codsoft_2_movierating (1).ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "fb5469f2",
   "metadata": {},
   "source": [
    "Here I have built a model that predicts the rating of a movie based on features like genre, director, and actors. \n",
    "\n",
    "I have used regression technique to tackle this problem. The goal is to analyze historical movie data and develop a model\n",
    "that accurately estimates the rating given to a movie by users or critics.\n",
    "\n",
    "This Movie Rating Prediction project enables us to explore data analysis, preprocessing, feature engineering, and machine learning modeling techniques."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1dd9544f",
   "metadata": {},
   "source": [
    "# Import Libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "cac0e9aa",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6500f3c0",
   "metadata": {},
   "source": [
    "# Load the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d72672dd",
   "metadata": {},
   "outputs": [],
   "source": [
    "df2 = pd.read_csv(r\"C:\\Users\\dhara\\Downloads\\archive (8)\\IMDb Movies India.csv\", encoding = \"latin1\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4268b13a",
   "metadata": {},
   "source": [
    "# Explore the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9e64168e",
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Name</th>\n",
       "      <th>Year</th>\n",
       "      <th>Duration</th>\n",
       "      <th>Genre</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Votes</th>\n",
       "      <th>Director</th>\n",
       "      <th>Actor 1</th>\n",
       "      <th>Actor 2</th>\n",
       "      <th>Actor 3</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td></td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Drama</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>J.S. Randhawa</td>\n",
       "      <td>Manmauji</td>\n",
       "      <td>Birbal</td>\n",
       "      <td>Rajendra Bhatia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>#Gadhvi (He thought he was Gandhi)</td>\n",
       "      <td>(2019)</td>\n",
       "      <td>109 min</td>\n",
       "      <td>Drama</td>\n",
       "      <td>7.0</td>\n",
       "      <td>8</td>\n",
       "      <td>Gaurav Bakshi</td>\n",
       "      <td>Rasika Dugal</td>\n",
       "      <td>Vivek Ghamande</td>\n",
       "      <td>Arvind Jangid</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>#Homecoming</td>\n",
       "      <td>(2021)</td>\n",
       "      <td>90 min</td>\n",
       "      <td>Drama, Musical</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Soumyajit Majumdar</td>\n",
       "      <td>Sayani Gupta</td>\n",
       "      <td>Plabita Borthakur</td>\n",
       "      <td>Roy Angana</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>#Yaaram</td>\n",
       "      <td>(2019)</td>\n",
       "      <td>110 min</td>\n",
       "      <td>Comedy, Romance</td>\n",
       "      <td>4.4</td>\n",
       "      <td>35</td>\n",
       "      <td>Ovais Khan</td>\n",
       "      <td>Prateik</td>\n",
       "      <td>Ishita Raj</td>\n",
       "      <td>Siddhant Kapoor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>...And Once Again</td>\n",
       "      <td>(2010)</td>\n",
       "      <td>105 min</td>\n",
       "      <td>Drama</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Amol Palekar</td>\n",
       "      <td>Rajat Kapoor</td>\n",
       "      <td>Rituparna Sengupta</td>\n",
       "      <td>Antara Mali</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "                                 Name    Year Duration            Genre  \\\n",
       "0                                         NaN      NaN            Drama   \n",
       "1  #Gadhvi (He thought he was Gandhi)  (2019)  109 min            Drama   \n",
       "2                         #Homecoming  (2021)   90 min   Drama, Musical   \n",
       "3                             #Yaaram  (2019)  110 min  Comedy, Romance   \n",
       "4                   ...And Once Again  (2010)  105 min            Drama   \n",
       "\n",
       "   Rating Votes            Director       Actor 1             Actor 2  \\\n",
       "0     NaN   NaN       J.S. Randhawa      Manmauji              Birbal   \n",
       "1     7.0     8       Gaurav Bakshi  Rasika Dugal      Vivek Ghamande   \n",
       "2     NaN   NaN  Soumyajit Majumdar  Sayani Gupta   Plabita Borthakur   \n",
       "3     4.4    35          Ovais Khan       Prateik          Ishita Raj   \n",
       "4     NaN   NaN        Amol Palekar  Rajat Kapoor  Rituparna Sengupta   \n",
       "\n",
       "           Actor 3  \n",
       "0  Rajendra Bhatia  \n",
       "1    Arvind Jangid  \n",
       "2       Roy Angana  \n",
       "3  Siddhant Kapoor  \n",
       "4      Antara Mali  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f95b4e58",
   "metadata": {},
   "outputs": [
    {
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15504</th>\n",
       "      <td>Zulm Ko Jala Doonga</td>\n",
       "      <td>(1988)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Action</td>\n",
       "      <td>4.6</td>\n",
       "      <td>11</td>\n",
       "      <td>Mahendra Shah</td>\n",
       "      <td>Naseeruddin Shah</td>\n",
       "      <td>Sumeet Saigal</td>\n",
       "      <td>Suparna Anand</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15505</th>\n",
       "      <td>Zulmi</td>\n",
       "      <td>(1999)</td>\n",
       "      <td>129 min</td>\n",
       "      <td>Action, Drama</td>\n",
       "      <td>4.5</td>\n",
       "      <td>655</td>\n",
       "      <td>Kuku Kohli</td>\n",
       "      <td>Akshay Kumar</td>\n",
       "      <td>Twinkle Khanna</td>\n",
       "      <td>Aruna Irani</td>\n",
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       "    <tr>\n",
       "      <th>15506</th>\n",
       "      <td>Zulmi Raj</td>\n",
       "      <td>(2005)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Action</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Kiran Thej</td>\n",
       "      <td>Sangeeta Tiwari</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>15507</th>\n",
       "      <td>Zulmi Shikari</td>\n",
       "      <td>(1988)</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Action</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>15508</th>\n",
       "      <td>Zulm-O-Sitam</td>\n",
       "      <td>(1998)</td>\n",
       "      <td>130 min</td>\n",
       "      <td>Action, Drama</td>\n",
       "      <td>6.2</td>\n",
       "      <td>20</td>\n",
       "      <td>K.C. Bokadia</td>\n",
       "      <td>Dharmendra</td>\n",
       "      <td>Jaya Prada</td>\n",
       "      <td>Arjun Sarja</td>\n",
       "    </tr>\n",
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      "text/plain": [
       "                      Name    Year Duration          Genre  Rating Votes  \\\n",
       "15504  Zulm Ko Jala Doonga  (1988)      NaN         Action     4.6    11   \n",
       "15505                Zulmi  (1999)  129 min  Action, Drama     4.5   655   \n",
       "15506            Zulmi Raj  (2005)      NaN         Action     NaN   NaN   \n",
       "15507        Zulmi Shikari  (1988)      NaN         Action     NaN   NaN   \n",
       "15508         Zulm-O-Sitam  (1998)  130 min  Action, Drama     6.2    20   \n",
       "\n",
       "            Director           Actor 1         Actor 2        Actor 3  \n",
       "15504  Mahendra Shah  Naseeruddin Shah   Sumeet Saigal  Suparna Anand  \n",
       "15505     Kuku Kohli      Akshay Kumar  Twinkle Khanna    Aruna Irani  \n",
       "15506     Kiran Thej   Sangeeta Tiwari             NaN            NaN  \n",
       "15507            NaN               NaN             NaN            NaN  \n",
       "15508   K.C. Bokadia        Dharmendra      Jaya Prada    Arjun Sarja  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df2.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3cec362a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 15509 entries, 0 to 15508\n",
      "Data columns (total 10 columns):\n",
      " #   Column    Non-Null Count  Dtype  \n",
      "---  ------    --------------  -----  \n",
