNmlWZv3Pnzpk1a1YmTJiQXr16nZN7AQAAFMfjywAAgPPeyZMnT3t+165dufHGG0/Zhg8fno0bN6ZcLmfYsGFpbm6ubMOGDcvx48ezefPmyhw9e/asFDJJ0q1btyTJH3/8ccrf6tevX2V/69ataWxsPO38SfLFF1+ctWsHAABaDytlAACA8151dXUuvvji7N69+5TzV111VVavXl05fuONN7Jjx44cOnQoSTJ69OjTztfQ0FDZ79ChwymfVVX957dv/10EXXLJJZX9v+b/axXOf9u3b9//cjUAAMA/lVIGAAC4IAwbNizr16/P0aNHKytb2rVrl/79+1fGdO7cOUly2WWXJUneeeedU8qUv1x99dVnlOWv+V955ZXTPlKta9euZzQ/AADQOnl8GQAAcEGYNGlSmpubM2vWrDQ1Nf3t88bGxvz8889JUnn3y2+//Zb+/ftXtoMHD2bhwoWVlS7/XzfddFPatm2bhoaGU+Zv06ZNXn311fzyyy9nND8AANA6WSkDAABcEPr06ZOXX345M2bMyJgxY/LAAw+kT58+aW5uztatW7N69ers378/TzzxRPr06ZPa2trMnj07u3fvTk1NTX744YfU1dXl2muvPe3qlv+L6urqPPHEE1m4cGGOHj2aIUOGpKGhIQsXLkypVErfvn3PzkUDAACtilIGAAC4YIwcOTI1NTVZvnx5Vq9end27d6dcLue6667LqFGjMm7cuErhMn/+/NTX1+e9997L3r1706VLl4waNSpTp07NRRdddMZZpk6dmiuuuCLLli3L22+/nU6dOuW2227LtGnTcumll57x/AAAQOtTKpfL5aJDAAAAAAAAnO+8UwYAAAAAAKAFKGUAAAAAAABagFIGAAAAAACgBShlAAAAAAAAWoBSBgAAAAAAoAUoZQAAAAAAAFqAUgYAAAAAAKAFKGUAAAAAAABagFIGAAAAAACgBShlAAAAAAAAWoBSBgAAAAAAoAUoZQAAAAAAAFrAvwFALrIMcm50tQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 2000x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20 , 8))\n",
    "sns.set(style=\"darkgrid\")\n",
    "sns.histplot(data = genre , x='ListedIn' )\n",
    "plt.xlabel('Genre')\n",
    "plt.title('Distribution of Content by Genre')\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aff7008a",
   "metadata": {
    "papermill": {
     "duration": 0.04599,
     "end_time": "2024-02-21T09:21:00.769239",
     "exception": false,
     "start_time": "2024-02-21T09:21:00.723249",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The plot above illustrates the distribution of content by genre, indicating that international movies dominate the distribution.Next to it, dramas are the second most prevalent genre in the distribution."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e05cb5ae",
   "metadata": {
    "papermill": {
     "duration": 0.046612,
     "end_time": "2024-02-21T09:21:00.861228",
     "exception": false,
     "start_time": "2024-02-21T09:21:00.814616",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "**Bi Variate Plots**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "37f8988f",
   "metadata": {
    "papermill": {
     "duration": 0.044691,
     "end_time": "2024-02-21T09:21:00.951166",
     "exception": false,
     "start_time": "2024-02-21T09:21:00.906475",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Relationship between Release Year and Date Added to Netflix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "1fb2b4da",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:01.044166Z",
     "iopub.status.busy": "2024-02-21T09:21:01.042981Z",
     "iopub.status.idle": "2024-02-21T09:21:01.728620Z",
     "shell.execute_reply": "2024-02-21T09:21:01.727246Z"
    },
    "papermill": {
     "duration": 0.735928,
     "end_time": "2024-02-21T09:21:01.732112",
     "exception": false,
     "start_time": "2024-02-21T09:21:00.996184",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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swYULF2C32/2yz2w24+jRo7jvvvugVCrZ14OCgtC1a1f89ttvvPYpKSm8v+vVq8eGmZOTk6HVajFo0CDMnj0bv/zyC1q2bImnn36aR9Rr0aIFQkJC2L8ZjkNJSYlHO1u3bo277rqL/TsuLg533XUXDhw44HV+nTt3hsFgYP/u1q0bVCoVDhw4AIvFgsOHD6Nz584ghLBrftddd6F58+Yej0Dq1KmDuLg4Nny+d+9etG7dGqmpqex67dq1C0FBQbj77rtx4cIFXL9+XbS3qampCAgIYK+zb98+tG3bFjqdjm0TEBCANm3aiEL13vbBG1577TVs2rQJGzduxNixY6FUKjFs2DC88cYbCAsLY9tVxhYAfq9l//79sWrVKjgcDpw6dQrbt2/HW2+9BZfLBYfDAQBITU2FxWJBnz598Oabb+LgwYPo2LEjJk6cCIqicOjQIVitVsnPCgCP+yZcB0IIrl+/jjlz5rCv+7tXo0aNwty5c1FWVoZjx47hm2++wbvvvgsAos9ebGysV1vq1q2LtWvX4u6778bly5exe/durFu3Dn/88YdorBYtWvA+S3Xr1mXXH3BnGXXq1AlqtZpt07NnT95nuyog5WndzLFrZebPoKqfN8B9pNasWTM0btwYxcXFKC4uxr333is66vNn/gcPHoRareYlfRgMBh7309/7oLrWm/ne6N27N+/13r17Q6lU+p1ZPHToUKSmpmLu3LmSGYZVec5UFSkpKXj88cexfPly7NmzB3PnzkVwcHC1jV9ZyITsWgaj0YjExET27+TkZGRmZmLkyJHYvHkz+0AqLCwEIP5wMBDyLRi8//77eOedd1BYWIiIiAgkJCRAr9d7dTS4KCkpASEEERERovciIiJE4+h0Ot7fCoWC/eJs1KgR1q9fj5UrV2LTpk1Yu3YtgoKC8Mgjj+Cpp55iv1i5zgozBgDJM38GzEOAi/DwcBQVFXmdH5N5w71WaGgo+wVL0zRWrVqFVatWifpqtVqP43bu3JmVYti7dy969OiB+vXr44svvoDdbscvv/yCTp06QaVSsXv72muv4bXXXhONdfPmTQDue+Cbb77BN998I2rDdVwA7/vgDc2aNWPvx+TkZKjVaixbtgxarZaXulsZWwD4vZZWqxWzZs3CF198AafTiUaNGiElJQUqlYq1PyUlBStXrsQHH3yA999/HytXrkRERASeeOIJDBs2jF1PYaoxA2Y9vaFOnTpsVhr33vJ3r/Lz8/HKK69gx44doCgKTZo0QZs2bQCI9WGE97sUtm3bhkWLFuHatWsICQlBbGysaI8BQK/X8/4WfnaKiooQGhrKa6NSqUSvVRbMg5ZJlKjM/BlU9fOWl5eHnTt3wuFwIDU1VfT+p59+iueeew6Af/MvKipCSEgIj18H8L8r/L0Pqmu9me8x4fcVM5a/3+cURWHOnDnIzMzESy+9hNWrV/Per+pzpqoYMGAA3nvvPURGRiI5Oblax64sZOeoliMiIgIzZszAk08+idmzZ+PNN98EUEGI/fDDD2E0GkX9GjRoIHrtyy+/xNy5c/Hcc89h4MCB7EPrySefxNGjR/2yJzAwEBRFITc3V/ReTk4OL8LjD5KSkrBs2TLY7Xb8/vvv+PTTT/HOO++gZcuWuO+++yo1FhcMwZyL3Nxcn6nFzJcBA5fLhYKCAoSHh8NoNIKiKDz++OOSXxbCBxEXXbp0wYoVK3D8+HEcP34cL774Iho0aACbzYaDBw9i//797Jcqs7dTp05F27ZtRWMxv6YCAwPRoUMHjBgxQtRGpbo9H+1x48Zhx44deOutt9ClSxeYTKYq2eLvWs6ePRvbt2/HkiVL0KFDB9ZxaN++Pa99p06d0KlTJ1gsFuzbtw9r167F66+/juTkZHY9Fy5ciKZNm4quJeXo+wt/9+rZZ5/FhQsX8MEHHyAlJQUajQYWiwUbN26s9DUPHjyIadOmYdiwYcjKymKdtfnz51f6l3xISIjos0wI8fkjwhf27NkDiqJYB6gq86/q523btm1wOp1Yvnw5AgMDee8tXboUmzdvxpNPPgmNRuPX/ENDQ1FQUACXy8WL8HC/K/y9D6prvZnxcnJy0LBhQ/Z1h8OBgoKCSjlbjRs3xtNPP405c+Zg06ZNvPeq8pypKmiaxquvvorGjRsjNzcXCxYs4Mna3GnIx2r/ANx7773o1KkTvvrqKzacynzpFBQUIDExkf2Xn5+P//u//xM95AF3SDcoKAijRo1iHSNGt4YbhWF+XUrBYDAgISEB3377LS/Tp6SkBD///DPuvvtuv+f1wQcfoGvXrrDb7dBoNGjfvj1mzZoFAB4FyvzF77//znOQjh07hsuXL4seqkLs3r2bl9Gyfft2OJ1OpKWlISAgAHFxcbhw4QJvzaOjo7F06VI2lC0VIk9MTERYWBhWrFgBrVaLhIQE1KlTB1FRUVi2bBlsNhsyMjIAAFFRUQgPD8fly5d516lbty7efPNNnDhxAgDQtm1bnDt3DrGxsWybhIQEfPDBB/jhhx9uaf08QaVS4dVXX4XT6cTrr7/Ovl5ZW/xdy99//x1paWno3r076xgdO3YM+fn57D07b948PPDAAyCEQK/Xo2vXrqwu0dWrV9mI140bN3jXUqlUWLRo0S2JUvq7V7///jt69uyJtLQ0aDQaAO6jVMB7BFQKhw4dAk3TmDRpEusYuVwu9viyMuO1b98eu3btYo/ZAOCXX35hjyyrguvXr+Ozzz5Dly5dWF0hf+Yv/Nz4e48IsXnzZrRq1Qrdu3dHWloa79+QIUOQn5/P3pP+zL99+/ZwOp3YsWMH+5rdbucd6/l7H1R1vYXfyYwD9vXXX/Ne//rrr+FyuSr1PQy4MxvvvvtuzJ07l/e6v88Zb88Mf/Hhhx/ijz/+wJw5c/Dkk09iw4YN2Lt37y2PW1XIkaN/CF544QVkZmbi9ddfx5YtWxATE4PMzEy8/PLLuHLlChISEnDx4kUsXrwYjRo1kvyFnJSUhA0bNmDu3Lno2rUrbt68iTVr1iA3N5d3thsUFIRDhw5h7969kloUzzzzDLKysjBmzBg88sgjcDgcWLlyJex2OyZMmOD3nNq1a4eFCxdiwoQJGDp0KJRKJT755BNoNBp07dq1SuvEwGKxYNSoURg3bhzKysqwePFimEwm9OnTx2u/nJwcTJo0CcOGDcOlS5ewaNEipKens07VlClTMGbMGDzzzDPIzMyEy+XCe++9h8OHD2P8+PEAwP5a/fnnnxEcHIyWLVtCoVAgIyMDW7duRceOHdloSlpaGjZs2IA2bdqwUTelUomnn34aM2bMgFKpRNeuXVFcXIwVK1bgxo0brCjj+PHj8dBDD2Hs2LF4+OGHodVq8emnn7KRnduFlJQUZGZm4osvvsC3336L++67r0q2+LOWSUlJ+Pbbb7FhwwY0b94cp06dwttvvw2KotgHTLt27fD+++9j+vTpyMzMhMPhwOrVqxESEoJ27dohJCQEo0aNwv/93/+htLQUaWlpuHHjBv7v//4PFEXdkoijv3uVlJSEL7/8EvHx8ahXrx7++OMPrFy5kjcPf5GUlAQAmDlzJh544AEUFRXho48+YpW6zWaz3+J6EyZMwI4dO5CVlYVRo0YhPz8fS5Ys4XFivOHkyZNsJMRiseD06dP44IMPoNPpMGPGDJ7NvubPfG727t2L5s2bIzk52a97hIsjR47gzJkzePnllyXt7dGjB4xGIz755BP07t3br/m3b98eHTt2xEsvvYS8vDw0bNgQa9euRX5+PsLDwwH4fx9Udb2ZCM4PP/yAjIwMtGjRAgMGDMBbb70Fi8WC1NRUnDx5EsuWLUNaWlqlRXEVCgXeeOMNkeSIv8+ZoKAg5ObmYufOnYiNjUWdOnUqdf2LFy9iyZIlGDJkCFJTU9G6dWt8+eWXePHFF/Hll19KRq1uN2Tn6B+CqKgoDBs2DO+99x42bNiAoUOH4o033sC7776LTz75BNevX0d4eDjuv/9+PPXUU5LRiwEDBuDy5cv4/PPP8fHHH6Nu3bro3LkzHnnkEbz88ss4f/48mjdvjkcffRTHjh3D6NGj8cYbb4hu9Pbt2+P999/HW2+9hSlTpkCj0aBNmzaYN28eoqOj/Z5Ty5Yt8c4772D58uWYMmUKXC4XEhIS8N577yEqKuqW1qtNmzZo164dXnzxRQBuYvXUqVPZX62e8Mgjj6CkpAQTJkyARqNB37598dxzz7F8g44dO2LNmjVYtmwZJk+eDLVajfj4eLz//vusWGJ0dDT69OmDjz76CL/88gu++uorAG7e0datW5GWlsZej3GOunTpwrNj8ODBMBqNWL16NT799FMYDAa0bt0aCxcuZInmLVu2xEcffYTFixdj6tSpIITAZDJh+fLlrGbM7cKzzz6LHTt2YP78+ejSpUuVbPFnLadPnw6Hw4ElS5bAbrejUaNGGDduHM6dO4effvoJLpcLnTt3xsKFC/Hee++xJOy7774ba9euZR3Op556CpGRkfj444+xevVqBAcHo3379pgyZYro6KWy8Gev5s6di1mzZrGR0aZNm+K1117Dtm3bKl1mJi0tDTNmzMD777+P7777DhEREUhLS8OyZcswYcIE/P77734LxTZt2hTr16/H3Llz8fTTTyM8PBzTpk0TRRA8YeLEiez/q9VqNGzYED169MCYMWN4fBh/5h8QEIARI0bg008/xc6dO7F7926/7hEuPv/8cyiVSl7yChd6vR69evXC5s2b2e87f+a/bNkyLFy4EG+99RZsNhvuv/9+DBkyBD/++CPbxp/7oKrrnZaWhg4dOuDNN9/E3r17sXLlSsyePRtNmjTB559/jlWrVqFOnToYPnw4xo8fX6VITpMmTfD000+LFMr9ec4MHDgQO3fuxIQJEzB58mSP/D4p0DSN559/HoGBgSwXTKlUYtasWRg0aBDmzZuHmTNnVno+twqK+MPKlCHjHwSmFpsvQUwZMmTIkCFDCjLnSIYMGTJkyJAhgwPZOZIhQ4YMGTJkyOBAPlaTIUOGDBkyZMjgQI4cyZAhQ4YMGTJkcCA7RzJkyJAhQ4YMGRzIzpEMGTJkyJAhQwYHsnMkQ4YMGTJkyJDBgSwCWUUQQkDTMpf9TkKhoOQ1rwHI614zkNe9ZiCve83gTq27QkGJighLQXaOqgiaJsjPL6tpM/4zUKkUCA01orjYDKezcrWoZFQd8rrXDOR1rxnI614zuJPrHhZmhFLp2zmSj9VkyJAhQ4YMGTI4kJ0jGTJkyJAhQ4YMDmTnSIYMGTJkyJAhg4Mad44KCwsxY8YMZGRkoHXr1nj44Yd5Var37t2LgQMHIjk5Gffeey++/vprXv9r165hypQpSE9PR2pqKrKysnD27Fn2fZqmsXr1avTq1QutWrVC79698dlnn92x+cmQIUOGDBky/lmocedoypQpOHToEBYtWoTPP/8csbGxyMrKwoULF3D+/HmMHTsWnTp1wubNmzF48GBMnToVe/fuBQDY7XaMGTMGOTk5eOedd/Dxxx/DaDTiscceQ35+PgDg3Xffxbvvvosnn3wS27Ztw/Dhw/Hqq69i69atNThrGTJkyJAhQ0ZtRY1mq2VnZ2P37t34+OOPcffddwMAXn75Zfzyyy/48ssvkZeXh5iYGDz99NMAgObNm+PEiRNYvXo12rdvj4MHD+LMmTPYtWsX6tatCwBYsGAB0tLS8NNPP2HQoEHYsGEDRo4cifvvvx8A0LhxYxw+fBifffYZ+vfvXyPzliFDhgwZMmTUXtRo5Cg0NBQrV65EYmIi+xpFuTUIiouLcfDgQbRv357Xp127dvj9999BCEF0dDRWrlzJOkYAoFC4p1RcXAyapjFv3jwMGDCAN4ZCoUBxcfFtnJkMGTJkyJAh45+KGo0cBQUFoXPnzrzXtm/fjuzsbLzwwgvYsmUL6tWrx3u/Tp06sFgsKCgoQGRkpKj/unXrYLVakZ6eDoVCIXKurl69iq+//hoPPfTQLduvUtX4qeR/BkqlgvdfGXcG8rrXDOR1rxnI614zqI3rXqtEIP/44w88//zz6NmzJ7p06QKr1QqNRsNrw/xtt9tF/X/44Qe8+eabePzxxxETEyN6Pzc3F6NHj0Z4eDjGjRt3S7YqFBRCQ423NIaMyiMoSF/TJvwnIa97zUBe95qBvO41g9q07rXGOdqxYweeffZZtG7dGgsXLgQAaLVakRPE/K3X8xdxw4YNmDVrFjIzMzF16lTR+BcuXMCYMWPgcrmwdu1aBAUF3ZK9NE1QXGy+pTFk+A+lUoGgID2Kiy1wuWTl2jsFed1rBvK61wzkda8Z3Ml1DwrS+xWhqhXO0fr16zF79mzce++9mDdvHhsdql+/Pm7evMlre/PmTRgMBgQGBrKvLViwAKtXr8aIESMwbdo0Ud2U33//HePGjUPdunWxevVqHkfpViDLy995uFy0vO41AHndawbyutcM5HW/cyAUhWKrA9cKLNBrVdCpFKBIzde2q/EDvo8//hizZs3Co48+ikWLFvGO0dq0aYPffvuN137fvn1o3bo1S7xmHKNp06Zh+vTpIsfoyJEjGDVqFKKjo/HRRx9Vm2MkQ4aM/yYIRcHspJFbaofZSYP4UcTyVvrdbrtu91iVvZ7FRYNWKPy6vl/9qjgXWqFAqYPGjWIbyhw0iEIhGgsUxbPBStNV6md2uvtZXN5tl+oHigLhXrMSY9ES/cqcfNv9uRekbJJaB9FY5a/RhMDhpEFRBDRF8frRippxU2o0cnTx4kXMmTMHPXr0wNixY5Gbm8u+p9PpMGzYMAwYMAALFy7EgAEDsHPnTnz33XdYvXo1AGD//v1YvXo1hg0bhr59+yInJ4ftbzAYoNVq8eyzzyI8PBxz586FzWZj2yiVSoSFhd3ZCcuQ8Q8GoShYHC6YrU4YdCro1cpa8QvvTsJFUVjx+REcOlPxXZMSE4nxA5Og9LIWlenn/iXtws3sfI+/pIV7odWosHrrUew/cQMAoNMoMapfAmKahMFidXjdL1qhgNnmRJnFgQC9GjqtCh9+dRy/Hrnm1VahDQa1EgRgXzPqVdCqVbDanR7bGHQq6DUq5BRZoNWo4HARuGiAJgQEgIsmoAlgtrtg1CgBwfVvFlmg06rZfmabE/lFVljtLpRaHCgqtaHFXSHIKbDA7qBRanGg1GxHXLNw3pwNWhVACG/dlYoKJ4AAsNidoCjgZvlYZVYn6oXpoFapQBO3rS4XQFQACGFfyyuxIDRAx/5NE8AFoKDUCrWKmTOB00XDRQMOF4HTRVDocCDYqGH7EeK+jy5dK4JSoaiwIUIHJZSsrUoFyteuop+DJlBS7rGZ8R0qgsJiKzQat/00TdzrTirmTIOAAng2eLpnQFW0oSkKoMWRNydnXQgBXDTNBjoAQKsAhL0IAFAUb+/vBChCau7b7Z133sHixYsl3xswYADmzp2LXbt2YcGCBbh06RIaNWqESZMmsZpFL7/8MjZu3CjZf+LEiUhPT8fDDz8s+X7Dhg3x008/Vdl2l4tGfn5ZlfvLqByYqs0FBWVyuPsOgln367mlVXIK/k0gFIVlgjVgkBITiYkDkySdj8r088eJkmqTHB2JzE5RWLDeXV3guaFtsO2XCzh81vt+OSkKyzcd4bVLjo7E6P4JeOnt3SgstfP6M7YKbdBplJiR1Q6f/XgGh87kQKdRimwQtmFee3VUO1zOKUVYkA52Bw2NWoG8IisiQvSYt/YArHYXUmPrYkz/RNgcLpitDhh0aqhVCqz+4hgOnLwhuQ5WuwsppkgMvseEmWv2wWp3ISRAgznjO+LdLUc92iVlOzP/wd0qxpKaj9ReSLXhjuVtv7jXY8aeMCgJ//fJIRy/mI/oRsF4blgbdg/rhukxc0wHHDmXi/Bg/nomt4jAyyv34Ea+RbTuDieNumEGKBTuKE6ZxQmjTgWb3YmwYD3KLA6UWd2vBejUyCu2QKNRuZ1gnQpmmwMhgVq8sNx9z3ROaYih98XCUu5AGfVq6DRKnP2rAHqdGnYHDa1GiUYROkChYtsFB6ihVlX8zTheSkLcDpKEw1VZhIUZ/eIc1ahz9E+G7BzdWcjOUc1ApVJApVVjwbqDlXYK/m0wO2lMXPizx/eXPdsFBgl5D3/7+eNEAfDYJjk6EjFNQgEAp7MLeA9aoCKa1LJJGOtgnPmrADlFFkQ3CmEfpKeyC3DxShF6tW+K19/bL7JVr1aKbBjS3cS75pDuJly+UYJuqY0RHqyD2epEgF4Ns9WBk5fy0LR+MOwOGuHBOui1SpSYHdBpVeXtVKAoCoQQFJXa4aIJwoK0UCgoEAL2YQsARSV2zP5gP+s8cNdh444zor9fGpmGnw78JbLLZrfDbHUhOFAHi839wM8ptGLZxkOsg6jTKJGVmYAm9QKRX2xDWLAOl2+U8NbPoFXBaFRDSVEw25ww6sRz1qgVOHe5EBHBejSqEwCL3QWtSgG1RgklRbFOSGGJDXqtEjqtCqXlzorZ4kBEqB5Wu6vCedAoQcEdXeM6FBabAyVmdz+H04XQQB0v2qMvj5YJ+1ntThSXOWDUqaDTKHEmuwABRg3r0NQJ1bmjQ4K90KoVuJZnwduf/4lZYzogt9gCvVbNOlBOlwshAWIbKEJQVm5D3SA1XIra4RzVCkK2DBkyai+KSm2SD2MAOHQ6BxaHS9Ip+LfBbHX6fN8QoJF83Z9+FofL5zoDkGyj0ygR0yQU7RPrw2J1omWTUMQ0CcW2XefZKAcTnVj22WG2z4ysdtj15xVs2H6aHYuJfISH6DzORWhDS44zAgAJzcKRkdIQq7YeE0Wlxg5IxAsrfkVhqb3KESdmrPEPJOHhXia8/+VJ9vXDZ3PQLyNK8u/IUB0eva8lTlzIh4IC7A4aDqcL9cON+OxHcRTq9XHpeOnt3bDaXaxdyzfx7WLWLyRAg9fHpfs9540/nsGf5XOeNjwVf98sZaM9docLEcE6nLtciOAALewOGk4XjYbhRlgcFfcTAWBzuKDTiB/lFEVBQQFKBYXAQB1o4dEsAZQc/hDzvzRNUGq2w2Z3osRsR8umoTDbXKyTo1QosP7bk+yxa0iABlOHtwGggVatwEsj0kBRFL765SL2HK1os2hiR7jAB8W9MACzE9BqeC/VGOTIURUhR47uLOTI0e2FJz6RSqXAzWIbnn3rF49950/siAgJp+DfBk8RIJ1GicyM5uiY3ABWm5iP5W/kKLfUjhkr9yIzozlaNgnlRXK27TqPmWPcgrZTl/0qur6UQ5GVmYAWjUJws8CM0CAdsq8VY822Y2yUZUh3Ey5eKUKzhsGi6128UoRh98di8ps/s/Nr2SQURp37l/z+49dAADZiUjfMgL3HrrHO2PLnumKlwEkQ2nUj38xGX3KLLGjRKARKpQIqBYXD53LZsaSiUEadCrlFVvx04C881jsOY+f+iMZ1AzDtsVS4XISNOqjUFHLzrQgO0KLE4kCQwX0cV1xmhVpdEdWw2Z0ICtDCaq9wAlyEwG5zgoCCSqXAtZxSBBk1CAmqiDhZbQ5Y7E4EB+jYvfcUceLO+VpOKQKNGoQGufsx0ZfCYhvMNic0agUsVgeiG4eyUSKjXg2lAlApFTxnxemiERKgFXGA7E4nCkvcESCDVgmaAHYnzbZRqxTQKBT4O7cUVrsLdcMMMNscsNtpWO0uaNQK2J0uNG8YwovkGDRKN7Fa4nrFpe6/jWqFiJdk1KpAA2KuF4Cy8tcCjWpo1XLkSIYMGbUA3nguKoD94vYEg+6f+TVSWYK5Xq1ESkwkDp2uWCeuY8KNnHD5PVL9uO30ajfR2KhXicZifpV3TGqAMqv7YfFKVhouXCtCs/JjmrBgt+NzOjtfZNPyTYfZayVHR+K5oW1YPk5c0zDENA4V2c5EjigKbFQjt9ACACgosUFrc6JdQn2s//akKOLEjO+iiaRjJGWXkBckHMtbFGp0/wQ4XC40rhuAF0emYQWHP8Xwizb975zXSA6zD0I+Ede51KiVaNYwGB99e5JHen91VDvkFlpB0+4olM3ugkGnxKyxHXAtrwxqlRIhgRpcvFKMghIrAMBsdaBl0zBJvtTo/glY9PZuaDVKzBzTgccH8xRBS4uvi0fvjUVuoZsobrE5kVdkRVKLCLz16X7Y7C68MaEjjp3PYyNTFpsThSU2JDaPAOCOIpWUORAZqmMdKGO582ITRKoIRcFm579msTmhVyux5JP9aFovEGP7JcKfqAsFPgFbpfTU8s5DjhxVEXLk6M5CjhzdHvjiuUwelAytTo0F6w96fLj/EzlHt5R1tvkIuxbeoi/Z14owJjOhgsDM6Sd1PVqhwNLPDvMe7rPHp+PEhXweuTa/2IpGkQF4dTXfmWBIwJkZzb1GhJo1DMbGHWewcHIG1n17UuTEMONlZcZj37FrSIiKwKc7zogcDC7xmft6TJNQtDJF4oUVu3ljCnlJDIRcHqGtnVMaeo1CtWwaCrPFCZoQBAVoyo+F3I4kATD7/f24kW8Rza9vpyiWU8W1oaDEhgaRhvJMOxcv0pJXaMWs990cp0d6xSCpeQR7HOZw0qgXYQAFCi6asJEdvVaJU9kFCDRo2L0oLrMjpkkIrHaaF6ly2J2gCYUAgxrn/i7k8ZmYiBM3emXUqaBRK3D2r0IElvOCjDo1z8lheEk0IbA5aF5ExuF0wulyc4cCDWpoNYKojUYBilKIeEJFZXYoFBRrg06jhMNFs+tu1Kpgd9E8G/TlUSJh5MhFaFjt7nbhQWpQMudIhgwZNQ1fPJcymwsRYUaMH5jk8eH+T3OMiIRjBLjnu2LzEa/OnpIQTByYxEac9DqV1+iL1emCXqkQ9ZOKVFntTp4DMPmh1igqsePXw1dFjsmD3U0Y2LUFPi6P3DDvZ2Y09xkRYlLUlUpK0jHijtepVUO8s/moqB33etxrMPwe5kHIhZCXBAijSWLnS6mg/I5CcaM9xWV2Njry+th0XM0thcXm4h1TPt4nTtKGumF6vCaI2jA2TRiUhKH3x2D11hNIjasLi9XF7o+UM2t3uKBQ6LDn8FU24gS4oz1RDYNRUGwtjzi5oz1xUWF4cYWb4yTkg3EzzAjA9uM6yzqNEnMmpCO/xAq9Vs2mzecWWaCkKMxYxXeoxw5IxIx3f4XV7sLzj7WFWm3n9QMUOH4hj3W8rHYXIkN0cDhd0HJ4TnYnDZoQFJfZYXO4oI8wwsH5EctEl6w2B15eWRGde2N8OwQY9GDiRzYnoKslnCPZOZIh4z8M32RhBwBAq6R8Ptz/KfCH+OyNYE4RAoNKAUOABmYnEaVgAxXOw+h+CZL9AIh0W4R7US/MwEs5F479WO9Y1jliXu+XEYUAg0YyIsT8Pey+WABAcZm4PiUXVpsThCglHSguATyqQTDP6TDq1NBrVEiOjuT1tTtoHn9J6kiQO7ZWo4RKqQAh7qgTw0EC3E6ZkGPl6ciuXrgRb3x4gO2bGlsXc8anQ0EB04ensrynuKgw9MuIgkGnRl6hBTFNQnE6O5/tdzo7H4fP5iK5RV1MH26ESqnA9bxixJf302lUcDrdezp/3UHe9R7uFYNe7ZuyGV8hgVqc+7sQIYFa3rqWlNox+aHWOHUpH1/9egF9Okbhsd5xLMdJp1EgwKDmZYrVCTXAoFFi/qROKLM4QLsIIoL1uJ5nhtnqhM3udhITosIxa2wH5BVZoVEr8PfNYrhcNGaO7cCLjt3Mt8Bsc/c7d7mQF6WUkl6gaRr1wo2w2p0IMmoQoFdDQVHlGXPue5oCoNeqYNSqWDu5nCMGBpXbTaoNXyuycyRDxn8YvvhCBl0F38jXw/2fgqpmnUmBJuKoBoPDZ3PKM4T8+xks3Au704XT2fkY0t0kSdCWGtfuoH1GhJiIia8aVgadCmUW8Vp54lkxPKEAgwoaimDCoCQRZ4bLXwKAUrPbQZs2PBXz1h4AAK9jM8d4wiiU0FlicOhMDmhSEeHSaZS4t31TfPj1SZ5dwigNl+tVYnGwx1frvz3Fc77S4uri0fvcfJ/iMjvsThdimoRiwaROKDbz+zGZWwCfJwS4M8sa1jFCr1eBUlDokFgf+jZ34fiFPDarThglYpyvDon1MaJvfLmII1hBx+BADZRKBYw6FYw6JexOF0rK11uhoNAhoQF71Oa2wV3jLCRIC7VFgQC9GnfVMYKiFDyHxqhVISJEzzseAwClgC9EC47AKEKDprwfZ1nKs9VqA2TnSIaM/zB8kYWN2ltnSNY2ZW3fDqH/X4tWm3dHy2pzIkDt37e9cC/snPRxKUfBbhdfm+GzeIPd4cL8iR0RZNT4JopLOGCeHBHm70mDkwGahooQTBqcDLPNCbPFifBgLXIKrV6PCZ0u75E4xskRRqF0GpVIvoDbl0nlz8xoju/2XkJMk1D0y4jiRa9OXXJHr/jHYy7WMSksseGx3nHomdYEVrsLWo0SwQEarPvmpFchytTYusjql8DrJ4wcEUJw5WYZT/iyY3J9DL03FhZOBl2AXo3QQC3rrDCk6fxiC9Rq931L0wT5JVaEBGqxYJ17rJmj26HEbEcoh6uUV2xFgEGN3EILHE4aOq0KJ8/ksBmNOo0SM0e3g4sQ6DhHbU5Cg+LcF4y/4+TcjgSASqGAjUu3psqluzkQErKZt+VjNRkyZNQoKEK88omUt/glVVXi8+2Ev9lj/qA6HS3hXgQYNPho+2m/juwY2xtEGGFzCNVk+DDqVOyxoS8umV6tEK2VFHeIa5vV7mTHV9A0AtQKBKg1sNNEROzmzuex3rEoLLF5HZtxcnxFrxjHhHGgQgJ1mD48FfXCDWiXUA8btp/22E+K68VEl97ZLK1MfvR8LuuQcR25bbvO4972TfH253z+kif1a8ZJ/Gb3RTzUsyXeFvC9pPoJs9UY/lJooA5PPXw3LlwpQFCgFvnFVt56KigKOrU7ClRmcUCtopAcHYH5kzqhxFxx7PX+V8c9Rr0cThp6rQrFZWZWAsBqF2s0WWziqBejfUQ45UMYnnRtCErL2WpVhJytdmchZ6vdXnjTOarqule13MadgD/ZY/6AUBSWCcbhjleVObr3ggYhBJPe/Nlju/mTOmLq0l9FtlfWJl+RPZqi8Oe5XJZjItQ0YsA4IulJ9ctT2vljldhdeHLRTo/zWfRUZ9zMN2Nu+fGaFOZN6AhCgLBgrYgwzYDJmNu267xkWQ5fmXZdWjcScb08Zdpx+wmduhlZaTiVXVDpDL2He8Ugv9iGLyUiaMJ+TBTq4pUihARqWZXukCB3RKoi60zs5HS9uyEe7tmSzcgLNKihUipwI9/MktdLLQ7ENQ1jj9CYMiCnswtg1Ks9lnsROmwatQIlZXbENAmFzeFCqcWJIEO5QjYqdI5CgtRQydlqMmTIqC24HXyiWyU+3074kz3mD3xF3qri/FGEIEinxM1im9d2hLgFOIW2V9YmX3tPAOw+fFUUMRFGaHzpPVlt3iNa1nLxQ28w6t1RL7PD5ZVX1S8jCvBx/Ocp087uFI/dstzZ8sT/4ipyM7A7aI8Zegz3qtTiYF+PDNEjtmkYKIpCeLBOxDdjjvE2bD/NJ51zokk6jVKUMcfoHj16X0ucuJiHwlI76obp8VCPljh8NpeVIdBrVSg2W3nb