      " 0   Name      15509 non-null  object \n",
      " 1   Year      14981 non-null  object \n",
      " 2   Duration  7240 non-null   object \n",
      " 3   Genre     13632 non-null  object \n",
      " 4   Rating    7919 non-null   float64\n",
      " 5   Votes     7920 non-null   object \n",
      " 6   Director  14984 non-null  object \n",
      " 7   Actor 1   13892 non-null  object \n",
      " 8   Actor 2   13125 non-null  object \n",
      " 9   Actor 3   12365 non-null  object \n",
      "dtypes: float64(1), object(9)\n",
      "memory usage: 1.2+ MB\n"
     ]
    }
   ],
   "source": [
    "df2.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "40b6d658",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <td>7919.000000</td>\n",
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       "      <td>5.841621</td>\n",
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       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>1.381777</td>\n",
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       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.100000</td>\n",
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       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>4.900000</td>\n",
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       "      <th>50%</th>\n",
       "      <td>6.000000</td>\n",
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       "      <th>75%</th>\n",
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       "            Rating\n",
       "count  7919.000000\n",
       "mean      5.841621\n",
       "std       1.381777\n",
       "min       1.100000\n",
       "25%       4.900000\n",
       "50%       6.000000\n",
       "75%       6.800000\n",
       "max      10.000000"
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     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "df2.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f649dafe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Name           0\n",
       "Year         528\n",
       "Duration    8269\n",
       "Genre       1877\n",
       "Rating      7590\n",
       "Votes       7589\n",
       "Director     525\n",
       "Actor 1     1617\n",
       "Actor 2     2384\n",
       "Actor 3     3144\n",
       "dtype: int64"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df2.isnull().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b917bac9",
   "metadata": {},
   "source": [
    "# Clean the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "60df3c77",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Fill missing values for categorical columns with 'Unknown'\n",
    "df2['Genre'].fillna('Unknown', inplace=True)\n",
    "df2['Director'].fillna('Unknown', inplace=True)\n",
    "df2['Actor 1'].fillna('Unknown', inplace=True)\n",
    "df2['Actor 2'].fillna('Unknown', inplace=True)\n",
    "df2['Actor 3'].fillna('Unknown', inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "38ae1cdd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 15509 entries, 0 to 15508\n",
      "Data columns (total 10 columns):\n",
      " #   Column    Non-Null Count  Dtype  \n",
      "---  ------    --------------  -----  \n",
      " 0   Name      15509 non-null  object \n",
      " 1   Year      14981 non-null  object \n",
      " 2   Duration  7240 non-null   object \n",
      " 3   Genre     15509 non-null  object \n",
      " 4   Rating    7919 non-null   float64\n",
      " 5   Votes     7920 non-null   object \n",
      " 6   Director  15509 non-null  object \n",
      " 7   Actor 1   15509 non-null  object \n",
      " 8   Actor 2   15509 non-null  object \n",
      " 9   Actor 3   15509 non-null  object \n",
      "dtypes: float64(1), object(9)\n",
      "memory usage: 1.2+ MB\n"
     ]
    }
   ],
   "source": [
    "df2.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "be54f8fa",
   "metadata": {},
   "outputs": [],
   "source": [
    "df2['Year'] = df2['Year'].str.extract('(\\d{4})').astype(float)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b953f9e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "df2['Duration'] = df2['Duration'].str.replace(' min', '').astype(float)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "8824ce4f",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\dhara\\AppData\\Local\\Temp\\ipykernel_2488\\946206935.py:1: FutureWarning: The default value of regex will change from True to False in a future version. In addition, single character regular expressions will *not* be treated as literal strings when regex=True.\n",
      "  df2['Votes'] = df2['Votes'].str.replace(',', '').str.replace('$', '').str.replace('M', '').astype(float)\n"
     ]
    }
   ],
   "source": [
    "# Convert 'Votes' to numerical format and fill missing values with median\n",
    "df2['Votes'] = df2['Votes'].str.replace(',', '').str.replace('$', '').str.replace('M', '').astype(float)\n",
    "df2['Votes'].fillna(df2['Votes'].median(), inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "4450e415",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Name           0\n",
       "Year         528\n",
       "Duration    8269\n",
       "Genre          0\n",
       "Rating      7590\n",
       "Votes          0\n",
       "Director       0\n",
       "Actor 1        0\n",
       "Actor 2        0\n",
       "Actor 3        0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df2.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "50f87387",
   "metadata": {},
   "outputs": [
    {
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       "      <td>Manmauji</td>\n",
       "      <td>Birbal</td>\n",
       "      <td>Rajendra Bhatia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>#Gadhvi (He thought he was Gandhi)</td>\n",
       "      <td>2019.0</td>\n",
       "      <td>109.0</td>\n",
       "      <td>Drama</td>\n",
       "      <td>7.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>Gaurav Bakshi</td>\n",
       "      <td>Rasika Dugal</td>\n",
       "      <td>Vivek Ghamande</td>\n",
       "      <td>Arvind Jangid</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>#Homecoming</td>\n",
       "      <td>2021.0</td>\n",
       "      <td>90.0</td>\n",
       "      <td>Drama, Musical</td>\n",
       "      <td>NaN</td>\n",
       "      <td>55.0</td>\n",
       "      <td>Soumyajit Majumdar</td>\n",
       "      <td>Sayani Gupta</td>\n",
       "      <td>Plabita Borthakur</td>\n",
       "      <td>Roy Angana</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>#Yaaram</td>\n",
       "      <td>2019.0</td>\n",
       "      <td>110.0</td>\n",
       "      <td>Comedy, Romance</td>\n",
       "      <td>4.4</td>\n",
       "      <td>35.0</td>\n",
       "      <td>Ovais Khan</td>\n",
       "      <td>Prateik</td>\n",
       "      <td>Ishita Raj</td>\n",
       "      <td>Siddhant Kapoor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>...And Once Again</td>\n",
       "      <td>2010.0</td>\n",
       "      <td>105.0</td>\n",
       "      <td>Drama</td>\n",
       "      <td>NaN</td>\n",
       "      <td>55.0</td>\n",
       "      <td>Amol Palekar</td>\n",
       "      <td>Rajat Kapoor</td>\n",
       "      <td>Rituparna Sengupta</td>\n",
       "      <td>Antara Mali</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                 Name    Year  Duration            Genre  \\\n",
       "0                                         NaN       NaN            Drama   \n",
       "1  #Gadhvi (He thought he was Gandhi)  2019.0     109.0            Drama   \n",
       "2                         #Homecoming  2021.0      90.0   Drama, Musical   \n",
       "3                             #Yaaram  2019.0     110.0  Comedy, Romance   \n",
       "4                   ...And Once Again  2010.0     105.0            Drama   \n",
       "\n",
       "   Rating  Votes            Director       Actor 1             Actor 2  \\\n",
       "0     NaN   55.0       J.S. Randhawa      Manmauji              Birbal   \n",
       "1     7.0    8.0       Gaurav Bakshi  Rasika Dugal      Vivek Ghamande   \n",
       "2     NaN   55.0  Soumyajit Majumdar  Sayani Gupta   Plabita Borthakur   \n",
       "3     4.4   35.0          Ovais Khan       Prateik          Ishita Raj   \n",