73LRsNidPA2lUrMdpsah7HFfoEGFBhFG2J00XhnVDnqtW75AoVCwUakAvRqN6wbC4XKyyt0EgMPlhFpZ4YY4nYBKzlaTIaPmUdv4MP8mVCfx+XaguhzC6nK0hPAlvsk9HhPaXl02eZI9EDoYHgnRHHkEX/MJNKr940ERInlvcTlIWo0KHRLrAwAv44xrvyeHRsqJc7qI12M8p0u8rhq1AnYHjZAADSYOSeHVctOqFfhhfzYvksMcq6mUFErNDrz4eBqCA933JreGWWan5rxjvJMX83ElpxQzx7SH00UkM+Y6JNZHYvNwzBzbASVmt1I4IQSHTt8U2ZDZKQpLPvnDHQGKq4vmjULY9ymKQlTDYBSVWqHRqEEBrDQEQwgHACUgKlcCAmiUbm0lwM030ij5LggjAlkbvoJl50jGfxa1kQ/zb0J18nFqO25H5C04QHtL3KjqsMlb9I/rYHjjITFRQl9cL0O58+ZP1Et47/jLQeLC7hAf0WjUCmjV4iSEiBAdL8ONuwaAmy/FRXJ0JE5lFyChWbjHemuj+yewkRzuWE8MTERYkBaA+/tJ2I9bT04YhWK0lRrWMeKNCR1xM98MrUaJeuFGrBEocguJ4jqNEk6aQKdR4vnH27oz3iQI51yiOOA+6Soqs2L+2oMoLLWjcd0AvDIyjbfeBIDd6WRJ4wyEhGyny+0g1YbIkcw5qiJkztGdRXVzjmozH6Y24ZY5R7fIxxHWZ9JrVVBUA+/AE2pLJJFZ9+u5pdXCjaosmHUoMTvgcNAwGt3aNdy6Zss2HsLzj7UFRbn9rldWea8LFxGgEfGXNGoFikrdZSysdie77jqNu2xFmcX9t0GtdAsJsnujxtm/C5BTWFGTTa103ysqBcXWBjt3uRARwXo0qhPAcnsuXi1Cs4YhiAjWoaQ83T63yIqff/8LQ++NA01orPriGG/N50/sKKppBwB1w/SYOjwVaqXCfY8a1FArFbDaXbiRb0b9CCMuXClCUIAWoYFadv3yS2woLrWhSb0g3Mg3Q69TISJEx1P3piggv9iKQGNFvzKLHXVCDbBwlLv1WhUKSq1QKZUwW50IMro5Rnyla7fDx/RjuEOFJVao1Sq2n1at5NVyA4CiEjtmf7CfJVELj+0C9WpEhul5auIGrQr5JVaoVErWdoNOCQoUz3ZhvTVGpdtqd7LrIHOOZMi4g6jNfJh/C26Vj+OkKCznlNMAKlSKVbfBMaiNkcSaEN/kroO3SvOvj0uHgiLQKRSwuGivkRuj3v2okeIvpcREom6YkZeBxay7PsD9GXQBknsjlfHFHAsBwIysdtj44xn8KegX2zQcU5f+wus3YVASdEoKoaFBovu2oETM/2KUtJlMNKkCwMz1htxjwvPLf60QUhzdDl/uuiyZ+cZEuZj5cfvNyGrncR1efsftvHmyQWqtxj2QhJt5ZljsThj1KuQWWWC1uXhcpeQWEWykavJDrWE2u4nVQAXhm6YJWzTXanehbqjOXS7FSUNBuY/eFKBEISEaAPMtq6AAlUqJFZsOi9ZlwqCkO+6syJGjKkKOHN1ZVHfkKLfULvlLkMF/pdK8L1THulclGiOsM8ZFcnQkJg1OrtYIUm2LJNZUdqZwHV4amSaZNQXw98HbfrWKjsTEwcmgCJFcY0+ZW0xtOgAe90YqU4x5DYDfmWJnLxciMlgPU+NQWO1O6LUqaNVKNnql06owWZA5+OZTGVjLOWrzltGWEhOJYffF4ma+BfXCDfjw6xN+zYf7tz8Zc57m7G2tJgxKQl6RFSGBaqiU/IiTRq2A00mDBoUrN0vRqI4ROrUKFocThKPSrVEp4KRpXM1xF9ttGKHj1UgLNKihUSvxtmAf0+LrYlS/RFhsTlAA3vvyuOS6tIqOxITByVDKkSMZMm4v/ol8mNpy5FNZVIX7YrY5vWYjmW1OBPjIbKoM5EiiG8J1CA/W+bUPwrpwXPxZrn0EQNIx8lZbzep0gRBxP64NQmI19zV/a7mlmCKReI8Jz761SzJ6RShKxJdSKxW8OfviXfXtGIW5aw9gRlaa3/Pxl9flbc6exmZeY+brcgEUaBQUW2Gxudg6amUWOzQaNQKNGrhoAgdN471tx0XRq7EDkhBs1MCgU0OpUMHJcWRUSoXIMdJplOiZ1hTLyp1qb+vy59kcWKr5M+8Lte8JIEPGHUB1CgHeCQiPfEICNJg2vA2Mes0d4+PcSZRxUpylYLb4rzwN+HYsayqzrjY4vFwbtBoVr46ZP+titfn+qHgax5vatoICRvaNh9nqFNVk4/KZpIjVKqVC8pr+lhkBxIWIJwxM4vGlhPeolB1S7/vbzt9+XKFLi83J6isJdag8jVFmcaC4zO5WyL6UxypkA2LyNUVROH4hDycv5fPGOHQ6B+9uPuLWNiqyomGEDkqFCgzd2u6kRY6PcC98rYvFWrnP/K1Cdo5k/CdxO/RpbheE6dTeeCC3i49zp+Er7dug9/+ryx8uUWUiidXl0EjZxRwzmK0u3MzOh16rgk6lEI1/O23gZngZfayL2erAzDX7MSMrzWs7rUYJSiIFyWu05UwOcgotUFCUVz4Tk0rORaBRA6dE7Th/oy+sDZyooZAvtfjpzry2vjSamPf9bedPv8pm6UmNwXzWhArZgQYVtGqVZMaclAp5yyahcLpoRATroFCoeIVnpBxV4V74WpfKfOarA7JzJOM/i9ulT1PdEB51TBySInKMAPeX+/JNR6qdj1MTMGjFVd0ZJEdHuqt5+zFHTzo9wqiAv5HE6iJtS9klPGbwNL4w46vU4kB+sRWtWkRAcYs2AHwNIxchXveB0bU5lV3gtd3uI24tnVbRkfiT08afKIpKpZDkPTF/9+3Ed2iSoyPhchFJmyobtQHcD3Z9oBarvziG6Mah6NvJXZNNq1byxj+VXYDU2Lpo1jBYFOG6eKUIp7IL2Hbe1oppJ/xbqp+vOnfcgrtZmQkI0KsxfXgqzy61UoESsx0BBjUOn81lI0czstLwxS7vY2/bdZ5XTLiwxAaz1X0/JreIYPnXUj8+hGvta11UfvCEqhP//kN0GTK8gOHDRARoYJD4hV4bIPzV5Q8P5J8OBU1jwqAkJEdH8l5nomP+On/+cImAikhiSgz/etxIoi9Hi1RCnEXKLl9CioRyZ/vcLLTilz+vYuaa/Zi79gBmrtmPX/68ipuF1koJxPjSMGrZJBQlpXZkdoqS3IfMTlFQlUdtvt93CaP7J0i2G90/Ad/vu4Tv913CKEEbf6IoCgpe73du4Iixq9Rsx7Zd5/FgdxNvTysbtQHcD3ar04V7OzRDZIiefT2v0IrxnHv0+32X8FifOJzOLuDtzcUrRcjql4C4pmGYPjwVsU3D8FjvWKTG1uVdh7F9267zANz33oPlR5wAKuZjqphPyyahXtfGXZTXneW258hVTF32K2vX6ewCjO6fABo0Ag0aKBRAK1Mk5k/qhDfGpyMiRO9z7IFdW0CrVuLXw+L7MafQCpVSAZoAapVC9NkSrvW2Xee93mslPgoqVzfkyJEMGbUcwl9dPnkgleTj1FYIq7ob9CoYKsmrqgyXyFcksTpJ2/4cM0iNr1IqvBZvHTcwERo//SNfa2PUqUETgtdW70NmRnO2ij0TdViw/iCeeqg1AKBnu6b48KsTvGr3TLsPvzqBnu2aAoCoTUigFq1MkbxUewZM1CSqQbBXO3UaFS8a8v3+Sxh2XxwWTu4Eg1rJ29MgowYppkiPmWJMlIY5KkpqEcFqLdUPN6C4tCKl30nTcDhdeLiHCY/3iYNKQWHNF/yIrk6jlCw8mxwdiZF94zGkezTyitwZczQB9FolXni8LXQaJS7fLMWxC7mYOqwN7A4adcIMOHjyOlo2C2OjVzqN90e4TqPCnPHpWPvNSdEaHz6bg7c/P4Jh98e6VbMDNLDYnHCVK1374v3pNCp0TG4oqkPHjA2470cF5U7TH3KPCYSAtUMYKbLaXViw/iAyM5pj8D3R0Kjctd2Ye23h5Ayv9lQ3ZOdIhoxaDuGRj09+zB0+m7+d4FZ1B1BpEbjKZiV6y6yrTtK2P8cMUuNrNUqvv+ZtDhc0GrHCs782cMFoE1ntLo9OG/Prn3HsuErKXNzXoSkAiNownBlCIHIeGM2fqcPaeLXTaneyxWr5R5BudUqicDseLprASdPI6pcgOpYW1ifzxONhdIHscBcGPnmxABEhery6eh+mDmvjdzTw8NkcfPDVcbRsFoYN20/z3puRlYZSC42VW48iM6M5+7qCcpcx4RKtfXG9DHoVFBQl6XwCbl7XiL7xrFYRABSV2GC1u9Ag0uh1bL1OheIyO/plRLGFfhm7dBolYpqEwu6sIJOHB+swbmAibOVk9kCDGve0uQvvbKngfVrtLpz9uwA9Uu+CkqJYuRX30bbijibJ/Hu+RWXI+JdCSB7PK7JWCx/nv4DqzEqsTvkHKbt8ElJ1KpRZvDtoVpsLgX46R36tTfn/S7XhRlqqwuUB+NGCkX3jYLO7YHfSOHIulyX8euOipMREokGEUbIALyAWEl04OQOf/nBaFOE6e7kQ1/PKMG9iJ4AQfPD1CUmH5u3Pj6BvpyjWGWPqoQ3s2kJyjr4I50K+FLNWCoV3Ero/a5McHYk9R675jLxdzSnjOZejMhNwJacMThftNcq29+g1nh4TYxcAj0WIhUKUqbF1MX5gMqwOtyK2sTzrlsvfq6kkGdk5kiHjHwDukY/V7sT4QUlYsUkcqq8MH+e/gOrMSqxOR0sqNTzAoMGEQcm8VGrR+PB+ZuYry09ogz9r46kN86ADqsblYcBEpjJaNUBEgAYuisLZvwvYNdi26zxmZLWDQgGPZVQiJCJ9tEIhUlhXKikcOHnDY4SLyUDzxsXKyoznHeNt+fkcHu4Vg0IJFe2qOI0atQIhgVqvtdwYovW2Xefxyijx2lQm8sbdm0Onc7D6i2No2SwMiz7+Ha+MagdQnseWsguAR+4cTfPlEg6cvAG7k8bEwckoNTtEd/eyZ7vUXAmfO35FGTJkVAnskY9KA1QDH+e/gurKSqxu+QdPpTRmZLWTLKXhzqpT+HDQKnf04M/aeGwDYOHkThVcHj8iTN4iQIxzKXU9IXfInz2UEhIt9kHqLSmz+1RP5kZaGEeBoijJKE5lnUZmrdq0rOP1+DQrMx5RDYJRL9wAmhB0SGyAvh2joCuvS8bwdPyJLnGz4wC3Y/hwzxhs+d85WO0udmy7g0bdcAP2Hr0mWcj3VoQoLR6SSAyqO3uUxoXsHMmQ8Q/FrfJxZFQelXG0vGkRect8A4AlT3dBqcUOnUYFvboii/J26HP5o2DuqQ33NWEkTKNWIL/YiqTmESgqs8GgU6F76l1424PtVqcLZRZ3jS+toHo78dNOb4KWgLvskxQYAnagUeMz4Y/r0DAOR1ZmPLbtOo+pw9qAojyTjrmQSttnIjLNG3o/CjNb3TyrZc92xSoOCXz68FTWcWOwbdd5PDe0Dc9e4fWEcLoIMjOaY+vO87w+04enenR8AN+RMk9tfPH5agKycyRDxj8E/gj/VVeb223n7QZjg8XmRKBRi3ersaCsPw9pX3pIvjLfnC4aMU3CJGurKQnBhAeS2UrmNaWOLtxnrUaFA8evY/+JiiOrlJhIJLeIQLixYq2EzqVWo8LqrUex/8QNr8Vbfe2XL0FLq92Fs5cLRTwaIQF7SHdTpSIth8/mgClRSlEU0pMaIJPNJlMiPakBPvj6uOhoanT/BDhdNFpFR8KgU8FFCEpK7ZiR1Q56H/w1vVaJ6cNTQQjxGani8roe7xOHG3lmNIgw4tcjVyUjQACg06ok+VK+ImF1wgxQKb17l1JjMGKiAGevvY5y+yE7RzJk/APgj/hgdbW53XbebnBt8FSsUygCyaCqjh23X5BRg/e38QUDGX7K6m3HMCYzwY/Mt4o0alqhEDlCJy7kIcCoYaunS4lACudiUCtBgGpxXKWEKPOKrLi3QzMcPpfLPnCl1pnrXBKKwjJOFXZfWk/e9svhohHdOBQnL+Wz1xdydCgAD/Ywucf0cM2qRFpsdhcWTs7Aum9OoEmDYIQH69zrRAj2H7+GjFYNkdU3AWarA3qdGqcu5ePZ/9slcky4BWQ9OWitTJHQqpUINGpQJriPPEWqrHYXTpc7dRt3nMGipzJwOrtA0jFKjo6ETqOUlAmQGj8kQIOJQ1IQEewuX2II1Pp1xOrpNXavH0j2wbC7vZCdIxkyajn8UXkGUC1tbiXC468a9e2E0AZ/tIMYbaKqOnbCfq+Oaoee7ZpKZhoxxVQNOh/lUcrft7oIlguI91JZP8nRkWgQEYB6ITpJJW9GCPCzH8/cuuPKEaIUOg9M5tbHnPR0bxpQwghay/KU8CHdTZJ11Hztl1TZDF7x1sZhCDRq0CGpAeu41g038PaJG2nplxEFg04Ng06FXw97j7RQFMG9HZqxatEMIoL1aNogmBNdIkiOjkBsszCvRGcpBy3FFInB95jw1OKdrIo1F9/vu4TZ49KxUqK00Jj+CXjx7d0AgIMnb+DB7ibR+Mwe/nr4Clo0ChHVtNNplejW5i6s+eIYDpy8IVnKSKdRuoncEBPoh9xjwmur93mcM4NDp3NgsbtgUNWceyQ7RzJk1HL4q/JcHW1upfJ8bahsL7TBH+0gJoJRFcdOql+AQYN133rONBrdLwEatcLr0Y1GrUResUXkGDE2CbN+uKJ7aoXYpsyM5pLikVVxXO008SpE+VjvWJ5zBHjWgBJG0Jwu4jWF3WJzwqDyvF/CSBEDo06NN8Z3RGigFm9vPiLi0QjB1XaaP7EjFBTlNdKioCiUmh0IC9Iht9CC+esq6o7NHN0OVpsDOq0aDheB00lgtVkx/oFkWMojghYbn0QNgHXQHusdh5v5ZoQFaZF9vYTnFNOEH2G6L70ZPvxaWoxz7TcncF96M2zYfhqb/3cOSc0j0KlVA167vCIrbA4XNv/vHAZ2bYFXRrXDpzvO8FPyTZEYdl8seqc3Q2SoXuSIMevHJXIzYxv1aix8MgMlZXYYdCrsPiJN7nbfG47bUuzZX8jOkQwZtRz+iA/e6hhMm1v5MqqpyvbebPBHOwioumMn1U+ppLxmGtGEwGp3IrNc40bq6MZqd8Dm8D6OVNaPzeGCU0GJbKpMBM0XbA6XV7uAONHrnjSghK9HhOi8prCPG5gIwHfpE+HaGPUqGFQKlErY7s89QhPa434Nvz8WTppGQYkNmvLj0GnDUzFv7QEM6R6NAKOWpyIdEqDBnPEd2Rp6M7LSWL4NF4yD1j6xPgBArVZi+abDvDYqBcWzKyU6Elv+dw5NJbSNDp/NxaO9YtGkbhA0agWu5pYhpnEoCIBSswNWuxM5hRZWSkKpoLBxxxmRgCQblW0WhuBArWg9pYjcDFJiIjG2v3sPFRQFpZLCwK4t0KJRiChKqNPWrHsiO0cyZNRyVIf4YHW1uZX+tzp+VWzwJSDIpI9X1bGT6ucrXdxqc4IQ8I5uuGKE568UIiKkHsosDszISmMfFsJf11JRMavNBYqC6DgkNFAnytwCKtq5aILcUjsvTd9czuVhssesdqfHLDC+XS6eDlD2tSKPGlB6tRJp8XXRpL67WKvN7pJUXAbcD3+ni0CjonzuF7M2IQEaTBveBjQBbhTbYNSr8dLINCzbeAiFpe598nWPABQ0KgW277skisiEBGqxYftpnm5SiikSo/sn4sURaQgJ1ODUpXzER4Wx/eqGG3DqUj7iyl8LMmolxRZ1GiWy+iVASVEINGqgoCjRulvtLryz+TAmDknB433iYLc78eaTGVj1xTGeM9zKFIk549IBiiDQqIFRpwJNgJff3YNZYzugxGzH4g1/IDOjOVuupEGEEeu+PSW5vky6f5XK4NhdKCq1w2JzIjxIh7vqBOCVVfwj4hlZ7aBU1CTjSHaOZMio9bhVJeNKtbkFTlB1iiRWlw2eyLXC1PeqOnZSr3tKF+f3oURlObhZU9xjKSkeDSAd8TDq1aAo70dTzDieymQIBR6lssc82QS4j0O4OkATBnk+sqMIQVZmApZvOuLVVu7YhgCNz/3SqBVshEZY+ys5OhKvj0vHS2/vRmGp3SsBu096FJ59axcAsJwtxk6PZP8zOXh3y1HElDsJDE+IOQ5j+F+7/ryCDdtPs/tAc0qocDliyz87zLNJuIeThqSw++PJpj/P5ICigJZNK8qVJEdHYtKQFFhsToQFa0X3wpxx6V7X2OkiVSqDcyPPLFIYH9w9Guu+OcXugYICnhiYBLeIQ81Ado5kyKjluFUl48q2ud123k4IbWDItaP6JWBUvwRYrA7JLK2qOnZS/fyKVkHsqHqrw8W8zy3XIMz6YUQgCUX5NY63zDCG0wRIqx174vYI7Tp8Ngdv++BsCYuyehufeRj72q86oQbMn9RJkrN1+GwOVm09holDUvD6e/vZeyQrMwGj+yXAYnPC5nDxSpgAwMw1+5CVmYCHe8Ygv9iGBpFGUYSEG7HTadzp8KeyC7B15znMGZ+Om/kWhAXrkH2tGKcu5QNwR3+WbjyEiUNSMKJPHCw2F0IDNXh3y1GfnConTfAlZ398RW0e7hHDOkdMnycGJkJBUVj/7Wl+0Vwfx1o6rUqylFFlhC+5PDzGOQLcDqbDSUMtE7JlyJDhDbekZFzJNrfbztsNbzYYPWgTVdWxk+rnq9yFJ0fV24ONy6MRRnaEY1t8cILYzC0/r+ev2rHXzKNKcLY8jc91Un3tl5IQlNq9r8PjfSq4UTFNwpAcHQGd0s2DeW7eL6I+VrsLyzcdxlvPdEFYkPhI1VvB2sxOUSgutfMiJtxaZNzoD+AuKOvPuigofrTLV9TG6eLfx4fP5sDppEEAibUiXpMGAIJlGw+JsuMqq8h9+GwOXBIaXaUWB6CvGZ00QHaOZMj4x+BWlIwr2+Z223m7URUbqurYVbXchbCfLxP1WjXeeqYLjFoVKELY0h3CsX3xcYw6NeZP7Ojzev6oHTNjaTVKH5lH/nO2uNEXrUaFGVlprI5TZRz9MotD0mZmfAUFvDE+XSCiSXnsx8BqcyIiQIMSwTx9Rf6G3Rcres1TdM7h9L72Rp0ac8alQyHg5fiK2khFgwpLbVBJlEw5ePIGHu5hQsfkBggP1vGyzu6qEwCKAsYPagWFAniwRzQe7xMHi9WJQIMa6UkN8N6Xx/3WibLYxPcMIQQTF/58x3XSGNS4c1RYWIhFixbh559/RmlpKWJiYvDMM8+gTRv3GfDevXuxYMECnD9/HvXr18ekSZPQu3dvtv+1a9ewYMEC7N+/H3a7HUlJSZg+fTqio6PZNt9++y2WLl2Ky5cvIyoqCtOmTUP79u3v+FxlyJBRu1FVx06qHwVUylE1SzwQuY6CgnJHCkAI4MVOX3wcJnNL6npc+HrQCsfyVlbCX86WNx5UcosIUX9v+yVVhNfT+GnxdTGqXyLMVhdcNJEkwjN7odOqkFtqR5BRg1amSDaby1ckjhup0mmUiGkSivaJ9WGxOtGySSiPhB4aqJUch0FZuaL0q+V6Qgx8RW2kODwOJ41go/h63+y+iPSkBth95CovYy3FFImxAxJxM98CrUaJ/CIbDp/LZW2fkZWG+ev4yQbearIB7vuIi5SYSNQJ0QO4szppXFCE1MDPOg5GjhyJnJwcvPLKKwgPD8e6devw+eefY8uWLSCEYMCAARgxYgQyMzPx888/Y9GiRVi9ejXat28Pu92OBx54ACEhIZg6dSp0Oh2WLl2KgwcP4quvvkJYWBj27duHUaNGYerUqUhPT8emTZuwfv16bN26Fc2bN6+y3S4Xjfz8smpcCRneoFIpEBpqlCynIOP2wK0+TMNqd0KvVUGnUlTpy6k6y4lUVfVZygZQFMo4ytOG8oiMpywtqUwuTzYY1EoQwfhSJT6E6tdlVgeOX8xDs/rBcLoIGkYaseqLY/yHU0wkxg1Mgs3hQqmZMzaA0vKxAg1qqFVKt46O1QmjToXCEhv0OiX0WjV7vVKLHfPWHmQzt4DyLKnMBDSpFwiL3QWVguI9/Lh2MA8sQlH49Kcz6Ne5BVwuwo6v06hgsTtQZnGyawyAty4UBRQU2RAQoIHF5kSAXgWHy11Kw2p3QaNW4OLVIiREhUGv0/D2iztWUIAaWpVKpCaeX2yGWq2G2eq2weF0IMigg9XhqrBTW1HChDu/sQOSUFRihUHnHguAaPyCEgtUKhWsNvfeO2mx7c0ahiAiWMfujUatxNsSgqPc6wHA6+/vx438ClHJxnUD8MLjbWF30uVjaXDyUj6bfu+p/ApDfD52IZdH9mdS6x1OGuu/O8lmDdodNMuNYsbmolV0JEzlziBzv7RoFIKbBWbUCTXg0JkbaFo/GKFBOnbdy6x2zBfca9z7ecwbP/JsrReqx8g5O9h2y57tUi06aWFhRp/FhYEado6ys7PRs2dPfPzxx7j77rsBuENpPXv2RJ8+fZCXl4eTJ0/is88+Y/s888wzKCwsxJo1a7Bnzx6MGDECu3btQt26dQEANpsNaWlpeOmllzBo0CBkZWUhMDAQS5YsYcd46KGHYDKZMHPmzCrbLjtHdxayc3RnUV1lQKqznEhVVZ892SBUmfYnS0vYT8oGT3YxmVuqcrucFOVV/Tozo7lk5hEzVgwnUuHLdm82jR2QiBdW/IrCUrvXdsyRiNXuEs3F03yE/TypezM2WO0uv9Zd+JpOoxQpNUvNr26YHjPHdMCKz73byV7XFImWzdwZXlyF51ux3VNGmXBfk6MjMf6BJMxYuQc38i1oXDcAL41ME98zEtlwXGdFrXIXAG4UGYBXObanmCLxxANJmPHuHtjsLo/rJ7UuANgIkXDO3rIEuXvBvDb+gSQoQHD+aglP52jh5AxMXPg/tv/8iR0RUQ06af8I56i4uBiHDh1C+/btodFUTLpnz57o1KkT9u7di+7du2PKlCnse5999hlmz56NQ4cOITc3FydOnEDnzp3Z9x0OB1JTUzF58mQ8/vjjuPvuuzF9+nQ8+OCDbJvFixfj+++/x7fffltl22Xn6M5Cdo7uHAhFYZmE+jDAjxbcqXE8jeXtIcOMD8CjDUIHA3DrwQy/PxY0Daz/7qRIAE/YT8oGXw+/SYOTAQBLy0UAhWBsAChMWbLT45oIxQO5dbkqa9OEQUkoLLEhyCidJQW4H6aP3huL4jIbq180JjMBFCGgFQqP8xGus9S6J0dHom+nKJz5q8Bvh5D7mqlxKC9rS9ivb6covP7efrz5VAbWSohMehofcD+Upy771b0GMZF47P44XM8zsw/yi1eK0Kt9U79t9yT6yID7fnJ0JCYOSsb5K0Vo3iiYFY4UgrlnbuZboNMoERiggVJBwWJ1R301aiXO/lWAwPJ6fBq1AnnFVjSuE4AymwunLuVXat0BYO74jrA5xZHFl0amSe4F47S1bBKKYrMDRp0KuUVW/Pz7X3js/jiMLo8cSa07cOcjRzXKOQoKCuI5NgCwfft2ZGdn44UXXsCWLVtQr1493vt16tSBxWJBQUEBIiMjRf3XrVsHq9WK9PR0FBcXw2w2S45x/fr1W7ZfdZtLIcioAHMz+3NTy7g1FFt9qUXTCNL5rpldXeMwY528lM+ruSWsiSU1PuC5ZIqUkvKfZ3JYxeFTgutxf9V6y/jyxT0x25zs/0uBscEXIVr4vrcMM182We0u1AvRed+zMzno2ymK92Afdl8cgnRKFFqcfqt5e1L3frxPnN8ZdMJ+Ssq7mjjD91ErFZVSHQf4GV7udHgXL+sss1MUwkN0UFDStnP5RVENgiULuvLbq3icJ4vdfb9YbJ7XmLlnlnzyB6YNT8WFy0UsiZopTBzVMBjFnCOtnAILDh6/jsf7xgOEVGrdAcBsc/CcOCb7LjxYJ+kYMREmrso3s37MHHl9OOTxlJhIGLUqKO9gZn+NE7K5+OOPP/D888+jZ8+e6NKlC6xWKy+iBID9224Xq9D+8MMPePPNN/H4448jJiaGdYCEY2i1WthstluyVaGgEBpqvKUxZFQeQUH6mjah1qDEbEdRqQ1lFgeMejWCA9ykSuFrgQb+/Z9XbEFJmR1lFjevJtCoQThnXW9m54sUlrmOgdXuRJP6QT7HupmdL2l3hSozjasFDkkbhMj5Kx/ThqfyinpafGRlWSW+cMW2qHhqztt2nYdBpwYF70KKzAPT7qDZquThwW5+hS9l3zKLE5SPL3lmzb1B6n1PDpU/NeaaNQjGjUviPePeC3qtSkBWdt8LV/JzvY4vvD73b2Z8igK0PhwHqXncyDMjyOj9uIW5V3xlokmNL8zwogl498x3ey/hsd5xLCeJ11eCAC4sFiuE1e7EzDX7kRwdidnj0uGiy4+HXQSP9IoBARAtUW7D7qAxsGsLaNVK/HpYXBS4QUQAzvxdwHKO2NInLrrS6y6lZwW4s++kMhB9ZfKN7pfAez0lJhIaVYUe2OQhKYgIubPf/bXGOdqxYweeffZZtG7dGgsXLgTgdmKEThDzt17PX6gNGzZg1qxZyMzMxNSpU9n+3D4MbDabqH9lQdMExcXmWxpDhv9QKhUICtKjuNjiU4H4vwCbi/jNoxk/MAna8p9cUlXemWMVXXkbvVbl1THQa1UoKCjzOZbUL2RvWjBcG4QI0Gtgs9O8L31fDxlfv9AB94NIqD1jtTkRFKDBdz+dkyzg+d3eS3i4VwwAwKBVibgavuyy2Lw/oAGw16qMXgzTz9N43mDQufdUq+FH8rztF/dekMoM83Z95m/h+L7WTmoeGrUCAT6uz7xfWTulMrw0aqUocuSk3REaIaScAn/39fDZHKz9BuyRFsMH2/jjGVbIkenz3NA2UCootImt67U2HbcoMHf8luXHsf6si6eUfCbCZNCpRD+u6oUbAACns/NF3KXDZ931BhmkmCIxul8iFBTBsme7wqhVQkloFBRUD40lKEhf+4/VGKxfvx6zZ8/Gvffei3nz5rGRnvr16+PmzZu8tjdv3oTBYEBgYCD72oIFC7B69WqMGDEC06ZNA1X+sywkJAQGg0FyDIbAfSuQuS93Hi4X/Z9fd28V5IXV2rlpsESCMAu4v5yWbzqCSYOToaBpaNVKr7/yJg1Ohp2Gz7H0akWlVKC5NnDnanG4UGZ1ghCCmCah7BesLyVqlZKC00U8Kil7+vXbt1MUXC4a97Zv6lHQT61UYPrwVNQJM4iqvEvZxTwsklpEwEUT6LUqTBiULJ0JZIpESKAWLRqFoHNKQ1G2WmpsXTzcKwaFJTY2gnHuciEigvUI0Kthsbsw+4kOPB6IrweyQauC00lDQVG8dr5+8U8YlITrhVaEBun8duS4fwvHr6xDyKyVxeYUzZnbj9EDUiqpStn5YHcTDnLqpgmdJWackX3iJG2XOib0Vq5E6HRwj7QyM5rj0x1nvO6F2cvRm/v1ONFr/TKivK47s8bM/b7vmOeUfJ1GBYoC5k3shPe+PO5XSRjAfWTI3Mt5RVYUl9oQEqSFQUWBuGj4jgFXP2rcOfr4448xa9YsDBs2DC+++CLr2ABAmzZt8Ntvv/Ha79u3D61bt4ZC4fb8GMdo2rRpGDlyJK8tRVFo3bo1fvvtNwwePJh9ff/+/ayOkgwZ/zRUtiI5o1DMrd0k1c9scyJArfDKbTh8NgcWm9ODoq54rMqqQDP9AOksM+4XrLe6aYO7mfDUYjeZ+bmhbUDTvh9EzDj9MqJAUQqfgn5z1x7A4qc7i9oI7fKo3WNyF9jkRfrKM49eWLGbl3n02P1xsNidoF0EdcL0PMfUW4YZd62kVLuZiB3jkFIU4VV597Vfl2+WYuaa/ZgztgPGPZAkKgUiXGdhVp1wfF97ylMFF6yVcM5MVl1mpyhcy3NHHQoKbZJ2psRE4vHe8SgotvIe0jaHC5v/d44dW+gsMXbSHmyXLA5cXq4kM6M5HusdB6vNCavdiVPZBZKOAzOGz8+O1elTANTKiW4xDntIoA7Rd4Wg29134d0t0tFoZo1nZKV51bOy2p3482yOJLmb63ALx9BrVZi2toJ8nRwdiScGJgI1WHu2Rp2jixcvYs6cOejRowfGjh2L3NyKc2udTodhw4ZhwIABWLhwIQYMGICdO3fiu+++w+rVqwG4nZzVq1dj2LBh6Nu3L3JyKjbDYDDAaDRixIgRGDNmDOLi4pCRkYHPP/8cJ0+exOzZs+/4fGXIqA74W5Fc2IfhLngc1+JEgFrjlu33gjKLE8RHQUhmLKGKsQ8T2H6eomPCL1jmITOybxxsdhcMOjVOZefzHA6mzeB7oqFRKXyqOdsdNJRK/wi+UnvBffiN7BsHBUVhjUAtGHATnAmAxU93RlGJHUaDGqcu8W0HgJxCC+pHGKFWKRAWqBU92L1FFBQKYMGkDBAQWK0O9MuIwvD73UrGep27Ntbab05gxP1xoAiBTqXE9/srqs/7y0VxEIJXVu7B1OGpUCvjWc6bVq2E1e7EK6Paw6hXobDECr1ehfmTOqHM4uD9GBauXb+MKOg0bp2ps5cLcT2vDDPHtEd+sQ0NI404lV0gWqvDZ91FS19/Ip3Nqluw/iDmTeyI6cNToVIrJO100gR/nrmBxBZ1oDDbERyggU6rhN1O46mHWks6S1yUlNlFtuu1Khh10sd4TNFh5jjLW/Za3XADpg9P9XlMbHO4fB4bqsqPraUcdsYRH35/nFuvKMyA305cx7ELuZg6rA17POYr8lZZUn1ydCQUgvvg8Nkc2B0u0THvnUSNOkfbt2+Hw+HADz/8gB9++IH33oABAzB37lysWLECCxYswIcffohGjRphwYIFrLr1V199BcCdobZu3Tpe/4kTJ2LSpEno2LEj5syZgxUrVmDx4sVo0aIF3nnnnVsSgJQhoybhT0VyqT6+HBNDuUqtry9Yg9731wa3DVfFuNQHMZjp5290jHnIZLRqiIgAJcxOGss4Vcy5bTbuOINlz3YB4LleGOBev+IyccIHFyXl73vaC+aaHZMbgACSkgAof93hpFEnyK2Qzc3k8UTmFa6Lr2KjVF+3WvfU5bs9zuehHjEwlIt8jspMwIrNRyrFAQoyanAj34JnluySbPfWM13c9q/cx3t98dOdRW2ZtQPEcgUzstIwd+0BvDWlC2+tuBBm1SVHR0JdTu41aFVe7ZyRFYT56w6y5P/wYB0AIDRIh1PZBZLHoADgLOdBcm1f/HRnOGnar2M8b232Hr3m117oNSrsPX4NKaZIj1IMh7wclzK145jUfULA4zYBwKuj2vEii1w7mQhh1EOtvdrJTYLIK7K6idYSESKrzYXA/6pz9MQTT+CJJ57w2iYjIwMZGRmS782aNQuzZs3yeZ3+/fujf//+VTFRhoxaB28VyT1Xa3crNvvinYCmYdCqfLeD9y90Ziwh/BqbpisVHWOq0YMQn/3MVifCA7U+188XQZV5GOYVWdEqOhJ/SnE1yueTX2z1OpbF6oTV5s7UGtLdxHJmpB5gUlFBfzLRAHjNQOTWPuNG+wDKr3vN5SJIja2LZg2DReNfvFLERgaEey9V1V1qfO4R0PThqX7fH8xD+/LNUsxdewAP94rx6Dww17PaXZi39gAyM5ojPFiHIKMGOo1bJ0jKMZL6zCVHRyKvyIoLVwrxYHcTAMExIUe4EYBfHCRffCy1SoEt/zuHqcPaiBxyroAl4H/RYSGsdheWfPKHKLLHPRL0Rf7nJkGkxETioR4xUEskYvj6kXa7IYvGyJDxDwNTkTwlJpL3ekqMmxOxbdd53mtMtXYFTWPCoKRyUmkFhLwTf9r5O5YQ/vbzNzomrHTvq59Bp/K8fqaK9WMeRFLgPgxXbT2CJx6Qns/48vn4sqnM6sDUZb/iyUU/43R2AZ4b2gY6jRItm4SKHoSesrV8zdmod2cgns4uwMw1+zF37QHMXLOfvZ6wthUb7VNRkmvFPLiZe81sceCxPnGS4z/WJw4KBWH5TNy1WrbxEMYOSJRcP2Z8JoJ2OrsAU5bsxNy1B2D2kfFXN8yAGVlpiGkSigXrD7LHSVv+dw5Dupt8zoeJAM1csx9WuxN5BVaMHSjeZ6nPHKP6vGrrEXyz+yKCAzXomNwAM7LSMH14Kt56pgtaNgtjj6ueeqg1lAoKfTtFYUZWGuZN6IjFT3dmbWccsm27zovWj2t7idl9tDd/3UGYGofyxnqouwkhgVq8MaEjZo9LR3iwHkO6m6DzEJmxO2jJz4BGrRCtzcw1+7FxxxnWzrOXC5Fi8v3ZAdyRzU9+OA2nkx/WZn/w1CBqvLbaPxWyQvadhayQLYZkzTLw635J1Rlj6nmZLU4Y9CoYJGp+8dox9cK81AbzNZbHsT30IxSFlduO8Wo9MZGI7GtFGHZfHAAimh+hKCzjEMC5EKpy89dPjfNXChFo1CI0UAurzYnQQJ2IoCospzCkuwkXrxRJRkwYBWkAHm3ypvoc1SCY/YXNoLKK3MycCUV5VbAWZgkKIVyrU9n5WP1FxRGTJ1VkwB1Bmzg4GRQhknt6Na8EbWLqwe6kYbE64XDROMLJOquKCrmwtMrY/okoKLHBqFdDpaJw8UoxmtQLgtnqgE6rwmkPR2aMKnigQY3VXxzj7XNYkBZXc8sQFOC+Z7g8rp8O/IVGdd0Z1ZdvlKBbamOEB+tgsToRFqQTZThybR/TPwF/3ygV7T1QEUFrl1AfN/PNvOjfvImd8OSin3nt547vCKNBBQVFibIehfcyF55KgwjXXWofht3fEvFNw/H3zVJWiJJ7hDZv7QHR9ZY+2xWTykuFVLW8kL/4Ryhky5Aho+rwVJHcVyV4BU0jQK1AgLq8jZcoT4hehWYNgj06pf6OVdl+FCHIykzA8k1HJPWQ3DW9KNH8mKjQCoEzIowwMW25axXbNEyUBZaVmYARfeNxPa8MKqUCESF6fPTdSfbLnTmeOCDIYGIw7L5YGFTirD1mLt4y5qQglRHFZqJRkKwxRxECi8PllWButTu9lmYQrlVyiwjENgtj56OgvCh+c8bn8pmAijpcb28+ysvsO51dIFpjX+sAiNe0lSkSfTtGweGiUVRqZ9WiW7WIgIIQGAI0sNI0YpuFIaZJmGisrH4JeOnt3XhlVHscOHmDt88zstKw5JNDHtdsRtvGUFAUYhqH8hyM18d4zuwb/0AScvItHqOBXCI34zzpNEqM6pcABeUWp9RrVQgwqqGkKHdmKQFOZOfjlEDg01P2GPd40S1wGYvCErfWV6O6AUhPaoD3yhMMpPYhqXkESswO7D5yleeMtTJFsnwlIcwWBxZO7gSdRgW9umoFrqsbcuSoipAjR3cWcuSoZlBT636rddkko2o+2nu8Hqem2NnLhagTokf0XaEwWx0gBJi2/FeJEd3gFsvk2sRkzAk1eRjMm9ARAQY1Vm87Joo4MU5bk3qByC+2sTpHBEC7+HrlWXv8OeeW2nl1qrzZ6S+486nqOoQEakV6WVxNKAVFQaGgMF1ibKZdelJ9WKwumG0O0ARQKSiW+8KsS1pcPbYeGtc5AtxRzHe3HPUY/Rt6bxzKrA6RDdOHp4qiO0I18QC9WkTkfmlkGn468BcvmsSNOA2/Pw4KhbSOGMCPjAllHLgkfk9OI2MHY2v7xPq4wVmbxOYR7qxCnRp5hRZcuFaEZvWDYXfQaBBpBE1oWKwu6LQqWKxuwdTiMhusNhfsDhoN6wRg9RfH/IrqMfi/KZ0R1TDkjnzPyJEjGTJk/GPhLVuN0W2qTKRDKoLm9/U42U/J0ZFo0SkKFEUQEeDOMPMGLt+Ia5PZSXvNmDPq1WhcL0gy4hTTJAxhQTrMWLlX5FilJ9avcHI4c/aHi1VZCOfj7/i87EW7OKLFzS6UymYTtuuY3AABBjWmr+A7L1xHQago3SAiAPVCdAAhsNqdoqgQF8Pui5VU4BZGd3ypiTOOiYIC9hy9hj1Hr0leb/A9JiiUkMwKSzFF4vE+FXpMdcL0WPtNRYFkX6KdTJTIm/ZWbNMwvPHhgXJdo3Y4di4P6745xc6R64xJHau99UwXr1FKqVR+rbrmstI8QXaOZMiQUevgT9aZoZKRjlu5HpP9xHzpM7WgdBrv2Xc6jXTWnreMQ3eRTffDQqukeDpRBp0aZ/8uwLkrhaz2DDfKoVcrJR1BX9fz1M9fVHV8X7XOLFYnzDanjzVWgqaJqI0vR2HcwERoKP/utfAgnWh+wuwxfx0TX9mFNocLcICnmWR30KgfYcC+49ex//g1tGgUAsAtdMw9umrZJBTbdp33WTDZk62HzuRg5dZjmDgkBWf+KhDpZwk1taSOPH3VPOTOnxHW9FWPsCYgO0cyZMiodbgdkY5bGY8bJTh8lqkFRcHmcHrVfbE5nNBLhPB9caO4mc3CKFh8VDh+3nREFA2ZMMjzUWNluFhVQVXH95WurdepMH/dAcwZ3xHvbjkqWuPR/RNQXGYDIeJIi690dZvDBY1G6XPvtRolzHYn+naMAiEVKfJCrpe/6fG+sgsVFFBqcfA0kwBg0VMZOPdXIZo1DGZfEzoiTpd/BZN92TqibxwigutDqaQQHxWGFuWFboU10vwp1CsEI2rJkLSDAzUoKrOhXkSA1353GrJzJEOGjFqH2x3pqMz1pHRsrDa3kneZxSn6hc/8Ul+w/iBmjmkPvYcIl1A9nM8Tkv4lTShKROQF3A+0t8tr6HlyRLxf79ZRlfF96V7pNSrMHNsB+45dRb+MKDzeh6/u/dLbu/H6Ex0AAC+/u5e3D74UpRmRQam95/KeCkvtCDJocPZyIeKahSGzE3ef89C3UxRG9IlHmdV7FIxxJHzV3rPaXQgwaES19/KLbXisTxxWbT3GE8nk8pzqhRtFTiTALzzLtcUTrueaMXftAZ4eE2NH27i6mDM+HYUlNug0KszISmMjU1a7CyoF5VmIMiYSeo0SwQEaGPVqBAdqMXP1Prw00rvAZU1Ado5kyJBR63C7Ix3+Xs9TRhkTbTDoVKJf+FLtvF232rhRt4GLVVlUdnxG90pIPuZmJao1Shw9n4e15bwXLlhHGUBsszDePvhSlGaiVsK998YdyuwUhfnrDrJ1754b2gZf7HIfT/mrJr5t13m8NrodOrVqgLAgHZwugoaRRqz64piI/8OtvRcWpMWqrXyi87nLhZiR1Q6flnO05k/s6JXvo1LEY/rwVDSINPpl66EzOaAJn6vUq11TfPj1SdF+Mbwqu8stvyAUomxlcgtRWuxOPL9iN9vvyQdbQ+3lnq0pyM6RDBkyaiVud6TD1/XsTrfejlAHhhu5utMRrjvNxboTUBGCSYOTPepe+esoC9t4U5TmqqoD7r2f8IDbBgoU3vtSnG11Ojsf+ckN2PpuDBmaaef1eqZI1As3Ys64dAQHqKFUKrHhhzP4s5zU/PXui5L8H1DAkqc7o6DEBrVSgfioMMRFhSG6/JgrLFiHKzdKEB8Vhn4ZUXC4iCiSw8W1vDLMXXsAL41M86jsLlQmj2kSivaJ9RHVIBhhwTpkXyvG6WzPsgB5RTYoFRTSkxrwomx5RVZY7S7QnDpGTC28rHI9sNoE2TmSIUNGrcXtjnR4u56LonD27wKRY8R9IN/pCNed5mLdKfjSvfLHURa2MepV6J56F972Y29cFIUVmw7j0Jkcyfp13GjS8k3u92ZkpfEiI560l5jK9lOW7ITV7sKKqV15R6O+auNdzS3DzDX72UyxjT+e4fHNpI6+hBlyDJgIzaqtRzBzTAeskNBaYiKl/mbfMTh8NsddaFmhwHNv7WLLrzDIKbRgzbZjWDCZXw7MHZ2qfYpC/8xPkgwZMmTcZvgbubqTEa47HamqTfDHUZZq42tvCEVhBUfjSoqP40+dO6vdxeOf6bUqKBUUsq+X8BwXp5P4rJfHBfO+MFOMgfDoC5AWeORGhLqlNsaabccQ0yTUY420Id1NfssCMJwns9WJAL0ar45uB6udRnCAxu2o6lQwNQ5F65g6knXULDbvEdGagOwcyZAhQ4YH+Bu5ulMRrjsdqaopVFbE0xt87Y2QxyWVTSYV3ZFqx+WfMRyk5ZsO89oIidu+steY9ytbLJb7mpA7lxIdiQ3bT+O3E25tJym9In+u5y26NHZAIl5Y8SsKS+3sa+MeSEJJmbgQc22MeNY+i/6jqM4vAxkyZNw+3OnPqvB6BrXSr0iVv3beao2+MosDAXo1DFp3UV8z51hLq1bx2ui1Kig4bZj5ELidFIvNiWCjFnlFFui0ajhcBE4XwU2zBXWC9VVaZ6GdQhuEI0pxh9zZbxUREruDlswoY5BiikSQUQu7wyXqZ9Sr3VGZck6QN64SN9rjb4SJC73WnU0mLHvDpPQzkDoS9KUirVIqvGo7vbvlKCYOScHr7+1nX3v78yOYMCiJ19adwVb7XJHaZ9F/EC5BWBe4/cX3ZMiQUXnc6c+q3UXw57lchAW5C3iWWhxs+Qtv0RB/7fTUbnA3PodF2NdJUVguKGTL7QfAYxmL8Q8kYdZ7+3Ej3yJSXB5+f0u0S2iAT344K+o3dkAidEpxPT1vkLKTGeuld/agsNQuUuH+ft8lvD4unZcZ5k1RmptRxoz/xMAkzFi5B+MGJvvk7fhbJ87fCBMXBp0aFpsT+45dQ1SjEDx6byzKLA5RpEZ4JKjTqBBg8K5BFWjU+IwuZWXGs5pGUiTxFFMkxg1MQu3LVZNrq1UZ1VVb7VZrSP1XINdWqxnI616BO/lZVakUUGnVuHS1WMQzYVSFmfIXVbXTWzupGlhMX0JRWCpwOIT9AIiOabhthveOxTNLdomOc1ZM7Yp3t3iuy1VRdNg3aIXCq519O0Xh9ff2Y+HkDKz7tiLrbEh3Ey5eKeLVWmtcL8CjXSkxkRjTPxH5xTYYdSrkFlnx8+9/YVA3EzRqhdf5cGukZWUmIKZJKK7nlaF+uFFUk03q6ItBK1Mkht8fi5vlRWtPZRfg4pUitmgy45jMyGqHF97ejXem3YO3N3uv3dYxuQHWbDvusU1WZjxKzA68+PZuj3vw/GOpeOPDA2yfzE5RCNSr4SIERr0aSiWFLf87hwd7xKBe+J35npFrq/1DcKu6JTJkyLgzuNOf1VKzXZKAKyx/UVU7vbWT4rAwfWkCyQemsJ+3iIJaGQ9AzGsRkpWF/ax2FwJ8RFAYmG1Or2M93icOgHuduerajE3cWmuvjmrncaxDp3NwrTyjDKhwAgpLbKCJ9/lkZcYjxVQHRp0KpVY7ZrzrjmbNHN0esc3CENMkjO3PKnIrIOKbDe5mwgsrdvOiV6P7J+Bqbhlef28/G6ky6N2PfIoieLC7ibWDATdalRpbx6v6e36R1WeWWWigljdfwH3fPjHvJ167zIzmXsepCcjOUQ3j36hbIkPGvxF3+rNqsYmLsjLglr+QssMbGDv9rScn7OuivT8QfXFjgIqaasK2vlSmzRZnRbq/n9fwBKb0xolL+bh4pYjN3NJLlL+gfNT+Uin55WUAd8Ha3EKL135Xc8oQaNRgxso9mDgkBa+Mbg+z1YkgoxoX/i5Ef4EqeEGJDV1aN8LIPu6oTaBRjVPZBbxjPcaGVVuPsYrYjEZTnTADZo9Lh91JI8ioRufWDT1mq/1xJgd/XytG305iZfIfD/yFRnUDAcArX0ol+LFw+GwOHC7x/VNmkbPVZAjwb9UtkSHj34Y7/Vm12r0/MJjyF5W1g6vu7Q3SHBYVfPhGPrkxQIU6tbCtT9v1/q+xP3XbgAoyMsMLEnKQACDI6N0hCxS8z0Sm/OEJGfUqTBqSIuJnpZgi8XifeBQUu8UTrXYn8oqsiAjRc6rLuDlVUjh8NgdOZ4xAo6miLRNdcrpoUABeEByPfbv7ImaPS8dKgSo30++lt92RKm98qdxCcWaa2eoQ8ZCMldjXOwX5vKaGweiWSIErjS9DhozqBaEomJ00ckvtMDtpEEocHeC2AShMHJwMnYRD4s9nVfJ6XmwI8PFwN+hVkv38/U7x1k6qnhzT16BVoVW0935MBpanNg4Xv84Yg7wiq9d+Bh9FTblg6rZ5Gos5ErLaXVi68RAe6hGNt57pAr1G3M/lIl7HcklEQ0rK7Dh7uRApJg97YYrE2cuFcNFEMuPr0JkcvPflcZy4lI+5aw9g5pr92HPkKsKDdaAoChQFmH1ExwpKbF4zylZtPYY9R64hp1C87j3bNRU5RoA7CnXyYj5eeLwtnnqoNRQKCn07ReHVUe0wZ1w6ZmSlIaZJKBasPwiVhKaRXqti53M6uwAzstrBWAuDALXPov8Y/iu6JTJk1Cb4k83lqY0wO8mfz2pls8JUAEKDdF4FH/ccvcYqJafF18Wofomw2Z0wW53I6puAU0n5WP3FMY92evvu4WadCftShGC8h3pojLaNt4jC+AfcmVyAmEfz1qeHPEYrJgxKYkuK+AO704nR/RNE9ciYyEd+eVRDp1Fi6rBUbNzhzpgLCdCIstWEvCTuWJmdolBqtouu73TRUCspjO6fKCoG67YhEfuOXUVJqd0vDhdQXlLkq+No2TQMG7af9lnPTa1S+MwoY7hXwvlJ9ZNSCmfm82B3E45dyMXH5fekpINtiuRF0w6fzYFCAUwelOx1HjUBOVutiqiubDUGss6Rd8hZUzWDf+O6+5PNBcBrm7H9E1FcZvfrs1qVrLDJg5IREWbE9dxSsfNicmdaCQugio5lYiIxdkASSsps0GurT+eIUBRWfnEMTRpUZHMxRyTZ14owok88isvsCDCooFFVTufIbHUi0KiCWinRrxKOEQDkltox54PfMHFICsKDdTzOzLKNh/D8421BwX1k9u6Wo7z9CQnQYOKQFEQE62C1uRASqMH7Xx1Hk/riOTOZbcIU/0fvjYVRp8L7Xx1HU4m1unilCFmZ8cgrtnnN+Jo+PBVz1x7gvTZ/YkdMXfar1ww25t6KahAs6i8cHwCWfPIHT48pyKgRHbVJZfKxe3+1CFF3hWDD9tOSJU1STJF4sIcJkcF6ZM3ZwRt32bNd0aR+kJytJkOMO11DSoaM/yr8yeYC4LWN00Ujws/PalWywspsLkQA0CopnuCjTqvCr4evso4RIF3aghnn3S1HkNU3ARBJHVbA03ePp+8ji8OF/SduYP+JG8KhALiJyBHltemWl9crY5AS49a14Z5gEohr2kn1q6yWlE6rgtXuwpm/CtgHudXuxJm/3PXy9FoVAtQKmJ20aH8KS+2seOGyZ7tAU14cdfmmIyJHVhhlS46ORJ+OUXjpnd2YOqwNfjtxg1WiFmLofS19HhVK8ZYYEUeP9dxMkRjVLwFXcsoQGar3a3yuujcAyahUXNMwxDQOldRtyuwUhYgQHaIbhaCkzI6QQA3mT+qEMouD5X9p1Qpe4VkGZh9E/JqA7BzJkCHjPwV/srn8GcPfzLTKZIUxEQuaEBy/kAejXgW9RgVF+fOREECppDCwawu0KK/MXjfc4LVw6c2OZsxcs589erPanCj1oGrtj9q2VqPiKTwzYJSgXTSB2UmwZttRkdNx6HQOlm86wouWdUyuj8d6x8Nic4IC8N6XxyX7rdh8xGfEjmunXqfC/EmdsO6bk6IH+YysdlCVZ6CZrU6RirVOo4STJlBQQInZARg0uHClAP0E2WOFxVbkFJgxc0x7OF0ENCE4ci6XzfjylblnsbkQaFD7pZDNha7coeKKN47o67YrQK/Gqb8K8Mz/7WJrpPkzfmpsXV5EKCRQi1amSF5x3QCDhqcJxYD5e1S/BCgoCo3qBor0nZhjV0ohdo4MOu/8upqA7BzJkCHjP4VbyTpjHqI6rZsM7c+xmkGnYp2e8GAdW4gzt/x4h/nlLsV1ASo4MnM++A2FpXbRkcXzj6V6nQ/zsO+Z1hTLvKhae1LDluJLJUdHYva4dJSU2dmjvUCjBmvLHRGpyvYMuNGykAANHurZkrXLWz9uhXp/7WSOII+ez2Xnx/Bcxg9MAgiBUa/iZavpNEpMG56KgmIrwoN1KCp1z7Fpg2Cs//YkLwrEREzMVieCA7V4evFOns2+stUUFJBTYMGAzs3RsVUDhJcroWvUCjYzbZ7gSKyVKRI6jVKU8dU+sT7UKiXWfXsSTRsEY+qwNuzep8XXw7pvgD89aBrpNErMHpeOVV8cYx1JRr2coip0lZRKyis/ihCCoAD3fSDlQK3cchTjJcqHGLW1L/FIdo5kyJDxn4Jfle3L/5/bxmMJCR9HPga1EnPGd5Qk5c4Z3xH7jl0FAEwckiJyjICKrCKmTpWwCntokBbeoFF7roF16HQOaJpfvZ2J0jDcK6HDwdi09huwESAh98XfOmDCOVemfpg/djJ/D+jagiWvM30t5YKSWrWKtzYDu7aAVq3Er4evSpKvj5zjO1oAMLpfAkokSNlMtpon7trR87loUj8Y9cMN2LrrPC9KkxITiSH3mPh9yh3jKUt28gQfZ2S1w4ET12G6KxS92jUV3aOpsXUxvHcsRirjcTWnDA0ijDhw8jooBYU3JnSEUkFh9RfHeNe32l2YuWYfRvVLwMM9Y5BfZINdUENOCLPVCbPVwRuHiz/LhTy5cxw/MAkSSW01DjmVX4YMGf8pMFlawjR2UUaWoI03B2PF5iOSUgAAQFOUyDECKopzNq0fDAAID9Z5/VUeHqzj/d2yvEyHQav2mmZ+KtvNufE2NjMWd04Wh8snX4rpJxzf3zpgwjlXtn4YY6fZIeYNsW3O5CCFsz46jRJDuptACEFuqR0WmxMxTUJZiYY2sXU9KpNv++WCSM358Nkc0ISwuklcUAAG32MS7U9ytDti17plHdxVJwArtx4TORQnL+bjSk4p5k/shNnj0vF/U7pgcPdozF93QCT4+NmPZ0DgPvaSukcPnLyBD78+CQCYu/YAaNBon9gAX+w8j6cX70RuocXj+t0ssEBb/oNB54MfpdcqfR6RWaxOzJ/YEcue7YKJtbh+qBw5kiFDxn8OSkJ8VrYXttFpVV65PZ7Kh/gqY5GVGY/5EzvCavPOTbIIuEtMFMVXmvmC9QcR9VBrr2N7UsP2BaafsL+/leaF1/C3n9BOX8KUDIHZU/SPWwgW8H50JCTQA26l6wtXi0S2t2gUgplr9rEFXbnZXTPX7MPUYW2gCBZfj2vnss/4wo2ThqSwnCYGh87koG+nKL+OvQCA0OA57FL7L7VWQ7qb0Co6knc8xyDFFIl9x68julGI5PUZ6HWqihIwtdQxAmTnSIYMGf9R+JMhym3jFoL0DE8kbV9lLMwWJ+oEaVDq40hJGJlgoigajQqvrq54ABt0ajhdNI8YXLWK7r4fD6wNgv7+VpoXXsPffkI7nT68Iybi4U0QkXnfl5Mq5Uho1Aps23Ue04enQkFVHOcplQpRFhgXKqUCFpv4qMofO7ncoMyM5ggJ1MHiw/Yi5h6mKJ8ROykbvt93yQsvzq3b5MvBVVAUbhTbqizRcKcgO0cyZMiQ4QeqSuT2VcaCUboOCdR6fajkFVl5f1dEUQhimoSxD8tHesUgISoCp7ML2OhCZSMy3rhXUv2E43OzqAbfEw2NSgG9TgVCgHXfnGTtYhSxPfVTUBRUSgrZ10tE0RKunQ6aeJ0fI2XgSxCxX0aUpKozF0JHglkHnUaJyDA9OiQ1QN9O7igRt/CqFAKNGigl6rb5Yycgju74EoV0liuT+xOxk7KhZ7um+PCrE2wdOm4k7P0vj+PhXjF4YcVurw4uAcHzK3azr00YlFQrHZHaaJMMGTJk1Dr4ReSWiD4xZSw8PbhvFljw+nv7ERKg8UjcZmpZMdfiauscPHmDV2F98//OIfquUHRMbsA+wHQaJdKTGuCDr4+LBCWZzDfuXLhK2lIq2sJIjlTEx2p34ezfBeiRepebV0JRuFlkRdv4erivQ1P3g1WpwLgHkvD250d4/U5nFyAjpSFbv2tGVjvENgvzWEVArVR4rDL/YHcTjDoV5o7vyKlJJg27g8ahyzkeSdRCR5K7Ds8ObYOVgvT1hZMzvO69y0VAQVy81V9iujC6480JbsWx3Z+IHXPfcCUO6oUb2PYbJcjZj97XElOHtcG5y4WIiwrDiL5xuJ5rZh2o7/ZewmO949j2h8+6pR0mD5EVsv81qG6FbBne8W9Uav4nQF53PlwU5bHUjzdiqZOiJMttME5PYflxR0iABtOGt4FRr6lQkNaqYHc6UWqWVrA26lXQqJQ4fC4XYeWp4DqNEuHBOhC4j+0MehUsVjuOXchHswbB7C/+s5cLUSdEj+i7QmG2OvzSDzLoVNBqVFj9xVHsP16R1i4sYSI1Fk1R+JNjp0atQKnZjrhm4TDbnKytwjkLVbSlxnZRFP48m4vwYH46fKvoCHZvzE4aExf+7HGf3nqmCxxOFwL0GryzRXqf7U4XyiwVgpyM3tPipzuLUvlfHdVOsnYa41QxUSNhmxlZaaxkgRSY94XtPKmlt4qOxPhBSeWq405EhuhE9yPjCCW1iABNu1Py8wqtHm2XiuTNGZeOF97ezbYJD9HhqUU72X6j+yeAoggmzOfvwVvPdEGzBsGyQrYMGTJk/BPhD5GbAdehCDCoMGlwMs8BuFlg4TlGgFuZ+fkVe7Ds2a6IjwpnHxY6hQI6LwrWwscJTQhO/1WAVi0iWPKrXqPHsQt5WPftKbZdSkwkupU/8L1BxM+iaYzul4hH743lOTQKmua1I3A7JNxSISktInjr17ROAGs/AWGDO8I5E4UCNHE7EoS411dIoE8xRfLWuHHdQB6nxVf0T6NSoMzigEPjwoQHkmEpdyYMehWM5YKZzCU1KiXO/lVxdClFYD9xKR8XrxRJHkN9t/cSmjV0ZypevlGCvp0qBCZDArVe7QwJ1GL68FToNPxHOPdYsl9GFPRadbnzrMDqL46xGk0hARq8MaEjjp3P4zmT+cVWRIbo8deNEug1Kr95TwyYI0mmzYRByTw9pg+/OoExAxJFczJbfJP/7zRk50iGDBkyKgF/iNzCCEmpxYH8YivrrORyylNIoTLlFAhFYbmPWnEUIZKOnVajwuqtR3mlQPyJhLkoCit8lPjwVtyXu35OAMsF4pQsF6V8LCdF+WwDAAqaRoBagQB1hRPHdVKNehXGDXQf4wntGnKPCU8t5usHcY8OZ2S1w2c/nmH7MSKJKBdJlOKcMcdVUtpYzNFocIAGr43pwDtaZMcGRNGrEb3jkV/s5p8ZdGK1ci4BfMnTnaFRKfDOlqMiDaMbeWbsOXJVtA6xTcNACGBzuCqVtZdiisQhTvvDZ3NwPa9MVNdt2P2xovEM+trnitQ+i2TIkCHjnwyKws1CK375Uywi2CAiAPVCdH6Qu/0vp+BPrThGYoDr2BGKwjKBg8P0YcQVPUXEJAUX/RFlFIxNKxQipwdwP1hXbDqCiYPdXJRVW45KRl9WbT2GsQMS2eiQ0BFSq5QiR6hjcn2MHZAIi93FlgGx2pzQ65Q8VWknTaDTKPH8422h16pwPa8Mw3rHYkTfeLZeGKEJRveLh9MFaFQKUQkOjVqBi9eK8FAPE7IyK/rpNEoUlljxxoSO0GuUPMcIcDsv89cdwLThbTCiTzxbgFejVmLtNyew+8g1ti1XhkAosHjsfC4SW0SKNJQyM5pjy87zkppdq7cdw8g+8Sj1kWXJ5UW14hRD9gVhlCg5OhJGPzIj7zRqn0UyZMiQ8Q+GnSYeRQQBYNzARJ/HO5Upp+BPrTgpiYHKOFWV7Qd4L9zLjO1NA+rPszkw25ygKODe9mLVZyayY7E7YVQpRJEqqYr1Oo0SXe9ujLc380nvDDGdebg/N7QNvhQcKVVEe3bzokvjH0jCa6v3QKtW4sWRaVghKE6bFl8XqbH1kFtogd1Bw2JzIr/YClPjUOQXWaEMEot/6jRKTBqSgk9+OMt7LzW2Lh7uFYN7UhuLjui4x1zJ0ZEY3S8RGgWFvFKbiFjtqx5fTkcLwoJ0ku8zaBBpxNwJHWG2OnAqu4BXDJlBsMR9x40SMdE/dS1UyJadIxkyZMioRvg6jrA5XNBolJJZYFUpp1BViYGqOlXVWbjXV1tL+fGfN+7LqMwEyWiWVCq6R5VzTkkWAH6XWjl8NgcrPj+CqcNTUVBswwoJknPPtKZYs+24ZBTxzN8FSIiKEM1byk6dRol72zfFh1+fFI3FkJ+jGgRDo3ZzswpLrFAqFTDoVKKjvenDfdfjcxHv8ggOF41Agxobvj/tsY1Wzb/3UmIioVUrMXd8Rx5PzWcaYQ2gxp2jwsJCLFq0CD///DNKS0sRExODZ555Bm3auNMK9+7diwULFuD8+fOoX78+Jk2ahN69e0uONWPGDNjtdsydO5f3+p49e/Dmm2/i/PnziIiIwMMPP4ysrKzbPjcZMmT892CVEPUTvh+oUUpygJisrGKrCzez86HXqqBTKbwWtq2yxEAVnapbKdwrbOOrrV6nAgG8OpsERDKaJZUO769+kD9tuK+plfGS5V98iTk+1jsWKoU4OlcZx+7w2RxQFDCmfyIoCggN0uHc34VYuO0YrHYXXhqZJoqC+SMKWlLqXXm9pNQOTYjOaxsn7eK9NribCQBBnaAKTlhtRY07R1OmTEFOTg4WLVqE8PBwrFu3DllZWdiyZQsIIRg7dixGjBiBBQsW4Oeff8bUqVMRFhaG9u3bs2PQNI0lS5bg008/xYABA3jjX7hwAWPHjsXYsWOxZMkSHD16FM8//zx0Oh0effTROz1dGTJk/MvhS/TR2/suiqo0QZqpA+cpCuXJsaqMU8VP5VfjyQdbIafQghaNQnjHO9nXinyKR3LHVlCUTzVlX+R0i9UJmhDMyEpjK9R7UgWvTGHbyrQpszgkS5h4csZCAjTo2ykKKqU7O+7/pnRGTqEVyzYeQmGpvdKO3Z9n3BFJQoCCYitAuaNDc9cegIISO5f+iIJGNQjGkk/+kCx9smD9QTz1UGuYLU4s3XgIE4ek4PE+cW6ul06F3CIrlm48hOcfb8vLVpu5Zh8WTM6AWlX7IkVC1KhzlJ2djd27d+Pjjz/G3XffDQB4+eWX8csvv+DLL79EXl4eYmJi8PTTTwMAmjdvjhMnTmD16tWsc3T+/Hm8+OKLyM7ORoMGDUTX2LVrFwwGAyZOnAgAuOuuu/DNN9/gl19+kZ0jGTJkVDv0aoUPx0ABECKZzcX84j7MqfzuiyANVE5igAEFYMg9JhACHmG3lcmducU8vjxlnTHZVlz+zYRB3sUjhQ4bRRGvkQeKIj6jS2VWB6v1wyUnSzkAVSmj4k8bo14NWsI7knJyQgI0HktwvD4uHS+9vbtKjt2NPDObGcaIXw7uHi3Zz58yLVOHtfFa+kSjVsCgV+HJh1ojt9ACBeW20WZ3oqDYiicfag2DToVpy37l9bNYHTBKHNfWNtSocxQaGoqVK1ciMbFC94CiKFAUheLiYhw8eBDdu3fn9WnXrh1mz54NQggoisK+ffvQvHlzLF++HE899ZToGuHh4SgsLMRXX32F3r1748yZM/j9998xfPjw2z09GTJk/AfhTyTHU8bX6ex85Cc3wMwx7ZFfbGN/cW/bdd4jQZp7XV8SA1xYnC5Y7S6kJzVAZqconnCi1e6CxemCTqX0mHUmxb95m+PEUQDSkxqgb8cono4ON2agUynx/f5Lkplo3++/hDGZCeza+SphwtgAlB9BSTgAZy8XenZcTZE4e7kQLpd3ro2w1ArDv9FplH45YxOHpIgcI8bGVVuPYfa4dFAUJVLproxjx4w9ul8CbhaYRW25ekiP94lDSZkdCgXFq8fnVW3b5NZa0qiU0KqV+PWwODPzwe4maFTixAJhjcDaihq1MigoCJ07d+a9tn37dmRnZ+OFF17Ali1bUK9ePd77derUgcViQUFBAcLCwnxGf+677z7s378fzz33HKZOnQqXy4W+ffviiSeeuGX7VV6+qGRULxhFU3+UTWVUH+R1rxpUACYPSkaZzVWuPK2GUassJ1pTKLaKOTJcdePlm/gPmueGtoHF5kSQznsGUWVAnARbJdK5mWuO7pcAi4P2mHUmxb9xZ6LRMGqVWP6ZWCYAcDs6kwcls6TzUZkJWLH5iEgHaPwDSVCXK0j7U8JEaNdGu6u8XEUsCkvcjleT+oFIjIoATYsjJoPvMeHYhVyPURVh2Ram3/gHkjBj5R48/3hbURRMysGQ4iZxbbc7aZSU2pHVL4HnRFW2Pt7hszlw0rTHfkyZFqAiksStx7dt13nMyGoHhQKide/bMQovrNiNJU939pmZKbRTpVSInp218XumVrlwf/zxB55//nn07NkTXbp0gdVqhUbDD78xf9vt3itkM8jLy8OVK1cwefJkdO7cGSdOnMC8efOwdOlSTJ48ucq2KhQUQkONVe4vo2oICtLXtAn/ScjrXjVw85BKzHYUldpQZnHAJXEE44u8O2FQUrV+5xRdK/JJdLZJ1M/iQurIxmp3QqmkvKbyW500GtUJZF97bmgbdm2MejWCA7QINPC/+7lt1Coldh+5KlnCAnDrRC1/ritOXsrHCysqUu8XPdUZM9fsk+TRzFyzD29M6IjGdYOgVFDo2ykK/TKiYNCpERyggUathNPpwvxJnVg7NSollABeHJGGMouDp07N6CW1S6iH85cbsErUVpvvDD2zzYlFb+9muTwWqxOBRjXS4uth7Teej8IA8NL2LVYnYpuGoV1CPWzYrsCBkzck+1ntLh53yGpzIkCvBg0aY/olwuGiWa0lF02juMyJNyZ09CszU3i9kjI7GjULl+xTm75nao1ztGPHDjz77LNo3bo1Fi5cCADQarUiJ4j5W6/3bxFffPFF1K9fH+PGjQMAxMXFgRCCV199FUOHDkVYWFiV7KVpguJicbhSxu2BUqlAUJAexcUWuFy1N8Ph3wQXAcx2Fyw2J/RaFQwaZaVSzGVUwOYivOMpqerpvjKp7A4aBQXVV8/R4lcavXdyudRRj06jQkmZ9x+vJWV20VyMagWMancVe6fNgQKbmIjNtCm2eubCAECAXo1ArRLJLSJ4BWutNqdXHg2Xt8Ng3oSO0KkUeGvjnx6L0cY0cRf6FY6t07iFJXcfucryuhY/3Vk0Bs92gxoBBjUKBSrqi57KwCffn+YdQdaPMGD3kWusg8ONPnLtaBUdiScGJqJ3ejNY7S7UDTdg71F+v0lDUnjOOVMI+R1BIeTU2LoY1S8B13LLoNN6dyGsNhePkL1g/UEsmJwh2vs7+f0eFKT/59RWW79+PWbPno17770X8+bNY6ND9evXx82bN3ltb968CYPBgMDAQKmhRPj9998xdepU3mutWrWC0+nE5cuXq+wcAZALcdYAXC5aXvc7AG+lH7yVlZAhhhS/SOqowxfh1mx1wFCNWT7+pOR7I5dLHeWwhHMfjxaDTnVLn2N/SO9OJw0lwCOq++K7eCJbl9mcPo8XHS5apJAdFqxD9rVinLqUz7bPK7J6PR7LLbRIcqMOnryBAV1a4NMdZ1jH5+FeMTj7d8VRmKfo459nc/D2ZrfK+MYdZ9z9/vLeb+KQFLwrcIx0GiV6pzfDkfO5CA/yQ+ldr8a05RWE7JSYSBjK90YKten7vcYP+D7++GPMmjULjz76KBYtWsQ7RmvTpg1+++03Xvt9+/ahdevWUEhoQ0ihbt26OH36NO+106dPg6IoNGnS5NYnIEPGvwy+ykMQSg4fVQZSGjzbdp1HZqcoJEdHsq/5Itz6ox9UGTCp/FJg0u0ZcrmwXUqMm3C7bdd53msM4dyfsW8F3uwSyhcwRPWIAI278K0Hu7w5e77EKu0OGu9sOozR/RNwOrsAM9fsx9y1BzB16S/49fBVPDe0DXQa95yXbTyE0f0TeHvPXH/sgERculYECsDgbiZem83/OweVAnioRzQWP90Zs8elo0NifYzKTEArk7tdyyahXo+52ifWx/ThqWgbVxeD76kYX6qfFDdqcPdoaNRK/PrnVcxcsx97j11DisnDPpsioeZwi3xJS9Q21Gjk6OLFi5gzZw569OiBsWPHIjc3l31Pp9Nh2LBhGDBgABYuXIgBAwZg586d+O6777B69Wq/rzFixAjMnDkTUVFR6Nq1K06fPo25c+fikUceQXBw8O2YlgwZ/2hUtazEvwHC2lxatQpWu9NnejxfB4jfTurBys0WGtk3Dja7C0FGTZXEHKtqu7/6SEpCMOGBZJhtTpZrYyw/Tpk/qRPM5VXrK9SOq669VBlUSb7Ai11SZOvB3dySBgadSlSCQ6NW4OzlQlBwl9J48qHWohppgLiKfWGpHS+V84myMuNRanZAr1Mhr8iKF1b8iskPpgCAiBul0ygRFKjDu5v5P1xSY+ti+P2xyOwUBa3G+yOdOTackZWG+esq+FFS/aTu27S4+lj1RQVJfMv/zmHqsDYgEMtB9O0UhZIyG+ZP7OjX3tQ21KhztH37djgcDvzwww/44YcfeO8NGDAAc+fOxYoVK7BgwQJ8+OGHaNSoERYsWMATgPSFBx98EFqtFu+//z4WLVqEunXr4pFHHsHo0aOrezoyZPwrUNWyEv90cI8SudwNYcaS8GjR1xGkp4gPw0/JaNUAEeXrWVWHoqq2++NgOCmKVxyWqRjPrVAvNX5VnJfKorLyBVJ26bQq7D12Dccu5LKFZ7kk7YWTO8Ggds+Ze6QFVNRkm7r0F0wd1sbvzD6GTzR/Yke88PZuXlvmeFXIX3ppZJqk83Xg5A3YnTRimoSiZZNQr3NnopN2B80bX4oDJ3XfOmlaokCu28nK7BQFncbtkDO11uZP6oQAJiL6D3KMgBp2jp544gmfKfUZGRnIyMjwa7x169ZJvt6/f3/079+/subJkPGfRHWUh/inQXiU6LEGl0CQ0Z8K9ZVRoq54cNOw2p3Qady8H28ORVVtZ+DNwaAVCp5jxIwvlb4tNb7U2N6ibHcKXLtyS+3YsP20x7ZmqxN6tRKf/SgxZ05Ntsqqb6eYInFI4ghMo1ZAIXF07UsC4PE+cXC5iEgfiQH32FB4hEsTiPhSFICJg5Ox+otjLDdJqjQO18liVLmZ67l1jv5ZThGDf2dsXIYMGVXG7eaL1EYIjxK9cTe4lef9OYKsDD8GcD+4g3RKxDQJQ5DOt+NQVdv9gdnmFI11K+O7KArLPj+CiQt/xtRlv2Liwp+xbPMRuGqQx+bPjwFv+3z4bA5aNgmtlEhjSvmx05b/nQPgjsYN6W7C6090gFKpQL1wo4iT5CuieyPPjJfe2Y0+HaMk+UyZnaJYjhiTEMDaplTg8T5xOPNXBV/qqcU7sfvIVczIasfypQw+stOYOUrVVvun4d/3E1CGDBm3hMrwRYRRAKZwalUiA9U5lq+xheMIHzy+M8f8qyrPtLudR0xVtd0flFnE6fSexmc4OS6aILfULpqjP1E2bts7FV3yJ7KXV2LzOobdQePC1SKvitL1I4yYP7EjtBolXDTBhu2nPabfvzqqnUhQ0pcTp1EreFw2RqPJoFPh18N8Tahtu85j2vBUdEx26y+FBGmx+otjPN4QAJy8mI8ruaWYP7ETSiwOaHxkCQYZtWyNuwXrD+K10e1hpiBzjmTIkPHvgD/HO0Kujb9cFClU51i+xpYaR/jg8TdzrDJHkFXhx/iDqtruD6SK5EprG0nr66TERGLsgCSUlNmg1aj8IvrfaRkJf34M+OOYeKtXNuy+WDjL9XsUFIV9J68junEI7uvQFBEherz35XERl0dY9FWrVvilkM0cc6XERGJEn3iolApe2j4DQgirvzQjK827Yvtnh9nXZmS1A1Chmq3TKJHVLwEtGoXgZr6Zl6Gm0yrx5KKdvPX8p0iByM6RDBkyJMEc7zSpH4SCgjKe/ohUFKAyXBQubnUsb1EGf6MVwuiBt1INXJ5QZfhEtwtVtd0fGLQq0VhS43vjOb39+RHENAlFVAPv2cFlVidKaLcj0rtjFC5eLUJhqVtM8uTFfBw+l4uWTcLKy7FUPSIp1Y+bkWe2OhGgV7HkYnO5GKaQf8OAcUy4UZvB90SDpgmcLhohgVps2H5aUp16/rqDmDmmvShiw0SBuI5mSIAGs8elY6WgLpunTLs+6VGYuvQXAMDUYW6njctL+2JXxX5JRQOl9tRqd2Hmmn0Y1S8BI/vGw2J1wmjQYNXWo6wDxVyfexwH+FdAuTZBdo5kyJBRaUhxMLwpPHuTALiVsXxFGfyVJRBGD7zV1xovIBzf7pR1X6iq7f5AQdOYMCgJyzdVZElJ1dzype4trMEmBY1aiacX73RHIjITMHNsB1zPK4NapURIoAYXrxTjZoEZdgeNUosD+cVWtGoRAUUlIpLcdRBlHG467DPbb0ZWO8xcs491kISOCVOvLKZxKOsonc4u8JreXyBxZHcqu0BEkNZqlHC4/r+9+w5vstz/B/5+MtokHVCgFBBlSSujk7KEMhQQZJclMmToQRnKUKZwUASRQvXIEBE8PwERZAriAeH4VRApUij0cJBVoAdEaIEO2iZNkzy/P0pC0qRNUtImbd+v6+LSPOPO/dxN20/v8bkNeKl7sGlLEaVCBq1WB39f78LtPLR6eMuluHIz0yL7ta9ChiHdmmJ07+bI0+jgp5JbfL1s9QYW9zXVaPVYtf0slk3uiKTL6fjj2n2r4O7s5XRIJMDrA8MsjlekVCAMjojIabbm2pR2rktpy1L6edvtFXImLUHReUE+ShmmDAm3m+eoPJas21PaujtCJoqYMuRhr8rDnEY+3jKL97NXrL05OeFNA6HXi0U237Ucyjly5k+LX8KdI59A2NO1kFfwaN8vpVmuJUd7DZ1Z7QcAn0zrjOxc7aN5cYJg2m/NWAetTof3/9YeCm9ZiUHj+H4tINpovB8Trpt6iczvN/Y4vbc+waIHK6JpIIIbBEAqFXDjr2x0iX4KH07qiDyNDjX9vXE/Ox/bDl82PdPs0a0t8jZJpRIsfv1ZnL1SuPGuRqu3+z2o04to3axOsSv9ki5a7q1mVFFSgTA4IiKn2ZqDUdq5LqUty6FeISfTEljNCzIYHJonVFbziZxR2ro7QmIwwFcuga/8UdkATOXn2dnywd6cnH4xjSGKBpuBia0h1qAaSgx/4RmLHi1jWZMGh0HmRK+hrdV+JfVa6vQGU14qPWDqcTIy9kzV8pXgbk7Je8xp8nWo6edtNTTbq0Mji2SLRkUTShqdebiU/26WBl0i62ONWT6k+KmdrNqvuDli4U0D8c7IaMRtTrT7PajR6pBtZw89tY1NditKKhDP79sicoBBIkFOgQF3svORW2AAJBKrYwaJBLBxTG0oco0gIE9nwN0cbeEPfUGAWORYVd9Cw9Zy/6LLg82VlAKgtGU50iuklEvRtkUQhnYLxoLxbTF7dGssGN8WQ7sFo22LoFKlJeBnwVpJ6R+KzskJaRCAj6d1Nn0tQhoE4MDx65BKJTbTBNg6NnN062KzUa/ekQyDxP6WH8bzpVntB9jvmcrTiXY3ZlV4y3A/Jx8TBlqmeohsGmg1VGVkTB1QVHauFpf+l2ERGBUSrNpJZxBt9o6dvZyO749dxUeTOqK6n3exW4MYv6bO/kFUkVKBVIwQjqgERTP4BtVQ4v2/PWv1QyK8aSAmDgrD4n+ewJ37atOxNwaF4ZOthceM+xu9u/Y3ZOZoXbpqqjKxNdfG1lwUwP5cl9KW5UivkCCKGN+vJVbvSLb6C3nSYOfnBHFDXtuKm3tl7BWK25wI4NGcHACmr0dEcOE1dzM1MBis29BWsCKXSkpMiJiXr3O417C0q/3s9UyldcwrcXJ8eNNA/Hr2Fr49fAkKL+nDSc4todYUwEYzWLDVJn4+XjZ7vTQ2em9kEuuAybzuY3oDXjIJXo8Ns/lz9LUBLfHuw8zexU7+Dw6EgEd/OHBvNaJyZCuD78zRrW389VT4Q3PNzmTMHN0aMz45Yjr2mdmxs5fT8fnu/2Dy0Eh88OWJUq/AqgpszbVRyaWlmn9TmrIcWSkmAsX2MHzm5NfPmTw9VVHRr6FSIcfF1PsW+XUigwMxpk8LZGRrMHt0a3jJJbiXpYEgCPCSCTDYaD9bwYqt/Evm8tQ6BFbzRtsWQWhQt5rFfmgXUjOQ+ldWsSsOHV3tZ6tnynwej7eXDM0a1kC7lnXwzUGJxWq1iKaBGPViMzzI1Zra4UJqBk6eP4+/9WuJHBsBTUltEt40EDKpxOYeaUobvVeCpOTezqwcLc5dvYdrf2YhpEGAKZ2AsZ5ffX8ePdo1LHao1Li3mgiRe6sRuYOtDL72/qqUS1uUeMyYih8o/QqsqsLWXBsBKNVcF2fLcmSlWJ7O4LJNdKvyhrylIUBERNNArHgrBrnqwmDpwvX7mLXqqM3l8H1jGuPS/6wDE1vBiq+N/EvmfFSO9xo6utrPuBEtBAGw0XNZ0jye0S82w4hez+D23TzUraUyJYE0BkzGFXrtW9bF3ex8qJQyTBocjg17rVMHRJjlNDKW3y+mMfQGA/K11kGVIFj37vj7lDwh2rwXyjyoM9fr2Yb4tkjSSR+FHLmaAlxIzcC/fruO8f1awseXe6sRlTtbf0Ha+6vSkXvytfqHKzpK/hapKCsvKit7K8VcuYmus2V5wh5i5ckgCDhz5S5q+CusltsrfSXI0xlMK9CKMq7c8lfK8Vz0k/h8d8lDrFJpyQkR5VIpRMHxXkPzpKe56gKo83XoG9PYqsfk/Q0Jps1Ui/Y4FbfK7ezldGz8ARjVqxmWbjyJT2d0wVf7z1ts5Ft0hR5gO3VAeNNAvD4oDDl5+Whcr5qpXgeOX8ew7iEQHt5n/sfCg7wCq2zbAoofDjOuHHR0rzhjPqbwpoF4rX9LzFr9q2noTS/qAaFi/sHA4IgqNFsZfG0dc/aePE0Blm48aXO3anMVZeVFZVbSSjFXbqLrTFlVbm6SICAtU4OjZ25Z9bbUq+WLOtUVdoNLTb4Otfy8ANgfYs3J01r9wje+X7+YxniQlw+lt2MZuU2P8DDpaY66AAvXJ9i8DygcsvOVe1n1ONnL9WTsjYZoWeeSUgeIIrBkYgek3VebAqF/7juHxvWrm5bQG585J0+L6v7eGPJcMAyGR+/hq5JjzuoTFtm2pVKhxPbLydMWO/fKOHQYVFNlMTRaq7oSIkR8OqMLCvQG7PzpEl7u8UyF6zEy4k92qtBsZfAt0BtK/KuoQG8o8Zh5Kn5XZhum8ufKDNaOllUV5yZpDaLNuXnG12/Ehj72VivmQ6x5OgMWrDtu8QvfGDzEbU7E8jdj7AZjuWqdzX2/fJR26ml23rzn8kFeyT3WDx4ue88rMp+opKDqzKV09ItpbNrp3uilHs+gQZA/vOQSXLmZiaycfNSv7Yt8rQEFOgNG924GqdAcuRodZBIBfxsQirtZatP9MqkEBxOu25xPdOD4dTR6ojCbedGffcUNHUYEB2JYt2BIBAGTlv+fafGLBAKAivlZZ3BEFZqtDL7LNp4scbXagnW/FXus6OoaV2YbpvLnygzWjpZVFecm5RfoS5znl1+gh6+3zKWBarNGNWwGFY4uF8/VFOD9DSdM90yMDYMMhfNtimanNgYO1/7MKtyZ3mA95GQv+DPtrVbkS+/o8JW5B7laLN140rSa9tt/X8IZs+zeG/f/YfH1aNsiCCN6NsPdzMIA6fa9PIzq1QybD/xhFeQYtzUBYPWzr7herjOX0iEAmDAw1HT92t3JmDQoHPceWG9CXBEwOKIKz1YGX7lEMB3LVRdmDFZ5yyABMG9sW4tj+Todpr7UCiqFFMeS/7JYXWO+X9K4vs2Rr9VXyG/0qsyVGawdKcuZuUmVZV6SJt86E3LR835eUocDVXvt4kigWlJPX3iRSc3GXr03B4ejlr8Srw0ofiK3xCwwMh8+HdotuMRe5nq1fLBsckdU8/GyqJe91AHmw1cXUjOw90gKqvt5Y/bo1qhdQ4mNP/xhyolkK3hReEnRo21DbNhrubmtceVgr/aNoNHqLVYOAoU/+w4cv45XejdD5oPC3qW6tVTFL1C5lA6tWTLQpIvpyFEXYOaqX01tUJGGlRkcUaVgK4OvBLCZ1bfoMaVEAqV/YVd9cXsJfXv4EjpF1DNlxuVQWsXiygzW9spydPiopHlJFe0Hs6Pz/BwJLh2dr2WvLEdzLxklXUxHbr4e3nlahyZyFx0+tdfLLBVF088P83rZy4V0/D9/mX4uGTd0LdAZTHMiz9jJ7l3snKZL6TDs+y9CitwTGRKID17vAJlMwG/Jf2HummOmPxbnjW1jVUdzRTNim7+uaMPKFe17kKjMeMIO6+RerujJcTT/Uknzkt4cHO7SOj0ue3VQyiV2nlni0PeOs/O17AWqRQMoby/r3mFzeZoCSKVCqbYd0dhY1u6jdGA/PrUOnSOfwBffnbMIdGwFcWcvp0MiAK/0LpzcrS0wIKiGEjNHt4ZcKkGuugALxrc19TBptHqnNwVOupiO0b2aQyIIVvfVDlDZLMdIpbAMkosGzRVpWJnBEdFDnrDDOrmPq1aYuSL/Um6+HrUA5OtFt696c6RdHP3esVdWWczXMg+giusdNlIp5PYTTD4cFrU1fGrsZQZQmPxQZj8oFAGkZ6jRp2Nj9It5NHxVXBCXdCkdw3sUHvNVyPHe35616uky3yOtNHOa1Pk61PC33vPNW24vhYJg8VpqI9lkRUl/wuCIyIwn7LBO5c/VK8weP/9SAR7kaV2+6s3ZXihn2sXeMztSlivzUtli3GuvuKzZPt5SSKUlZ48ubtuR4q6zxVaQaOwp+mTraUx/uVWJQVzGg3wAQEB172KHAIHCITV7c5psnddodTj2n3tWaQGycvJLTAGQ9XCjXWOeo3uZGquyK0r6k4pRS6Jy5Ak7rFP5KuseCwBO5l+SIysn36V1Kk3PmLPtUtIzO1SWC/NS2WIva7ZUAKr5WveYGJkPr5d2GL64INE8oAmsrizxOeQP21yvF0tcJdi/U2O7c5rMJ6Yb616ruhK1qitx/NxfaNG4hmm5v1Ihx9+/SCg2hcKyKTH4eFpn3MvSYMuBC6gf5Odwu3gazx/4IyIqY47u4O4qJe1iHxkSCB9vqUPDO46y12sjCrZ7S1zZLo6UZa9dHndHd1EQSpxsrRcBP5UXJsaGWdWj6BChcSjR3nVFlRQknr2cjg5hdaH0liK8qXU7KLykmDwkHLWqKbH4jQ52PyNKbxlaN6uN8X1bICLYup7DugVj75EU07HwpoHo06ExZq48ijdX/IzzV++jyRPVsWxTIpZuPIkCvQEhDQpTKLy/4QSWbjyJ9zecwLeHLyGkQQ0ovWWY9vEv2H/sKvp0bGxRdkWbnsCeIyKq8sq6x6Ioe3N0pIL9FWDO1Km0PWPlnWG8rOf92WsH41wvb6ng0PB6aYbh7QWJ+Vo9tAU6vDEozCKQM+Y02v7vS1i1vXCbkU9ndCmxLB+lHDNXHsXCV9uhY3g905wmL7kEmQ/yoVRIMXNUNBReMhhEEclX7lrMczLvzfr28CX845vTmDeuLdbssJ7jNGlwGAwGHVa93aWwDQBTMs6KOD2BwRERVXnuWKlY8i9WweHhHUeUdi6POzKMS0URkwZZ5i1Tecss8guVliNzvZzlyDC8QSJ5mHOtAL5KOVZM7YRlG0/izn211bUqhQxecim+2HPOIoN1/dq+WL/XckWbvd0AlN4yfDipIx7k5uOZBgEwiIX7SPoo5Xiyth/Wf/cfnDh/Bx9P64xpH/9i8/nMV7S1C62HLQcuYHTvZpBLW5jKKtAbsOXABbzU4xmoZKKpDSry9AQGR0RU5blrpWJJv1iNwzuuqFNpe4DckWFcLwhYs+NsmazQc2SuF+DaVYI6QcDq7Wetelre+9uz+Pu63ywCJGOQmFegx8k/7uDkH3dM5z6Z1tkiMAIKdwMobrXaxEFhUGsLMO3jXxAZHIghzwebNrEd2i0Y1/7MQqMnquGF9g2hyS85aDSuaDOmBfgl6U+b18U+19TuBPCKgsERERE8c6Wio8M79jxOD1B5Zhgv633p7LWDj7fUpasEDRKJVWAEPJzjtDMZM0e3xoxPjpje35TqoZg0AUXdua/G39f99jDPkWVPzoJ1v+GtYVGFdb+UDoP4aHjMGOQYg69Pp3cp8TnqBfrgw4kdTNmzi6PO1z1KsFvBMTgiInrIE1cquqJOj9sDVF4Zxst6XzpH5nq5cpVgXr7O5pCXwkuKkAYBkEsl+HBiB/ip5FB4yaDR6gqDRm8Zhj6cLG0Miorr9bpzX40ZnxzBgvFtTXvFGSkf3mN8v/ahddG4XjUE+Ckw/IUQCACerl8diocTwIvWVeElxfh+LaHJ1yErR4s6NVVW9TLnoyh5nlxFwuCIiKgK8MSesaLKOs8RYH+ul6NJIB1hq6yiO9ubvy4ukaNGq4fBIDq1JD+8aSDuZWmg8JJi1ujWuJupRkZ2Yd6hjAca1PRXoH6gLxauT8C7Y9oWOwH8239fwuodxdfLKDIkEAovqc1NeSsih4KjW7duOVVovXr1SlUZIiIqO67sAXIkoaSzSSfLa9VgSe3gylWCtsoqutdZcXufFV0plvnAdgJG8/lERsYkjO9+dgyxXZ+Gt1yKX8/esgq+hnULRmzXp+HrI8c3By0nWgf4eWPt7v9YzXMqWi9jHfrHNIFaq4NPBdgaxBEOfZWfe+45u2ON5v74449SV4iIiDybIwklS5N00hP2N3TlKkGVt8yqt6foXmf29j4b06c5GterBn9fL2z98aLFCjYvuQSXb2bizv1cLJsSg1x1AZTeMtzN0uDdz44hM0eL6GZB+Gr/H8UGX6/0bgapVECnyPrYaHZd0U1ti947vl8LNK5XzZQEcunGk1j4anv4+FehOUdLliwxBUdZWVlYvnw52rdvj169eiEwMBCZmZn46aef8PPPP2P27NllWmEiInIfRyZNAyVvrFvcpGZP2N/QlasEJQYDJg0Ow2qzvEBF9zKzt/fZnXt5WLrx5KM8Rz9dssruHTMwFHPX/AqNVo93RkZj39GryHy4lQcglJhFG2gOQLDqvbJXL7VGh6UbT1ocUykrz0wdh54kNjbW9P+TJk3CgAED8MEHH1hc07dvXyxevBj/+te/MGzYMNfWkoiIPIIjk6YBlHpSsyfMjXLVKkEAkIkipgwJf5jnSAefIgGEvaXvhSvFOsJHKYOPtwyTB4Ujt2gOKFHEB68/izxNYflThoSbJndrC6wnTpvT5Osgk8qtAih79SoaCEWGBELlLas0c46cHhw8duwYevXqZfNcly5dkJSU9NiVIiIiz+TIpOnH3XbEOCeolq8XVDKJWyaNu7IOEoMBvnIJgvy94ONluUWKce8zWyJDAuHjJUWQvxd85RIIBgOEh2XVfnhMYjAAZnVVSguPGV/bm0Ol9JYhJ8964vjlm5mIDC6+XhI8mmoTERyIoc8HI99OIFaRON0HFhAQgOTkZHTo0MHqXEJCAoKCglxSMSIi8jyumDRdUXZmdxXziek+ShneiA3DZw+H7fYeScE7I6MBWO90/4YLhhK9ZAIigwNt9uRFBgdCEIACnXVQI5cK+NvAUJxLuYea1RSmOU73sjRo2aQmpAIwe3Rr0zGNVg9fVeGKv8rA6U/okCFDsHr1amg0GnTp0gUBAQG4e/cuDhw4gG+++QZz584ti3oSEZEHcGjS9MP/d+fEak9ha2J62xZBmDgoHPkPh750egP6xjS22ul+w95z+Fu/lo8VIGXnatE3pjFEwGKCdURwIPrGNIYmX4egGiq0aRaEhk9UwzMNAqAtMKBBXT9kPsjHseRbVvfVr+2LGv4KizlH4U0D8Vr/lqWup6dxOjh644038ODBA2zYsAHr1q0DAIiiCIVCgbfeegsjRoxweSWJiMgzODpp2t0Tqz1BcZPXT/z3DrQ6g2ny+uTlPxdbxqhezSzmZzmbHsHbS4b5nx9Hv05NLDaevZCagWWbEjFzVDR8VDKM7tMcX+w5Z5rsvWbmc9h66JLVXKQzl9IhisDrsaEWx89eTodBrMI9R4IgYNasWZg4cSLOnDmDrKwsBAQEIDIyEiqVqizqSEREHsSRSdOeMLHa3RyZvO5M4ktH0yOYb3Qb4OeN8Ka1bJYd/nQtXL6ZiZr+dfDl9+csV6vp9CWucrM10VvD7UMAHx8fBAYGQhRFhIeHQ6vVlio4yszMRHx8PH7++Wfk5OQgJCQEM2bMQHR04Rjs8ePHERcXh5SUFNStWxdTpkxB7969bZa1YMECaLVaLF261OL4tWvX8OGHH+LkyZNQqVR44YUX8M4770CpVDr/4ERE5FBCSU/cjqU8ORT4FDP/SuElRb9OTaDwluFujhb+Pl74fFfx6REmDAhFrkYLP5W3xX5u1X29sGRiR3y++z9WKQAmDAxFwrlbMABWgZDaTt01+dbBkcK78swlK9WTfPfdd1ixYgXS09MhCAK2b9+OlStXQi6XY8WKFfDycjxynD59OtLT0xEfH4+aNWti06ZNGD9+PHbv3g1RFDFhwgSMHTsWcXFx+PnnnzFz5kzUqFED7du3N5VhMBjwySefYNu2bRg4cKBF+RkZGRg5ciTCw8Oxfft2pKWlYdasWTAYDFi4cGFpHp+IiMqZreEkCAJyH/aQ+KrkUHrJoNbqkJNXAF+lHMqHy9zzzO5TyaUQAeseLQDZGj3SUu9DpZDBSyZ9tNeZnfvMy1d4yZBfULhsX+ktw+gXn0HDutUQ4K8onJCtkOF+tgbX/8qCwluGPI0OH058FrkaPSRCYX4hby8pqvt549qfWbibqYa2wAC5XFpiL9Stu7mo5ueNbw9fwt8GtoReL5p6jv65779WySMvpGbgq/3/xdg+LZDxIN+qTKm05OGxokv5w5sGQuJEsmhP53Rw9MMPP2DWrFno168funbtimnTpgEAunfvjvfeew9r1qzB1KlTHSorNTUVx44dw5YtW9CqVSsAwPz583H06FHs27cP9+7dQ0hIiOk9mjRpgvPnz2P9+vWm4CglJQXz5s1DamqqzW1LNm/eDJlMho8//hje3t54+umn8eabb+Kbb76BKIpOZf4mIqLyV9xw0pDnCrfNMO7xFd40EP1iGpv2/Sp6jSmR4r8vFVsWAKu9zhy5z1YdFF5SU69N0ZVoE2wkbrTYFqRI2XNeaV1iGym8ZNDpDBjQ+Wmcv3ofG/aeg0arx6K/tUePdg1Ne7mZ16FfTGPcvpf3cK6QpaRL6SWucpNJH82DMpYFofLMOXI6z9HatWvx0ksvYdmyZejRo4fp+KBBgzBlyhTs37/f4bICAgKwbt06hIY+mtglCAIEQUB2djYSExMteogAoF27djh16hTEh1/MhIQENGnSBN9//z3q169v9R6//vorunfvDm9vb9OxIUOGYNeuXQyMiIg8XEkZubcdvoR+nZqYjp29nI69R6+ajhW9pl+nJth2+FKJZdna68yR+2zVYfLQSKvAyHjN57v/g8lDI4vdW61o2QF+3iiJRqvDrFW/YvLy/8OvZ2/hnZHRUHhJUd1fUezebXuPXoWvystmrqWfTv4Pr8eGWeRkAgqDttcHhSFXo8Xs0a2xYHxbhDQIwI8nrsNLJi2xjhWJ0z1H165dw6xZs2yeCw8Px8qVKx0uy9/fH507d7Y4dvDgQaSmpmLu3LnYvXs36tSpY3G+du3aUKvVyMjIQI0aNeyujrt27Rqef/55fPjhhzh48CDkcjm6d++Ot956yyJgKg1ZJdlgryKQPvwrRSplm5cntrt7sN0fydYUP6n57OV09O/UuMRj5q/t7WNmvK7oNY7eV/RYgL+ixEnNY/o0d7hsmUxitU+bUXjTQFxIzbC4DygM6kRRtFsHW7mWJsSGIyNbg2dD66Fvx8YWeY4ysjSoWU2Bt//xK4DCnqRX+7dEVk4+gqopbL5XSTzx8+50cFSzZk2kpKTYTAKZkpKCmjVrlroyp0+fxpw5c9CjRw906dIFGo3Gav6S8bVWq7VVhJWcnBx88cUX6N27N1atWoVbt25h0aJFSE9PR1xcXKnrKpEICAjwKfX9VDr+/pxE7w5sd/dguwNpqfdLPG9rD7Di9i+zt19YcedLc5+2wGB3QrZao3O47LuZmsKhK1gnizQO45kzBlb26vAgVwuNVo+4zYno16kJ+ndqDKW3DAF+3vhsl3Wvl/E934gNxZI3OkCpkOFelgbzPjuGD97o8Fi/Fz3p8+50cPTiiy/i008/Re3atU29PoIg4Ny5c1izZg369OlTqoocPnwYb7/9NqKiorB8+XIAgLe3t1UQZHzt6EozmUyGRo0amSZft2zZEnq9HlOnTsXs2bNLHcwZDCKys/NKdS85TyqVwN9fiexsNfT6yrF3T0XAdncPtvsjCq+Sf03Z2gOs6DHja3v7hRnPG1eKGRMi1qmpwtBuwdh7JMU0t8iROtjLBK5UyKDRlhy8GMuWSQUs2/QogNEWGFC7hgoJ5/4yzbEqSltgQK3qJddB9/DzpdHqTT1Yn87oAk1ByUv58wv0mPvZMdMx41YnGRm5Jb6fLeX5eff3VzrUQ+V0cDR16lRcunQJU6dOhURS+AajRo1CXl4eoqOj8dZbbzld2c2bN2Px4sXo2bMnPvroI1PvUN26dZGWlmZxbVpaGlQqFfz8/Bwqu06dOmjatKnFMePrP//887F6unS6qv1Dyx30egPb3Q3Y7u7BdgeUckmx2baLDifZOmb+2ji3pqShKZlUwILx7bDt8CWrCczvjIy2CkRKqkPwUwElvt+9LA0u/c9+nYx1D2lQw6JOC8a3LXZIDigMrKRSARFNA3HGgeE447ECvQEFdnq0zJfyG3MtiXoDSg71SuZJn3enB/i8vLywfv16bNiwAePGjcOQIUMwbNgwfPbZZ9i4cSMUCufGG7ds2YJFixZhxIgRiI+PtxhGi46Oxu+//25xfUJCAqKiokyBmT2tW7dGcnKyaQI3AFy6dAlSqdTmBG4iIvIcxozctiYGD3vYm2NkHGIyHit6zd4jKRjWLbjEskQA3/7bOjN00cnejtRh1bdJmDAw1Gqys3G12qpvk7D3SAr6xTS2uqbYugc7tmmtMfD56KuTmDg4zG75xnsmDgrDso0n7e+hp5Rj2eSOWPV2F0wukoSyMhBE0X1PdO3aNfTt2xddunTB3//+d4tzCoUCt2/fxsCBAzFmzBgMHDgQv/zyC1asWGGxlN/cqFGj8MQTT1gkgbx69SpiY2PRr18/jB07Fjdv3sS7776LZ599Fh9++GGp667XG3D/vvPdh1Q6MpkEAQE+yMjI9Zi/LKoCtrt7sN2tlZTnKE9duKGr0tuY56jwtcrJPEd5BQboDSLeiv+52Hp8OqMLNPmO5Tkyvp9BEJD3sJ4qG/XyUcrgLZdZ5FUqWrbCW4aEc39BBNC0fnVoCwxQeEnh5+OFjT/8YZUGYMLAMGQ9yIdSIYOvtwwG4GHW7ML38/GWQVOgh95QmA/J52FeKK1Oh+ycAtTw98ba3f8pdn+81weGQQ7XhA/l+XmvUcPHdcNqq1atcurNJ0+e7NB1Bw8eREFBAQ4dOoRDhw5ZnBs4cCCWLl2KNWvWIC4uDl999RXq16+PuLg4m4FRcRo3boyNGzdi2bJl6N+/P/z8/NCvXz9T7iQiIvJ8NrNtiyJ85ZJHW1YYDPCRSeDj/+g1AKv7BBvHAMBfIUVatnVCRHOafB1qFbnPoiyDAUqpBEqzayQ26mnrPlt1Mh67m6PFloMXrepjnB81rm9z5Gv1Ftu0BPo9KlsCmOqQpzNgxqdHMHloJGpWU0AA4CWTYvWOs6ZNZpdN7oj+MU0AEZa5nYID0T+mCbJy8h+1QyXkUM/RM888Y3mTIEAURUilUgQEBCArKwsFBQWQy+WoVq0afv311zKrsKdgz1H54l/S7sF2dw+2u3vIZBLkFhjwxkc/FXvNqre7WGwEW17ydIYSN6h1pl6iIGCV2abAQ7sF49qfWWj0RDXTJPR6gT44fu4vCACefthTZcysvfdICj6a3BF+Xq7Ja1Rhe44uXLhg+v/jx49j+vTpmD9/Pl544QVIpYWNc+TIEcybNw+zZ88uZZWJiIjcq5qvd7ETwCNDAguH89wwG0Upl7qsXoIoYlJsGM5cuYsa/gqovGXoHPkEvvjunM0s2ss2WU9C95ZXnoSPtjg956hXr14YPXo0hg8fbnVux44dWLt2LQ4fPuyyCnoq9hyVL/4l7R5sd/dgu7uHsd1v383BGrOeFeDRiix3TjzWC4LL6mW+JcvQbsG4mJphc8VcZHAgRr3YDGn31aYkkE/W9kXNagqXtUWF7Tky99dff+GJJ56wea5mzZq4d++es0USEVEVYWtiteBhK528pQImx4Z5XD2louiSehXdkqWkLN1Jl9LRN6Yxlm48CaAwWHo9NgxSQXBLD1p5cTo4euaZZ/D111+jQ4cOpiE1AMjPz8f69esRFhbm0goSEVHlUNwGsu7ukbHF5gRwD+CKeqkLDBZfA2cygCddSsfa3cmYNCjc+VxAFYjTwdH06dMxfvx4dOvWDTExMQgICMDdu3fxyy+/QK1WY/PmzWVRTyIiqsBK2kB2za5kTI4Nc3vPTFWRqy6weO1o5nCjpIvpUGt18KnE+4s6HRy1adMGW7duxeeff46ffvoJmZmZCAgIwLPPPotJkyahQYMGZVFPIiKqwNQFxW8gm3QxHeoCvVtWgVVFCm/LydSXb2YiMjjQ5tcnMjgQl29mWh3P0+jgU4mX8jsdHAFAixYt8Omnn7q6LkREVEnZ2wA1T6N7NFRUBZR27pVBInmYzLEAvg8TN0oMzk1i9pZLLbYsEQAMeT4YBtF6U9shzwfj3NW7VmWoFHKn3rOicSg4unXrllOF1qtXr1SVISKiysnudhR2zlcmpZ17pRMErN5+1iqAmTQ4DDInhiS9JAKGdQsGUBgMPV2/Ot7fkGCxqa0xp9H7GxIwc1S0xf2FS/klHjMPqyw49Gl87rnnIAiCw4X+8ccfpa4QERFVPq7M01ORlXbulUEisQqMgMLgZvWOZEwZEm7qQbLbKyWKqF1dgZiIeujfqTGU3jJotPpiV6yZT8g25j7KL9BDVomHQR0KjpYsWWIKjrKysrB8+XK0b98evXr1QmBgIDIzM/HTTz/h559/ZhJIIiKyYtxAtrg8PVVlMnZp517l5ets5iECCgOkvHwdfOUSh3ulJKKIyKdrQV2gh8FO09cL9MHs0a1NvUlxmxPx3mvt4eNXeYdBHQqOYmNjTf8/adIkDBgwAB988IHFNX379sXixYvxr3/9C8OGDXNtLYmIqMJzVZ6eiqy0c6+KrjCzuk+tg4+Xt1O9Usa0AHk60WIOkrnwpoHQFhhMeY6Mik7qrmyc7hM7duwYevXqZfNcly5dkJSU9NiVIiKiysn4C7mWrxdUMkmVCoyA0s+98lGWPAFapZQ51CtlThQE5OkMEGHAawNaIrxpoMX58KaBeG1AS+QVCcwiQwLhwwnZlgICApCcnIwOHTpYnUtISEBQUJBLKkZERFTZlHbulcpbVmLvjspbhvvZmhLf27xXynz47d1xbXHw+HWENAiwmpD91ffn8UL7hqYyIoIDMfT5YOgNBiaBNDdkyBCsXr0aGo0GXbp0MSWBPHDgAL755hvMnTu3LOpJRERU4ZV27pXEYMCkwWFYvSPZ5mo1icHgcK9U0UnhEgE4+ccdnPzjjs37Rr3YzDTn6F6WBhqtHpoCPeSVePNZp4OjN954Aw8ePMCGDRuwbt06AIAoilAoFHjrrbcwYsQIl1eSiIjcx9GcPBVh3zRPUNq5VzJRxJQh4cjL1yFPrYNKKYPKLM+Ro71SRYff7G0fkpNXYDHnKLxpIF7r39KZR65wnA6OBEHArFmzMHHiRJw5cwZZWVkICAhAZGQkVCpVWdSRiIjcxNHVTxVp3zRPUNo90iQGA3zlEvjKH95nlgDS0V6popPC7W0fotNbBk9nL6fDIIooTB9ZOZU665afnx9iYmJMr7VaLfbs2YOtW7di69atLqkcERG5j6M5eTx537Sq1pvlSK9U0eG3C6kZJc5n8vexnnytydc9CtAqocdOSXr16lVs3boV3333HbKysuDj4+OKehERkZs5mpPHU/dNq6q9WfZ6pYoOv+09koJ3RhZmwS46n6lfTGObyR4re0bzUj2dTqfDwYMHsXXrViQmJkIQBLRr1w79+/dHjx49XF1HIiJyA0dz8njivmme3JvlbkWH3zRaPeI2J2J8v5YY07s50jLyIJdZJnw0VxUymjsVHN24cQPbtm3D7t27cf/+fdMeap999hk6d+5cJhUkIiL3cHT1kyfum+apvVmewnz4LUetQ56mABdSM7Bh7zlotJb5kMwTPlaVjOYOfWIPHTqErVu34rfffoNKpUKvXr0QGxuLp59+Gm3atOFEbCKiSsjR1U+euG+aJ/ZmeRrj8JvMzxvbDl20GUxGBgfC20uGZZM7Vok5W0YOhc1TpkzB3bt3sWLFCvz222/44IMPEBUV5dRmtEREVLEYh18iQywzJxftPXD0uvLkib1ZnkomETDk+WCbGbKHPB8MmUSochnNHfp0RERE4MyZM4iPj0dSUhIGDhyI5s2bl3XdiIjIzRzNyeNp+6Z5Ym+Wp1JrdXh/QwL6dWpilSH7/Q0JiHszBj5VbAjSoeBo69atuHbtGnbu3InvvvsOmzdvRtOmTdGzZ0/2HhERVXKO5uQpbe6eslDaTNRVUa5aB41Wj28PX7J5Pk+tg49f1RqCFETRuU+IwWDAL7/8gl27duH//u//oNPpEBUVhdjYWPTo0QP+/v5lVVePotcbcP9+rrurUWXIZBIEBPggIyMXOl3J2VzJddju7sF2dx1n8hxV1XbPKTDgzRU/F3v+0xld4GsnUeTjKM92r1HDB1Kp/Wdx+mklEgm6du2KlStX4ujRo5g9ezZycnLw7rvvokOHDnjjjTdKVWEiIiJXM/ZmVbU5M87wkkms5hsZhTcNhFcVG1IDShEcmQsICMCYMWOwd+9ebN++HYMGDcKpU6dcVTciIiIqYzlqLV4b0NLmhOzXBrREjlrrppq5j9PDavZotVp4eVX+sUkOq5Wvqtrd7W5sd/dgu7tHVW13rQhs/OEPPNf6KdSspkCeRgcfhQx3szT46eT/MPrFZvAqw+nFnjis5vK1jFUhMCIiIqos9AYRz7d+CnuPXrW5fYjeIALSqrX4quoNJBIREZGJKMIqMAIK91nbe/Rqlcx4wOCIiIioCjOIolVgZHT2cjoMVTA6KvWwWlZWFhITE5GWloYXXngBmZmZaNSoEfMeERERVQDGNAe56oISr9Pk6+Arr1pTZkoVHH322Wf4/PPPodFoIAgCwsLC8MknnyAjIwNffvlllcl1REREVBEUzffk7SXD+j3/wYnzd7BgfNsS762KW604Pay2efNmrFy5EmPHjsW3334L42K3kSNH4saNG/jHP/7h8koSERFR6egFAat2JmPy8p8xc9WvmLz8Z6zafhY92jWEwkuKC6kZxeY5Mm21UsU4HRxt2rQJf/vb3/DWW2+hRYsWpuOdO3fG1KlT8dNPP7m0gkRERFQ6oiBgzc5kJF2yPdm6X6cm2HskBf1iGlsFSFV5qxWn+8pu3bqFNm3a2DzXuHFj3L1797ErRURERI9PXaC3CoyMzl5Ox5g+zdG4XjVIJQL6xjRG/06NofKWw1fl3o2D3c3pnqO6desiKSnJ5rlz586hbt26j10pIiIienx5Gl2J5+/cy8PSjSexcH0C9v96FUE1VJBwHbvzwdHgwYOxdu1abNiwAdevXwcA5OXl4eDBg/j8888xcOBAp8rLzMzEggUL0KlTJ0RFRWH48OFITEw0nT9+/DhiY2MRHh6Onj17Yv/+/cWWtWDBAsyePbvY86IoYvz48Rg1apRTdSQiIqqI7E2m9jLbUDbpUjrW7TmHxAtphfOSdiVDX0VXoDsdHL322msYOHAgli9fjj59+gAARo8ejalTp6JLly6YMGGCU+VNnz4dSUlJiI+Px86dO9GsWTOMHz8eV69eRUpKCiZMmICYmBjs2rULQ4YMwcyZM3H8+HGLMgwGA+Lj47Ft27YS3+urr77Cr7/+6twDExERVVBKuRSRIcVvKnshNcPi2NnL6XimQQAAIOliOtbsSoZYBQMkp+ccCYKA999/H+PGjUNCQgIyMzPh5+eH1q1bIzg42KmyUlNTcezYMWzZsgWtWrUCAMyfPx9Hjx7Fvn37cO/ePYSEhGDatGkAgCZNmuD8+fNYv3492rdvDwBISUnBvHnzkJqainr16hX7XhcvXsTq1asRERHh7CMTERFVSIIoYmJsGNbsSkbSReutQeI2J1rdIzPbeyzpYjrUBXqoZFVrrM3p4GjVqlUYMmQIGjZsiIYNG1qcu3nzJr788kssWLDAobICAgKwbt06hIaGmo4JggBBEJCdnY3ExER069bN4p527dph8eLFEEURgiAgISEBTZo0werVqzF16lSb75Ofn4+3334bb775Jv773//izz//dOqZiYiIKiqpKGJybJgpz5HCW4Zfz95C3OZEaLR6q+ur+3lbvM7T6KDyZRLIEq1evRqdOnVCUFCQ1bmzZ89i+/btDgdH/v7+6Ny5s8WxgwcPIjU1FXPnzsXu3btRp04di/O1a9eGWq1GRkYGatSogREjRth9n7i4ONSuXRsjR47EnDlzHKqbI2RVLJJ2J+Muyo7spkyuw3Z3D7a7e1T2dpdLZfBXyKDRi7iYmmEzMApvGgjvInmNVAp5mf6+88R2dyg4eumll3D27FkAhZOahw0bVuy15r1Azjp9+jTmzJmDHj16oEuXLtBoNPDysoxWja+1Wq1DZR45cgT79u3D3r17Xbq1iUQiICDAx2XlkWP8/ZXurkKVxHZ3D7a7e1T0dn+Qp0VWTj5y1QXwUcpRzdcbfqpHv0uv3cpE/06NIQjAGbNl/hHBhUNtmoJHK9wiQwJRo5rC4v6y4knt7lBw9MEHH+DAgQMQRRGrV6/GoEGDrHp0JBIJ/P390aNHj1JV5PDhw3j77bcRFRWF5cuXAwC8vb2tgiDja6XSfiPev38fc+fOxcKFC232dD0Og0FEdnaeS8uk4kmlEvj7K5GdrYZeb3B3daoMtrt7sN3dozK0e75etEr62LZFEF7tH4p8rR55mgJ4e8lQs7o3xvdtAREwBVEAkPVAi3xNYY9SZEggJg4Kgy6/ABn5Je+/9jjKs939/ZUO9VA5FBw9/fTTmDx5MoDCOUFDhgxxabCxefNmLF68GD179sRHH31k6h2qW7cu0tLSLK5NS0uDSqWCn5+f3XJ/+eUXpKenY+7cuZg7dy6AwuDKYDAgMjIS+/fvL3EStz06XcX85qnI9HoD290N2O7uwXZ3j4ra7rayYSu8pOjRtiFWbT+Ls5cLj1f39cKSiR3x+e7/mI4BhUNqEwaGQiYBVr3dpTAJpEGEzlA+iSA9qd2dnnNkDJLu3bsHrVZr2lvNYDBArVYjMTERw4cPd7i8LVu2YNGiRRg1ahTmzZtnMfQVHR2N33//3eL6hIQEREVFQeJAlqru3bsjKirK4tjy5ctx+/ZtLF++HLVr13a4nkRERJ7MVjbsfp2aYO/RqxZB0OShkVaBEVC4jP/z3f/BpMHhUMkAVNHs2EApgqMLFy7g7bffRkpKis3zgiA4HBxdu3YNS5YsQffu3TFhwgSLrUcUCgVGjRplyqk0cOBA/PLLLzhw4ADWr1/vUPm+vr7w9fW1OObj4wOFQoEGDRo4VAYREVFZEwXBtJpMpSjd1h22smE/0yAA3x6+ZHGsZjWFVWBkdPZyOjRaHXzlnjM52h2cDo6WLVuGrKwszJo1C//3f/8HLy8vdO3aFUeOHMGRI0ewceNGh8s6ePAgCgoKcOjQIRw6dMji3MCBA7F06VKsWbMGcXFx+Oqrr1C/fn3ExcWZchwRERFVdHobw2HGTV+lTgRItrJhawush6nsbSmSp9bBV161lu4X5XRwdPbsWcyZMweDBw+GUqnEvn378PLLL+Pll1/Gm2++iU2bNiE6Otqhsl5//XW8/vrrJV7TqVMndOrUyaHyNm3aZPeapUuXOlQWERFRWbM1Twh4lJ16cmyYwz1IxmzY5skevWz0APkqS/7Vr7Jzvipwut9Mq9Wakj82bNgQFy5cMJ2LjY3FmTNnXFU3IiKiSs3WPCEjY3ZqRxmzYZtvF3IhNQPhTS23D5HLJFbHjMKbBkLhJbV5ripxOjiqV68ebty4AaAwOMrJycHNmzcBFOYgysrKcm0NiYiIKim7Q1x2zhdlzIa96u0uWDa5IzpH1sOkwZYB0627eXhtQEurACm8aSBeG9AS2bn5Tr1nZeR031mPHj2wYsUKqFQqvPDCC2jcuDE++eQTvPbaa/jyyy/x5JNPlkU9iYiIKh1b84ScOW+LIIpQySSPtvywsX3Iu58dw+ShkRjTpznUGh2UChnuZWnw7mfH8P6EZ0vzKJVKqZbyp6amYseOHXjhhRcwZ84cTJ48Gfv374dUKkV8fHxZ1JOIiKjSsTVPyCgyJBBKudQlS+rNA6Y8nYgGdavhgy9PWF0X3jQQEhfuJlFRCaJYulYvKCiAXF6YUfPGjRs4d+4cWrRogaeeesqlFfRUer0B9+/nursaVYZMJkFAgA8yMnI9JklYVcB2dw+2u3u4q931goA1u5ItAqTSrFZzlFpvwO17aqv8R+FNC7cPqVNTCWU57nNWnu1eo4aP6zJkF2UwGPDgwQMAQEBAAJ588kkOpxEREZWCtMiwV2nzHDlKIZPixxPXEdIgAP07NYa2wAAvuQQXUjPw44nr+Fu/llU6ASTgZHD0/fffY+vWrTh79ix0usJJYgqFAlFRURg+fDi6detWJpUkIiKqzGzNEyrL93q1X0us2ZVskSDS2FtVVkFZReJQcKTX6zFjxgwcOHAAQUFB6N27N2rVqgVRFHH79m38/vvvmDJlCvr37888QkRERB7ucXqrXJHN29M5FBxt2bIFP/74I+bNm4eRI0da7H8GFAZPW7duxZIlSxAdHY3BgweXSWWJiIjINUrTW+WqbN6ezqEZV3v27MFLL72EUaNGWQVGACCVSjFixAgMHToUu3fvdnkliYiIyL3sZfMWK9EqN4eCo2vXrjm0hUdMTAwuXbpk9zoiIiKqWFyZzdvTORQcqdVqVKtWze51AQEByM3l8nYiIqLKxtXZvD2ZQ8GRKIqQSu3vtSKRSFDKtElERETkwcoim7enKr8sT0RERFRhGbN522LK5l1JOBzmLVy4EL6+viVek5OT89gVIiIiIs8jiCImxoYVm827Mi3ndyg4at26NQDYHTLz8fFBdHT049eKiIiIHFKeeYfKO5u3uzgUHG3atKms60FEREROcjTvkCsDqPLM5u0ulWf2FBERURViL+/Q5IdDXVUlcaMrcUI2ERFRBeRI3qGqlLjRldhzREREVAE5mnfIXgClkrGfpCi2CBERUQXkSN6hqpS40ZUYHBEREVVAjuQdqkqJG12JwREREVEFZMw7VDRAMs87VJUSN7oSQ0YiIqIKyl7eoaqUuNGVGBwRERFVYPbyDlWVxI2uxOCIiIiokqsKiRtdiXOOiIiIiMwwOCIiIiIyw+CIiIiIyAyDIyIiIiIzDI6IiIiIzDA4IiIiIjLD4IiIiIjIDIMjIiIiIjMMjoiIiCoRURCQpzPgbo4WeToDREFwd5UqHGbIJiIiqiT0goA1O5ORdMl6HzUps2I7jD1HRERElYBoIzACgKSL6VizK5k9SE5we3CUmZmJBQsWoFOnToiKisLw4cORmJhoOn/8+HHExsYiPDwcPXv2xP79+4sta8GCBZg9e7bV8Z07d6Jv376IiIhAjx49sG7dOuj1+jJ5HiIiIndQF+itAiOjpIvpUBfw956j3B4cTZ8+HUlJSYiPj8fOnTvRrFkzjB8/HlevXkVKSgomTJiAmJgY7Nq1C0OGDMHMmTNx/PhxizIMBgPi4+Oxbds2q/L37t2Lv//97xg5ciT27t2LqVOn4vPPP8dnn31WXo9IRERU5vI0usc6T4+4dc5Ramoqjh07hi1btqBVq1YAgPnz5+Po0aPYt28f7t27h5CQEEybNg0A0KRJE5w/fx7r169H+/btAQApKSmYN28eUlNTUa9ePav3+OabbzBgwAAMGzYMAPDUU0/h2rVr2L59OyZPnlxOT0pERFS2VIqSf6XbO0+PuLXnKCAgAOvWrUNoaKjpmCAIEAQB2dnZSExMNAVBRu3atcOpU6cgPpxYlpCQgCZNmuD7779H/fr1rd7j7bffxvjx4y2OSSQSZGVllcETERERuYdSLkVkSKDNc5EhgVDKpeVco4rLrWGkv78/OnfubHHs4MGDSE1Nxdy5c7F7927UqVPH4nzt2rWhVquRkZGBGjVqYMSIESW+h7FHyujBgwf45ptvEBMT89j1l8ncPipZZUilEov/Uvlgu7sH2909KkO7T4wNw5pdyUi6WGS12qAwyCUCAM+blO2J7e5RfWynT5/GnDlz0KNHD3Tp0gUajQZeXl4W1xhfa7Vap8vPzc3FxIkTkZ+fj5kzZz5WXSUSAQEBPo9VBjnP31/p7ipUSWx392C7u0dFb/d3RkYjKycfueoC+CjlqObrDT+Vl/0b3cyT2t1jgqPDhw/j7bffRlRUFJYvXw4A8Pb2tgqCjK+VSucaMT09HRMmTMDNmzexYcMGm0NwzjAYRGRn5z1WGeQ4qVQCf38lsrPV0OsN7q5OlcF2dw+2u3tUpnb3kUvgI/cGAOjyC5CRX+DmGhWvPNvd31/pUA+VRwRHmzdvxuLFi9GzZ0989NFHpt6hunXrIi0tzeLatLQ0qFQq+Pn5OVx+SkoKXn31VRgMBnz99ddo2rSpS+qt01Xsb56KSK83sN3dgO3uHuXR7gaJBHn5OuSqC+CrlEPlLQNEEeoCPfI0OvgoZfCWyyyuUXrLIBFF5D28RqWQQSWXQhQE5D68zs9HDoVcBnW+Djnm9xk883MkCgKyNQX4K0MNpbcMCpkEApMmlitP+jnj9uBoy5YtWLRoEUaNGoV58+ZBMEtSFR0djd9//93i+oSEBERFRUEicWxs8saNG3jllVfg7++PDRs2oG7dui6tPxFRRaUTBKzefhZnLxfOT1F4SbFgfDts//clJF1Kh8JLindGRmPv0auma4DCOSxDngvG+xsSoNHqHb4vvGkgJg0Og8zDgg5mlaai3Dr76dq1a1iyZAm6d++OCRMm4O7du0hPT0d6ejoePHiAUaNGITk5GcuXL0dKSgq+/PJLHDhwAK+++qrD7zF37lxotVrEx8dDJpOZyk9Pt50oi4ioKjBIJFi9I9kieOnXqQm2Hb5kChL6dWpiFeAAhQkFtx2+hH6dmjh139nL6Vi9IxkGB/+4LQ/MKk22uLXn6ODBgygoKMChQ4dw6NAhi3MDBw7E0qVLsWbNGsTFxeGrr75C/fr1ERcXZ7W8vzh37twx9Tz179/f6vzFixcf/yGIiCqgvHydVfDyTIMAfHv4UrGvzZ29nI7+nRqX6r68fB185Z4RIDmSVVrFlclVjluDo9dffx2vv/56idd06tQJnTp1cqi8TZs2WbwOCgpiAEREZEOu2nqCrrbAUOLr4q539r48tQ6+cs9YPeVIVmmVr2fUlcoPw2EioirIRym3OuZVpDen6Ovirnf2PpXS7dNdTZhVmmxhcEREVAWpvGUIb2qZTflCaobFsaKvzYU3DcSF1IxS3afy9pyAg1mlyRYGR0REVZDEYMCkwWEWQczeIykY1i3YFCzsPZKCfjGNrQKdyJBADOsWjL1HUpy6z7hazZOW8wuiiImxYVYBknG1GpfzV02CKPIrXxp6vQH37+e6uxpVhkwmQUCADzIycj0mD0ZVwHZ3j/Jsd2Oeozy1DiqlDD4l5jkqfK2yk+coT62Dr0oGhVdhnqPch2WrPDzPkbrAAI1WB4WXDEo58xyVl/L8vNeo4VNxkkASEZF7SAwG+MoljyZIPwxeVDLJo4nIjlwjihBE0eq6wkzNlvd5IkEU4a+QokFd/wr3x0BhYPcoUFXKpQzsHhODIyIiogqKCSzLBuccERERVUBMYFl2GBwRERFVQI4ksKTSYXBERERUATmSwJJKh8ERERFRBcQElmWHwREREVEFxASWZYfBERERUQXEBJZlh31uREREFZRUFDE5Nox5jlyMwREREVEFJoiiVUJOejwcViMiIiIyw+CIiIiIyAyDIyIiIiIzDI6IiMiCKAjI0xlwN0eLPJ2B21BQlcMJ2UREZMKNTInYc0RERA9xI1OiQgyOiIgIADcyJTJicERERAC4kSmREYMjIiICwI1MiYwYHBEREQBuZEpkxOCIiIgAcCNTIiP2kRIRkQk3MiVicEREREVwI1Oq6jisRkRERGSGwRERERGRGQZHRERERGYYHBERERGZYXBEREREZIbBEREREZEZBkdEREREZhgcEREREZlhcERERERkhsERERERkRm3B0eZmZlYsGABOnXqhKioKAwfPhyJiYmm88ePH0dsbCzCw8PRs2dP7N+/v9iyFixYgNmzZ1sdd6YMIiIiqtrcHhxNnz4dSUlJiI+Px86dO9GsWTOMHz8eV69eRUpKCiZMmICYmBjs2rULQ4YMwcyZM3H8+HGLMgwGA+Lj47Ft2zar8h0tg4iIiAhw88azqampOHbsGLZs2YJWrVoBAObPn4+jR49i3759uHfvHkJCQjBt2jQAQJMmTXD+/HmsX78e7du3B1AY/MybNw+pqamoV6+e1Xt89dVXdssgIiIiMnJrcBQQEIB169YhNDTUdEwQBAiCgOzsbCQmJqJbt24W97Rr1w6LFy+GKIoQBAEJCQlo0qQJVq9ejalTp1q9hyNllJZM5vaOtypDKpVY/JfKB9vdPdju7lER2l0vArn5euRpCuCjlEPlJYW09L/GPIIntrtbgyN/f3907tzZ4tjBgweRmpqKuXPnYvfu3ahTp47F+dq1a0OtViMjIwM1atTAiBEjSnyP27dv2y2jNCQSAQEBPqW6l0rP31/p7ipUSWx392C7u4entnt6phortych6WK66VhkSCCmDI1EYHXPrLMzPKnd3RocFXX69GnMmTMHPXr0QJcuXaDRaODl5WVxjfG1Vqt1qExXlGGLwSAiOzuv1PeTc6RSCfz9lcjOVkOvN7i7OlUG29092O7u4cntrheBldvPIulSusXxpIvpWPltEt4cHF5he5DKs939/ZUO9VB5THB0+PBhvP3224iKisLy5csBAN7e3lYBjPG1UulYhOmKMoqj03nWN09VoNcb2O5uwHZ3D7a7e3hiu+fpDFaBkVHSxXTk5uugquBTPTyp3T2iJTdv3owpU6aga9euWLt2Lby9vQEAdevWRVpamsW1aWlpUKlU8PPzc6hsV5RBRETkTnka3WOdJ+e4PTjasmULFi1ahBEjRiA+Pt5iCCw6Ohq///67xfUJCQmIioqCROJY1V1RBhERkTupFCUP9Ng7T85xa3Rw7do1LFmyBN27d8eECRNw9+5dpKenIz09HQ8ePMCoUaOQnJyM5cuXIyUlBV9++SUOHDiAV1991eH3cEUZRERE7qSUSxEZEmjzXGRIIJRyaTnXqHJza6h58OBBFBQU4NChQzh06JDFuYEDB2Lp0qVYs2YN4uLi8NVXX6F+/fqIi4tzKj9R06ZNH7sMIiIidxJEERNjw7BmV7LVarWJsWEQRNGNtat8BFFki5aGXm/A/fu57q5GlSGTSRAQ4IOMjFyPmbBXFbDd3YPt7h4Vod1FQYC6QI88jQ4qhQxKubTCB0bl2e41avhUrNVqREREVDJBFKGSSaDyfTg/t4IHRp6KM5KJiIiIzDA4IiIiIjLD4IiIiIjIDIMjIiIiIjMMjoiIiNxMFATk6Qy4m6NFns4AUaigG6VVElytRkRE5EZ6QcCanckWe6cZ8xdJuRrNLdhzRERE5CaijcAIKNxMds2uZPYguQmDIyIiIjdRF+itAiOjpIvpUBfoy7lGBDA4IiIicps8je6xzlPZYHBERETkJipFyVN/7Z2nssHgiIiIyE2UcikiQwJtnosMCYRSLi3nGhHA4IiIiMhtBFHExNgwqwDJuFqtom8qW1Gxv46IiMiNpKKIybFhUBfokafRQaWQQSmXMjByIwZHREREbiaIIlQyCVS+XoUHGBi5FYfViIiIiMwwOCIiIiIyw+CIiIiIyAyDIyIiIiIzDI6IiIiIzDA4IiIiIjLD4IiIiIjIDIMjIiIiIjMMjoiIiIjMMDgiIiIiMsPgiIiIiMgMgyMiIiIiMwyOiIiIiMwwOCIiIiIyw+CIiIiIyAyDIyIiIiIzDI6IiIiIzDA4IiIiIjLD4IiIiIjIDIMjIiIiIjMMjoiIiNxMFATk6Qy4m6NFns4AURDcXaUqTebuChAREVVlekHAmp3JSLqUbjoWGRKIibFhkIqiG2tWdbm95ygzMxMLFixAp06dEBUVheHDhyMxMdF0/vjx44iNjUV4eDh69uyJ/fv3W9yfn5+P9957D+3bt0dkZCRmzJiB+/fvW1zz22+/YdCgQYiIiEC3bt2wYcOGcnk2IiIiW4w9RXk60SowAoCki+lYsyuZPUhu4vbgaPr06UhKSkJ8fDx27tyJZs2aYfz48bh69SpSUlIwYcIExMTEYNeuXRgyZAhmzpyJ48ePm+5fuHAhfv31V6xcuRJfffUVrl69ijfffNN0/urVq5gwYQK6du2Kffv2Yfr06fj000/x9ddfu+NxiYioitMLAlbtTMbk5T8jLSPPKjAySrqYDnWBvpxrR4Cbh9VSU1Nx7NgxbNmyBa1atQIAzJ8/H0ePHsW+fftw7949hISEYNq0aQCAJk2a4Pz581i/fj3at2+PO3fuYM+ePVi7di2io6MBAPHx8ejZsyeSkpIQGRmJI0eOQKVSYfLkyQCAJ598Ej/88AOOHj2KESNGuOfBiYioShKLDKFpCwwlXp+n0UHl61UeVSMzbg2OAgICsG7dOoSGhpqOCYIAQRCQnZ2NxMREdOvWzeKedu3aYfHixRBFEadOnTIdM2rUqBGCgoJw8uRJREZGombNmsjMzMT333+P3r1749KlSzh16hRGjx792PWXydze8VZlSKUSi/9S+WC7uwfb3T3Ko92zNXqLniIvecnvpVLIK/3vGk/8vLs1OPL390fnzp0tjh08eBCpqamYO3cudu/ejTp16licr127NtRqNTIyMnDnzh0EBATA29vb6prbt28DAHr16oUTJ07gnXfewcyZM6HX69G3b1+8/vrrj1V3iURAQIDPY5VBzvP3V7q7ClUS29092O7uUZbtnpZqOSf2QmoGwpsG4uxl66G1yJBA1KimgJ+qavQcedLn3aNWq50+fRpz5sxBjx490KVLF2g0Gnh5WX4ojK+1Wi3UarXVeQDw9vZGfn4+AODevXv4888/8eabb6Jz5844f/48PvroI6xcudJibpKzDAYR2dl5pb6fnCOVSuDvr0R2thp6fcnd0OQ6bHf3YLu7R3m0u8LL8tfu3iMpeGdk4bQQ8wApMiQQEweFQZdfgIz8gjKpi6coz8+7v7/SoR4qjwmODh8+jLfffhtRUVFYvnw5gMIgR6vVWlxnfK1UKqFQKKzOA4Ur2JTKwgh03rx5qFu3Lt544w0AQPPmzSGKIhYuXIiRI0eiRo0apa6zTscfWuVNrzew3d2A7e4ebHf3KMt2V8oliAwJRNLFwkBIo9UjbnMi+nVqgiHPN4WXTAKVQgalXArBIEJnqDpL+T3p8+4RA3ybN2/GlClT0LVrV6xdu9Y0TFa3bl2kpaVZXJuWlgaVSgU/Pz/UqVMHmZmZVgFSWloagoKCAACnTp2ymNMEABEREdDpdLh582YZPhUREZElQRQxMTYMkSGBpmMarR6Xb2QgKECJWr5eUMkkEJjfyK3c3nO0ZcsWLFq0CKNGjcK8efMgmOV0iI6Oxu+//25xfUJCAqKioiCRSNCqVSsYDAacOnUK7du3BwBcu3YNd+7cQevWrQEAQUFBuHjxokUZFy9ehCAIaNCgQRk/HRERkSWpKGJybBjUBfrC1WjGniIGRB7DrT1H165dw5IlS9C9e3dMmDABd+/eRXp6OtLT0/HgwQOMGjUKycnJWL58OVJSUvDll1/iwIEDePXVVwEUBj69e/fGu+++ixMnTiA5ORnTp09HmzZtEBERAQAYO3Ystm/fjo0bN+LGjRs4fPgwli5dipdffhnVqlVz49MTEVFVJYgiVDIJe4o8lCCK7vuKrF27Fh9//LHNcwMHDsTSpUtx5MgRxMXF4fr166hfvz6mTJmCF1980XRdXl4elixZgoMHDwIAOnXqhHfffRcBAQGma/bs2YN//vOfSE1NRVBQEPr374/XXnsNcrm81HXX6w24fz+31PeTc2QyCQICfJCRkesxY9JVAdvdPdju7sF2d4/ybPcaNXwcmpDt1uCoImNwVL74Q8s92O7uwXZ3D7a7e3hicOQRE7KJiIiIPAWDIyIiIiIzDI6IiIiIzDA4IiIiIjLD4IiIiIjIDIMjIiIiIjMMjoiIiIjMMDgiIiIiMsMkkKUkiiIMVWi3ZE8glUqg1zMxW3lju7sH29092O7uUV7tLpEIFnu4FofBEREREZEZDqsRERERmWFwRERERGSGwRERERGRGQZHRERERGYYHBERERGZYXBEREREZIbBEREREZEZBkdEREREZhgcEREREZlhcERERERkhsERERERkRkGR0RERERmGBwRERERmWFwRG7z+eefY9SoURbHjh49ikGDBiEyMhJ9+/bF999/X+z9iYmJaNasGU6cOGFx/Pjx44iNjUV4eDh69uyJ/fv3l0n9K6LStvmGDRvw/PPPIywsDLGxsUhISLA4/8cff2DkyJGIiIjAc889h40bN5bpc1Q0pWn33NxcvPfee+jYsSOio6Px2muvISUlxeIaftatZWZmYsGCBejUqROioqIwfPhwJCYmms7ba7P8/Hy89957aN++PSIjIzFjxgzcv3/f4hq2u7XHbfe//voL06dPR4cOHdC6dWuMHz8ely9ftrjmX//6F1588UWEhYVhwIABOH78eNk9kEjkBps3bxafeeYZceTIkaZjiYmJYkhIiPj++++LV65cEb///nsxMjJS3L17t9X92dnZYteuXcXg4GAxISHBdPzKlStiaGioGB8fL165ckVcv3692Lx5c/G3334rj8fyaKVt89WrV4sRERHi/v37xWvXronvvfeeGBERIf7vf/8TRVEU79+/L7Zt21acM2eOeOXKFXHHjh1iaGiouGPHjvJ+RI9U2nafNWuW2KtXL/HUqVPilStXxAkTJohdunQRNRqNKIr8rBdn7NixYp8+fcSTJ0+KV69eFd977z0xLCxMTElJcajNZs+eLXbr1k08efKkePbsWXHAgAHiiBEjTOfZ7rY9Trvn5+eLffr0EUeOHCkmJyeLly5dEqdMmSK2b99evHfvniiKonj8+HGxRYsW4ldffSVeuXJFXLp0qdiyZUvxypUrZfI8DI6oXN2+fVucMGGCGBERIfbs2dPiF8Ybb7whDhkyxOL6NWvWiF27drUqZ/r06eLo0aOtgqP58+eLgwcPtrp23LhxLn6SiuNx2jw3N1eMiIgQN2/ebDqv0+nEvn37mn6Rr127VuzYsaNYUFBgumbFihVijx49yvCpPN/jftZbtWolbty40fT6jz/+EIODg8Vz586JosjPui3Xr18Xg4ODxcTERNMxg8EgduvWTfzkk0/sttnt27fFZ555Rvz5559N569evSoGBweLp0+fFkWR7W7L47b7sWPHxODgYPH27dum8xqNRgwPDxe3b98uiqIojhs3Tnzrrbcsyhg2bJg4f/78MnkmDqtRufrvf/8LuVyOvXv3Ijw83OJcamoqWrVqZXGsefPm+PPPP3Hr1i3Tse+++w5JSUmYO3euVfmJiYlo3769xbF27drh1KlTEEXRhU9ScTxOm586dQpqtRq9e/c2nZdKpdi7dy8GDBgAoLDN27RpA5lMZrqmXbt2uH79Ou7evVt2D+bhHvezXrNmTfzwww+4d+8etFotduzYgerVq+Opp54CwM+6LQEBAVi3bh1CQ0NNxwRBgCAIyM7Otttmp06dMh0zatSoEYKCgnDy5EkAbHdbHrfdmzZtinXr1iEoKMh0XiIpDE+ys7NhMBhw+vRpqzLatm1r+rq4GoMjKlfPPfccVq5ciSeffNLqXO3atfHXX39ZHLt58yYA4N69e6bXixcvxrJly+Dj42NVxu3bt1GnTh2rctVqNTIyMlz1GBXK47T5tWvXUK1aNVy8eBHDhw9H+/btMWrUKJw+fdp0fXFtDsCq7KrkcT/rixcvxp07d/Dss88iIiICe/bswRdffAE/Pz8A/Kzb4u/vj86dO8PLy8t07ODBg0hNTUVMTIzdNrtz5w4CAgLg7e1tdc3t27cBsN1tedx2DwwMROfOnS3Ob9q0CRqNBh06dEB2djby8vJslmH8urgagyPyGP3798ePP/6IvXv3QqfT4Y8//sCXX34JACgoKIBer8c777yDYcOGITo62mYZGo3G4hsUgOm1Vqst2weogOy1eU5ODjQaDRYsWICxY8fiiy++QMOGDfHKK6+YJgfbanPjL5f8/PzyfaAKwl67A8DFixfx5JNP4p///Ce2bNmCtm3bYvLkyaagip91+06fPo05c+agR48e6NKli902U6vVVueBws+z8bPMdrfP2XYv6tChQ1ixYgXGjBmDkJAQaDQai3uMzL8ursbgiDzGgAEDMGnSJMyfPx+hoaGYNGkSXn31VQCAn58f1q5dC7VajSlTphRbhre3t9U3m/G1Uqksu8pXUPbaXCaTQaPRYO7cuejRowdatmyJ999/Hw0aNMDmzZsBAAqFwqrNjT+wVCpV+T5QBWGv3c+cOYNFixbhww8/NPUcffLJJ/Dy8jIFUfysl+zw4cMYN24cIiIisHz5cgD228zWZxko/Dwb25TtXrLStLu5b775Bm+99Rb69u2LmTNnmu43v8fI/OviagyOyKNMmjQJp0+fxs8//4zDhw+jXr16kEqlqFevHnbu3IkrV66gbdu2iIyMRJ8+fQAAr732GhYsWAAAqFu3LtLS0izKTEtLg0qlMg1HkKWS2tzYjR0SEmK6XhAENGnSxDQMVKdOHZttDsBiDgFZKqndT506hZo1a6JevXqm6+VyOZo3b47U1FQA/KyXZPPmzZgyZQq6du2KtWvXmn652muzOnXqIDMz0+qXcFpamumzzHYvXmnb3SguLg4LFy7E6NGj8eGHH5rmHVWvXh0qlcpmGWX1M4bBEXmMzZs3Y9GiRZBKpQgKCoJEIsHBgwcRGRkJHx8fbNq0Cfv378eePXuwZ88erFu3DgDwwQcf4K233gIAREdH4/fff7coNyEhAVFRUaZvNHrEXptHR0dDEAScOXPGdI8oirhy5QoaNGgAAGjdujVOnToFvV5vuiYhIQGNGjVCzZo1y/uRKgR77V6nTh1kZGRY/DIwGAy4cuUKGjZsCICf9eJs2bIFixYtwogRIxAfH28xFGOvzVq1agWDwWCamA0A165dw507d9C6dWuHyqiqHqfdgcLAaP369Zg1axZmz54NQRBM1wqCgKioKKsyTpw4UewUi8dWJmvgiBwwa9Ysi+XNv/32m9i8eXNx9+7d4o0bN8TPP/9cbNGihXjixAmb99+4ccNqKf+lS5fEFi1aiHFxceKVK1fEDRs2MAeJmdK0+dy5c8UOHTqIP//8s1X+ElEUxbt374qtW7cWZ82aJV6+fFncuXOnGBoaKu7atavcn89TOdvuubm5Yo8ePcRhw4aJZ86cEa9cuSLOnTtXjIiIEG/cuCGKIj/rtly9elVs0aKFOGnSJDEtLc3iX3Z2tkNtNn36dPG5554TExISTHmOzL92bHdrj9vuCQkJYnBwsLho0SKr+3NyckRRFMWjR4+KzZo1E7/88kvxypUr4kcffSSGhYUxzxFVPkV/YYiiKG7fvl3s3r27GBYWJsbGxopHjhwp9n5bwZEoiuIvv/wi9unTR2zZsqXYs2dPcf/+/WVS/4qoNG2u1WrF+Ph4sWPHjmJoaKg4bNgwi3wmoiiKZ8+eFYcOHSq2bNlS7Nq1q7hp06Yyf5aKpDTtfvv2bXH69Olihw4dxOjoaHHs2LHiH3/8YXENP+uWPvvsMzE4ONjmv1mzZomiaL/NcnNzxXnz5onR0dFidHS0OH36dPH+/fsW17DdLT1uu7/77rvF3v/pp5+artu9e7fYvXt3MTQ0VBw4cGCZBqSCKFbRxAxERERENlTdAVIiIiIiGxgcEREREZlhcERERERkhsERERERkRkGR0RERERmGBwRERERmWFwRERERGSGwRERERGRGQZHROSQOXPmICQkBL/++qvN80ePHkVISIhpJ25P9P/+3/9Dhw4dEBYWhjVr1ti8JiQkxOpf8+bN0bZtW4wbNw7JyclOvefNmzcREhKCXbt2ueIRiKgcMEM2ETkkOzsbvXv3hlwux/fffw+VSmU6l5OTg759+8LPzw87duyw2HTSU+Tk5KB169bo0qULxo0bh/r166Nu3bpW14WEhGDw4MEYMmSI6ZhWq8Xly5exdu1a5OXl4cCBAwgMDHTofW/evInnn38eH374IWJjY132PERUdthzREQO8ff3x3vvvYc///wTH3/8scW5FStWID09HcuWLfPIwAgAsrKyYDAY0K1bN7Ru3dpmYGRUp04dREREmP61adMGI0aMwOLFi5GTk4Mff/yxHGtOROWNwREROey5555D3759sXnzZpw9exYAcOrUKXzzzTd488038cwzzwAAbt26henTp6NNmzYIDw/HK6+8gvPnz1uUdfPmTcycORMdO3ZEixYt0L59e8ycORMZGRkW77dkyRK88sorCAsLw7x584qt27Fjx/Dyyy+jVatWaNu2LWbMmIG//voLALBr1y4899xzAIC5c+ciJCSkVM/v7+8PABAEwXQsMzMTCxYswLPPPovQ0FAMHToUx48fL7EcV7XPuXPn8Morr6BVq1aIjIzEmDFjcObMGYtyEhMTMXLkSISHh6NNmzaYNWsW7t+/X6rnJ6oqGBwRkVPeffdd1KhRA4sWLYJWq8XChQsRERGB8ePHAwDu37+Pl156Cf/9738xf/58rFixAgaDASNGjEBKSgoAQK1WY/To0UhJScHf//53bNiwAaNHj8b+/futeqW+/vprhIaGYs2aNRg8eLDNOu3Zswfjxo1D3bp1ER8fjzlz5iApKQnDhg3DvXv30KVLF6xatQoA8MYbb2Dbtm0lPqPBYIBOpzP9y83NxenTp/Hee+/Bz88Pzz//PAAgPz8fr7zyCv79739j2rRpWLVqFerUqYNXX3212ADJVe2Tk5ODV199FQEBAVi5ciU+/vhjqNVqjB8/Hg8ePAAAnDx5EmPGjIFCocAnn3yCuXPn4vfff8fo0aOh0Wjsfq2JqiyRiMhJP/74oxgcHCyOGDFCjIiIEK9fv246Fx8fL4aGhoo3b940HcvPzxeff/55ccqUKaIoiuL58+fF4cOHi//73/8syp0wYYL4wgsvmF537dpV7NatW4l10ev1YocOHcRx48ZZHE9NTRVbtGghfvTRR6IoiuKNGzfE4OBgcefOnSWWFxwcbPNfy5YtxTFjxojnz583Xbtt2zYxODhYPHPmjOmYwWAQR4wYIcbGxtp8X1e1T1JSkhgcHCyeOnXK4pmXLVsm/vXXX6IoiuKwYcPEPn36iDqdznTN1atXxWbNmombN28usR2IqjKZu4MzIqp4unfvjhdffBE//PADFixYgAYNGpjOHT9+HM2aNUNQUBB0Oh0AQCKRoFOnTti7dy8AoFmzZtiyZQsMBgOuX7+O1NRUXLlyBVevXjXdY9SsWbMS63Lt2jWkp6djxowZFsefeuopREZG4vfff3f6+YYOHYqhQ4dCFEVcuHABcXFxaNWqFVasWAEfHx+LZw0MDESLFi0s6t21a1csW7YMWVlZVmW7qn2aNm2KGjVq4PXXX0fPnj0RExODDh064J133gFQ2Pt09uxZjB8/HqIomu578skn0aRJExw7dgwjRoxwum2IqgIGR0RUKjExMfjhhx/QuXNni+OZmZlITU1FixYtbN6nVquhVCrxz3/+E2vXrkVmZiZq1aqFli1bQqlUmoaEjMxXxdmSmZkJAKhVq5bVuVq1alnN5XFE7dq1ERoaCgAICwvDk08+ibFjx2Lq1KlYt26dac5RZmYm0tPTi33W9PR0KBQKq/q6on18fHzw9ddf47PPPsO//vUvbNu2DQqFAv3798e7776L7OxsGAwGfPHFF/jiiy+s3sfb29vpdiGqKhgcEZFL+fn5oU2bNpg5c6bN815eXti3bx+WLl2Kd955B7GxsahRowYA4K233sJ//vMfp96vevXqAIC7d+9anUtPT0dAQIBzD2BD+/bt8fLLL+Prr7/Gt99+i2HDhgEofNaGDRsWm9upfv36VvVyZfs0btwYcXFx0Ov1SE5OxnfffYdvvvkGTz31FF566SUIgoAxY8agd+/eVu+jVCpL1RZEVQEnZBORS7Vp0wbXrl1Do0aNEBoaavr33XffYceOHZBKpTh16hT8/f3x6quvmn7x5+bm4tSpUzAYDE69X6NGjRAYGIjvv//e4viNGzdw5swZREVFueS5pk2bhlq1aiE+Pt7UW9WmTRv89ddfqFmzpsWzHjt2DOvXr4dUKrUqx1Xtc+DAAbRr1w7p6emQSqWIjIzEwoUL4e/vj1u3bsHX1xfNmzfH1atXLd6nadOmWLlyJU6cOOGSdiGqjBgcEZFLjRkzBgaDAWPGjMEPP/yA48ePY/78+di0aRMaNWoEoHCoKjs7G0uXLsWJEyewb98+jBgxAnfv3oVarXbq/SQSCaZPn45ff/0VM2bMwC+//II9e/Zg7NixqFatGsaOHeuS5/Lz88O0adOQmZmJf/zjHwCA2NhY1KtXD2PHjsXu3buRkJCA+Ph4/OMf/0Dt2rUhl8utynFV+0RFRcFgMGDSpEk4fPgwjh8/jgULFuDBgwfo0aMHAFi1y08//WRaSVfcsB4RcViNiFwsKCgIW7duxYoVK7Bw4ULk5+ejYcOGWLx4sWkp/sCBA3Hz5k3s3LkTW7ZsQVBQEDp37oyXX34Z8+fPR0pKCpo0aeLwe8bGxsLHxweff/45Jk2aBF9fX8TExGD69OkOZ7J2xKBBg7Bt2zZs27YNw4YNwzPPPIOvv/4aK1asQFxcHB48eIAnnngCM2bMwLhx42yW4cr2Wb9+Pf7xj39g3rx5UKvVpl6hdu3aAQA6duyIDRs2YNWqVXjzzTchl8vRokUL/POf/0RERITL2oWosuH2IURERERmOKxGREREZIbBEREREZEZBkdEREREZhgcEREREZlhcERERERkhsERERERkRkGR0RERERmGBwRERERmWFwRERERGSGwRERERGRGQZHRERERGb+P4QCXjqxGy8PAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.scatterplot(data=data, x='ReleaseYear', y='DateAdded')\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "plt.xlabel('Year of Release')\n",