       "4     NaN   55.0        Amol Palekar  Rajat Kapoor  Rituparna Sengupta   \n",
       "\n",
       "           Actor 3  \n",
       "0  Rajendra Bhatia  \n",
       "1    Arvind Jangid  \n",
       "2       Roy Angana  \n",
       "3  Siddhant Kapoor  \n",
       "4      Antara Mali  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df2.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "5c866d48",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Drop rows with missing Rating\n",
    "df2.dropna(subset=['Rating'], inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "da60f436",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Name</th>\n",
       "      <th>Year</th>\n",
       "      <th>Duration</th>\n",
       "      <th>Genre</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Votes</th>\n",
       "      <th>Director</th>\n",
       "      <th>Actor 1</th>\n",
       "      <th>Actor 2</th>\n",
       "      <th>Actor 3</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>#Gadhvi (He thought he was Gandhi)</td>\n",
       "      <td>2019.0</td>\n",
       "      <td>109.0</td>\n",
       "      <td>Drama</td>\n",
       "      <td>7.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>Gaurav Bakshi</td>\n",
       "      <td>Rasika Dugal</td>\n",
       "      <td>Vivek Ghamande</td>\n",
       "      <td>Arvind Jangid</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>#Yaaram</td>\n",
       "      <td>2019.0</td>\n",
       "      <td>110.0</td>\n",
       "      <td>Comedy, Romance</td>\n",
       "      <td>4.4</td>\n",
       "      <td>35.0</td>\n",
       "      <td>Ovais Khan</td>\n",
       "      <td>Prateik</td>\n",
       "      <td>Ishita Raj</td>\n",
       "      <td>Siddhant Kapoor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>...Aur Pyaar Ho Gaya</td>\n",
       "      <td>1997.0</td>\n",
       "      <td>147.0</td>\n",
       "      <td>Comedy, Drama, Musical</td>\n",
       "      <td>4.7</td>\n",
       "      <td>827.0</td>\n",
       "      <td>Rahul Rawail</td>\n",
       "      <td>Bobby Deol</td>\n",
       "      <td>Aishwarya Rai Bachchan</td>\n",
       "      <td>Shammi Kapoor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>...Yahaan</td>\n",
       "      <td>2005.0</td>\n",
       "      <td>142.0</td>\n",
       "      <td>Drama, Romance, War</td>\n",
       "      <td>7.4</td>\n",
       "      <td>1086.0</td>\n",
       "      <td>Shoojit Sircar</td>\n",
       "      <td>Jimmy Sheirgill</td>\n",
       "      <td>Minissha Lamba</td>\n",
       "      <td>Yashpal Sharma</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>?: A Question Mark</td>\n",
       "      <td>2012.0</td>\n",
       "      <td>82.0</td>\n",
       "      <td>Horror, Mystery, Thriller</td>\n",
       "      <td>5.6</td>\n",
       "      <td>326.0</td>\n",
       "      <td>Allyson Patel</td>\n",
       "      <td>Yash Dave</td>\n",
       "      <td>Muntazir Ahmad</td>\n",
       "      <td>Kiran Bhatia</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                 Name    Year  Duration  \\\n",
       "1  #Gadhvi (He thought he was Gandhi)  2019.0     109.0   \n",
       "3                             #Yaaram  2019.0     110.0   \n",
       "5                ...Aur Pyaar Ho Gaya  1997.0     147.0   \n",
       "6                           ...Yahaan  2005.0     142.0   \n",
       "8                  ?: A Question Mark  2012.0      82.0   \n",
       "\n",
       "                       Genre  Rating   Votes        Director          Actor 1  \\\n",
       "1                      Drama     7.0     8.0   Gaurav Bakshi     Rasika Dugal   \n",
       "3            Comedy, Romance     4.4    35.0      Ovais Khan          Prateik   \n",
       "5     Comedy, Drama, Musical     4.7   827.0    Rahul Rawail       Bobby Deol   \n",
       "6        Drama, Romance, War     7.4  1086.0  Shoojit Sircar  Jimmy Sheirgill   \n",
       "8  Horror, Mystery, Thriller     5.6   326.0   Allyson Patel        Yash Dave   \n",
       "\n",
       "                  Actor 2          Actor 3  \n",
       "1          Vivek Ghamande    Arvind Jangid  \n",
       "3              Ishita Raj  Siddhant Kapoor  \n",
       "5  Aishwarya Rai Bachchan    Shammi Kapoor  \n",
       "6          Minissha Lamba   Yashpal Sharma  \n",
       "8          Muntazir Ahmad     Kiran Bhatia  "
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df2.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "31916971",
   "metadata": {},
   "source": [
    "# Data Visualization and Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "468a3068",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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XXnoJqampsFgszue6+/fWYc6cOfj3v/+NG2+8ES+99BLi4+OxZs0aHD9+HAAgk9nbU99++y3efvtt3HLLLejatStEUcSXX36J8vLyeuuXyQ2knWNF/sgxE9LxoVKpxLi4OHH06NHi/PnzxcLCwgbPuXJm765du8Rbb71VTElJEdVqtRgdHS2OHj1aXLduXb3nbdq0SRw0aJCoVqtFAOL9999f735FRUUtvpYoXtrJ6fPPPxf79u0rqlQqsUuXLuKiRYsaPP/kyZPixIkTxbCwMDE2NlacPXu2+N133zWYRVxaWir+9re/FSMiIkRBEOq9JhqZRXrkyBFx6tSpYnh4uKhSqcQBAwaIK1asqHeNYxbxf//733qPO2byXnl9Y7Zv3y5ef/31YnBwsKjRaMSrr75a/Oabbxq9X1tnETfnylnEoiiKVqtVfO2118QePXqISqVSjImJEadPn97kLlfPPfecCEBMSkpqsGOUKDacRSyKomg2m8V//OMf4oABA8SgoCAxJCRE7NWrl/jQQw+Jp06darbm5n6PCgoKxJCQEHHs2LGiKIqi0WgU586dK3bu3FkMCgoSr7rqKvGrr74S77///gazyZv6vW1qFnHfvn0bvH5j9z169Kg4fvx4MSgoSIyKihJnzpwprlq1SgQgHjp0SBRFUTx+/Lh41113id26dRM1Go0YHh4uDhs2TFy5cmWzPwtqO0EUW5jOSUREPuuPf/wjPv74Y5SUlEClUkldTkBhFzERkZ946aWXkJCQgK5du6K6uhrffvst3n//fbzwwgsMVwkwYImI/IRSqcTrr7+OnJwcWCwWpKWlYdGiRXj00UelLi0gsYuYiIjIA7hMh4iIyAMYsERERB7AgCUiIvIATnJqJZvNhtzcXISGhrptMT4REfkWURRRVVWFhIQE5+YdTWHAtlJubm6Te6oSEVFgyc7ObrCH9pUYsK3k2BQ8OzsbYWFhEldDRERSqKysRFJSUqsOimDAtpKjWzgsLIwBS0QU4FozVMhJTkRERB7AgCUiIvIABiwREZEHMGCJiIg8gAFLRETkAQxYIiIiD2DAEhEReQADloiIyAMYsERERB7AgCUiIvIABiwREZEHMGCJiIg8gAFLRETkAQxYIiIiD2DAEhEReQADloiIyAMYsERERB7AgCUiIvIABiwREZEHMGCJiIg8gAFLRETkAQqpCyCiwJOVlYXi4uJ23ycmJgbJycluqIjI/RiwRNShsrKy0Kt3b+hra9t9L41Wi+OZmQxZ8koMWCLqUMXFxdDX1uKep19HfHI3l+9TkHUGH732JIqLixmw5JUYsEQkifjkbkhM6yt1GUQew0lOREREHsCAJSIi8gAGLBERkQcwYImIiDyAAUtEROQBDFgiIiIPYMASERF5AAOWiIjIAxiwREREHsCAJSIi8gAGLBERkQcwYImIiDyAAUtEROQBDFgiIiIPYMASERF5AAOWiIjIAxiwREREHsCAJSIi8gAGLBERkQcwYImIiDyAAUtEROQBDFgiIiIPYMASERF5AAOWiIjIAxiwREREHsCAJSIi8gAGLBERkQcwYImIiDyAAUtEROQBDFgiIiIPYMASERF5AAOWiIjIAxiwREREHsCAJSIi8gAGLBERkQcwYImIiDyAAUtEROQBDFgiIiIPUEhdABFRe1ltIsxWG2SCAJWC7QbyDgxYIvJZ6s698MauMuz5Yj1MVhuUcgFT+yfgj6O7opcuTOryKMDxTz0i8jlWm4jDZXLopv8DP2cbYLLaAABmq4gvD1zE5H/uwLeHcyWukgIdW7BE5FPMVhvWHcpFTpUcADC2iwaPTxmM1NhgnC6sxlubTmLriSI8+slB2ETgpgEJEldMgYotWCLyGVabiO+O5CGnTA+FIKJw7SuYPSwC/RLDEaJWYGBSBN6/fyh+NzgRVpuIuf89hHPFNVKXTQGKAUtEPmPriUJcKKmFQiZgZJwF+pO7Glwjlwl47bb+uDYtBiaLDc+vPQJRFCWolgIdA5aIfMLJgipk5FYCACb164QYddOhKZMJeOWWfghSyrDzTAm+2H+xo8okcmLAEpHXqzKYseV4IQBgaJdIpMYEt/ic5GgtHh3XAwDw1uaTsNRNhCLqKAxYIvJ6204WwWixIT5MjeGp0a1+3oyRXRCpVSK7VI8fMgo8WCFRQwxYIvJq2aW1OFNUA0EAJvSOh1wmtPq5QUo57r06BQDw3vazHIulDsWAJSKvZbOJ2HaqCADQv3M4okPUbb7Hvdd0gUohw8Hscuy7UObuEomaxIAlIq91vKAKJdUmqBUyDO/a+q7hy8WGqnHLQPta2M/2ZruzPKJmMWCJyCvZRBF7z5cCAAanREKjlLt8r2lXJQIAvj+aD6PF6pb6iFrCgCUir3SmqBpltWaoFTL0Twxv172GdolCfJgaVQYLfjpZ7KYKiZrHgCUiryOKIvaet4+XDkiMgFrheusVsG8+MaW/vZv4m0Pco5g6BgOWiLxOboUBhVVGKGQCBiZFuOWeU+v2JN54rAC1Jotb7knUHAYsEXmdIxcrAAA9daHQqNrXenUYkBiOpCgN9GYru4mpQzBgicir6E1WnC6oBgD069y+sdfLCYKAcb3iAQA/1S39IfIkBiwReZVjeZWwiiLiQtWIDwty671H94gFAGw7UcRNJ8jjJA3Yn376CVOnTkVCQgIEQcBXX31V7+uiKGLevHlISEiARqPBmDFjkJGRUe8ao9GI2bNnIyYmBsHBwbjpppuQk5NT75qysjLce++9CA8PR3h4OO69916Ul5d7+LsjorYSRRFHc+3dw/3aOXO4McO7RkGlkOFiuR5niniMHXmWpAFbU1ODAQMGYOnSpY1+feHChVi0aBGWLl2KPXv2QKfTYcKECaiqqnJeM2fOHKxduxaffPIJduzYgerqakyZMgVW66W1bnfffTcOHjyI9evXY/369Th48CDuvfdej39/RNQ2BVVGlNeaoZAJ6BEX6vb7a1UKDOsSBcC+vzGRJymkfPEbb7wRN954Y6NfE0URixcvxvPPP49p06YBAFatWoX4+HisWbMGDz30ECoqKvDBBx/gP//5D8aPHw8AWL16NZKSkrBp0ybccMMNyMzMxPr16/HLL79g+PDhAID33nsP11xzDU6cOIGePXs2+vpGoxFGo9H5eWVlpTu/dSJqxIl8+x/PXWODoVJ45u//0T1iseN0MbadLMLMUakeeQ0iwIvHYM+dO4f8/HxMnDjR+Zharcbo0aOxc+dOAMC+fftgNpvrXZOQkID09HTnNbt27UJ4eLgzXAHg6quvRnh4uPOaxixYsMDZpRweHo6kpCR3f4tEdBmbTcTJAnvA9tS5v/XqMLqnfRz2l7MlMJi5qxN5jtcGbH5+PgAgPj6+3uPx8fHOr+Xn50OlUiEyMrLZa+Li4hrcPy4uznlNY5599llUVFQ4P7KzuYcpkSdll9Wi1mRFkFKGlKiWz3t1VVpcCGJCVDBZbM7lQESe4LUB6yAI9Y+mEkWxwWNXuvKaxq5v6T5qtRphYWH1PojIc07UtV7T4kLbdCRdWwmCgCEp9nHY3edKPfY6RF4bsDqdDgAatDILCwudrVqdTgeTyYSysrJmrykoaHjQclFRUYPWMRFJw2YTca5uVm+P+BCPv97QVHvA7jnPgCXP8dqATU1NhU6nw8aNG52PmUwmbNu2DSNGjAAADB48GEqlst41eXl5OHr0qPOaa665BhUVFdi9e7fzml9//RUVFRXOa4hIWhfL9TBYbNAo5UgI13j89RwzifedL4PVxvWw5BmSziKurq7G6dOnnZ+fO3cOBw8eRFRUFJKTkzFnzhzMnz8faWlpSEtLw/z586HVanH33XcDAMLDwzFz5kw88cQTiI6ORlRUFObOnYt+/fo5ZxX37t0bv/nNb/CHP/wB77zzDgDgj3/8I6ZMmdLkDGIi6lini+w7N3WNDYbMg93DDr07hSJYJUeV0YIT+VXok8AhIHI/SQN27969GDt2rPPzxx9/HABw//33Y+XKlXjqqaeg1+sxa9YslJWVYfjw4diwYQNCQy/NMHzzzTehUChw++23Q6/XY9y4cVi5ciXk8kv7l3700Uf4y1/+4pxtfNNNNzW59paIOpYoijhb1z3cLdbz3cMAoJDLcFVKJLafKsae86UMWPIISQN2zJgxzW5XJggC5s2bh3nz5jV5TVBQEJYsWYIlS5Y0eU1UVBRWr17dnlKJyEMKKo2oNlqgksuQFNn27uHMzEyXXrezygAA+DEjB/eP6OLSPYiaI2nAEhGdLbZ3D6dEa6GQt35aSGWpfSem6dOnu/S66uR+0N21AJsOnEZWVjKSk5Ndug9RUxiwRCSpCyW1AIDUmLatfdVX23dXm/zQ8+jZf3CbX9dsA9bliJCHxeJ0TgEDltyOAUtEkqkxWlBYZd+SNDlK69I9ohNSkJjW16XnhuafRJUFOF1qxvUu3YGoaV67TIeI/J+j9RoXqkawuuP/3o9U2wDYA5bI3RiwRCSZ8yX22cNdoj23NWJzIlX2SZYMWPIEdhETkSRsIpBVam/BdolxrXu4vaLqAvZ4kR779u1rcRvW5sTExHAcl+phwBKRJEqNAowWG4IUMsSHBUlSg1BdCNEaj1oocPW4ybBUNNxWtbU0Wi2OZ2YyZMmJAUtEksg32EeokqO1kLWj5dgepppKmAproe6UhmnPv4PEYJtL9ynIOoOPXnsSxcXFDFhyYsASkSTy9fZQlWr81cGUfwrqTmmwBMciMS1G0lrIv3CSExF1OHlwJCrM9reflGhpxl8dTAVnAABF1UZJ6yD/w4Alog4X1NW+MUR8mBpalbQdaabCcwCAoipjs1u3ErUVA5aIOpym6xAAQIrE3cMAYC66AECE3mxFrckqdTnkRxiwRNShrDYRmi4DAQCpXhCwosUIrWABYG/FErkLA5aIOtSJEjNkQSFQyUTEhamlLgcAECyzbzTBcVhyJwYsEXWo/Xn2Y+Lig2ySLc+5UojM3oItZguW3IgBS0Qdan++PcR0Gu+ZUBTCFix5AAOWiDpMfoUB58stEEUb4oNc29TBExwBW1ZrhtnqPXWRb2PAElGH2XayEABgyjsJtVziYi6jEmzQquwFlVSbJK6G/AUDlog6zI8nigAA+rP7JK6koZgQ+4SrYnYTk5swYImoQ5itNuw4VQzAOwM2OlgFACipYQuW3IMBS0QdYt+FMlQZLQhTy2DKOyV1OQ1EhzgCli1Ycg8GLBF1CEf38CCdGoD3zCB2iA62dxGXcgyW3IQBS0Qd4scT9glO9oD1PlF1XcQ1JisMZm6ZSO3HgCUij8ur0ON4fhUEwXsDVqWQITTIfvAAZxKTOzBgicjjHN3DA5MiEKr23redSxOdOA5L7ee9v+lE5Dc2HSsAAFzfM07iSprnGIflTGJyBwYsEXlUjdGC7afty3Mm9I2XuJrmOWYSc6ITuQMDlog8avupIpgsNiRFadAzPlTqcpoVxbWw5EYMWCLyqA113cMT++ggeMnpOU1xBKz98HWLxNWQr2PAEpHHWKw2bDluX54zoY93dw8DgFIuQ1jdTOKyGrPE1ZCvY8ASkcfsvVCG8lozIrRKDEmJlLqcVomsa8WW1rKbmNqHAUtEHrPRMXu4VxwUct94u4nS2gO2jOOw1E6+8RtPRD5HFEVsOJYPwD7+6ivYgiV3YcASkUecKKhCdqkeaoUM1/WIkbqcVmMLltyFAUtEHrExw949PKp7DLQqhcTVtF5ksBIAUGmwwGK1SVwN+TIGLBF5xMZMe8D6wuzhy2mUcgQp7G+NZbWcSUyuY8ASkdtll9bicE4FBAEY19u3AlYQBOc4bBnHYakdGLBE5HbfHckDAFydGo3YUO88Pac5kRyHJTdgwBKR2317OBcAMGVAJ4krcU0UZxKTGzBgicitzhXX4OjFSshlAm5M982AjdTaJzqVsgVL7cCAJSK3+vaQvfU6qnuMsyXoaxxjsBV6M0RRlLga8lUMWCJyG1EU8dXBiwCAKf19s/UKAGFBSggAzFYRtSar1OWQj2LAEpHbHMwux5miGgQpZfhNuu/s3nQluUxAmMbeTVzOpTrkIgYsEbnN5/tyAAA3pndCaJBS4mraJ9wRsHqOw5JrGLBE5BYGsxXr6sZffzc4UeJq2i9CyxYstQ8DlojcYsOxAlQZLOgcocHVXaOlLqfdIpwtWAYsuYYBS0Ru4egevu2qzpDJBImrab/wuhZsBVuw5CIGLBG1W16FHttPFQEAbvOD7mEAiNTYl+qU601cqkMuYcASUbt9uf8iRBEYlhqFlOhgqctxizANl+pQ+zBgiahdRFHEF3Xdw7/1k9YrYF+qExpkP2aPE53IFQxYImqX/VllOFtcA41Sjkn9fHdzicZEaC91ExO1FQOWiNrl0z3ZAIBJ/TohRO07B6u3hmMmcQVnEpMLGLBE5LIqgxnfHLIfTXfnsCSJq3G/cK6FpXZgwBKRy749nAe92YquscEYkhIpdTlu59xsgi1YcgEDlohc5ugevnNoEgTB99e+XinCsVSnlkt1qO0YsETkkuP5lTiYXQ6FTMC0q/xn9vDlwjQKLtUhlzFgicgljtbr+N7xiAlRS1yNZyhksktLddhNTG3EgCWiNjOYrVh7wH7u6x1+OLnpctwykVzFgCWiNttwrADltWZ0Cg/CdWmxUpfjUREaroUl1zBgiajNPqvrHv7dkCTI/WBj/+bw2DpyFQOWiNoku7QWO04XQxD849zXlnCzCXIVA5aI2uSzvfbW66juMUiK0kpcjec5t0usNXOpDrUJA5aIWs1qE/HfvfaN/e8Y6t+TmxzCNPZZxCarDXozl+pQ6zFgiajVfjpZhPxKAyK1SkzoEy91OR2i3lIdjsNSGzBgiajV/rvP3j1866BEqBVyiavpOI5xWAYstQUDlohapcpgxqbMQgDAbYM7S1xNxwp3THQyMGCp9RiwRNQq64/mw2SxoXtcCPp0CpO6nA4VVhewlZxJTG3AgCWiVll3KBcAcPOABL/c2L854QxYcgEDlohaVFhlwM+niwEANw1MkLiajhcWVBewBovElZAvYcASUYu+O5wHmwgMTIpASnSw1OV0OMdSnWqjBRabTeJqyFcwYImoRV8ftHcP3xKArVcA0CjlUMrt3eJVbMVSKzFgiahZF0pqcDC7HDIBmNw/MANWEARnNzG3TKTWYsASUbPW1bVeR3aPQWyof5772hqcSUxtxYAloiaJooivDtrPfb15YGCtfb1SuGOik55dxNQ6DFgiatKJgiqcKaqBSiHDDX0DY2vEpjgmOnGzCWotBiwRNWnTsQIAwHVpMQita8EFKnYRU1sxYImoSY6tEcf1DuzWK3DZWlgGLLUSA5aIGlVUZcShnHIAwLhecdIW4wUcuzkZLDYYLTy2jlrGgCWiRm09XghRBPonhiMuLEjqciSnUsigUdpPEOJEJ2oNrw5Yi8WCF154AampqdBoNOjatSteeukl2C7bSUUURcybNw8JCQnQaDQYM2YMMjIy6t3HaDRi9uzZiImJQXBwMG666Sbk5OR09LdD5FM2ZdrHX8f1Yvewg2OiUyUnOlEreHXAvvbaa1i+fDmWLl2KzMxMLFy4EK+//jqWLFnivGbhwoVYtGgRli5dij179kCn02HChAmoqqpyXjNnzhysXbsWn3zyCXbs2IHq6mpMmTIFViu7eYgaYzBbsf2Ufe/hcb3ZPezAzSaoLRRSF9CcXbt24eabb8bkyZMBAF26dMHHH3+MvXv3ArC3XhcvXoznn38e06ZNAwCsWrUK8fHxWLNmDR566CFUVFTggw8+wH/+8x+MHz8eALB69WokJSVh06ZNuOGGGxp9baPRCKPR6Py8srLSk98qkVfZdbYEerMVurAg9E0IrKPpmsOZxNQWXt2CHTVqFDZv3oyTJ08CAA4dOoQdO3Zg0qRJAIBz584hPz8fEydOdD5HrVZj9OjR2LlzJwBg3759MJvN9a5JSEhAenq685rGLFiwAOHh4c6PpKQkT3yLRF5pc1338PW94wLuaLrmhPNUHWoDr27BPv3006ioqECvXr0gl8thtVrxyiuv4K677gIA5OfnAwDi4+uPEcXHx+PChQvOa1QqFSIjIxtc43h+Y5599lk8/vjjzs8rKysZshQQRFHElrrlOePZPVyPcwyWLVhqBa8O2E8//RSrV6/GmjVr0LdvXxw8eBBz5sxBQkIC7r//fud1V/6FLYpii391t3SNWq2GWh24+65S4DqWV4ncCgOClDKM6BYjdTlexdFFXKE3t+p9hgKbV3cRP/nkk3jmmWdw5513ol+/frj33nvx2GOPYcGCBQAAnU4HAA1aooWFhc5WrU6ng8lkQllZWZPXENElm+tar6O6xyKoblkK2YUG2dskFpsIvZmTJKl5Xh2wtbW1kMnqlyiXy53LdFJTU6HT6bBx40bn100mE7Zt24YRI0YAAAYPHgylUlnvmry8PBw9etR5DRFd4hh/ZfdwQwqZDCFqRzcxx2GpeV7dRTx16lS88sorSE5ORt++fXHgwAEsWrQIDz74IAB71/CcOXMwf/58pKWlIS0tDfPnz4dWq8Xdd98NAAgPD8fMmTPxxBNPIDo6GlFRUZg7dy769evnnFVMRHaFlQYcyqkAAFzP3ZsaFaZRoNpoQYXeDF04N+Cgpnl1wC5ZsgR//etfMWvWLBQWFiIhIQEPPfQQ/va3vzmveeqpp6DX6zFr1iyUlZVh+PDh2LBhA0JDQ53XvPnmm1AoFLj99tuh1+sxbtw4rFy5EnI5u7+ILrfluL17eAB3b2pSeJASuTBwswlqkVcHbGhoKBYvXozFixc3eY0gCJg3bx7mzZvX5DVBQUFYsmRJvQ0qiKghbu7fsssnOhE1x6vHYImo4xjMVuw4XQSAuzc1h5tNUGt5dQuWiDrOrjMlMJhtSAgPQp9OTe/elJWVheLiYpdfJzMz0+XnegNuNkGtxYAlIgCXNvdvbvemrKws9OrdG/ra2na/XnV1dbvvIQXHZhNVBjNsoggZ18JSExiwRGTfvel4y+OvxcXF0NfW4p6nX0d8cjeXXitz9zZ8v+otGAwGl54vtWC1AjIBsIlAjdGC0LoWLdGVGLBEhIzcSuRVGKBVyXFN1+gWr49P7obEtL4uvVZB1hmXnuctZIKAELUClQYLqgwMWGoaJzkR0WW7N8Vw96ZWcIRqFcdhqRkMWCLC5uOO3Zu4PKc1woJ48Dq1jAFLFOAKKg04nFMBQQDGcvemVmELllqDAUsU4C7t3hSB2FCeINUaoWzBUiswYIkCHDf3bztHwLIFS81hwBIFMPvuTfZNI7g9Yus5dnOqMtjPhSVqDAOWKID9fLoYBrMNnSM06KULbfkJBAAIrTuyzmwVYbDYJK6GvBUDliiAXdrcv+ndm6ghhVwGrcq+nKmK47DUBG40QeTl2rv3r0NMTAySk5Odn9t3b7KPv7J7uO1CgxSoNVlRZbCAU8OoMQxYIi/mzr1/NVotjmdmOkP26MVKFFQaEayS4+quUe2+f6AJDVKioNKISr0ZsVIXQ16JAUvkxdyx9y9g357wo9eeRHFxsTNgHZv7X5sWC7WCuze1VdhlM4lj2btOjWDAEvmA9uz925TNzu5hLs9xRajz2DozoJG4GPJKnOREFIDyKww4erGSuze1QxjXwlILGLBEAcjReh2YFIGYEE7RcQW3S6SWMGCJApDj9Bxu7u86RwtWb7aCS2GpMQxYogBTbbQ4d29iwLpOrZRDJbe/hdZaJS6GvBIDlijA/HiiECaLDakxwegRHyJ1OT4tVGNvxdZaOI2YGmLAEgWY9UfzAQA39NVx96Z2cmyZWGvlz5Ea4jIdogBisorYerwIAHBDX3YPt1dY3UQntmCpMWzBEgWQwwVG1Jis0IUFYUBihNTl+LxLXcQSF0JeiQFLFEB+vWgAYG+9ymRsdbWXswXLLmJqBAOWKFAIMuzJNQKwj79S+zkOXmcXMTWGAUsUINSJfVFptCFCq8SwVG7u7w6OFqzeCkDg2ynVx98IogCh7XENAPvaV4Wc//TdQauSQy4IAATIQ6OlLoe8DP+VEQUAUbwUsL9h97DbCIKAkLpuYkUY93Sm+hiwRAGgzCRAERaLIIWAUWkxUpfjVxzjsIpwBizVx4AlCgDZtfZ/6ld1UiNIybNf3ckxDssWLF2JAUvk52yiiJwa+z/165J5cKm7OVqwcrZg6QoMWCI/l11aC4NNgFVfiUE6Hk3nbpdasLESV0LehgFL5OdO5FcBAGozt0Mp53pNd3OOwTJg6QoMWCI/ZrbacLqoGgBQc+xHaYvxU2EaewtWHhYLURQlroa8CQOWyI+dLaqB2SpCKxdhvJgpdTl+KUStACBCpgxChZEnr9MlDFgiP3aiwN49nBzMN35PkcsEBNVNzC7iyet0GQYskZ/Sm6y4UFIDAEgK5hu/J2nl9q7hohr+nOkSBiyRnzpZWAWbCMSFqhGmlLoa/6ZV1AUsW7B0GQYskZ9yzB7uqQuVuBL/p7VPJGYLluphwBL5oZJqI/IqDBAEoGc8A9bTHF3ExWzB0mUUUhdARO6XkVsJAEiNDkawWoGyusczM9s3k7i9z/dX7CKmxjBgifyMxWZDZr49YNM7hwMAKkuLAADTp093y2tUV1e75T7+IpiziKkRDFgiP3OmsAYGsw0hagVSorUAAH21PXAnP/Q8evYf7PK9M3dvw/er3oLBYHBLrf5CU9eCrTaJqDZa6tbGUqDjbwGRn8nIrQAA9OkUBplQf2vE6IQUJKb1dfneBVln2lWbv1LKAKu+CnJNKC6W6TmxjABwkhORXymvNSG7TA8A6JsQJnE1gcVaWQgAuFheK3El5C0YsER+xDG5KSVK69wjlzqGpaIuYOv+wCFiwBL5CatNxLE8e8D27czWa0ezVNonkl0s5/g02TFgifzE+ZIa1Jqs0Cjl6BoTInU5Acfi7CJmC5bsGLBEfuLoxUuTm+Qynvva0azOLmKOwZKdSwF77tw5d9dBRO1QZTDjQon9jZ3dw9K41EXMFizZuRSw3bt3x9ixY7F69WquhyPyAsdyKyEC6ByhQaRWJXU5AcnRRVxYZYTJwuMBycWAPXToEAYNGoQnnngCOp0ODz30EHbv3u3u2oioFWyiiIy6yU3pXJojGVttBVRyQBSBvAq2YsnFgE1PT8eiRYtw8eJFrFixAvn5+Rg1ahT69u2LRYsWoaioyN11ElETsktrUWWwQK2QoXscJzdJKVZr3zOR3cQEtHOSk0KhwK233orPPvsMr732Gs6cOYO5c+ciMTER9913H/Ly8txVJxE14ehFe+u1ly4UCjnnLUrJGbBcC0toZ8Du3bsXs2bNQqdOnbBo0SLMnTsXZ86cwZYtW3Dx4kXcfPPN7qqTiBpRY7TgbLF94/2+CeESV0OxwWzB0iUu7UW8aNEirFixAidOnMCkSZPw4YcfYtKkSZDJ7HmdmpqKd955B7169XJrsURU3/H8KthEID5MjdhQtdTlBLwYtmDpMi4F7LJly/Dggw9ixowZ0Ol0jV6TnJyMDz74oF3FEVHTRFHE0bqN/dPZevUKHIOly7kUsKdOnWrxGpVKhfvvv9+V2xNRK+RWGFBea4ZSLqBHPE9v8QbsIqbLuTQGu2LFCvz3v/9t8Ph///tfrFq1qt1FEVHLjtVt7N89LgQqBSc3eQNHCzav3ACbTZS4GpKaS/8qX331VcTExDR4PC4uDvPnz293UUTUPJPFhlOFVQCAvp3YPewtojVyyGUCTFYbiquNUpdDEnMpYC9cuIDU1NQGj6ekpCArK6vdRRFR804XVsNsFRGuUSIhIkjqcqiOXCZAF2b//5HDbuKA51LAxsXF4fDhww0eP3ToEKKjo9tdFBE1z3EsXZ+EMAgCN/b3Jo4/eDiTmFwK2DvvvBN/+ctfsHXrVlitVlitVmzZsgWPPvoo7rzzTnfXSESXKa814WK5HgKA3jpObvI2nSM0ADjRiVycRfzyyy/jwoULGDduHBQK+y1sNhvuu+8+jsESeZij9ZocrUVokFLiauhKnSPrApYt2IDnUsCqVCp8+umn+L//+z8cOnQIGo0G/fr1Q0pKirvrI6LL2EQRmXn2yU19OnFjf2/UOUILgC1YcjFgHXr06IEePXq4qxYiakF2aS2qjRYEKWToGhssdTnUCEcLNpcBG/BcClir1YqVK1di8+bNKCwshM1W/+zDLVu2uKU4IqrP0XrtqQuFQsa1r97IOQbLLuKA51LAPvroo1i5ciUmT56M9PR0zmIk6gAmiw1niuwb+/di97DXcswirjJaUKE3I1zDcfJA5VLAfvLJJ/jss88wadIkd9dDRE04XVQNi01EhFaJeG7s77W0KgWiglUorTHhYpmeARvAXOpjUqlU6N69u7trIaJmHM+3zx7urePaV2/HpToEuBiwTzzxBN566y2IIvfaJOoIeguQXWp/s+7Jta9e79I4bK3ElZCUXOoi3rFjB7Zu3Yrvv/8effv2hVJZvwvkyy+/dEtxRGSXXWv/W7hTeBC7HH2AcyZxhUHiSkhKLgVsREQEbr31VnfXQkRNyKqxB2xvHSc3+QLOJCbAxYBdsWKFu+sgoiYoY7ugwiyDXBCQFh8idTnUCgl1AcsN/wObywvpLBYLNm3ahHfeeQdVVfa1ebm5uaiurnZbcUQEBPcdCwDoEqNFkFIucTXUGoncLpHgYgv2woUL+M1vfoOsrCwYjUZMmDABoaGhWLhwIQwGA5YvX+7uOokCktUmIrjPaABAL3YP+wxHF3FxtREGs5V/GAUol1qwjz76KIYMGYKysjJoNBrn47feeis2b97stuKIAl1msQmK0BgoBRFdYrRSl0OtFKFVQquyhyq3TAxcLgXsjh078MILL0ClUtV7PCUlBRcvXnRLYQ4XL17E9OnTER0dDa1Wi4EDB2Lfvn3Or4uiiHnz5iEhIQEajQZjxoxBRkZGvXsYjUbMnj0bMTExCA4Oxk033YScnBy31knkCTuy7LNQO2tt3BrRhwiCwLWw5FrA2mw2WK3WBo/n5OQgNNR9a/TKysowcuRIKJVKfP/99zh27BjeeOMNREREOK9ZuHAhFi1ahKVLl2LPnj3Q6XSYMGGCc1wYAObMmYO1a9fik08+wY4dO1BdXY0pU6Y0+j0QeQuz1YZdOfY358RgWwtXk7fhpv/kUsBOmDABixcvdn4uCAKqq6vx4osvunX7xNdeew1JSUlYsWIFhg0bhi5dumDcuHHo1q0bAHvrdfHixXj++ecxbdo0pKenY9WqVaitrcWaNWsAABUVFfjggw/wxhtvYPz48Rg0aBBWr16NI0eOYNOmTW6rlcjddpwqRpVJhLW6DHFqburiaxK4VCfguRSwb775JrZt24Y+ffrAYDDg7rvvRpcuXXDx4kW89tprbitu3bp1GDJkCH73u98hLi4OgwYNwnvvvef8+rlz55Cfn4+JEyc6H1Or1Rg9ejR27twJANi3bx/MZnO9axISEpCenu68pjFGoxGVlZX1Pog60jeHcgEANSd2gDsj+p7OXKoT8FwK2ISEBBw8eBBz587FQw89hEGDBuHVV1/FgQMHEBcX57bizp49i2XLliEtLQ0//PAD/vSnP+Evf/kLPvzwQwBAfn4+ACA+Pr7e8+Lj451fy8/Ph0qlQmRkZJPXNGbBggUIDw93fiQlJbnt+yJqicFsxQ8Z9t/P2sxtEldDruBSHXL5wHWNRoMHH3wQDz74oDvrqcdms2HIkCGYP38+AGDQoEHIyMjAsmXLcN999zmvu3Ljc1EUW9wMvaVrnn32WTz++OPOzysrKxmy1GG2HC9EjcmKWK0cFy4el7occgEnOZFLAetoQTbl8vBrj06dOqFPnz71Huvduze++OILAIBOpwNgb6V26tTJeU1hYaGzVavT6WAymVBWVlavFVtYWIgRI0Y0+dpqtRpqNY8EI2k4uodHJgVhr8S1kGsck5zyKwyw2kTIZeznDzQuH7h+ObPZjNraWqhUKmi1WrcF7MiRI3HixIl6j508eRIpKSkAgNTUVOh0OmzcuBGDBg0CAJhMJmzbts05Fjx48GAolUps3LgRt99+OwAgLy8PR48excKFC91SJ5E7VRnM2Hy8EABwbbIGb0lcD7kmLjQICpkAi01EYZUBncI1LT+J/IpLAVtWVtbgsVOnTuHhhx/Gk08+2e6iHB577DGMGDEC8+fPx+23347du3fj3XffxbvvvgvA3jU8Z84czJ8/H2lpaUhLS8P8+fOh1Wpx9913AwDCw8Mxc+ZMPPHEE4iOjkZUVBTmzp2Lfv36Yfz48W6rlchdNmQUwGSxoVtsMLpEuDyKQxKTywTowoOQU6bHxTI9AzYAue1fb1paGl599VVMnz4dx4+7Z8xo6NChWLt2LZ599lm89NJLSE1NxeLFi3HPPfc4r3nqqaeg1+sxa9YslJWVYfjw4diwYUO99bhvvvkmFAoFbr/9duj1eowbNw4rV66EXM7ty8j7fHPY3j08dUACBIF7e/uyzhEae8CW6zFE6mKow7n1z2O5XI7c3Fx33hJTpkzBlClTmvy6IAiYN28e5s2b1+Q1QUFBWLJkCZYsWeLW2ojcrbTGhB2nigEANw1IQHn2SYkrovboHKkBzgE5nEkckFwK2HXr1tX7XBRF5OXlYenSpRg5cqRbCiMKRP87kgeLTUR65zB0jQ3B/mypK6L2SHSshWXABiSXAvaWW26p97kgCIiNjcX111+PN954wx11EQUkx+zhqf0TJK6E3CExyn5AQ05ZrcSVkBRcClibjfuiErlbfoUBu8+XAgCmDGDA+gPHZhNswQYmHs9B5CW+O5IHUQSGpEQ6Nykg35YUaW/BXizTw2bjftKBxqUW7OU7HLVk0aJFrrwEUcD535E8AMDk/p1auJJ8RafwIMhlAkxWGwqrjNCFB0ldEnUglwL2wIED2L9/PywWC3r27AnAvgGEXC7HVVdd5byupe0Kicgur0KPfRfs68tvTGfA+guFXIaEiCBkl+qRXVbLgA0wLgXs1KlTERoailWrVjm3HywrK8OMGTNw7bXX4oknnnBrkUT+7vsj9o39h6RE8k3YzyRGaJFdqkdOWS2GdomSuhzqQC6Nwb7xxhtYsGBBvb19IyMj8fLLL3MWMZELHN3Dk/qx9epvkqLs4+nZpZzoFGhcCtjKykoUFBQ0eLywsBBVVVXtLoookORXGLDX0T3cTydxNeRujolO2aVcqhNoXArYW2+9FTNmzMDnn3+OnJwc5OTk4PPPP8fMmTMxbdo0d9dI5Ne+P2pvvQ5OieR+tX4o0dGC5VrYgOPSGOzy5csxd+5cTJ8+HWaz2X4jhQIzZ87E66+/7tYCifwdu4f9m6MFy7WwgcelgNVqtXj77bfx+uuv48yZMxBFEd27d0dwcLC76yPyawWVl7qHJ7F72C8l1e3mlFdhgMVqg0LO7QcCRbv+T+fl5SEvLw89evRAcHAwRJELqYna4vu6zSWuSo5g97Cfig1RQ6WQwWoTkVdhkLoc6kAuBWxJSQnGjRuHHj16YNKkScjLs3dx/f73v+cSHaI2+N9R+/Icdg/7L5lMcG76z4lOgcWlgH3sscegVCqRlZUFrVbrfPyOO+7A+vXr3VYckT8rqTZib93ewzcyYP3apU3/OQ4bSFwag92wYQN++OEHJCYm1ns8LS0NFy5ccEthRP5u8/FC2ESgb0IY9x72c0mRnEkciFxqwdbU1NRruToUFxdDrVa3uyiiQLDxmH0t+YQ+8RJXQp6WyLWwAcmlgL3uuuvw4YcfOj8XBAE2mw2vv/46xo4d67biiPyV3mTF9lNFABiwgcCxmxO7iAOLS13Er7/+OsaMGYO9e/fCZDLhqaeeQkZGBkpLS/Hzzz+7u0Yiv7P9VBEMZhs6R2jQp1OY1OWQhzl3c2IXcUBxqQXbp08fHD58GMOGDcOECRNQU1ODadOm4cCBA+jWrZu7ayTyO5d3D/PUKf/nOHi9oNIIg9kqcTXUUdrcgjWbzZg4cSLeeecd/P3vf/dETUR+zWoTseV4IQBgIruHA0JUsApalRy1JisuluvRLTZE6pKoA7S5BatUKnH06FH+1U3kov1ZZSipMSEsSIGhqTy+LBAIgsAtEwOQS13E9913Hz744AN310IUEBzdw9f3ioOS2+YFDEc3MWcSBw6XJjmZTCa8//772LhxI4YMGdJgD+JFixa5pTgifyOK4mXjr9x7OJA49iTmRKfA0aaAPXv2LLp06YKjR4/iqquuAgCcPHmy3jXsOiZq2pmiapwrroFKLsPonrFSl0MdyNGCZRdx4GhTwKalpSEvLw9bt24FYN8a8Z///Cfi4zlRg6g1NmfaJzdd3S0aIWqXOpDIRzlasDnsIg4YbRoAuvK0nO+//x41NTVuLYjIn207ad9c4nq2XgOOcwyWLdiA0a4ZFjyejqj1aowW7Knb3P+6HgzYQONowZbWmFBjtEhcDXWENgWsIAgNxlg55krUOr+cLYHZKiIpSoPUmOCWn0B+JSxIiQitEgCQxW7igNCmQSBRFPHAAw84N/Q3GAz405/+1GAW8Zdffum+Con8hKN7+Lq0WP5hGqBSorQor63AhZJa9OYWmX6vTQF7//331/t8+vTpbi2GyJ/9VBewo9k9HLBSooNxKKcCF0o4dyUQtClgV6xY4ak6iPzahZIanC+phUIm4Jpu0VKXQxJJibaPw15gF3FA4DYyRB3A0XodnBKJ0CClxNWQVFKi7cNpbMEGBgYsUQfYdrIYAGcPBzpnC7aELdhAwIAl8jCTxYZdZ+wBy/HXwOYI2NxyPYwWHlvn7xiwRB6270IZakxWxISoeLh6gIsNUUOrksMmcsvEQMCAJfKwy5fnyGRcnhPIBEFAct2GE1nsJvZ73AyVyIOysrLww6ELAIAkVQ3279/fpudnZmZ6oiySUEq0Fsfzq3CeE538HgOWyEOysrLQe9AwxP7Bfnby3OmTYautcOle1dXV7iyNJNTFOZOYLVh/x4Al8pDi4mIgphsAIExpw5zX276OPHP3Nny/6i0YDAZ3l0cS4VKdwMGAJfIgdXI/AEBqfCQS0+La/PyCrDPuLokkxs0mAgcnORF5UFByfwBAYqRW4krIWzgCNru0FlYbTyTzZwxYIg8pN1ihik0BAHSO0EhcDXmLTuEaKOUCzFYReRVcquPPGLBEHnKsyATAPv6qUcklroa8hVwmOM+G5UQn/8aAJfKQo4X2gI1VsxuQ6kthwAYEBiyRh2TUtWBjg2wSV0LehjOJAwMDlsgDiquNyK60QBRtiGELlq7ATf8DAwOWyAN+PVsKADAXnoeaw690BcdmE9zNyb9xHSyRB+w6az89x5B9BBiaKHE11FFau7VldaUFAHC+uBr79u2DIFzaozomJgbJyckeqY86FgOWyAN+qWvBGrKOALhR2mLI4ypL7Qc6TJ8+vXVPkCuQ/PgXMFjkGDZ6PGw15c4vabRaHM/MZMj6AQYskZsVVRlxurAaAgBj9lGpy6EOoK+uBABMfuh59Ow/uFXP+f6iDLVWYPpLKxATZB+nL8g6g49eexLFxcUMWD/AgCVys1/OlgAAukQocN7ATfoDSXRCChLT+rbu2qoc1JbpoYpJRCLPCfZLnORE5GaOgO0bq5a4EvJm4VolAKCi1ixxJeQpDFgiN3MEbHqcSuJKyJtFaOy/H+V6k8SVkKcwYIncqLDSgDNFNRAEoE8sA5aaFlHXgi1jC9ZvMWCJ3OiXc/bZw306hSFExX9e1LQorf0PsLIaE0SRm5H4I74DELmRo3v4mq7REldC3i5Mo4RMACw2EdVGi9TlkAcwYInc6Jcz9oC9mgFLLZDLBIRr2E3szxiwRG5SUGnA2eIayARgaGqU1OWQD4i8rJuY/A8DlshNnMtzEsKdLROi5kQG1wVsLQPWH3GjCaJGZGVlobi4uE3P+XZvOQAgNdiC/fv3t3pfWgpckZxJ7NcYsERXyMrKQq/evaGvbdtRYgl/eAfKqM54f/5TWHJmj/Px6mru5kSNc3QRl7KL2C8xYImuUFxcDH1tLe55+nXEJ3dr1XP0FuB/uSoAIn4/51koZUDm7m34ftVbMBgMni2YfJaji7jaaIHZapO4GnI3BixRE+KTu7V6X9nj+ZVAbgHiQoOQ2rMHAPvG7UTN0SjlCFLKYDDbOA7rhzjJicgNcsr0AIDESI3ElZCvuTSTmOOw/oYBS+QGlwJWK3El5GucAcsWrN9hwBK1U5XBjAq9GQKAhIggqcshHxPFpTp+iwFL1E7ZpfbWa3xYENQKucTVkK/hUh3/xYAlaqfsMvtynqQojr9S2zk3m6gxgXv++xcGLFE7iKJ4KWA5/kouCAu6tOm/3ip1NeRODFiidiirNaPGaIVcJqBTOMdfqe0u3/S/yiJIXA25EwOWqB2yS+2t107hQVDI+c+JXOOYSVxlZsD6E74jELXDpfFXdg+T65w7OjFg/QoDlshFNlF0rn9N5vgrtYNjJjG7iP0LA5bIRUVVRhgtNqjkMsSFqqUuh3wYu4j9EwOWyEWO8dfESA1kMr4xkuscXcR6qwBByT/W/AUDlshF2dx/mNxEo5RDo7RvUqKMSpS4GnIXBiyRCyw2G3LL7QHLCU7kDo4tE5UxyRJXQu7CgCVyQX6FARabCK1Kjui6N0ai9ogOcQRsisSVkLv4VMAuWLAAgiBgzpw5zsdEUcS8efOQkJAAjUaDMWPGICMjo97zjEYjZs+ejZiYGAQHB+Omm25CTk5OB1dP/sSx/3BipAaCwPFXaj/HH2rKWAasv/CZgN2zZw/effdd9O/fv97jCxcuxKJFi7B06VLs2bMHOp0OEyZMQFVVlfOaOXPmYO3atfjkk0+wY8cOVFdXY8qUKbBauS8ZueZ8SQ0AIJndw+Qm0SH2yU0qtmD9hk8EbHV1Ne655x689957iIyMdD4uiiIWL16M559/HtOmTUN6ejpWrVqF2tparFmzBgBQUVGBDz74AG+88QbGjx+PQYMGYfXq1Thy5Ag2bdok1bdEPqzGaEFhlREA0CU6WOJqyF/E1LVgFeFxqDHZJK6G3MEnAvaRRx7B5MmTMX78+HqPnzt3Dvn5+Zg4caLzMbVajdGjR2Pnzp0AgH379sFsNte7JiEhAenp6c5rGmM0GlFZWVnvgwgAsuqW58SGqhGsVkhcDfkLtVIOjdx+nE52pUXiasgdvP7d4ZNPPsH+/fuxZ8+eBl/Lz88HAMTHx9d7PD4+HhcuXHBeo1Kp6rV8Hdc4nt+YBQsW4O9//3t7yyc/5Oge7hLN7mFyrzClCL1VQFYFA9YfeHULNjs7G48++ihWr16NoKCmTyq5cpKJKIotTjxp6Zpnn30WFRUVzo/s7Oy2FU9+yWYTcaHE3oJl9zC5W5jS3oLNquDh6/7AqwN23759KCwsxODBg6FQKKBQKLBt2zb885//hEKhcLZcr2yJFhYWOr+m0+lgMplQVlbW5DWNUavVCAsLq/dBlF9pgNFig1ohgy6Mx9ORe4U7ApZdxH7BqwN23LhxOHLkCA4ePOj8GDJkCO655x4cPHgQXbt2hU6nw8aNG53PMZlM2LZtG0aMGAEAGDx4MJRKZb1r8vLycPToUec1RK11ttjePZwSreX2iOR2YSpHC5YB6w+8egw2NDQU6enp9R4LDg5GdHS08/E5c+Zg/vz5SEtLQ1paGubPnw+tVou7774bABAeHo6ZM2fiiSeeQHR0NKKiojB37lz069evwaQpouaIoogzhdUAgG6xIRJXQ/4oVCFCFG2oNALF1UbEhHBfYl/m1QHbGk899RT0ej1mzZqFsrIyDB8+HBs2bEBoaKjzmjfffBMKhQK333479Ho9xo0bh5UrV0Iul0tYOfmaslozyvVmyAUBKZzgRB6gkAGWsnwooxJwMr8KMd0ZsL7M5wL2xx9/rPe5IAiYN28e5s2b1+RzgoKCsGTJEixZssSzxZFfO11kb70mRmmgVvCPM/IMc/EFKKMScDy/CiO6x0hdDrWDV4/BEnmTs3UB253dw+RBpmL7EsOTBVUtXEnejgFL1ApVBjMKKu27N6XGcHkOeY65yB6wJxiwPo8BS9QKJwvsrdfOERru3kQeZS46DwA4mV8FURSlLYbahQFL1AqO7roe8eweJs8yl+VCIQNqTFZcrDtzmHwTA5aoBWW1JhRWGSEIQPc4Bix5mM2KzqH2XhKOw/o2BixRC07m29/kkqO00KrYPUyelxxu/z07kV8tcSXUHgxYomaIouicbNIjPrSFq4ncIylMCQA4kc9TvHwZA5aoGfmVBpTVmqGQCegWy9nD1DFSIuwt2OP57CL2ZQxYomYcy7W3ILrHhXBzCeowqRH2FuypwmoYzFaJqyFXMWCJmmCxXVqe0zeBpylRx4nWyBCpVcJqE3GqgOOwvooBS9SEi3oZTFYbwjVKdI7QSF0OBRBBENCn7o+6jNwKiashVzFgiZpwrtr+z6N3p1AIAo+mo47VNyEcAHAsjxOdfBUDlqgRytguKDHKIBMuvdERdaQ+nRwtWAasr2LAEjUi9KrJAOznvoZwa0SSgGPcPzOvEjYbt0z0RQxYoivUmGwI7jMWADAgMULaYihgpcYEQ62QodZkxfmSGqnLIRcwYImusPlcLWSqIIQpbUiICJK6HApQCrkMveq6iTkO65sYsESXMVqsWHfS3lroHmrj5CaSFMdhfRsDlugyXx24iFK9DZaqEiQH26QuhwKcYxz2GAPWJ3H2BlEdq03EO9vOAgAq96yFvO99EldEgSozMxMAIK8yAQAOZZVg//79rX5+TEwMkpOTPVIbtR4DlqjODxn5OFtcgxCVgKxDPwBgwFLHqiwtAgBMnz4dACAo1Eh67DOUG4Ch142Draa8VffRaLU4npnJkJUYA5YI9lNzlv14BgBwY/dgZJh40DV1PH21vSt48kPPo2f/wQCADbkyVFmAO/++AjpNy8t1CrLO4KPXnkRxcTEDVmIMWCIAO04X48jFCgQpZZicFox/SF0QBbTohBQkpvUFAHQy5qGqoBpimA6JXaIkrozagpOciABn6/XOockIU/OfBXmP2FA1AKCoyihxJdRWfCehgHcwuxw7z5RAIRPwh+u6Sl0OUT2xIQxYX8WApYC37MfTAICbB3bmqTnkdRwt2HK9GSYLl475EgYsBbTThVX4IaMAAPDwGLZeyftoVQoEq+UAgKJqtmJ9CQOWAtryunWvE/vEo3tcqMTVEDUuLtS+ZSe7iX0LA5YCVm65Hl8duAgAeHhMN4mrIWpaXF03cUGlQeJKqC0YsBSw3tt+FhabiGu6RmNQcqTU5RA1KT7M3oItrGQL1pcwYCkgldaY8MnubADArLFsvZJ3c7RgS2tNnOjkQxiwFJBW7jwPvdmK9M5hGNU9RupyiJoVrFYgRG3fF4jjsL6DAUsBp8Zowaqd5wEAD4/uziPpyCc4x2GrOA7rKxiwFHA+3p2FCr0ZqTHB+E26TupyiFrFOQ7LFqzPYMBSQDFarHhvu31pzkPXdYVcxtYr+QZHC7aQM4l9BgOWAsq6g7koqDQiPkyNW6/qLHU5RK0WF2YP2LJaM4wWq8TVUGswYClgiKKID3acAwDMGJkKtUIucUVEradVKRAaxIlOvoQBSwFj55kSHM+vgkYpx11DeU4m+Z5L3cQMWF/AgKWA8X7d2OvtQxIRrlVKXA1R28XVTXTiTGLfwIClgHC6sBpbTxRBEOzdw0S+KJ4tWJ/CgKWA8O+f7WOv43vHo0tMsMTVELnG0YIt15thNHOik7djwJLfK60x4cv9OQCAmaPYeiXfpVHKEVY30YnrYb0fA5b83ppfL8BgtiG9cxiGp0ZJXQ5Ru8RxwwmfwYAlv2ax2rD6lywA9tYrt0UkX8ej63wHA5b82pbjhcivNCA6WIXJ/RKkLoeo3bhlou9gwJJfW7Pb3nr97eBEqBT8dSff52jBVujNMHCik1fjOw75rZyyWmw7WQQAuGsYN5Yg/xCklCNcY1/HzVasd2PAkt/6dE82RBEY2T2aS3PIr3Ac1jcwYMkvma02fLonGwBw97AUiashci/Hxv9swXo3Biz5pc2ZhSisMiImRIUJfeKlLofIreJD6yY6sQXr1RRSF0DkTllZWSguLsY7P5UCAK5NVOLo4YNtukdmZqYHKiNyH0cXcaXBAr3ZCo2SJ0N5IwYs+Y2srCz06t0bJkUIOv/pfQiCDEsfuwuLy/Ndul91dbWbKyRyD3XdRKcKvRmFlQakRHOOgTdiwJLfKC4uhr62Ftc+/S9kQYa4IBtue+XtNt8nc/c2fL/qLRgM7H4j7xUfpkaF3oyCSiMD1ksxYMnvlChiAAswqFsnJOrC2vz8gqwzHqiKyL3iQ4NwsqAahTy6zmtxkhP5FVVCT9RYBCjlArrFhkhdDpHHOHZ0KuDRdV6LAUt+JaTvWABAt9gQKOX89Sb/FRuqhgCg2mhBtdEidTnUCL4Dkd8wW0Voe18HAOilC5W4GiLPUilkiApWAeCGE96KAUt+40C+EXJNGIJkIpKitFKXQ+Rxl7qJGbDeiAFLfmPbBT0AICnYBhmPpaMAEB/m2DKR47DeiAFLfqFCb8beXPtf8cnBNomrIeoYustasKIoSlwNXYkBS37h+yN5MNsAU9EFhCv5RkOBITpEDblMgNFiQ7neLHU5dAUGLPmFtQcuAgBqMraAvcMUKOQyAbEhPFnHWzFgyecVVBqw+7x97+GaYz9JXA1Rx+I4rPdiwJLP+/5IHkQR6BmthLWqSOpyiDqUjjOJvRYDlnze/47YN/MfkRgkcSVEHc+xVKewygirjfMPvAkDlnxaYaUBey7Yu4evSdJIXA1Rx4vQKqFSyGC1iSitMUldDl2GAUs+7fuj+RBFYFByBGK0PBOTAo8gCIivOx82n93EXoUBSz7tuyN5AIDJ/TpJXAmRdLijk3diwJLPKqw0YE/d7OEbGbAUwBiw3okBSz5rfYa9e3hgUgQ6R3D8lQKXY6lOSY0JFm5k5jUYsOSzvjvM7mEiAAhRKxCskkMUgXITd1rxFgxY8kmFVZc2l7ixn07iaoikJQiCs5u4jAHrNRiw5JN+qJs9PCApAomRPJqOyBGwpQxYr6GQugAih6ysLBQXF7fq2k93lgAABkRasX//fgBAZmamx2oj8naOcdgyE9tN3oIBS14hKysLvXr3hr62tsVrZdoIJD6yCoJMjvkP/w7/V1lY7+vV1dWeKpPIazlasDUWAbKgUImrIYABS16iuLgY+tpa3PP064hP7tbstWeqZDhYJkekyobbFix3Pp65exu+X/UWDAYuVaDAE6SUI1yjRIXeDFWnNKnLITBgycvEJ3dDYlrfZq/5dX8OAD36JschMSXS+XhB1hkPV0fk3XRhQajQm6Hu1EPqUgic5EQ+ptZkwcUyPQCge1yIxNUQeRfHOKxKxxasN2DAkk85XVgNEfY3knCNUupyiLyKYxxW3akHRJEn60iNAUs+5VShfQJTWhwncRBdKS5UDQEi5CGRKKyxSl1OwPPqgF2wYAGGDh2K0NBQxMXF4ZZbbsGJEyfqXSOKIubNm4eEhARoNBqMGTMGGRkZ9a4xGo2YPXs2YmJiEBwcjJtuugk5OTkd+a2QG7B7mKh5CrkMESp7y/V4iVniasirA3bbtm145JFH8Msvv2Djxo2wWCyYOHEiampqnNcsXLgQixYtwtKlS7Fnzx7odDpMmDABVVVVzmvmzJmDtWvX4pNPPsGOHTtQXV2NKVOmwGrlX3i+5ExhDUTY/0pn9zBR46LV9oA9WcKzYaXm1bOI169fX+/zFStWIC4uDvv27cN1110HURSxePFiPP/885g2bRoAYNWqVYiPj8eaNWvw0EMPoaKiAh988AH+85//YPz48QCA1atXIykpCZs2bcINN9zQ4d8XueZUof2PprR4tl6JmhKtEnEawAkGrOS8ugV7pYqKCgBAVFQUAODcuXPIz8/HxIkTndeo1WqMHj0aO3fuBADs27cPZrO53jUJCQlIT093XtMYo9GIysrKeh8knRqjBTl13cMcfyVqWpTafpzO+XILak0WiasJbD4TsKIo4vHHH8eoUaOQnp4OAMjPzwcAxMfH17s2Pj7e+bX8/HyoVCpERkY2eU1jFixYgPDwcOdHUlKSO78daqNTdbOHdWFB7B4maoZWAViqimETgUPZFVKXE9B8JmD//Oc/4/Dhw/j4448bfE0Q6m9uLYpig8eu1NI1zz77LCoqKpwf2dnZrhVObnEi39493FPH1itRS4wXjwMA9meVSVxJYPOJgJ09ezbWrVuHrVu3IjEx0fm4Tmc/puzKlmhhYaGzVavT6WAymVBWVtbkNY1Rq9UICwur90HSKK81Ib/SAAFAGmcPE7XIeNF+8MUBBqykvDpgRVHEn//8Z3z55ZfYsmULUlNT6309NTUVOp0OGzdudD5mMpmwbds2jBgxAgAwePBgKJXKetfk5eXh6NGjzmvIu50ssK99TYrSIljt1fPyiLyCMdfRgi3nhhMS8up3q0ceeQRr1qzB119/jdDQUGdLNTw8HBqNBoIgYM6cOZg/fz7S0tKQlpaG+fPnQ6vV4u6773ZeO3PmTDzxxBOIjo5GVFQU5s6di379+jlnFZP3EkURx/PtE8zYPUzUOqaCM1DIgNIaEy6U1KJLTLDUJQUkrw7YZcuWAQDGjBlT7/EVK1bggQceAAA89dRT0Ov1mDVrFsrKyjB8+HBs2LABoaGX3ozffPNNKBQK3H777dDr9Rg3bhxWrlwJuVzeUd8Kuaio2oiyWjPkMgHdYvkmQdQqVgu6RSpxosSMfRfKGLAS8eqAbU3XhiAImDdvHubNm9fkNUFBQViyZAmWLFnixuqoIzgmN3WNCYZawT+IiFqrZ7QKJ0rM2J9VhtsGJ7b8BHI7rx6DpcBmE0WcKODsYSJX9IyxL2fbn1UubSEBjAFLXiu3XI8aoxUqhQwp0VqpyyHyKT2jVQCAE/mVqDZywwkpMGDJax3Ls09uSosLgULGX1WitojSyNE5QlO34US51OUEJL5rkVcyWqw4Vbc8p08nrkEmcsXgFPsOdnvPcz2sFBiw5JVO5FfBYhMRpVWhU3iQ1OUQ+aShqfZ923efL5G4ksDEgCWvlJFr7x7u2zmsxW0viahxw+sCdt+FMpgsNomrCTwMWPI6BZUGFFYZIRcE9Naxe5jIVd1jQxCpVcJgtuFoLjf+72gMWPI6h3LKAQDd4oKhUXHtK5GrZDIBw+pasb+eLZW4msDDgCWvYrACJ/Ptk5sGJkVIWwyRHxiWGg0A2H2O47AdjQFLXuVctQxWUUR8mBqdwjVSl0Pk8xzjsHvPl8Fq48b/HYkBS95DrsDZanuXMFuvRO7Ru1MYQtUKVBktOFY3eZA6BgOWvEZI+jgYrAKC1XKkxXFrRCJ3kF82DrvzTLHE1QQWBix5BatNRNjw3wIArkqOhFzGpTlE7jKyewwAYMdpBmxHYsCSV9iRbYAyshNUMhH9OodLXQ6RX3EE7J7zpTBarBJXEzgYsCQ5q03EF5n2mcNpoVYo5fy1JHKnHvEhiAlRw2C2Yf+FcqnLCRh8JyPJfbE/BzmVFlj1legWyt1miNxNEASM7G5frsNx2I7DgCVJGcxWLN54EgBQ+ct/oeRvJJFHjOxm7yb+meOwHYZvZySpD3edR26FAdEaGar2fyd1OUR+a2SaPWAP5VSgotYscTWBgQFLkskt12PxplMAgDv7hkK0mCSuiMh/dY7QIC0uBFabiO2ni6QuJyAwYEkyL67LQK3JiiEpkRibyl2biDxtbK84AMDW4wzYjsCAJUmsP5qPjccKoJAJmD+tH2Q8ko7I48b0jAUAbDtZCBu3TfQ4Bix1uCqDGfPWZQAAHhrdFT3iuWsTUUcYkhKFELUCxdUmHl/XARiw1OHe2HAS+ZUGpERrMfv6NKnLIQoYKoXMuVyH3cSex4ClDnUouxyrdp0HALx8SzqClDzvlagjje1pH4fdfLxA4kr8HwOWOozFasOzXx6BKAK3DEzAtWmxUpdEFHDG9Y6HIACHcypwsVwvdTl+jQFLHWblzvM4lleJcI0SL0zpI3U5RAEpNlSNoSn203U2ZORLXI1/Y8BSh8gpq8UbG+w7Nj03qRdiQtQSV0QUuG5I1wGwz+Ynz2HAkseJooi/fZ0BvdmKYV2i8LvBSVKXRBTQbugbD8B+uk5xtVHiavwXA5Y8bv3RfGw5XgilXMD8aemQ8axXIkklRmrRPzEcNhHYkMHJTp7CgCWPqjSY8WLdmteHR3dD9ziueSXyBr+p6yZed+iixJX4LwYsedQ/fjiBwiojukRrMWtsd6nLIaI6Nw/sDAD45WwpZxN7iELqAsj3ZWVlobi44RFYp0pM+M+uEgDAA+lBOHbkUJP3yMzM9Fh9RNRQ5wgNhqdG4ddzpVh3MBcPj+kmdUl+hwFL7ZKVlYVevXtDX1tb/wuCDLr7FkGt647qo1sw47VFrbpfdXW1B6okosbcOqgzfj1XirUHcvCn0V0hcE9wt2LAUrsUFxdDX1uLe55+HfHJl/4CPlslw4EyBZSCiDtuGIWgSaOavU/m7m34ftVbMBgMni6ZiOrc2K8T/rYuAycLqpGRW4n0zuFSl+RXGLDkFvHJ3ZCY1hcAoDdZ8e2u8wBsGJEWh+5JES0+vyDrjEfrI6KGwjVKTOgTj+8O5+GTPVl4uXM/qUvyK5zkRG7385liGC02xISo0J9/ERN5tXuGJwMA1u6/iGqjReJq/AsDltwqv8KAjNxKAMCYnnFc80rk5a7pGo2uMcGoMVnx9UEu2XEnBiy5jSiK2HqiEADQWxeKzhEaiSsiopYIgoC761qxq3/JgijyIHZ34Rgsuc2J/CoUVhmhksswsnuM1OUQBbS2LH1LU9igkgOZeZVY/cMv6Btn3ys8JiYGycnJnirR7zFgyS2sNuDnM/Y1r0O6RCJYzV8tIilUltoPUp8+fXqbnhc14WGEXjUZT3zwA4o+/zsAQKPV4nhmJkPWRXwXJLc4XSVDtdGCELUCg1oxa5iIPENfbZ8DMfmh59Gz/+BWP6/aDPyQJ0LbbShmvrkWhvzT+Oi1J1FcXMyAdREDltpNpgnD8Uo5AGBEt2go5BzaJ5JadEKKc+lca52x5uF0YTUuIgp9krmzU3vxnZDaLXzkXbCIAmJD1eil42b+RL5qcEokAOB4QRWqzBIX4wcYsNQuuVUWhA68EQBwbfcYbrVG5MN0YUFIjQmGKAKZFXKpy/F5DFhql/8croQgV0AXZENSlFbqcoiona7pGg0AyK6VQRmTInE1vo0BSy7bfa4Uv140QrRZ0S+SO8AQ+YPYUDXS4kIACIgcO4PrYtuBAUsuEUURr/zPvs6u+vAGhCklLoiI3OaabtEQIELTdQj25RmlLsdnMWDJJd8ezsOh7HIEKQSU7/hI6nKIyI0itSqkhdkAAP8+WAmjxSpxRb6JAUttZrRY8dr64wCAW3oGw1ZTLm1BROR2vcKssFSVIL/aire38rQrVzBgqc0+3HkBOWV6xIWqcVPPYKnLISIPUMqAsi3vAwD+tfU0judXSlyR72HAUpuU1ZiwZMspAMDciT0RpOCvEJG/qj2+HcMS1LDYRDz1+WFYrDapS/IpfHekNnlj4wlUGizopQvFbYMTpS6HiDzsj4PDERakwOGcCry1+ZTU5fgUBiy12rHcSqz5NQsAMO+mvpDzrFcivxelkeOVW/sBAJZuPY1ddYd6UMsYsNQqoihi3jcZsInA5H6dcHXdYnQi8n9TByTgjiFJEEXg0U8OoKDSIHVJPoEBS63y3ZE87D5XCrVChmcn9ZK6HCLqYC/e1Ac940NRWGXEn1bv49KdVmDAUov0Jivmf2ffVOJPo7shMZJbIhIFGq1KgXfvG4ywIAUOZJXj2S+PcJenFvC4OmrRsh9PI7fCgITwIPxpNI+wIgokmZmZ9T6fMywML28vxZf7L0Kmr8Dd/Zo/QSsmJiZgz5NlwFKzThZUYdk2+yLzF6b0gUbFEzaIAkFlaREAYPr06Q2+FtJ/AqJvfBSfZ1bj3aVvomrv103eR6PV4nhmZkCGLAOWmmStW/tmtooY3zseN6brpC6JiDqIvtq+scTkh55Hz/6DG3w9s8KCYxUKRI37A0bfNgM9whqukS3IOoOPXnsSxcXFDFiiy32w4ywOZpcjVK3Ay7ek86xXogAUnZCCxLS+DR7vLIoIOVuK3edLcaRcgYiYGFxVd2A72XGSEzXq6MUKvP7DCQDA85N7QxceJHFFRORNBEHA1V2jMKxLFABg++li7L1QKnFV3oUt2ACXlZWF4uLieo/pzTY8takYZquI4Z3VSJMXYf/+4kaff+UECCIKHIIg2I+2E4Bfz5Xi59MlqDFYcW2PGMjY48WADWRZWVno1bs39LW19R6PufkZBPcaBUtVCT5/6s/4zFDV4r2qq6s9VSYRebmru0ZDIRfw8+kSHMwpR5XRjBv6cs4GAzaAFRcXQ19bi3uefh3xyfblN8crZMioUECAiPHdwxD9xqpm75G5exu+X/UWDAbu7EIUyIakRCEsSIkNGQU4U1SDL/bnYEjzK3j8HgOWEJ/cDYlpfZGZV4mMrAIAwNie8eiXGN7icwuyeE4kEdn1iA9FsFqBbw/loqDSiM01SqgSekpdlmQ4yYkAAGeLqrEx0x6uA5MikN45TOKKiMgXdY7Q4PahSYjUKmGwCtDd/Sp+OFMTkLs+MWAJ2TUyfHckD6II9NKF4rq0GC7JISKXRWpVuHNoMhI0NghyJd7ZV4mnvzgMgzmw9i9mwAYwURQROvRW7C6RwyYCPeJDML53PMOViNpNpZDh6hgLyn5cAZkAfLY3B7e/swsXy/VSl9ZhGLABqspgxuJfyxF1/UwAAvp1DscNfXU845WI3EYQgMpfv8AL10YhQqvE4ZwKTP7ndmw8ViB1aR2CARuAdp0pwW8Wb8f2LANEmxUDIi0Y2zOW69aIyCMG6tT45s+j0D8xHOW1Zvzhw734+zcZfn/kHQM2gORXGDDnkwO4671fcLFcj7hgOQo+fg7dQ23sFiYij0qK0uLzP43AzFGpAIAVP5/Hbct24lxxjcSVeQ4DNgAUVhnw928ycN3rW/HVwVwIAnDP8GS8OTEGxpwMqcsjogChUsjw1yl98MH9QxCpVeLoxUpM+ed2fHXgotSleQQD1o/lVejx8rfHcN3CrVjx83mYLDYM7RKJrx8ZiVdu7QeNkv/7iajjjesdj/89ei2GpUahxmTFnE8P4s9r9qOsxiR1aW7FjSb8UEZuBd7ffg7fHMqFxWZfezYoOQKPT+iBUd25BIeIpNcpXIM1vx+OpVtPY8mW0/j2cB5+PVeK127rh+t7xUtdnlswYH3UlZv020QRB/KNWHeiBkcKL/0V2DdWhVt7BWOQTg2hKhsHDmQ7v8aN+olISgq5DHPG98DYnnF4/LODOFNUgwdX7sW0QZ3x7KTeiA1VS11iuzBgfdDlm/QLKg1C0sch9KopUEYnAgBEmxW1x7ejcs9XuJB/Gv9r4X7cqJ+IPKk1f8y/fG0o1hwFvj1Zgy8PXMT6o7m4Oz0UN3TTQi4TEBMT43OHtjNgfVBxcTHMQZG4evZyFAmRsIj2Ll+FICI1xIbuoVZou4wAfjOi2ftwo34i8qTK0iIAwPTp01v9HFWnHoia8DDQKQ3vH6jE2+sPonzHR0DuERzPzPSpkGXA+pBakwXrj+ZjxY8l6PyHd5AHACIQqVViQGIEencKg0rR+olL3KifiDxJX10JAJj80PPo2X9wq58nisDZagsyyuVAfFfE3fZXmArPYd2BbMxKTILMRzbEYcB6Ob3Jip1nirH+aD7+dyQPNSb7wmxRtCFBCwzvmYjkKC0nLhGR14pOSEFiWt82PScJwDCTFfuzynAwqxSIS8U/dpXj48ytuHlgAqZd1Rnd47z7PLyAWqfx9ttvIzU1FUFBQRg8eDC2b98udUkNGMxW7LtQhg92nMOMFbsx8KUNmLlqL/67Lwc1JiuSo7S4s28ILi7/PUbEWpASHcxwJSK/pFHJMbJ7DG5MMKP85zUIVgq4WK7H2z+ewfhFP2HSW9vxynfHsPFYAcprvW+JT8C0YD/99FPMmTMHb7/9NkaOHIl33nkHN954I44dO9ahffoWqw1ltWaU1BhRUm3CxXI9skpqkVVaizNF1TiRX+VcWuPQOUKD63vFYeqABAztEokDBw7gtcrCDquZiEhKKjlQsWMNFv9xEqrCumDbeT0O5BtxLK8Sx/Iq8d72cxAAxAXL0TlUgU6hciSEKBAeJLN/qGUIU8sRohIQFxvbYe/5AROwixYtwsyZM/H73/8eALB48WL88MMPWLZsGRYsWNAhNcz++AC+PZSLlk5FDFfLkBalRK8YFQYnqJEcpoAgmICy8zhQdp7La4gooDgmS82479JkKZkmDJrUq6BO6ougpHQoo5NQUGNFQY0VyG/8PqLNCtP5b/DrPx7skJANiIA1mUzYt28fnnnmmXqPT5w4ETt37mz0OUajEUaj0fl5RUUFAKCystLlOvTlxbAaayGKNtgMVbDWVsJaXQJrRSEsFfkwl+XDVHgOF6pLcLgV9zt5eC+M+lqX63FMcso/fxJngrWS3cMfa3HXfbypFnfdh7V49j7+WMv5YwcAAENvvAOJqWmNXHER5qp8GIQgGAQ19IIaJkEJMxSwCApYoIBVsMedqbYK58+fR0REhEu1ODKgVQfIiwHg4sWLIgDx559/rvf4K6+8Ivbo0aPR57z44osiAH7wgx/84Ac/GnxkZ2e3mD0B0YJ1uHIykCiKTU4QevbZZ/H44487P7fZbCgtLUV0dLTfTCqqrKxEUlISsrOzERYWJnU5PoU/O9fxZ9c+/Pm5zh0/O1EUUVVVhYSEhBavDYiAjYmJgVwuR35+/Y75wsJCxMc3vuelWq2GWl1/my5XuxS8XVhYGP+huog/O9fxZ9c+/Pm5rr0/u/Dw8FZdFxDLdFQqFQYPHoyNGzfWe3zjxo0YMaL53Y6IiIhcERAtWAB4/PHHce+992LIkCG45ppr8O677yIrKwt/+tOfpC6NiIj8UMAE7B133IGSkhK89NJLyMvLQ3p6Ov73v/8hJSVF6tIko1ar8eKLLzboCqeW8WfnOv7s2oc/P9d19M9OEMXWzDUmIiKitgiIMVgiIqKOxoAlIiLyAAYsERGRBzBgiYiIPIABG4AWLFiAoUOHIjQ0FHFxcbjllltw4sQJqcvyOQsWLIAgCJgzZ47UpfiMixcvYvr06YiOjoZWq8XAgQOxb98+qcvyehaLBS+88AJSU1Oh0WjQtWtXvPTSS7DZbFKX5nV++uknTJ06FQkJCRAEAV999VW9r4uiiHnz5iEhIQEajQZjxoxBRkaGR2phwAagbdu24ZFHHsEvv/yCjRs3wmKxYOLEiaipqZG6NJ+xZ88evPvuu+jfv7/UpfiMsrIyjBw5EkqlEt9//z2OHTuGN954w293SHOn1157DcuXL8fSpUuRmZmJhQsX4vXXX8eSJUukLs3r1NTUYMCAAVi6dGmjX1+4cCEWLVqEpUuXYs+ePdDpdJgwYQKqqqrcX0x7N9In31dYWCgCELdt2yZ1KT6hqqpKTEtLEzdu3CiOHj1afPTRR6UuySc8/fTT4qhRo6QuwydNnjxZfPDBB+s9Nm3aNHH69OkSVeQbAIhr1651fm6z2USdTie++uqrzscMBoMYHh4uLl++3O2vzxYsOY/ii4qKkrgS3/DII49g8uTJGD9+vNSl+JR169ZhyJAh+N3vfoe4uDgMGjQI7733ntRl+YRRo0Zh8+bNOHnyJADg0KFD2LFjByZNmiRxZb7l3LlzyM/Px8SJE52PqdVqjB49usmjS9sjYHZyosaJoojHH38co0aNQnp6utTleL1PPvkE+/fvx549e6QuxeecPXsWy5Ytw+OPP47nnnsOu3fvxl/+8heo1Wrcd999Upfn1Z5++mlUVFSgV69ekMvlsFqteOWVV3DXXXdJXZpPcRz4cuUhL/Hx8bhw4YLbX48BG+D+/Oc/4/Dhw9ixY4fUpXi97OxsPProo9iwYQOCgoKkLsfn2Gw2DBkyBPPnzwcADBo0CBkZGVi2bBkDtgWffvopVq9ejTVr1qBv3744ePAg5syZg4SEBNx///1Sl+dz2nJ0aXswYAPY7NmzsW7dOvz0009ITEyUuhyvt2/fPhQWFmLw4MHOx6xWK3766ScsXboURqMRcrlcwgq9W6dOndCnT596j/Xu3RtffPGFRBX5jieffBLPPPMM7rzzTgBAv379cOHCBSxYsIAB2wY6nQ6AvSXbqVMn5+PNHV3aHhyDDUCiKOLPf/4zvvzyS2zZsgWpqalSl+QTxo0bhyNHjuDgwYPOjyFDhuCee+7BwYMHGa4tGDlyZIPlYCdPngzoAzdaq7a2FjJZ/bdruVzOZTptlJqaCp1OV+/oUpPJhG3btnnk6FK2YAPQI488gjVr1uDrr79GaGioc1wiPDwcGo1G4uq8V2hoaINx6uDgYERHR3P8uhUee+wxjBgxAvPnz8ftt9+O3bt3491338W7774rdWleb+rUqXjllVeQnJyMvn374sCBA1i0aBEefPBBqUvzOtXV1Th9+rTz83PnzuHgwYOIiopCcnIy5syZg/nz5yMtLQ1paWmYP38+tFot7r77bvcX4/Z5yeT1ADT6sWLFCqlL8zlcptM233zzjZieni6q1WqxV69e4rvvvit1ST6hsrJSfPTRR8Xk5GQxKChI7Nq1q/j888+LRqNR6tK8ztatWxt9f7v//vtFUbQv1XnxxRdFnU4nqtVq8brrrhOPHDnikVp4XB0REZEHcAyWiIjIAxiwREREHsCAJSIi8gAGLBERkQcwYImIiDyAAUtEROQBDFgiIiIPYMASERF5AAOWiNrk/PnzEAQBBw8elLoUIq/GgCXyUw888AAEQYAgCFAoFEhOTsbDDz+MsrKyNt3jlltuqfdYUlIS8vLyuP8yUQsYsER+7De/+Q3y8vJw/vx5vP/++/jmm28wa9asdt1TLpdDp9NBoeBZIUTNYcAS+TG1Wg2dTofExERMnDgRd9xxBzZs2ADAfpbtzJkzkZqaCo1Gg549e+Ktt95yPnfevHlYtWoVvv76a2dL+Mcff2zQRfzjjz9CEARs3rwZQ4YMgVarxYgRIxocTffyyy8jLi4OoaGh+P3vf49nnnkGAwcO7KgfBVGHY8ASBYizZ89i/fr1UCqVAACbzYbExER89tlnOHbsGP72t7/hueeew2effQYAmDt3Lm6//XZnKzgvL6/ZMzOff/55vPHGG9i7dy8UCkW9o9Q++ugjvPLKK3jttdewb98+JCcnY9myZZ79hokkxj4eIj/27bffIiQkBFarFQaDAQCwaNEiAIBSqcTf//5357WpqanYuXMnPvvsM9x+++0ICQmBRqOB0WiETqdr8bVeeeUVjB49GgDwzDPPYPLkyTAYDAgKCsKSJUswc+ZMzJgxAwDwt7/9DRs2bEB1dbW7v2Uir8EWLJEfGzt2LA4ePIhff/0Vs2fPxg033IDZs2c7v758+XIMGTIEsbGxCAkJwXvvvYesrCyXXqt///7O/+7UqRMAoLCwEABw4sQJDBs2rN71V35O5G8YsER+LDg4GN27d0f//v3xz3/+E0aj0dlq/eyzz/DYY4/hwQcfxIYNG3Dw4EHMmDEDJpPJpddydD0DgCAIAOzd0Fc+5sCjqMnfMWCJAsiLL76If/zjH8jNzcX27dsxYsQIzJo1C4MGDUL37t1x5syZeterVCpYrdZ2v27Pnj2xe/fueo/t3bu33fcl8mYMWKIAMmbMGPTt2xfz589H9+7dsXfvXvzwww84efIk/vrXv2LPnj31ru/SpQsOHz6MEydOoLi4GGaz2aXXnT17Nj744AOsWrUKp06dwssvv4zDhw83aNUS+RMGLFGAefzxx/Hee+/hlltuwbRp03DHHXdg+PDhKCkpabBG9g9/+AN69uzpHKf9+eefXXrNe+65B88++yzmzp2Lq666CufOncMDDzyAoKAgd3xLRF5JEDkQQkQSmDBhAnQ6Hf7zn/9IXQqRR3CZDhF5XG1tLZYvX44bbrgBcrkcH3/8MTZt2oSNGzdKXRqRx7AFS0Qep9frMXXqVOzfvx9GoxE9e/bECy+8gGnTpkldGpHHMGCJiIg8gJOciIiIPIABS0RE5AEMWCIiIg9gwBIREXkAA5aIiMgDGLBEREQewIAlIiLyAAYsERGRB/w/KIoCL/lbzC8AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 500x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5,7))\n",
    "sns.histplot(df2['Rating'], bins=20, kde=True)\n",
    "plt.title('Distribution of Movie Ratings')\n",
    "plt.xlabel('Rating')\n",
    "plt.ylabel('Frequency')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5faa9481",
   "metadata": {},
   "source": [
    "Identify the most frequent rating values. \n",
    "\n",
    "Here, the peak is around 7, it suggests that many movies are rated around 7."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "5a193061",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(8, 6))\n",
    "sns.histplot(df2['Duration'].dropna(), bins=20, kde=True)\n",
    "plt.title('Distribution of Movie Durations')\n",
    "plt.xlabel('Duration (minutes)')\n",
    "plt.ylabel('Frequency')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d8b8aa6",
   "metadata": {},
   "source": [
    "Identify the most frequent duration values. \n",
    "\n",
    "Here the peak is around 120 minutes, it suggests that many movies are around two hours long."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "4d064e64",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10, 7))\n",
    "top_genres = df2['Genre'].value_counts().head(20)\n",
    "sns.barplot(y=top_genres.index, x=top_genres.values)\n",
    "plt.title('Top 20 Genres')\n",
    "plt.xlabel('Count')\n",
    "plt.ylabel('Genre')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46ea1c5f",
   "metadata": {},
   "source": [
    "The top bar represents the genre with the highest count of movies.\n",
    "\n",