    "plt.ylabel('Date Added')\n",
    "plt.title(\"Relationship between Release Year and Date Added to Netflix\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3dd00b4c",
   "metadata": {
    "papermill": {
     "duration": 0.046337,
     "end_time": "2024-02-21T09:21:01.824240",
     "exception": false,
     "start_time": "2024-02-21T09:21:01.777903",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The top-right section of the plot indicates that recently released movies are being added to Netflix shortly after their release dates. This suggests that many new movies are either being released directly on Netflix or added to its catalog shortly after their release."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "def0ee3e",
   "metadata": {
    "papermill": {
     "duration": 0.045496,
     "end_time": "2024-02-21T09:21:01.917310",
     "exception": false,
     "start_time": "2024-02-21T09:21:01.871814",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Comparing the distribution of Type (Movie/TV Show) across different Country values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "0ca500e5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:02.011375Z",
     "iopub.status.busy": "2024-02-21T09:21:02.010970Z",
     "iopub.status.idle": "2024-02-21T09:21:02.588093Z",
     "shell.execute_reply": "2024-02-21T09:21:02.586890Z"
    },
    "papermill": {
     "duration": 0.627836,
     "end_time": "2024-02-21T09:21:02.591184",
     "exception": false,
     "start_time": "2024-02-21T09:21:01.963348",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (15,8))\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "country_count = country['country'].value_counts().index[0:15]\n",
    "sns.countplot(data =  country , x = 'country' , order = country_count , hue = 'Type')\n",
    "plt.xlabel('Country')\n",
    "plt.title('Distribution of Type (Movie/TV Show) across top 15 Countries')\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95f94192",
   "metadata": {
    "papermill": {
     "duration": 0.048604,
     "end_time": "2024-02-21T09:21:02.687730",
     "exception": false,
     "start_time": "2024-02-21T09:21:02.639126",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Relationship between Release Year and Date Added Over Time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "6a053a84",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:02.790485Z",
     "iopub.status.busy": "2024-02-21T09:21:02.790060Z",
     "iopub.status.idle": "2024-02-21T09:21:05.369472Z",
     "shell.execute_reply": "2024-02-21T09:21:05.368160Z"
    },
    "papermill": {
     "duration": 2.633083,
     "end_time": "2024-02-21T09:21:05.372363",
     "exception": false,
     "start_time": "2024-02-21T09:21:02.739280",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.lineplot(data = data , x = 'ReleaseYear' , y = 'DateAdded')\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "plt.xlabel('Release Year')\n",
    "plt.ylabel('Date Added')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f8831dd1",
   "metadata": {
    "papermill": {
     "duration": 0.047423,
     "end_time": "2024-02-21T09:21:05.468184",
     "exception": false,
     "start_time": "2024-02-21T09:21:05.420761",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "In recent years, there has been a noticeable increase in the number of releases, with the date added to Netflix becoming increasingly closer to the release year. This trend suggests a growing familiarity and acceptance of OTT (over-the-top) platforms for content consumption."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "bcd40258",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:05.566277Z",
     "iopub.status.busy": "2024-02-21T09:21:05.565621Z",
     "iopub.status.idle": "2024-02-21T09:21:05.574758Z",
     "shell.execute_reply": "2024-02-21T09:21:05.573492Z"
    },
    "papermill": {
     "duration": 0.061678,
     "end_time": "2024-02-21T09:21:05.577560",
     "exception": false,
     "start_time": "2024-02-21T09:21:05.515882",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "director_order =  director['Director'].value_counts().index[1:11]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "165537a1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:05.675490Z",
     "iopub.status.busy": "2024-02-21T09:21:05.675025Z",
     "iopub.status.idle": "2024-02-21T09:21:06.112332Z",
     "shell.execute_reply": "2024-02-21T09:21:06.110675Z"
    },
    "papermill": {
     "duration": 0.490062,
     "end_time": "2024-02-21T09:21:06.115372",
     "exception": false,
     "start_time": "2024-02-21T09:21:05.625310",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.countplot(data = director , y = 'Director', order = director_order , hue = 'Type')\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "plt.title('Count of Content Types Directed by Directors')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "41982b37",
   "metadata": {
    "papermill": {
     "duration": 0.049444,
     "end_time": "2024-02-21T09:21:06.214060",
     "exception": false,
     "start_time": "2024-02-21T09:21:06.164616",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The plot illustrates the count of different content types directed by various directors, indicating that movies are the most frequently directed content type among the top listed directors."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "98d264b5",
   "metadata": {
    "papermill": {
     "duration": 0.048696,
     "end_time": "2024-02-21T09:21:06.312370",
     "exception": false,
     "start_time": "2024-02-21T09:21:06.263674",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "**Multi Variate Plots**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6f33f79b",
   "metadata": {
    "papermill": {
     "duration": 0.048859,
     "end_time": "2024-02-21T09:21:06.410646",
     "exception": false,
     "start_time": "2024-02-21T09:21:06.361787",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Comparing the distribution of Top Genre across different Year."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "ff6b11a4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:06.512035Z",
     "iopub.status.busy": "2024-02-21T09:21:06.511577Z",
     "iopub.status.idle": "2024-02-21T09:21:06.998481Z",
     "shell.execute_reply": "2024-02-21T09:21:06.997173Z"
    },
    "papermill": {
     "duration": 0.540074,
     "end_time": "2024-02-21T09:21:07.000906",
     "exception": false,
     "start_time": "2024-02-21T09:21:06.460832",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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RoYiIiHz7ypYtq2PHjjm1HTlyRJJ08uRJVaxYUUeOHNHYsWMVExOjYsWK5XmO48ePq3z58nme9+LFizp9+rRKl/5rhwLkx2zOW+202a5f2CtTxp+CWCHl6emR7/ccAAAAAADgrzC8EHc9HTp00Kuvvqq4uDhFRUXpwIEDmjt3riQpJydHV65c0Ysvvqhu3bqpXr16jiLd1S5duiRvb+fbCXMfWyyWG85mMnmoVKm8hb9LlzyVlWWiaHMbsdk8ZDKZVLJkUfn4+BgdBwAAAAAAFFIFuhDXsWNHpaena+TIkXr55ZdVoUIF9evXT6NGjVLx4sU1Y8YMXbx4Uc8+++w1n+OOO+7IU3DLfVykSJEbzmaz2XX27IU87RbLZdlsNl25YpfVasvnK1HYXLlil81m05kzF3Tx4hWj4wAAAAAAgAKkRIkihWePuD8zcOBADRgwQFlZWQoICNDmzZvl6empihUr6pNPPlFGRobjYIbccyf69eunjh07asyYMapQoYIyMjKcnjMjI0NFixZV8eLFbypbfoW2K1cMPfsCtxDFVQAAAAAAcDMKdCFu4cKF+uWXXzRy5EiVK1dOkpSYmKiwsDAVK1ZMCxYskNVqdYw/ceKEevXqpbfeekuNGzeWJNWrV0/btm1zet6tW7eqbt26Mplu3a2jBh9Gi38Q30sAAAAAAPBPKNCFuODgYI0fP1733nuv6tWrp4SEBMXFxTn2iQsMDHQa7+npKUkqV66cypQpI0nq1auXOnXqpEmTJqlTp07atGmT1q1bp9mzZ9+SzLkZLJbL8va+45a8BlzLYrksSfL0LNDTBQAAAAAAFHAFurLQqFEjjR49WjExMTpx4oSqVq2qDz/8UA0aNPjLz1GtWjXFxMRo4sSJ+vjjj1WpUiVNnDhRjRo1uiWZTSZPFSniq/PnT0uSvL3vkIfH9U9SRcFkt9tlsVzW+fOnVaSI7y1dQQkAAAAAAG5/Hnbuu7shV67YdOrUb/n22e12nT17ShcvnndxKtwKRYr4qkSJ0hRUAQAAAABAHqVLF7t9DmsojDw8PFSyZBkVL15KV65Y//wLUGB5eppZCQcAAAAAAP4RFOJuIZPJJJPJ2+gYAAAAAAAAKABY6gMAAAAAAAC4AIU4AAAAAAAAwAUoxAEAAAAAAAAuQCEOAAAAAAAAcAEPu91uNzpEYWS322Wz8VcHAAAAAADgzkwmD3l4ePylsRTiAAAAAAAAABfg1lQAAAAAAADABSjEAQAAAAAAAC5AIQ4AAAAAAABwAQpxAAAAAAAAgAtQiAMAAAAAAABcgEIcAAAAAAAA4AIU4gAAAAAAAAAXoBAHAAAAAAAAuACFOAAAAAAAAMAFKMQBAAAAAAAALkAhDgAAAAAAAHABCnEAAAAAAACAC1CIAwAAAAAAAFyAQhwAAAAAAADgAhTi4JY+/fRTHT9+XJIUExOjtm3b6vXXX9fly5cNTgYAQOFz6tQpoyMA+H87duxwzMlVq1apf//++uijj2S32w1OBgCQKMTBDcXExGjEiBE6evSokpOTNXXqVIWFhenbb7/VpEmTjI4HAECBdvbsWY0cOVI//vijrly5oqeeekqNGzfWww8/rMOHDxsdD3BrS5YsUY8ePfTjjz8qJSVFr7zyinJycjRv3jxNnz7d6HgAAFGIgxv65JNP9M4776hu3bpKTExUnTp19Oabb2rs2LFat26d0fEA/D9WrgIF0/jx47V161aZzWZ99tln2r59uyZMmKAqVapowoQJRscD3NrHH3+s1157TY0aNVJCQoKqVaumuXPnasKECVqxYoXR8QC3Z7FYNGPGDB06dEiSNGLECIWFhalPnz46ffq0wengKhTi4HYyMjIUFhYmSfr666/VpEkTSVKFChV09uxZI6MB+H+sXAUKrk2bNmnChAkKDg7Wxo0b1bhxY7Vr105Dhw7V1q1bjY4HuLUjR44oIiJCkrRlyxY1a9ZMkhQcHKysrCwjowGQNGnSJP3nP//R+fPn9eWXX2rlypXq37+/fvvtN36Z5UYoxMHtlC9fXr/88osOHTqktLQ0NW7cWJK0fft2lS9f3uB0ACRWrgIF2YULF1ShQgVJv3/Qv//++yVJPj4+unLlipHRALdXpkwZZWRkKDMzU/v373f8nJuSkiJ/f3+D0wFYt26d3nvvPf3rX//S+vXr1aBBAw0YMECvvfaaNm7caHQ8uIjZ6ACAq3Xv3l1DhgyRt7e3qlevrrCwMC1atEgTJkzQ4MGDjY4HQHlXrrZu3VoSK1eBgiB3JVyFChWUmZnpWHGzdOlSBQcHG5wOcG9t2rTRCy+8oCJFiqh8+fJq0KCBEhIS9Oabb6pr165GxwPcXnZ2tuNauWXLFnXr1k2S5Ofnp0uXLhkZDS5EIQ5up0+fPrrrrrt0+PBhtW/fXpJUokQJjRw5kh9QgAIid+Xq5cuXWbkKFDCDBw/Ws88+q5ycHLVt21ZVqlTR+PHjtWjRIjaDBwz2/PPPq3z58jp8+LB69OghT09PnTx5Ut27d9ezzz5rdDzA7VWuXFnff/+9Tp48qSNHjqhp06aSpM8//1yVKlUyOB1cxcPOOdZwYxaLRd7e3kbHAPAHc+bM0cyZM+Xt7a3SpUtr9erVTitX+/TpY3REwK2dPn1aJ06cUGhoqCRpz549KlasGCviAIN9+umnat68uYoXL250FAD5WLVqlUaOHCmTyaSwsDDHicbTp0/XuHHj1LFjR6MjwgUoxMEt/fe//9WsWbN0/PhxJSYmavbs2SpXrpyio6ONjgbg/23YsMGxcrVUqVL69NNPdfnyZVauAgXE0aNH9dNPP6l+/fr67bffVKZMGaMjAW6vUaNGOnfunOrVq6cHH3xQDz74oCpWrGh0LABXSUlJ0ZEjR9SsWTN5e3vryy+/lJeXlxo1amR0NLgIhTi4nU8//VSjR4/Wv//9b82ePVtr1qzRF198oUmTJmnIkCHq3bu30REBACiwLBaLXn75Za1du1Ymk0mJiYl655139Ntvv+mDDz6Qr6+v0REBt2W327V7925t2rRJmzZt0v79+1W9enVHUa5GjRpGRwSg36+lR44cUeXKlWW32+Xl5WV0JLgQhTi4nU6dOumJJ55Qp06dFBYWpri4OAUFBWn58uWaNWuWEhMTjY4IuL3Lly8rNjZWqampTqcwWiwW7d27l3kKGGjKlClat26dRo0apQEDBiguLk5Hjx7VK6+8ombNmmnUqFFGRwTw/44ePaoPPvhAq1evlt1u1/79+42OBLg1u92ud999VwsWLFBOTo4SExP1/vvvq0iRIho1ahQFOTdhMjoA4Gq//PKL6tWrl6f9vvvu07FjxwxIBOCP3nrrLU2cOFEHDhzQ6tWr9euvv2rz5s1KSEhQRESE0fEAtxYfH6+RI0fqvvvuc7Tdd999Gjt2rNavX29gMgB2u1179+7VnDlz1K9fP7Vt21bx8fGqX7++hgwZYnQ8wO0tWLBAq1ev1htvvOHYq7xly5b6/PPPNW3aNIPTwVU4NRVux9/fX7/88ouCgoKc2nfu3KmyZcsalArA1davX6/x48erbdu2atWqld58800FBQVp6NChysnJMToe4NZOnDihypUr52mvUKGCzpw5Y0AiALnq16+vCxcuqE6dOqpXr56eeuophYeH64477jA6GgBJsbGxev311x0/30pSVFSUvLy8NH78eA0dOtTghHAFVsTB7XTr1k1jxoxx/Nb+559/1n//+1+NHTtWnTt3NjgdAEk6e/as6tatK0mqWrWq9u3bJy8vL/Xv319ffPGFwekA9xYcHKxvvvkmT3t8fLyqVq1qQCIAue677z4VK1ZMBw8eVHp6utLT05WVlWV0LAD/78iRI7rnnnvytIeGhiozM9OARDACK+Lgdvr166dz585p2LBhunz5svr37y+z2azu3btrwIABRscDIKl06dI6efKkKlasqCpVqig1NVWSVKpUKT5QAAZ79tlnNXToUKWlpenKlStauXKlfvnlF8c+NwCMM336dNlsNu3Zs0dbtmzR6tWr9eabb6ps2bJq1KiRYwUOAGMEBgbq+++/V6VKlZzav/zyyzx3bOH2xWENcFsXL15UWlqa7Ha77r77bk55AwqQ1157TSkpKRo/frwOHTqkcePGacqUKUpISNCGDRs4rAEw2JdffqmPPvpI+/btk81mU7Vq1dSvXz899NBDRkcD8P8sFou+/fZbrV+/XitWrJDNZtPevXuNjgW4tU8++UQTJ05UdHS03nvvPb366qv69ddftWDBAg0fPlyPPfaY0RHhAhTi4Ba+++47hYWFyWw267vvvrvu2Pr167soFYBrOXv2rIYPH67GjRvr8ccf19NPP63NmzfLbDbrnXfeUZs2bYyOCABAgbN//35t2bJFW7Zs0Y4dO+Tt7a0mTZqoRYsWeuCBB1SyZEmjIwJuLzY2Vh9++KGOHz8u6fc7Qfr166ennnrK4GRwFQpxcAuhoaHasmWLypQpo9DQUHl4eCi///U9PDw41h0ogOx2u/bv3y9/f38OVQEMMG3aNPXp00dFihT501PdBg0a5KJUAP4oNDRUgYGBatGihSIiItSgQQOZzexGBBREp06dkt1uV5kyZYyOAhejEAe3kJ6erooVK8rDw0Pp6enXHRsYGOiiVACu58yZMzp48KAsFkuePlauAq4VERGhTz75RKVKlVJERMQ1x3l4eDgOQwLgeqmpqQoJCTE6BoCrrFq1SlFRUfL29taqVauuO7Zjx44uyQRjUYiD25kyZYo6d+7MZphAAfbJJ59o9OjRysnJybN6lZWrAABc2/r16/XRRx8pNTVVZrNZVatWVZ8+fdSqVSujowFu6Y93Z10LP+O6DwpxcDstW7ZUenq66tatq86dO6t169YqVqyY0bEAXOWBBx5Qs2bN9OSTT8rHxydPPytXAQDIKykpSc8995wefPBB1a9fX3a7Xd99952++OILffDBB3rwwQeNjgi4tfPnz3NIICjEwT3t2LFDa9as0dq1a3Xp0iW1atVKnTp1UqNGjYyOBkBSWFiYVq5cqSpVqhgdBYDk2F/1r+C3+YBxOnbsqJYtW+bZq3HatGnatGmTli1bZlAyAJLUqlUrTZ48Wf/617+MjgIDsXMn3FLdunVVt25dvfrqq/rqq68UHx+vgQMHys/PTxs2bDA6HuD2WrZsqU2bNlGIAwqIcePGOQpx6enpmjVrlrp166awsDB5eXnp+++/16JFi/TMM88YnBRwbz///LPatWuXp71t27aaNWuWAYkAXO3ixYv53u0B90IhDm7t1KlT+uWXX3T48GFdvnxZd955p9GRAEh68cUX1a5dOyUmJqpy5cp5VuKMHz/eoGSAe+rcubPjv3v27KmRI0eqa9eujraWLVsqODhYH3/8sfr06WNERACSypYtq0OHDuX5mfbQoUMqXry4QakA5HriiSf07LPPqkePHqpcuXKeohwHkrkHCnFwO+fPn1diYqI+/fRTfffdd6pYsaI6deqk999/XxUqVDA6HgBJb731ln777TdZLJY/PekYgGvt2bNHY8eOzdNeq1YtpaWlGZAIQK62bdtq1KhReuONNxQeHi5JSk5O1ujRoxUVFWVwOgDvvfeeJOnNN9/M08dhDe6DQhzczv333y8vLy9FRkbq448/Vr169YyOBOAPvvzyS3344Ydq2rSp0VEA/MGdd96p+Ph4RUdHO7XHxsaqatWqBqUCIEnPPPOMUlNT1b9/f8dqcrvdrubNm2vYsGEGpwOwfv16oyOgAOCwBridlStXqnXr1ipSpIjRUQBcQ4sWLTR79mwFBwcbHQXAH3z22WcaPHiwwsPDde+998pms2nnzp3av3+/Zs2apYYNGxodEXB7P/30k1JTU2W321W9enWup0AhcPnyZd1xxx1Gx4ALUIiDW/rtt98UFxen1NRUmc1mVatWTVFRURwlDRQQsbGxSkxM1MiRI1W5cmV5enoaHQnAVXbs2KGFCxfqwIEDkqR77rlHvXv3VmhoqMHJAEi/74N8+fJl/fGjXsWKFQ1KBECSTp8+rRkzZig1NVVXrlyR9Puq1ZycHKWlpWn79u0GJ4QrUIiD2zl69Kh69uypkydP6q677pLNZtOhQ4dUpkwZLV68WOXLlzc6IuD2IiMjdfToUccPKH/E/hkAAOS1Z88eDRkyRMeOHXNqt9vt7D8FFABDhgzRN998o8aNG2vdunVq06aNfvrpJ+3bt0/Dhg3T008/bXREuAB7xMHtvP322ypfvryWLl0qf39/SVJWVpaGDBmiiRMn6t133zU4IYBnnnnG6AgArmPTpk2aM2eOfv75Z8XGxmrFihWqXLmyOnToYHQ0wK2NHj1a5cqV06uvvqoSJUoYHQfAH3zzzTd655131Lx5c/3444/q06ePQkNDNXLkSA48ciMU4uB2vv76a82dO9dRhJMkf39/vfTSS+rXr5+ByQDk6tSpk9ERAFzDli1bNGjQILVp00a7du2SzWaT1WrVK6+8Irvdro4dOxodEXBbBw4c0IoVKzg4BSigfvvtN1WvXl2SdPfddyslJUWhoaHq2bMnq+HcCIU4uB1PT898D2q44447ZLFYDEgEID/r16932j9DkiwWi77//nv95z//MTAZ4N4++OADPf/883ryySeVmJgoSRo6dKh8fX01Z84cCnGAgcqVK6dLly4ZHQPANZQrV07p6emqUKGCqlSpoh9//FGSVKRIEZ05c8bgdHAVk9EBAFerW7euYmJilJOT42jLycnRjBkzVLduXQOTAcg1adIkDRw4UIsWLdL06dO1fPlyzZgxQ7NmzVKZMmWMjge4tR9//FERERF52lu3bq1ff/3VgEQAckVHR2vs2LH65Zdf8hzUAMB4kZGReuWVV5ScnKz7779fK1eu1Lp16zR16lTdeeedRseDi7AiDm7nhRdeUPfu3dWqVSvVrFlTkvT999/rt99+08KFCw1OB0CSPv30U7366qt64okn9MADD2jx4sUqWrSoBg4cqKCgIKPjAW6tePHiysjIUOXKlZ3a09LSVLJkSYNSAe4rNDRUHh4ejsd2u11RUVH5juWwBsBYQ4cOldVq1dGjR9WuXTtFRkZqyJAhKl68uKZOnWp0PLgIp6bCLaWnp2vx4sU6cOCA7Ha7qlevrscee0yBgYFGRwMgqWbNmlq3bp0qVaqkp59+Wp07d1br1q21fft2jRgxwnE7HADXmzhxor755huNGzdOjz/+uBYvXqyMjAyNGjVKkZGRGj58uNERAbeyYsUKp0Lc9bAHK2Cso0ePqnz58jKZ/ndzYnZ2tnx9fbVv3z7VqlXLwHRwFVbEwS0FBgbqxRdfNDoGgGsoUaKELly4IEmqXLmy4xSpihUr6sSJE0ZGA9zekCFDdPz4ccdecJ06dZLdblfz5s01dOhQY8MBbqhz585GRwDwFz344IPasmWLSpcu7Wjz8/PToUOH1KtXL+3evdvAdHAVVsTBLbzyyit/eez48eNvYRIAf8XQoUP122+/6c0339S2bdv00Ucfaf78+Vq9erUWLFigDRs2GB0RcHuHDh3S/v37ZbPZFBISwimNgIFOnz6t+Ph4dejQQcWLF9eVK1c0efJkbdy4Uf7+/howYIDuu+8+o2MCbmnRokWaO3euJDkOarh6RZwknT17Vv7+/lq7dq0REeFirIiDW1i5cqVMJpP+9a9/ycfHx+g4AP7ESy+9pGeeeUZr167V448/rv/85z9q3LixJHHbG1BAFCtWzOkWmqNHj0r6feUqANc5fPiwHnvsMZ07d05NmzZV8eLFNW7cOC1evFiRkZEqUaKE+vfvrzlz5ig8PNzouIDb6dy5s06fPi273a7p06erdevWKlasmNOYYsWKKTIy0qCEcDVWxMEtzJw5U2vXrtXBgwfVokULRUVF6YEHHpCXl5fR0QDk49dff1XlypV1+fJl3XHHHbp48aK++uorlStXjr0zAINt2rRJr7zyik6fPu3Ubrfb5eHhwWbwgIu9/PLLOnr0qGJiYlS8eHFlZ2erSZMmeuCBBzR9+nRJ0owZM7R9+3bNnj3b4LSAe5s2bZr69OmjIkWKGB0FBqIQB7dy8OBBJSQkaO3atTp+/Lhatmyptm3bqlGjRnmWBwMwTtOmTTV9+nSKbkABFBkZqbvvvluPP/54vqvMGzRoYEAqwH01bdpU77//vurVqydJSkhI0LBhw/TBBx+oVatWkqS9e/eqd+/e2rZtm5FRAUi6ePGiUlNTlZOToz+WY+rXr29QKrgSt6bCrVSpUkXR0dGKjo5Wamqq1q5dqzFjxujcuXOKjIxUmzZt+McPKAC8vLxkNnOJAgqijIwMzZgxQ3fffbfRUQDo9/3hAgMDHY+3b98uk8nkVBQvVaqULl++bEQ8AFdZv369hg8frvPnz+cpwrGq3H3wKQduKyQkRCEhIXruuecUGxuriRMnKjY2ln/8gAKgU6dO6tu3rzp06KA777wzz6qb3NMaAbhew4YN9cMPP1CIAwqI0qVLKyMjQxUqVJAkff3117rnnntUsmRJx5j9+/fL39/fqIgA/t+kSZPUqFEjRUdHq3jx4kbHgUEoxMFt7dq1S4mJiUpMTFRGRobuu+8+Pfzww0bHAiA59rT5z3/+k6fPw8ODQhxgoFGjRqlr167avHmzgoKC5OHh4dQ/aNAgg5IB7qlp06b68MMPNWnSJG3YsEEHDx7UCy+84Oi/cOGCYmJiHIceATDOkSNH9NFHH6ly5cpGR4GB2CMObmXnzp1at26dEhMTlZmZqfr16ysqKkqtWrVSqVKljI4H4CoXLlzQuXPnVKJECTa0BQqQ119/XUuXLlWpUqXyzE0PDw+tX7/eoGSAe8rIyFCvXr3066+/ym63q2bNmlq8eLG8vb313//+V9OnT5eHh4eWL1+ucuXKGR0XcGvt2rXTyJEj2U/VzVGIg1sYO3asPvvsM2VmZio8PFxRUVGKjIxU6dKljY4G4Crnz5/XnDlzFB8fr8OHDzva77zzTrVv315PPfUURTnAYHXr1tXIkSPVqVMno6MA+H8Wi0Vff/21PDw8dP/998vLy0uStGzZMv3000966qmnKMIBBcCmTZs0adIkDR06VHfffbe8vb2d+itWrGhQMrgShTi4hdDQUHl5ealhw4Z/uj/G+PHjXZQKwNVOnz6tnj176tixY2rVqpVCQkJUokQJnTt3Tnv37tWGDRsUFBSkxYsXs6cGYKDGjRtr8eLFuvPOO42OAgBAofKvf/1LV65ckSSnrR3sdjuHNbgR9oiDW8g9CfXSpUs6cuSIwWkA5GfKlCmy2WyKj493bDh9tePHj6tfv36aO3eunnvuOQMSApCkxx9/XB988IHefPNNVqgCAPA35Lf/MdwPK+IAAAVCixYt9Prrr6tFixbXHPP5559r4sSJSkxMdGEyAFd76qmn9N1330mSypQpI7PZ+fe67BEHAMCfs1gseW5NhXtgRRwAoEDIyspSSEjIdceEhobq6NGjLkoEID/h4eEKDw83OgYAAIXSf//7X82aNUvHjx9XYmKiZs+erXLlyik6OtroaHARCnEAgAIhJydHPj4+1x3j4+Mjq9XqokQA8jNo0CCjIwC4CqtqgMLj008/1bvvvqt///vfmj17tiQpODhYkyZNko+Pj3r37m1wQrgChTgAAAD8LXv37tWcOXOUmpoqs9msqlWr6t///rdq1apldDTA7TRu3Fjt27dX165ddc899xgdB8B1zJ07VyNGjFCnTp00d+5cSdITTzyhokWLatasWRTi3ASFOABAgTF37tzrbv5+4cIFF6YBkJ9t27apd+/eCgkJUePGjWWz2bRjxw49/vjj+vjjj7ltFXCx3r17a/Xq1Vq8eLFCQ0P1yCOPqF27dpwwDhRAv/zyi+rVq5en/b777tOYMWMMSAQjUIgDABQIFStW1Nq1a/90XH4nqgJwnffff19dunTR6NGjndpHjx6tyZMna8GCBQYlA9zTM888o2eeeUa7du3SypUrNWXKFE2YMEEtW7bUI488ovvuu8/oiAD+n7+/v3755RcFBQU5te/cuVNly5Y1KBVcjVNT4RaeeOKJvzx2/vz5tzAJAACFW+3atbVixQoFBwc7tf/000/q2rWrdu7caVAyANLve8Zt2LBBq1ev1ubNm1WhQgV16dJFnTp1Urly5YyOB7i1WbNmKTY2Vq+88opeeOEFTZ48WUePHtXkyZP173//mwMb3AQr4uAWAgMDjY4AAMBtoVSpUjp9+nSe9lOnTrFhPFAAeHt7q3Xr1mrdurVOnTqlxMRELVu2TNOmTdPevXuNjge4tX79+uncuXMaNmyYLl++rP79+8tsNqt79+4aMGCA0fHgIqyIAwAAwF82evRo7dixQ++9955jVVxaWpqef/551ahRQ+PHjzc4IQBJys7O1tq1a5WQkKAdO3aoVq1a+u9//2t0LACSLl68qLS0NNntdt19993y9fU1OhJciEIc3NKpU6f0yy+/yGazSZLsdrssFou+//57PfPMMwanAwCg4Dpz5oyeeuop7d+/37EZ/NmzZ3XPPfdo7ty5KlWqlMEJAfd1+fJlrV+/XnFxcfrqq6/k5+fnOFH17rvvNjoeAP1+HT148KAsFkuevvr16xuQCK5GIQ5uJy4uTq+99posFos8PDxkt9vl4eEh6fdbWD///HODEwIAUDBdvHhRPj4+stvt2rx5sw4cOKBLly7p3nvvVdOmTWUymYyOCLgdu92uLVu26NNPP9Xnn3+uS5cuqVmzZurSpYtatGghT09PoyMC+H+ffPKJRo8erZycHP2xFOPh4aH9+/cblAyuRCEObicqKkq1a9dW37599dhjj2nu3LnKyMjQ6NGjNWzYMHXo0MHoiAAAFDhr1qzR2LFjNWvWLNWsWdPR3qdPH+3du1dvvfWWWrVqZWBCwD01btxYp06d0p133qkuXbqoY8eOCggIMDoWgHw88MADatasmZ588kn5+Pjk6Wdvc/fAYQ1wO4cPH9YHH3yg4OBgVa9eXadOnVJERISsVqtmzJhBIQ4AgD/49ttv9dJLL6ljx455Tl189dVXNXv2bA0ZMkQLFixQ3bp1DUoJuKdmzZqpa9euCg8PNzoKgD9x9uxZ9enTR1WqVDE6CgzE/QNwO97e3o5T3e68804dOHBAklSzZk0dOnTIyGgAABRIM2fOVM+ePTVu3Lg8K22Cg4M1fvx4tW/fXh9++KFBCQH3tW3bNvZ/AwqJli1batOmTUbHgMFYEQe3U7NmTS1btkzDhg1TSEiINm3apD59+igtLU1eXl5GxwMAoMDZt2+fXn755euOefzxxzVgwAAXJQKQKz093XEAGYCC7cUXX1S7du2UmJioypUrO/Yqz8XJ4+6BQhzczrPPPqu+ffvKz89PnTp10vTp09WmTRsdO3ZMUVFRRscDAKDAuXz5cr572VzNz89PFy9edFEiAAAKn7feeku//fabLBaL0tPTjY4Dg1CIg9upV6+eEhMTZbFYVKpUKS1atEhLlixRhQoV1KtXL6PjAQBQ4Nx1113auXOnKleufM0xO3bsYJNpwCA7d+5UyZIl/3Rc/fr1XZAGwLV8+eWX+vDDD9W0aVOjo8BAFOLglq7eaLpq1ap67bXXDEwDAEDB1r59e02ZMkUNGzbMc1iDJJ04cUJTpkxRly5dDEgH4Nlnn5Xdbr/uGA8PD+3fv99FiQDkp1SpUqpYsaLRMWAwD/uf/YsN3GYyMzM1efJk7dixQzk5OXl+aFm/fr1ByQAAKJiuXLmiXr166cCBA+rSpYvCwsJUokQJZWdna8eOHVq5cqWqVKmihQsX/uktrAD+WaGhoVq2bJlKly79p2NZtQoYKzY2VomJiRo5cqQqV64sT09PoyPBABTi4HYGDBigvXv3qk2bNipevHie/kGDBhmQCgCAgs1isWjy5Mn65JNPdObMGUe7v7+/unTpomeeeYYiHGCA0NBQbdmyRWXKlDE6CoA/ERkZqaNHj+rKlSv59rNq1T1QiIPbqVOnjmbPnq169eoZHQUAgELHarXq8OHDOnPmjEqXLq2goKA8p74BcB0KcUDhsXLlyuv2d+rUyUVJYCT2iIPbKVq0KD+oAABwg8xms+666y6jYwD4f/Xr15eXl5fRMQD8BRTaILEiDm7onXfe0dmzZzVmzBjuyQcAAAAAuMS0adOu2882Se6BFXFwO9nZ2VqzZo02btyooKAgeXt7O/XPnz/foGQAAAAAgNvVihUrnB5fuXJFJ0+elNlsVt26dQ1KBVejEAe31LZtW6MjAAAAAADcyIYNG/K0nT9/Xq+++iqFODfCrakAAAAAAAAGSUtLU+/evfXll18aHQUuwIo4uKVjx45p0aJFSk1NldlsVrVq1dStWzdVrFjR6GgAAAAAADdy7tw5nTt3zugYcBFWxMHt/Pjjj+rZs6d8fHxUq1Yt2Ww27d27VxcvXtR///tfVatWzeiIAAAAwF/yxBNP/OWx7IUMGCu/wxp+++03JSQk6J577tGMGTMMSAVXY0Uc3M6ECRN033336d1339Udd9whSbp8+bJeeOEFTZo0SR999JHBCQEAAIC/JjAw0OgIAP6iPx7WIEleXl5q1KiRhg4dakAiGIEVcXA7YWFhWrJkiapXr+7UnpKSop49e2r79u0GJQMAAAAAALczVsTB7RQrVkw5OTl52vNrAwAAAAqTU6dO6ZdffpHNZpMk2e12WSwWff/993rmmWcMTge4N7vdrunTp8vf31/du3eXJHXr1k0tWrTQgAEDDE4HV6EQB7fTsGFDTZgwQVOnTpWfn5+k339gmThxoho1amRsOAAAAOAGxcXF6bXXXpPFYpGHh4fsdrs8PDwk/X4LK4U4wFhTpkzRkiVL9OabbzraoqKi9OGHH0oSxTg3wa2pcDvHjx9X9+7ddebMGVWpUkWSdPDgQfn5+WnBggWqVKmSsQEBAACAGxAVFaXatWurb9++euyxxzR37lxlZGRo9OjRGjZsmDp06GB0RMCtNW/eXG+99ZaaNGni1L5p0yaNGTNG69evNygZXIkVcXA75cuXV3x8vFavXq0DBw7Ibrfr0UcfVbt27eTr62t0PAAAAOCGHD58WB988IGCg4NVvXp1nTp1ShEREbJarZoxYwaFOMBg2dnZ+R6wUqVKFWVmZhqQCEagEAe3VKxYMT3++ONGxwAAAAD+Md7e3vL29pYk3XnnnTpw4ICaNWummjVr6tChQwanAxAaGqoVK1bo+eefd2pfvXq1qlatalAquBqFOLiFBx98UMuXL1epUqUUERHh2CsjPywHBgAAQGFUs2ZNLVu2TMOGDVNISIg2bdqkPn36KC0tTV5eXkbHA9zewIED1b9/f23fvl116tSRJH3//ffatWuXpk+fbmw4uAyFOLiFTp06ycfHR5LUuXNng9MAAAAA/7xnn31Wffv2lZ+fnzp16qTp06erTZs2OnbsmKKiooyOB7i9pk2batGiRVqwYIG++uormc1mBQcHa/ny5QoNDTU6HlyEwxrgdr777jvVqVMnz28FL1++rI0bN+qhhx4yKBkAAABwc06cOCGLxaKgoCClpaVpyZIlqlChgnr16uW4bRUAYBwKcXA799xzj7Zs2aLSpUs7tf/www967LHHtGfPHoOSAQAAAABuZ3v37tWcOXOUmpoqs9msqlWr6t///rdq1apldDS4CIU4uIV58+bpnXfekSTZ7fZr7hFXq1YtxcbGujIaAAAA8I/IzMzU5MmTtWPHDuXk5OiPH/XYCxkw1rZt29S7d2+FhISoXr16stls2rFjh1JTU/Xxxx8rPDzc6IhwAQpxcAtWq1Vr1qyRzWbTq6++qldffVXFixd39Ht4eKho0aJq2LChSpQoYWBSAAAA4MYMGDBAe/fuVZs2bZx+1s01aNAgA1IByPXYY48pJCREo0ePdmofPXq00tLStGDBAoOSwZUoxMHtrFy5Um3atGGPDAAAANxW6tSpo9mzZ6tevXpGRwGQj9q1a2vFihUKDg52av/pp5/UtWtX7dy506BkcCVOTYXb6dSpk06dOqVffvlFNptN0u+3q1osFn3//fd65plnDE4IAAAA/H1FixZVmTJljI4B4BpKlSql06dP52k/deoUC0XcCCvi4Hbi4uL02muvKScnR5LznnGBgYH6/PPPjYwHAAAA3JB33nlHZ8+e1ZgxY+Tp6Wl0HAB/MHr0aO3YsUPvvfeeY1VcWlqann/+edWoUUPjx483OCFcgUIc3E5UVJRq166tvn376rHHHtPcuXOVkZGh0aNHa9iwYerQoYPREQEAAIC/7ZVXXtGaNWtUokQJBQUF5VlhM3/+fIOSAZCkM2fO6KmnntL+/fsd+zieO3dOoaGhmjt3rkqVKmVwQrgCt6bC7Rw+fFgffPCBgoODVb16dZ06dUoRERGyWq2aMWMGhTgAAAAUWm3btjU6AoBrKFmypObPn68vvvhCv/76q7y9vVW9enU1adJEJpPJ6HhwEQpxcDve3t6O3w7eeeedOnDggJo1a6aaNWvq0KFDBqcDAAAAbgy3tQEF0/nz5zVnzhzFx8fr8OHDjvY777xT7du3V/369VWkSBEDE8KVKMTB7dSsWVPLli3TsGHDFBISok2bNqlPnz5KS0uTl5eX0fEAAACAG3bs2DEtWrRIqampMpvNqlatmrp166aKFSsaHQ1wS6dPn1bPnj117NgxtWrVSt26dVOJEiV07tw5/fDDD5o5c6bWrl2rxYsXO25Xxe2NQhzczrPPPqu+ffvKz89PnTp10vTp09WmTRsdO3ZMUVFRRscDAAAAbsiPP/6onj17ysfHR7Vq1ZLNZtOKFSu0aNEi/fe//1W1atWMjgi4nSlTpshmsyk+Pl4VKlTI03/8+HH169dPc+fO1XPPPWdAQrgahzXALZ04cUIWi0VBQUFKS0vTkiVLVKFCBfXq1YtjowEAAFAo9enTR0WKFNG7776rO+64Q5J0+fJlvfDCC7JYLProo48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      "text/plain": [
       "<Figure size 1500x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "genre_count = genre['ListedIn'].value_counts().index[0:5]\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "plt.figure(figsize = (15,8))\n",
    "sns.boxplot(data = genre , x = 'ListedIn' , y = 'ReleaseYear', order = genre_count , hue = 'Type')\n",
    "plt.ylabel('Release Year')\n",
    "plt.xlabel('Top 5 Genre')\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0be04cc0",
   "metadata": {
    "papermill": {
     "duration": 0.049678,
     "end_time": "2024-02-21T09:21:07.100088",
     "exception": false,
     "start_time": "2024-02-21T09:21:07.050410",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Around the mid-2010s, international movies were prevalent on Netflix, particularly in the genre category. However, comedies and dramas exhibited a broader range of release years across the platform. In the latter part of the decade, there was a notable increase in the release of international TV shows compared to international movies.\n",
    "\n",
    "In the two plots above, we analyze the distribution of content types (Movie/TV Show) across various countries and the distribution of top genres across different years. By limiting the categories to the top 15 countries and top 5 genres, we aim to gain insights into the overall trends."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f59a94c2",
   "metadata": {
    "papermill": {
     "duration": 0.049431,
     "end_time": "2024-02-21T09:21:07.199423",
     "exception": false,
     "start_time": "2024-02-21T09:21:07.149992",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "* Box Plot of Content Type by Release Year and Top Rating"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "5bfe470c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:07.302293Z",
     "iopub.status.busy": "2024-02-21T09:21:07.301810Z",
     "iopub.status.idle": "2024-02-21T09:21:07.315940Z",
     "shell.execute_reply": "2024-02-21T09:21:07.314693Z"
    },
    "papermill": {
     "duration": 0.069442,
     "end_time": "2024-02-21T09:21:07.318573",
     "exception": false,
     "start_time": "2024-02-21T09:21:07.249131",
     "status": "completed"
    },
    "tags": []
   },
   "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>index</th>\n",
       "      <th>Ratings</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>TV-MA</td>\n",
       "      <td>3211</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>TV-14</td>\n",
       "      <td>2160</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>TV-PG</td>\n",
       "      <td>863</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   index  Ratings\n",
       "0  TV-MA     3211\n",
       "1  TV-14     2160\n",
       "2  TV-PG      863"
      ]
     },
     "execution_count": 65,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ratings = data['Ratings'].value_counts().reset_index()\n",
    "top_ratings = ratings.head(3)\n",
    "top_ratings"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "3ab96e81",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:07.421007Z",
     "iopub.status.busy": "2024-02-21T09:21:07.420251Z",
     "iopub.status.idle": "2024-02-21T09:21:07.448273Z",
     "shell.execute_reply": "2024-02-21T09:21:07.446914Z"
    },
    "papermill": {
     "duration": 0.082718,
     "end_time": "2024-02-21T09:21:07.450888",
     "exception": false,
     "start_time": "2024-02-21T09:21:07.368170",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "top_ratings = data['Ratings'].value_counts().head(3).index.tolist()\n",
    "filtered_data = data[data['Ratings'].isin(top_ratings)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "8c25f8c3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:07.554906Z",
     "iopub.status.busy": "2024-02-21T09:21:07.554180Z",
     "iopub.status.idle": "2024-02-21T09:21:08.144621Z",
     "shell.execute_reply": "2024-02-21T09:21:08.143631Z"
    },
    "papermill": {
     "duration": 0.645525,
     "end_time": "2024-02-21T09:21:08.147083",
     "exception": false,
     "start_time": "2024-02-21T09:21:07.501558",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15, 10))\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "sns.boxplot(data=filtered_data, x='ReleaseYear', y='Type', hue='Ratings')\n",
    "plt.xlabel('Release Year')\n",
    "plt.ylabel('Type of Content')\n",
    "plt.title('Box Plot of Content Type by Release Year and Top Rating')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f6c6261",
   "metadata": {
    "papermill": {
     "duration": 0.051488,
     "end_time": "2024-02-21T09:21:08.249965",
     "exception": false,
     "start_time": "2024-02-21T09:21:08.198477",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "The box plot above reveals a notable increase in the addition of TV-MA rated mature audience content to Netflix during the latter half of the 2010 decade. This trend suggests a growing audience of mature viewers on Netflix, particularly for TV shows, indicating a shift towards mature content consumption on the platform."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "id": "dcc44e65",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:08.357558Z",
     "iopub.status.busy": "2024-02-21T09:21:08.356891Z",
     "iopub.status.idle": "2024-02-21T09:21:08.363814Z",
     "shell.execute_reply": "2024-02-21T09:21:08.362869Z"
    },
    "papermill": {
     "duration": 0.063136,
     "end_time": "2024-02-21T09:21:08.366373",
     "exception": false,
     "start_time": "2024-02-21T09:21:08.303237",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "heatmap_data = data[['DateAdded' ,'ReleaseYear']]\n",
    "heatmap_data['DateAdded'] = heatmap_data['DateAdded'].dt.year"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "b50693c1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-02-21T09:21:08.473233Z",
     "iopub.status.busy": "2024-02-21T09:21:08.472545Z",
     "iopub.status.idle": "2024-02-21T09:21:09.432687Z",
     "shell.execute_reply": "2024-02-21T09:21:09.431252Z"
    },
    "papermill": {
     "duration": 1.01735,
     "end_time": "2024-02-21T09:21:09.436054",
     "exception": false,
     "start_time": "2024-02-21T09:21:08.418704",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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Kpfnz5ys6OlphYWFWazLZwsvLS4MHD9bYsWM1ZMgQDR06VLGxsXb1+W8lSpTQokWLLM+rVauWYE2f9evX6/nnn7c5xjPPPKPdu3dLkvbs2aN79+7pl19+sWqzb9++BF9vj6tv375auHChXn/9dU2ZMkXh4eFas2aNwsPDNX36dIWGhmrJkiXq16+fzdfQtm1bDR8+XO+//76OHz9uOf70009rwYIFunTp0iOnQCaFv7+/Vq9erYIFC6phw4b66quv7Jq680/BwcGaMmWKZar8Sy+9pM8++8yqzZIlS1SiRAm74vTu3Vtz5sxR+fLl1bdvXzVr1kwREREaPHiwVq5cqREjRmjcuHE2r4skcd+Twhn33Rn3vHv37ho7dqx69+6tTz/9VNu3b9eePXu0fft2rV69Wu+++64mTpyobt262RwDcCjX5pGc58UXXzRFixY1AQEBplKlSubFF180L7zwgrl27ZoxxpgZM2aYMmXKWLK/tli6dKkJCgpKNLt7+PBh07t3b1O0aNEEU4iSom3btqZixYrG39/fFC1a1AQHB5tSpUqZq1evGmOMGTBggAkMDDQrVqywOca/q2WMuf/XrZkzZ5omTZqYgIAA4+/vb9dfDJxxHTt37jQlSpQwL7zwggkICDCDBw827dq1M4MGDTLh4eFm+PDhJjAw0Kxbt87mGMYYExoaagYPHmzu3buX6Pn4+Hjz3nvvmddff93mGFu3bjXFihUz7du3T1DlFRMTY+rWrWtKlCiRLH/FOXv2rGnfvr1p2LChpWotuf6K06tXL9OiRQtz4cIFY4wxs2bNMj169DB37941xtz/i3H37t1Nly5dbI4RGhpqhg8fbm7cuGEWLFhgihcvnmA6zbRp0+y6H9zzpEkt933Xrl2mZMmS5rXXXjOTJ082n3zyiVm9erX55JNPzLRp00yrVq1M8eLFLVPIbPHZZ5+ZwMBAM2TIEPPXX39ZnTt8+LCpVKmSCQkJSZb7bsz/VWmUL1/ebN682ZQuXTpZ7nunTp1M9+7dTVxcnDHGmLFjx5rhw4dbtRk6dKhd03ic9TN+06ZNJjAw0PTq1cusWrXKbNu2zURERJht27aZzz77zPTv398EBgaa9evX2xzjww8/NCEhIWbevHkmOjra6lxkZKQpXbq0efHFF5Ptvl+4cMG89dZbpk6dOmb//v3Jdt/3799vgoKCzKuvvmo++ugjs3r1ahMSEmJ69+5t5syZY7p06WICAwMTVOQlxRdffGECAwNN06ZNTcmSJU3Xrl1NixYtzOzZs8327dvNggULTNmyZRNMt0qKw4cPW6aAlilTxhQrVsyULl3a1KtXz7z//vsJKohtsX79etOiRQvz008/JTh34sQJExoammz3+4EffvjBVKpUyQQEBCTL/T527JipVKmSqV69uhk9erTl6/j11183gwcPNo0aNTJBQUHmf//7n92xjh49apYsWWI2bNhg7t69a6Kjo02HDh1MUFCQqVu3rtXURFtx3x+Ps+57Yve8Y8eOyXrPd+/ebdq3b2+CgoKMv7+/5REUFGQ6dOhg188qwNGemF2rJOnWrVs6dOiQ/vjjD/355586dOiQFixYIE9PT7344ouqXbu2+vbta9fuFitXrtT169fVoUMHq+Pbt2/X1KlT1aFDB9WrV8/eS9HFixf1xx9/6I8//tChQ4c0cuRIpUmTRq1bt1bdunXVqlUrm/sOCAjQzp07lTNnzkTPX79+XVFRUTp37pxefvllm+NIjr0OSTp27Ji2bdumnDlz6uWXX9b58+c1aNAg7du3T76+vmrXrp1NiyH+08GDB9W+fXt5eXkpODhYefLkkZeXl+Li4hQTE6PIyEhdv35dCxcuVPHixW2OExkZqZUrV6pDhw4KCAiwOnf16lWNGTNGX375paUqzF6LFy/W7NmzFRYWphkzZujzzz+3e+Hbc+fOqV27djp9+rQqVKig/Pnza+3atcqUKZMKFSqkqKgopUmTRitWrLC5cu33339Xhw4ddOXKFUnSW2+9pSNHjujatWsqUaKE/vjjD23fvl1z585V1apVbYrBPU+a1HLfJenIkSP66KOPtG/fPkVHR+v27dtKnz698uTJo3Llyql169YqUqSIzf1L0ueff67w8HD169dPpUuXtjp34sQJDRw4UJGRkcm6a9W2bds0cOBAXbhwQVu2bLH7vv/1118KDQ1VunTpLAsEf/jhhypUqJCef/55/frrr/r777+1bNkyu75HnPEzXrq/W9mHH36on376Sbdu3bIcz5Ahg8qWLat27dqpUqVKNvdvjNHcuXMVHh6ucePGqXz58lbnf/31V/Xt21cnTpxI1vseHh6uiRMn6ubNm/rqq6+S5fv92LFjmjdvnnbs2GFV6ZU+fXqVKVNGYWFhdu8AExERoW+//VY5c+ZU69atdfr0afXo0UNHjx5VhgwZ1KZNG/Xs2TPZKhBcJSYmRrlz507WPi9evKht27apTp06VrsI2ury5ctatmyZdu7cqWPHjun69evy9PSUr6+vgoOD1aFDB7t3dHvScN+dzxijq1evWn6nP/XUU64eEvCfnqhEDh5PzZo1tXr16mTZGvZJcfnyZa1cufKh/7hr3rx5smxJ/V/i4+OTddv4qKgo9e3bV0eOHEmWf9xJ93dH+eKLLx76y/+NN96w+2vv8uXLioyMVM6cOVW6dGldv35dEyZMsOzY0LZtW1WuXNnuGKn1nvfr10+HDx9OtnsupZ77nlLwQd81XPlh/969e/r1118TJPfsdezYMW3cuFFt2rRJMOXRXtevX9eNGzfk6emp7NmzJ+vPqsRcunRJ2bJlS5Y4+/fv1969exUdHa3Y2FjLdvPBwcEqWbJkMow29cRwlsSuxdfXV+XKlXO7a0HKcOnSJX333Xe6evWqKleunOAPMTdv3tSiRYvsnmIOOMITlchx5TfrsGHD1KNHD4f+w84ZMZLL3r17Vbp0aXl6elqOHTlyRB9//LGio6Pl5+enN998065rcUYMZzp16pT27dunRo0aSZKOHj2q5cuX6+TJkypQoIBCQ0NVsGDBZI8bFxen/fv3q1SpUlbrnMCx2rZtq7feeivBX+adgXv+cHFxcTpy5IieeeYZZc6cWWfPntWiRYt0/PhxFSpUSK1bt7Z5bY7HifHss8/qzTffVJ48eRwao02bNnZfhzP81/1o06aN3e/VA5GRkfrxxx918eJFxcXFKUuWLCpYsKAqVKiQbAnPxGIUKFBAFStWdPsYznivkiPGpUuX1KNHD+3du1c+Pj4Jtps/e/asypcvr2nTpilbtmxPdIwHHJ0scua14Mlx+PBhvfnmm7p586YkKTY2Vm3btrXajvz8+fOqUqVKslZCAsnliUnkOOObde/evQ8916lTJ40ePdryF9Tg4OAUG+NRkitZVLRoUe3YscMyfevXX39V69at9cwzz6hw4cKKiorS5cuXtXz5cpunKTgjxgOPSrIULFhQLVu2tGvBzT179uitt95SwYIFtW7dOv3888968803VbBgQRUuXFiHDx/WqVOntHjxYgUFBTnkOgoUKKBWrVrZvXCoo98rZ8RwRpIlICBAnp6e6tq1qzp37myVkEwuzkoWOSOOM2IcPXpUHTt21OnTp5UjRw7Nnz9f3bp1k5eXl4oVK6bDhw/rzJkzWrlypc2LuaaWGJLjk17Ouo5bt26pa9euioiIUPbs2XXlyhV5eHgoMDBQJ06c0JUrV9S8eXMNHTrU5koQYqScGH369NGxY8c0efLkRH9PHDt2TH369FHhwoU1YcIEm64htcRwVoLFGdcyYMCAx247duzYJzqGMzjjOjp27KiMGTNq4sSJSpMmjZYuXarJkyerUaNGGjNmjCQSOUjZnphEjjO+WYsVK6YHb+ej3lYPD48UHcMZyaJ/r8PTvn175cqVS+PGjZOHh4fu3bun/v3768qVK1qwYEGKjSE5J8nSrFkzBQUFadCgQZY1hAoVKqQRI0ZY2owYMUIHDx7UJ598kmKvI7XEcEaSJSAgQIMHD9a0adPk4+OjPn36qEaNGskew9HX4aw4zojRuXNnpU2bVj179tSnn36qzz//XC+88IKmTJkiT09PGWM0ePBgRUdHa+HChU90DGckWZxxHdL93d1+//13TZ06VT4+Prp+/bqGDh2qfPnyqXfv3oqMjFTfvn3VtGlT9ejRgxhuHqNMmTL66KOPHrnjzq+//qpOnTppz549Nl1DaonhjASL5Jxref/997Vq1SrlzZtX+fLle2TbZcuWPdExnJFkccZ1hISE6JNPPlHhwoUtx77++mv17NlTb775pvr3708iBymbU5dWdqHg4GBz+PBhq2NbtmwxxYoVM+PGjTPGGHPu3Dm7Vorfu3evqVGjhmnbtq35888/zcmTJ83JkyfNiRMnTFBQkPnxxx8tx1JyjAe7ez3YnephD3veq3/vjFWpUiWzf/9+qzZRUVEmKCgoRccwxpimTZuaESNGWHYwCg0NNUOGDLFqM3z4cPPGG2/YHKNkyZLm+PHjlucVKlQwv//+u1WbY8eOmVKlStkcwxnXkVpi+Pv7m2XLlply5cqZ+vXrm2+//dbmvh4V4/z58+bMmTOmd+/ext/f37zyyismPDzcXL58OdliOPo6nBXHGTHKlStnjhw5Yoy5v9tTsWLFEvxMOXz4sAkJCXniY3Tq1Mm89dZbJioqyowcOdIEBweb7t27mzt37hhj7u/sNnDgQNO+ffsUfR3G3P/dceDAAatj165dM0FBQSY2NtYYY0xERISpXr06MVJBjAoVKph9+/Y9ss2ePXvs+rpKLTFKly5tfv3110e22b9/v93fg864FmOMmTRpkqlYsaJlh0VHSA0xhgwZYvz9/U2NGjVMaGjoIx/2cPR1VKpUKcFnaWOMWbFihfH39zeLFy+2+9+GgCM5dtW5FMTLy0uxsbFWx1588UUNHjxYixYt0pIlS+yOUa5cOX3++efKkSOHwsLCdPbsWeXLl0/58+eXJPn6+ipfvnz/mVl2dYylS5cqT548Kl++vDZs2KCtW7dq69at+uabb5QhQwYtW7bM8txWHh4eVrtJ+Pj4KD4+3qrN3bt35e3tnaJjSP83be9BCfeRI0f0xhtvWLVp06aNXdn8p59+WgcOHLA8f/bZZ3X69GmrNsePH7erdNkZ15FaYkjSyy+/rA0bNsjf319hYWFq3LixVq5cadk1Kbn4+vpq0qRJWr9+vYoWLaoPPvhAlStX1muvvab3339fkydPtqt/Z12HM+I4Ooa3t7euXbsm6f4irvfu3bNM133gxo0bdq0rlFpi/Pzzz+rXr5/8/f3Vv39/3bhxQ506dbJUSnl4eKh9+/b67bffUvR1SPcXGb59+3aix65fvy7p/vepPV9nxEg5MV566SUNGDBAO3bsUFxcnNW5u3fvKiIiQoMGDdJLL71k2wWkohje3t66c+fOI9v8+17ZwhnXIkm9evVSgQIFNGXKFLv6Se0xRowYoc6dOys2NlbTpk3TsmXLHvqwh6OvIyQkRB988IHOnTtndbxFixbq0KGDxo0bp/nz5zskNpAcnphEjrO+WTNnzqxJkybp7bffVlhYmKZMmaK7d+/a3a8zYzgjWWSMUYsWLdStWzdNnjxZvr6+mjFjhu7duyfp/honY8eOtWuLUmfEkJyTZGnRooUGDhyoTz75RFevXlXPnj01ceJE7dixQ2fPntWWLVs0ZMgQNWnSJEVfR2qJ8YAjkyz/3jbX399fY8eOVUREhKZOnaqyZcvq77//1rfffmvvZTg8WeTMOI6MUbt2bQ0aNEjLly/X22+/rbx582revHk6e/aspPvTcz/44AO71ulJLTGckWRxxnVIUoUKFTR06FAdO3ZM0v2NEYYOHaqCBQsqR44cunTpkqZPn27X+mTESDkxBgwYoDJlyqhz584qXbq0KleurJo1a6py5coKCgpS+/btVapUKQ0cONDma0gtMZyVYHHGtUj3f++OGjVKRYsWtaufJyGGMxJSjr6O/v3769KlS6pataq2b99uda5fv35q3769li5d6pDYQHJ4YtbIiY6OVqdOnXT48GHNnz9fVapUsTo/YcIELVy40K61Zf7t5MmT6t+/v27fvq3Dhw9r48aNybZbg7NirF+/XmPGjNEbb7yht99+W8HBwfr888/tjvHTTz/pjz/+0J9//qk//vhDhw4d0vXr17V3715lzpxZpUuXVs6cObV48WKbYzkjhiQtXLhQs2bNUr9+/VS/fn1FRUXp/fff1+DBg/X8889r//79GjVqlJo2baqePXvaHGf27Nn68MMPFRsbq6xZs+r27dtWVWbNmjXT8OHDlTZt2hR7Haklxr8X0n4gNjZWO3bsUGRkpA4ePKjz58/riy++sCnGv9d4cgRnXIez4jgjxs2bNzVixAht3bpVOXLk0JgxYxQVFaVRo0YpZ86cunz5svLnz6+lS5favDV4aokxfPhw7d27Vy1atNCmTZt05swZFSxYUB988IF8fHx0/vx59ejRQ/ny5bN57QxnXId0PyHUrl07HT58WNmzZ9fVq1eVJUsWzZ07V6VKlVKLFi107tw5zZ8/X8899xwxUkEMSTp79qz27dunmJgY3bp1S97e3vL19VXZsmXt+npKTTHi4uI0dOhQrV+/Xh4eHsqePbu8vLwUFxeny5cvKz4+XvXq1dOoUaPsrn529LUg6Y4cOaI9e/aoZcuWrh6KzeLi4rRv3z49//zzypUrV4Lze/bs0caNG63WpARSiicmkSO55ps1Pj5ec+bM0Zo1a/Txxx8n2zaozozhjISUdD/Z5uvrK0navn27ypQpo0yZMrlFDEcnWR64deuWIiMj9ddff+n69evy9PSUr6+vypUrlyz33RnXkRpiOCPJsnbtWtWvX9+h23874zqcFcdZ15KYX375RT/99JN8fX1Vo0YNZciQ4YmP4awkS2Ic8V7dvXtX33//vY4fP67cuXOratWqlqq+v//+W/ny5bP75zsxUlaMBy5fvqzY2FhlzJhRWbJkSZY+U1sMZydY3P39Sm0xnIH3CkjoiUrkPBAdHa0LFy7ozp07ypIli/LmzZvsH4pTS4wHHJksSi3vlaOTLA84+lqccR3uHsMZSZZ/ctQ9d9Z1OCNOarknqTHGPzkqIeWs60gt94QYjxYREaEFCxZo3759Vmu8ZMyYUWXKlFGnTp3snpadWmL8kyP/IZxa3q/UEuOfHHXfU+N7BSSnJyqR8/nnn2v69Ok6deqU1fG0adOqdOnSeuedd1SuXDli/IMjP4iltvdKcv/36wF3/gCemmKktnvurDjufk9SS4wH3P1+OCsOMVJGjE2bNql///566aWXVL58eeXOnVvp06dXbGysYmJiFBERoa+++kqTJk2yee2X1BJDcs4/hFPL+5VaYkiOv++p6b0CHMZV22U52xdffGHKlClj5syZY77//nvz8ccfm1q1apnw8HDz/fffmwEDBpjixYubnTt3PvExjDFm/fr1platWpZtyB88AgMDTWhoqNm7d69d/aem98qY1PF+OeM6iPH4UtM9d1ac1HBPUksMY1LH/XBWHGKknBgvv/yyWbhw4SPbLFy40NSrV8+m/lNTjI0bN5rAwEDTu3dvs2rVKvP999+b3bt3m++//96sWrXK9O7d2wQGBprNmzfbHMOY1PN+pZYYzrjvqeW9AhzpiUnkNGzY0GzcuNHq2IEDB0ytWrUsz+fNm2eaN2/+xMdwxgex1PJeGZN63q/U8AE8NcVILffcWXFSyz1JLTFSy/1wVhxipJwYpUqVMkePHn1kmyNHjpiSJUva1H9qiuGsfwinlvcrtcRwxn1PLe8V4EhPTCInKCgowTfr3bt3TdGiRU1MTIwxxpj/1969B0VVt3EA/64KhkKCgkiaIjQCLgii4SXXDcdLA4WONmnljgIqBonhDaNAUVAHWHUVL6hpKqQ5iqHlrSzNERsFncq8ZAOCFxQUwTso/N4/HHdeBvQ1effA/vh+Zvhj9xzO95znYZizz5w95/Lly8LHx6fJZyhxIiZLrYSQp14ynIDLlCFLz5XKkaUnsmTI0g+lcpjReDJGjhwpDAbDc9dJSUkRQUFBL7V9mTKU+iAsS71kyVCi77LUisiUWjT0V7uU4urqim+++QZffPGF8b09e/agZcuWxidYnThxol5315cl49KlS/Dw8KjxXrdu3XD16lWUlJTAwcEBgYGBWLVq1UtnyFIrQJ56KXEczHhxsvRcqRxZeiJLhiz9UCqHGY0nY8aMGZg8eTKOHj2Kvn37wsnJyfhI7eLiYhw/fhy///57vf52ZclwdXXF7t27ERkZ+cx1du7cCWdn55fOAOSplywZSvRdlloRmVKTGeRMnToVkyZNwp9//olevXqhqKgIBw4cQEREBFQqFRISErB169Z6PXpclgwlTsRkqRUgT71kOAGXKUOWniuVI0tPZMmQpR9K5TCj8WT069cPmZmZ2LhxI3766Sdcu3YNDx8+RMuWLeHk5ITevXtj7ty5eOONN176GGTJUOqDsCz1kiVDib7LUisik2roS4KUlJOTI8LDw0VgYKAIDg4WO3fuNC5LT08X2dnZzBBC/Prrr8Ld3V2MHj1aJCUliaioKKFWq8XKlSuFEELMnz9fqNVqsWPHjnrlyFArIeSplxLHwYx/R4aeK5UjS09kyZCpH0rlMKPxZOTn54tly5aJ+fPni0OHDtVafufOHTF79mxmCCH++ecfERsbKwICAoSvr6/o3r276NmzpwgICBBxcXHiwoUL9dr+U7LUS5YMJfouS62ITKVJPX6cXlxubi7Wr1+PgoICtG/fHkFBQRgxYgQAICMjAy4uLujXr1/D7mQjIku9lDgOZjQuSh0He9L0sB9kjnJzcxEaGor27dtDpVKhsLAQQ4cORXJyMiwtLQEAN27cgEajwdmzZ5t0BgBcvHgRu3fvRnl5OTQaDbRabY3ld+/eRWJiIhYuXPjSGbLUS5YMwPR9l6lWRCbT0JMkIiIiIqLG4MMPPxTz5s0zvt63b5/w9fUVoaGh4tGjR0IIIUpKSoS7u3uTz8jJyRHe3t5iyJAhYujQocLd3V1ERkaKiooK4zr1zRBCnnrJkqFE32WpFZEpNZl75Oh0OqhUqhdad9OmTU06Qwms1b8j07HQi2HPGx9Z/m/J8rel1HHI0hNmvJjz58/XuIpg2LBhcHBwQGhoKKKjo6HX6//1NmXN0Ov1GDVqFGJjYwEA+/fvR0xMDMLDw7F69Wq0aPH/+ZghS71kyVCi77LUisiUmswgZ8CAATAYDOjatSt69OjBjOdQ4kRMlloB8tRLhhNwmTJk6blSObL0RJYMWfqhVA4zGk+GtbU1bt68iS5duhjf8/X1RXJyMiIjI2Fvb4+JEycyA8p9EJalXrJkKNF3WWpFZEpNZpATFhYGa2tr6PV6pKWloVOnTsx4BiVOxGSpFSBPvWQ4AZcpQ5aeK5UjS09kyZClH0rlMKPxZGi1WsTHxyM+Ph5qtRoWFhYAgMGDByMmJgYJCQkoKipiBpT7ICxLvWTJUKLvstSKyKQa+rtdSgsLCxNTpkxhxv+Qnp4uevbsKS5dumSyDCHkqJUQ8tRLieNgxr8jQ8+VypGlJ7JkyNQPpXKY0fAZZWVlIjg4WLi7u4vDhw/XWp6RkSHUanW97pshS0ZsbKwICgoSp06dEpWVlTWWbd68Wbi5uYkpU6bU+x4jstRLlgwl+i5LrYhMqckNcq5fvy5+/vlnZrwAJU7EZKmVEPLUy5xPwGXMkKXnSuXI0hNZMmTph1I5zGg8GQUFBeL27dt1LsvLyxOrV69u8hlKfxA293rJkqFk3829VkSmxMeP0zMVFxfjr7/+gr+/f0PvilmQpV5KHAczGheljoM9aXrYDyL5FRYWws7ODjY2NrWW5efn48CBAwgLC2uAPSNTYt+JGhYHOUREREREREREZqJZQ+8AERERERERERG9GA5yiIiIiIiIiIjMBAc5RERERERERERmgoMcIiIiE9LpdHBzc6vx4+7uDl9fX4wcORJZWVn/epuDBg3C7NmzTbC3/3+pqalwc3PDt99+W+fy8+fPw9PTE1FRUQrvGREREZF5atHQO0BERCS77t27Y86cOcbXVVVVuHbtGr7++mvMmjULtra20Gq1DbiHphMWFoYDBw4gOTkZb7/9NhwdHY3LqqqqEBMTAzs7uxr1ISIiIqJn4xU5REREJmZtbQ0fHx/jT69evRAYGIj169fDwsICmZmZDb2LJmNhYYGFCxfiwYMHiI+Pr7Fsw4YNOH36NBITE2Fra9swO0hERERkZjjIISIiaiAtW7aEpaUlVCqV8b3q6mqsWbMGQ4YMgaenJ4YNG4bNmzc/dzsVFRVISkqCVquFp6cn3nvvPezZs6fGOg8fPoRer8fQoUPh6ekJX19fBAcH4+zZs8Z1SktLMX36dLz11lvw8vLC8OHD8d1339XYztWrVzFt2jT4+fnB29sb48aNw5kzZ567f2q1GhMmTMDBgwexb98+AEBhYSGWL1+O0aNHY+DAgQCAsrIyxMXFoX///vDy8sIHH3yAY8eO1dhWaWkp4uPj4e/vD09PT/j5+SEiIgKXL182rqPT6TBjxgxERkbCx8cHwcHBz90/IiIiInPCr1YRERGZmBACjx8/Nr6uqqrClStXsGLFCty7dw/Dhw83Lps7dy4yMzMRFhaGnj174sSJE1iwYAFu376NiIiIOrcdERGBkydPIjIyEq6urvjxxx8RFRWFyspKjBgxAgAwa9Ys5OTkYNq0aejcuTMKCgpgMBgwffp0/PDDD1CpVJg5cyZu3ryJ+Ph4WFtbIysrC9HR0ejQoQP69u2L0tJSjBkzBlZWVoiNjYWVlRU2btyIjz/+GNu3b4erq+szaxAREYGDBw9i0aJF0Gq1mD9/PhwcHBAdHQ3gyTBq3LhxuHHjBqKiotC+fXvs2LEDEyZMwLp169CvXz8IIRAWFoby8nLMmDED9vb2OH/+PJYuXYo5c+bgq6++Mubt3bsXQUFBWLVqFaqrq+vbQiIiIqJGg4McIiIiEztx4gTUanWN91QqFbp16waDwQB/f38AQH5+PrZt24Zp06Zh0qRJAIABAwZApVIhLS0NH330Eezs7GpsJzs7G0eOHMGSJUsQEBAAANBoNHjw4AFSUlLw7rvvorq6Gvfu3cOXX35pXMfPzw93797FokWLcOPGDTg4OOD48eOIiIjA4MGDjevY2trC0tISALBx40aUlZVhy5Yt6NixIwBg4MCBCAgIgMFgwLJly55ZA0tLSyxYsABjxozBxIkTkZubi/T0dLRu3RoAkJWVhXPnzmHbtm3w9vY2blun0yElJQU7duxAcXExrKysEB0djd69ewMA+vTpg8LCwlo3U7awsEB8fLxx34mIiIhkwUEOERGRianVauP9YYqLi7F06VI8evQIS5cuhYuLi3G93377DUIIDBo0qMYVPIMGDcKqVauQm5trHLI8dezYMahUKmi12lq/s2vXLly4cAEeHh7Gq1WuX7+O/Px8XLx4Eb/88gsAoLKyEsCTocjy5ctx5swZaDQaaLVa4xUzT7M8PDzg6OhozGrWrBkGDhyIXbt2/c869OjRAyEhIVi7di1CQ0PRq1evGtt2cHCAWq2ucRz+/v5ISkpCeXk5HB0dsWnTJgghcPnyZRQUFCAvLw8nT540HsNTLi4uHOIQERGRlDjIISIiMrHWrVvDy8vL+Nrb2xtBQUEICQlBZmYm2rZtC+DJPWIAIDAwsM7tXL9+vdZ7ZWVlEELA19e3zt8pLi6Gh4cHjhw5ggULFiAvLw+tW7eGu7s7WrVqBeDJ17MAYMmSJVi9ejX27t2L/fv3o1mzZujfvz/mzZuHjh07oqysDAUFBbWuLnrqwYMHsLKyem4tNBoN1q5dW+spXWVlZSgpKXnmtktKStCmTRvs2rULixcvRlFREWxtbeHh4YFXXnml1vpPr/QhIiIikg0HOURERAqzt7dHXFwcpk6disTEROj1egDAq6++CuDJV5jqGkS89tprtd6zsbFBq1atsGnTpjqzunTpgsLCQuNXptLS0vD6669DpVIhIyMDR44cqbGtmTNnYubMmcjLy8PBgwexcuVKxMfHY82aNbCxsYGfnx9mzZpVZ1Z9roCxsbGBs7MzUlJS6lzeqVMn5OTkIDo6GjqdDqGhocZHmSclJSE3N/els4mIiIjMCZ9aRURE1ADeeecdaDQafP/99zh+/DgAGO/7cuvWLXh5eRl/SktLYTAYjFfs/Dc/Pz/cv38fQogav/P3339jxYoVePz4MU6fPo2KigpMmjQJnTt3Nj4l6+kQRwiBK1euQKvVGp8q5eLigokTJ6J///64evWqMSs/Px9du3atkZWVlYXt27ejefPmL10PPz8/FBUVoV27djW2ffToUaxbtw7NmzfHqVOnUF1djSlTphiHOFVVVcjOzgYA3tSYiIiImgRekUNERNRAYmJiEBQUhISEBOzcuRNubm4ICgpCbGwsrly5Ak9PT+Tn52PJkiXo1KkTnJ2da21Dq9XizTffRHh4OMLDw+Hq6oo//vgDy5Ytg0ajQdu2baFWq9GiRQskJycjJCQElZWVyMzMxKFDhwAA9+/fh5ubGzp06ICEhATcvXsXnTt3xunTp3H48GGEhYUBAMaPH4+srCyMHz8eISEhsLOzw549e7Bt2zZ8/vnn9arFyJEjkZ6ejuDgYEyePBlOTk7Izs7G2rVrMXbsWFhYWKBHjx4AgHnz5mHUqFEoLy9HRkYGzp07ZzwOa2vreu0HERERUWPHQQ4REVEDcXFxgU6nw/r167FlyxaMHTsWCxcuRFpaGrZu3Ypr166hXbt2CAgIwGeffVbnFS/NmjXDmjVrYDAYkJaWhps3b8LR0RHBwcHGx5V36dIFer0eqamp+OSTT9CmTRv4+Phg8+bN0Ol0yMnJgZubG1JTU7F48WIYDAbcunULTk5O+PTTT41P0HJ0dMTWrVuh1+sxd+5cVFRUwNnZGYmJiXj//ffrVYtWrVohIyMDer0eycnJuHPnDjp27Ijp06cjJCQEwJObMcfFxWHDhg3Yt28f7O3t0adPH6SmpiIiIgK5ubm17r1DREREJBuVeHqHQyIiIiIiIiIiatR4jxwiIiIiIiIiIjPBQQ4RERERERERkZngIIeIiIiIiIiIyExwkENEREREREREZCY4yCEiIiIiIiIiMhMc5BARERERERERmQkOcoiIiIiIiIiIzAQHOUREREREREREZoKDHCIiIiIiIiIiM8FBDhERERERERGRmeAgh4iIiIiIiIjITHCQQ0RERERERERkJv4Dijf1N4upokoAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "release_year_counts = data.groupby([\"Type\", \"ReleaseYear\"]).size().unstack()\n",
    "\n",
    "plt.figure(figsize=(15, 6))\n",
    "sns.set_theme(style=\"darkgrid\")\n",
    "\n",
    "heatmap = sns.heatmap(data=release_year_counts)\n",
    "heatmap.collections[0].colorbar.remove()\n",
    "\n",
    "cbar = plt.colorbar(heatmap.collections[0], ax=heatmap)\n",
    "cbar.set_label('Count', rotation=270, labelpad=15)\n",
    "plt.xlabel(\"Release Year\")\n",
    "plt.ylabel(\"Type\")\n",
    "plt.title(\"Counts of Content Releases by Year\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2727027c",
   "metadata": {
    "papermill": {
     "duration": 0.054417,
     "end_time": "2024-02-21T09:21:09.545774",
     "exception": false,
     "start_time": "2024-02-21T09:21:09.491357",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Based on the heatmap, movie releases appear predominant across most years, with an increasing trend in total releases over time. TV show releases may exhibit a different distribution, while other content types likely have a smaller presence. Additional context on the color legend and data source would enhance interpretation."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b5abf2a",
   "metadata": {
    "papermill": {
     "duration": 0.055215,
     "end_time": "2024-02-21T09:21:09.655150",
     "exception": false,
     "start_time": "2024-02-21T09:21:09.599935",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Insights"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c62401d8",
   "metadata": {
    "papermill": {
     "duration": 0.055435,
     "end_time": "2024-02-21T09:21:09.763983",
     "exception": false,
     "start_time": "2024-02-21T09:21:09.708548",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### Based on Non Graphical Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3e5827f2",
   "metadata": {
    "papermill": {
     "duration": 0.061749,
     "end_time": "2024-02-21T09:21:09.880705",
     "exception": false,
     "start_time": "2024-02-21T09:21:09.818956",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "1. **Content Preference and Acquisition Strategy**:\n",
    "   - Netflix prioritizes movie acquisition (70% vs. 30% TV shows), aligning updates with key dates for viewer engagement.\n",
    "   \n",
    "2. **Content Diversity and Release Patterns**:\n",
    "   - Frequent  content addition to ensure a refreshed library.\n",
    "   \n",
    "3. **Audience Targeting and Content Rating**:\n",
    "   - TV-MA content dominates (60%), catering to audiences  above ages 18\n",
    "   \n",
    "4. **Content Duration and Viewer Preferences**:\n",
    "   - Netflix offers diverse durations, acknowledging viewer preferences for short-form content like movies and long-form content like TV-Shows with duration spanning over  1 season - 3 seasons .\n",
    "   \n",
    "5. **Director and Cast Information**:\n",
    "    - Directors like Rajiv Chilaka and Jan Suter, among others, have directed nearly 20 movies each. Meanwhile, Anupam Kher has appeared in approximately 40 movies and TV shows combined.\n",
    "   \n",
    "6. **Regional Content Strategy**:\n",
    "   - Netflix adapts content offerings based on regional preferences, emphasizing \"International Movies\" to appeal globally."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3ba1702a",
   "metadata": {
    "papermill": {
     "duration": 0.053002,
     "end_time": "2024-02-21T09:21:09.995417",
     "exception": false,
     "start_time": "2024-02-21T09:21:09.942415",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "#### Based on Visual Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48da4417",
   "metadata": {
    "papermill": {
     "duration": 0.052067,
     "end_time": "2024-02-21T09:21:10.163032",
     "exception": false,
     "start_time": "2024-02-21T09:21:10.110965",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "1. **Content Dominance and COVID-19 Impact**:\n",
    "   - Netflix saw a surge in movie additions during 2019-2022, likely responding to increased demand of digital content during the pandemic.\n",
    "   \n",
    "2. **Content Consumption Trends**:\n",
    "   - The rise in TV shows on Netflix reflects increasing popularity and a shift towards serialized storytelling, catering to evolving viewer preferences.\n",
    "\n",
    "3. **Geographical Contribution and Genre Preference**:\n",
    "   - The US and India lead content production, reflecting Netflix's global focus. International movies are favored, showcasing Netflix's commitment to cultural diversity.\n",
    "\n",
    "4. **Release Patterns and OTT Adoption**:\n",
    "   - Recent movies are added promptly, indicating a shift in distribution strategies favoring OTT platforms.\n",
    "\n",
    "5. **Directorial Influence and Genre Trends**:\n",
    "   - Movies are frequently directed, suggesting their importance. Comedy and drama release years vary, while international movies remain consistent.\n",
    "\n",
    "6. **Content Rating Trends**:\n",
    "   - TV-MA content surged in the latter half of the 2010s, showing Netflix's response to a growing audience seeking mature content."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18e0f7a2",
   "metadata": {
    "papermill": {
     "duration": 0.052475,
     "end_time": "2024-02-21T09:21:10.268070",
     "exception": false,
     "start_time": "2024-02-21T09:21:10.215595",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Recommendations"
   ]
  },
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    "1. **Content Acquisition Strategy**:\n",
    "   - Netflix should continue prioritizing movie acquisitions, given their dominance in the platform's content offerings. However, they should also invest in acquiring a diverse range of TV shows to cater to the growing popularity of serialized storytelling.\n",
    "   - Consider partnering with production studios to secure exclusive rights to new movie releases or negotiate early access to popular titles for immediate streaming on Netflix.\n",
    "\n",
    "2. **Regional Content Strategy**:\n",
    "   - Given the significant contributions from the United States and India, Netflix should focus on expanding its library of content from these regions to cater to diverse global audiences.\n",
    "\n",
    "3. **Genre Expansion**:\n",
    "   - While international movies and dramas are popular, Netflix should also explore expanding its offerings in other genres like comedy, thriller, and documentary to cater to a multitude of audience.\n",
    "   - Invest in producing high-quality original content across diverse genres to attract and retain subscribers.\n",
    "\n",
    "4. **Content Consumption Trends**:\n",
    "   - Given the rise in demand for mature audience content, Netflix should continue investing in producing more mature TV shows and movies to cater to this audience segment.\n",
    "   - Explore partnerships with content creators and filmmakers known for producing mature-themed content to ensure a steady supply of relevant programming.\n",
    "\n",
    "5. **Release Patterns**:\n",
    "   - Addition of new anticipated movies to the platform after their theatrical release by strengthening relationships with movie studios and distributors.\n",
    "   - Invest in marketing campaigns to promote newly added titles and capitalize on the buzz surrounding their theatrical release.\n",
    "\n",
    "Overall, Netflix should maintain a balanced content strategy that includes acquiring a diverse range of movies and TV shows, expanding its regional offerings, exploring new genres, and catering to evolving viewer preferences for mature-themed and serialized content."
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