    "\"Drama\" is at the top with the longest bar, it indicates that there are more drama movies in the dataset than any other genre."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "f629155d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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06NGIxWJ44YUX8Pbbb+Paa6+Fy+UCAMyZMwfXXHONaBrnnnuu6Osejwdr167Fww8/jPvvv595ndZPtBSn04loNIrjx49zPgBTFIVjx44x3/4ng81mwyOPPIJHHnkE1dXVzK9UEyZMwN69e1tcVj7Hjh0Tfc3tdqu+v2fPnszf0WgUdXV1zIdnur/efvtt9O7du8XlvPjii7Fs2TJs2bIF3377LebOnQsAGDNmDD799FMcOnQIKSkpHHc1l8uFQYMG4bHHHhNNMzs7m7nO6XRi3bp1otelpqa2uNxiTJ8+Hf/973/x0ksv4ZxzzkFNTQ3+/ve/M++3xXhyuVywWCySxhh0vwDAVVddhauuugqhUAjffPMNnnjiCdx4443o06cPLrzwQtH7V69eDZ/Ph3fffZfTr60xRXA6nZLjMRmU1hAAePnll5Gbm4s33ngDGo2GuZdvEtFeOJ1ObNmyRfC6WF179+6NZcuWAQB+/vlnvPnmm5g/fz7C4bBs3DICgdB5Ib9MEQiEU8ZTTz2F9PR0PPTQQ4jH4zj33HORl5eHH3/8EUOGDBH9J/XhV6PRgKIojhkEALzwwguIxWKc1+hr1PzacPHFFwNIfEBj884778Dn8zHvt5Tu3bujtLQUkydPxk8//QS/39+q9Ni88sornL+//vprHDp0iDFxSPb+N998E9FolLn/0ksvhV6vx/79+yX7i0auzS+++GJoNBrMmzcPWq2WMXq45JJLsGHDBnz66acYOXIkx9Rh/Pjx2LlzJ84++2zRfOnN1Pjx41FXV4dYLCZ6ndTmvKVccMEFGDhwIFasWIEVK1bA4XBg0qRJnLoC6saT1C9i48ePx/79++F0OkXrJBZ02mQyYdSoUVi0aBEAcNwW+dAbEPZcoigK//3vf1W0gDijR4/Grl278OOPP3Jef/XVV1ucJiBcQ4BE+Y1GI2cjdezYMYGbH6D+V8dkGDVqFBobG/HRRx9xXn/99ddl7zvnnHMwd+5cFBQU4Pvvv2/TMhEIhFMH+WWKQCCcMtLT0zFnzhzcd999ePXVV3HzzTfj3//+Ny6//HJceumlKC0tRc+ePXHixAns2bMH33//Pccum43dbsfIkSPx17/+FS6XC3369MGXX36JZcuWCZzr6DhA//nPf5Camgqz2Yzc3FzR40pjx47FpZdeitmzZ8Pr9aKoqIhxXyssLEwqCCvNBRdcgPHjx2PQoEFIT0/Hnj178L///Q8XXnghrFZr0ulJsW3bNtxyyy247rrrcPjwYTz44IPo2bMnc2RSiXfffRd6vR5jx45l3PzOO+88XH/99QAS9t2PPvooHnzwQRw4cIDRsFRXV2PLli3ML3AAUFBQAABYtGgRLr/8cuh0OgwaNAhGoxGZmZkYOHAgPvnkE4wePZppg0suuQQnTpzAiRMn8PTTT3PK9uijj+LTTz/FiBEjcMcdd+Dcc89FMBjEwYMH8eGHH+Jf//oXzjrrLNxwww145ZVXcMUVV+DOO+/EsGHDYDAY8Msvv2DDhg246qqrMHHixLZqcgDAtGnTcM899+Cnn37CjBkzOG6ByYyngoICvP7663jjjTfQt29fmM1mFBQU4K677sI777yDkSNH4u6778agQYMQj8dRVVWFTz75BPfeey8uuOACPPTQQ/jll19w8cUX46yzzkJDQwP+8Y9/wGAwYNSoUZLlHzt2LIxGIyZPnoz77rsPwWAQ//znP1sVXPuuu+7C8uXLMW7cOCxcuJBx82vtL7Fia8j48ePx7rvvYubMmbj22mtx+PBhLFiwAFlZWYKjtAUFBfjiiy+wZs0aZGVlITU1tdUb7ClTpuCZZ57BzTffjIULF8LtduOjjz7Cxx9/DADQahPfW2/fvh2zZs3Cddddh7y8PBiNRqxfvx7bt2/n/LpOIBC6GB1qf0EgEE5LaCcuvvsYRSXc0nJycqi8vDwqGo1SFEVRP/74I3X99ddTmZmZlMFgoHr06EGNGTOG+te//sXcJ+a29csvv1CTJk2i0tPTqdTUVOqyyy6jdu7cSfXu3Vvg2PXss89Subm5lE6n4zhs8d386DLOnj2b6t27N2UwGKisrCzqT3/6E1VfX8+5rnfv3tS4ceMEdRw1ahTHle3++++nhgwZQqWnp1Mmk4nq27cvdffdd1O1tbXMNVOmTKFsNpsgLdppjw0k3Pw++eQT6v/+7/+otLQ0ymKxUFdccQW1b98+QZpSeXz33XfUhAkTqJSUFCo1NZWaPHkyVV1dLbh+9erV1OjRoym73U6ZTCaqd+/e1LXXXkt99tlnzDWhUIi65ZZbqG7dulEajYYCQFVWVjLv33333RQA6rHHHuOknZeXRwGgtm/fLsj3+PHj1B133EHl5uZSBoOBysjIoH7zm99QDz74INXU1MRcF4lEqL/97W/UeeedR5nNZiolJYXKz8+nZsyYwWkPtf2nxPHjxymj0UgBoLZs2SJ4X+14OnjwIPXb3/6WSk1NpQBwxmVTUxM1d+5c6txzz6WMRiPlcDiogoIC6u6776aOHTtGURRFrV27lrr88supnj17UkajkcrMzKSuuOIKauPGjYp1WLNmDdNePXv2pP7yl79QH330kWDOjRo1ihowYIDgfrF5tHv3bmrs2LGU2WymMjIyqOnTp1PvvfdeUm5+ateQJ598kurTpw9lMpmofv36Uf/9739F584PP/xAFRUVUVarlQLA9LOUm5/aOVlVVUVdc801zNyZNGkS9eGHH1IAqPfee4+iKIqqrq6mSktLqfz8fMpms1EpKSnUoEGDqGeeeYapB4FA6HpoKIqiTu32jUAgEAhtycqVKzF16lRs3bqVc9SOQCB0HHRMtqqqKpx11lkdXRwCgdBOkGN+BAKBQCAQCK1gyZIlAID8/HxEIhGsX78ezz33HG6++WaykSIQTnPIZopAIBAIBAKhFVitVjzzzDM4ePAgQqEQcnJyMHv2bMapkkAgnL6QY34EAoFAIBAIBAKB0AKINTqBQCAQCAQCgUAgtACymSIQCAQCgUAgEAiEFkA2UwQCgUAgEAgEAoHQAk57A4p4PI4jR44gNTWVEx2dQCAQCAQCgUAgnFlQFIXGxkZkZ2czQbVbw2m/mTpy5Ah69erV0cUgEAgEAoFAIBAInYTDhw+3SeiC034zlZqaCiDRYHa7vYNLQyAQCAQCgUAgEDoKr9eLXr16MXuE1nLab6boo312u51spggEAoFAIBAIBEKbyX+IAQWBQCAQCAQCgUAgtACymSIQCAQCgUAgEAiEFkA2UwQCgUAgEAgEAoHQAshmikAgEAgEAoFAIBBaANlMEQgEAoFAIBAIBEILIJspAoFAIBAIBAKBQGgBZDNFIBAIBAKBQCAQCC2AbKYIBAKBQCAQCAQCoQWQzRSBQCAQCAQCgUAgtACymSIQCAQCgUAgEAiEFkA2UwQCgUAgEAgEAoHQAshmikAgEAgEAoFAIBBaANlMEQgEAoFAIBAIBEILIJspAoFAIBAIBAKBQGgBHbqZ+uqrrzBhwgRkZ2dDo9Fg9erVnPcpisL8+fORnZ0Ni8WCiy66CLt27eqYwrYSjz+M/TVNKK+qx/7jTfD4wx1dJAKBQCAQCAQCgdAKOnQz5fP5cN5552HJkiWi7z/11FN4+umnsWTJEmzduhU9evTA2LFj0djYeIpL2jqONAQw67VyXPz0l5j4/Ne4+O9f4vbXynGkIdDRRSMQCAQCgUAgEAgtRENRFNXRhQAAjUaDVatW4eqrrwaQ+FUqOzsbd911F2bPng0ACIVC6N69OxYtWoQZM2aoStfr9cLhcMDj8cBut7dX8SXx+MOY9Vo5Nu6rFbw3Ms+FxZML4bAaT3m5CAQCgUAgEAiEM4223ht0Ws1UZWUljh07ht/+9rfMayaTCaNGjcLXX38teV8oFILX6+X860hqm8KiGykA+GpfLWqbyHE/AoFAIBAIBAKhK9JpN1PHjh0DAHTv3p3zevfu3Zn3xHjiiSfgcDiYf7169WrXcirhDUZk329UeJ9AIBAIBAKBQCB0TjrtZopGo9Fw/qYoSvAamzlz5sDj8TD/Dh8+3N5FlMVuNsi+n6rwPoFAIBAIBAKBQOicdNrNVI8ePQBA8CtUTU2N4NcqNiaTCXa7nfOvI3GlGDEyzyX63sg8F1wpRC9FIBAIBAKBQCB0RTrtZio3Nxc9evTAp59+yrwWDofx5ZdfYsSIER1YsuRwWI14ctIgwYZqZJ4LiyYNIuYTBAKBQCAQCARCF0XfkZk3NTWhoqKC+buyshI//PADMjIykJOTg7vuuguPP/448vLykJeXh8cffxxWqxU33nhjB5Y6ebLTLFg8uRC1TWE0BiNINRvgSjGSjRSBQCAQCAQCgdCF6dDN1LZt2zB69Gjm73vuuQcAMGXKFKxcuRL33XcfAoEAZs6cifr6elxwwQX45JNPkJqa2lFFbjEOK9k8EQgEAoFAIBAIpxOdJs5Ue9HRcaYIBAKBQCAQCARC5+CMiTNFIBAIBAKBQCAQCJ0ZspkiEAgEAoFAIBAIhBZANlMEAoFAIBAIBAKB0AI61ICC0Do8/jBqm8LwBiOwWwxw2YjJBYFAIBAIBAKBcKogm6kuypGGAGa/sx0b99Uyr43Mc+HJSYOQnWbpwJIRCAQCgUAgEAhnBuSYXxfE4w8LNlIA8NW+Wtz/znZ4/OEOKhmBQCAQCAQCgXDmQDZTXZDaprBgI0Xz1b5a1DaRzRSBQCAQCAQCgdDekM1UF8QbjMi+36jwPoFAIBAIBAKBQGg9RDPVBbGbDbLvpyq8T+icEEMRAoFAIBAIhK4F2Ux1QVwpRozMc+ErkaN+I/NccKWQD+BdDWIoQiAQCAQCgdD1IMf8uiAOqxFPThqEkXkuzusj81xYNGkQ+TWji0EMRQgEAoFAIBC6JuSXqS5KdpoFiycXorYpjMZgBKlmA1wp5FhYV0SNoQjpVwKBQCAQCITOB9lMdWEcVrJ5Oh0ghiIEAoFAIBAIXRNyzI9A6GCIoQiBQCAQCARC14RspgiEDoY2FBGDGIoQCAQCgUAgdF7IZopA6GCIoQiBQCAQCARC14RopgiETgAxFCEQCAQCgUDoepDN1CmCBGQVR6ldzoR249cx12U77epIIBAIBAKBcDpCNlOnABKQVRyldjkT2u1MqCOBQCAQCATC6QrRTLUzJCCrOErtUu0NnvbtRsYGgUAgEAgEQteGbKbaGTUBWc9ElNql3nf6txsZGwQCgUAgEAhdG7KZamdIQFZxlNrFG4zKvn86tBsZGwQCgUAgEAhdG6KZamfaMyBrVzZnUGoXu1kPq1GHacW5KOyVhlA0DrNBh++r6rG8rLLNAtny2zDFpIcvFIUnoL5NW9oPDosBs8a4RevnD8dOWbDerjyOzjRIX5E2IBAIBELngmym2hk6IOtXIse5WhOQtasbFyi1S7rNiOWlQ7F4/T4sWV/BvFfkdmJ56dA2CWQr1obFbidKi3Jxx2vl8Idjim3amn4w6rQor6oX1O+5yYV4Y0vVKQnW29XH0ZkE6SvSBgQCgUDofJBjfu1MewRkPR2MC5TaxazXYun6CmyqqOO8v6miDks3VKC1SLVhWUUdVmyqxLTiXADybdqafvD4w5izaodo/VZuqsT8Kwe0+7ftp8M4OlMgfUXagEAgEAidE/LL1CmgrQOyqjEu6ArHXuTaZX9NEzZWiNdxYxvUUa4NN1XUYVpRLvO3VJu2ph/k7i2rqEMwEldTjVZxuoyjMwHSV6QNCAQCgdA5IZupU4TD2nbn+k8n4wKpdmnvOiqlH4pyNzNi+bWmjJ2hDztDGQjqIH1F2oBAIBAInROymeqCtKepRWehveuolL5Jzz0BK5ZfawwkOkMftrQMxADg1NMZxktHQ9qAQCAQCJ0RspnqgrSXqUVnor3rKJd+kduJ8sMNivnJGUi8rmAg0Rn6sCVlIAYAHUNnGC8dDWkDAoFAIHRGiAFFF6Q9TC06G+1dR6n0i91OTC3KxfKyStn8PP4w5rwrbSBx72/PbVH+p7IPky0DMQDoODrDeOloSBsQCAQCoTOioSiK6uhCtCderxcOhwMejwd2u72ji9Om0Met2sLUorPS3nXkp59iTsSZ8gbk89tf04SLn/5SMt3lpUPRO8OKszNTksq/I/pQbRmU6vz5PaMU60toHZ1hvHQ0pA0IBAKB0Braem9Ajvl1YdrS1KKz0t51bGn6SmL4YCSmShDfGfpQbRmIAUDH0xnGS0dD2oBAIBAInQmymerCdFUjgM5Y7mTLpMbA4nQzcGitAYDHH0aDPwJfOApfOIY0iwGZqaYuUXfCmU1XnbMEQleCzDNCV4VsprooXdUIoDOWuyVlUjKwqGkMYUjv9DbJq7MgV+ditxNmg7QE82hDAIdO+LF4/T6OzqykWe/S2etOOHPpynOWQOgqkHlG6MoQA4ouSFc1AuiM5W5pmWgxfAlPDF/kduL2MXkYfU63087AwWE14vGJBSh2OzmvF7mdKC3Kxfz3d4nWweMP44ufjws2UkAiAHNXqDvhzKSrz1kCoStA5hmhq0N+meqC1DaFBYsOzVf7alHbFO6UP413xnK3pkzZaRYsmVyImsYQPIEIrEYdbEY90qwG0Xs6Y/2TJRyL4/ycdEwtykUoGodJr0X54Qbc8Vo5/OGYaB1qm8LITDUJNlI0XaXuhDOP02HOEgidHTLPCF0dspnqhFR7g6j3heENRmG36JFuNaK73cy8r9YIoL3PHyeb/qkwMDjVZWKL4em8D9T6YLeEBXmz87Iadbh1ZF8Uu12IxijYTDpomtNoSR/J1bstx4EnEOHE1eIj1l7eYAShaFw23Y4wryDn8wlKENMVAqH9IfOM0NUhm6lORlWdD3NWceMXFbudeHxiAXKcNgDKRgB2i6Hdzx+3JP3WGhh05jKpyZvOy2rUYcmNhVhRVolnP9vHXE8fEeydYUVWEn0klfeiSYNAAW06DlrSXnazASd88sc0Wtv3yULO5xPU0N5rFoFAIPOM0PUhmqlORLU3KNhIAUBZRR0eWLUD1d4gACDFrBfoVmgSRgC6dj1/3NLzzbSBgRgj81xwpbT8V4GOLJPavOm8phUnggJvFAn4u3j9Pnzx83HVfSSX9xc/H8fst9t2HLSkvVwpRtQ0hlAkMWZb2/fJQs7nE9TSnmsWgUBIQOYZoatDNlOdiHpfWFJXUlZRh/rmb/d9oShKi3IFH05pIwBvMKJ4/rg1qDnfLAZt2sBfNOlfUVpzxKojy6Q2bzqvEX2dKJPo500VdchMNanuI7m8M1NN2FjRtuOgJe3lsBpx0TndcPuYPMGYLWmDvk+Wlo4VwplHe65ZBAIhAZlnhK4OOebXifAGo6re9wQiuOO1ckwrzsU0ESOAlVOHyabT2vPHrTnfnJ1mweLJhahtCqMxGEGq2QBXSuu1Kh1ZpmTyzk6z4JgnIHt9KBpX3UdyebeXTqkl7ZWVZoHVqMPjVxfAF47CH47B0UFxpsj5fEIytNeaRSAQTkLmGaErQzZTnQi7Wb476PftZgP84ZikEYBiOhaDpPhejSi/teeb2aYNbUVHlinZvB0W+XzkAv7yybAasWzKEISicZgNOnxfVY/lZZXwh2Mw6eV/eE72HLpgbKQYcXZmiur726Pf1eLxh1HTGEJDIAKbUYc1s4qx/qdq/PvLA/CHY5xrk2mXrmhi0RXL3NF05NglEM4UyDwjdFXIZqoTkW4zotgtfgSs2O1Eui2xyMgFTx2Z50K6Tfr9sf0yYdRpMeu1coH4fuHVA/Ho2t34bE8N53W+KF8p/44439yRZUo2b8WAv94Q8nukKuZ7pCGAuat3co7yFbmdeG5yIe54rRw1jaE2a5OubNhwpCGQ0I7x2mnWaDcG9UzDba9+z2yokmmXrtgmXbHMBAKBQCB0ZohmqhPR3W4WDYpKu/nR9uhK54u7282S78+/cgDmrNohKr5/YNUO5GfZBa/zRfmd8XxzR5Yp2bzp4LclbmHA31mj89C3mw1f76+TNUJgTBR4mqhNFXVYsakS88b3x+hzurVJm3RlwwaPPyzYSAGJdlqyoQJHPQFMK84FkFy7dMU26YplJhAIBAKhs6OhKIrq6EK0J16vFw6HAx6PB3a7XfmGTgAnzpRZj3QbN84UDX1cR+p8sdj7tU1hXPz0l5J5L5syBNNf3CZ4/fN7RgmOdCnl3xF0ZJmSyfvA8Sa8/+ORRJypOAWrUQcA2PBTDf795QEsnlyIPk6b5DG6/TVNsv346d0jkdc9NelytSQvsbHRWVAq+7IpQ5DlMMOk1yXVLl2xTbpimQkEAoFAaGvaem9Ajvl1QrrbzaKbJz5K54vF3j9Q65NNU8q0QEyU3xnPN3dkmZLJ2xOI4NnP9nHiTLFRMqFQMlHwhU6ambS2TbqyYYNS2UPROMLROPpnO9o03c7YJl2xzAQCgUAgdHbIZuoU8Wu9H95gFN5ABA6LAalmPXqmW9s1T1GhuUVeXJ+ZahI1NGivoHntJYbv7CJ7JdMKJROK9gxyyPll1KJHhtWAuy7JQ0FPh6jRRWcOqNjadm5pup2xTbpimQkEAoFA6OyQzdQp4FCdDw/wgvEWu514bGIBejtt7ZKnlND88YkFGNsvE5+yTCZoStwu/FzdiAdW7WReK3I7sbx0aLsYOLSXGL4riOwVTSgaQxjSO71F97fGcKOqzscJHG016rB8yhB8d/AE51c02ujijS1VnTqgYmvbuSXpdtYgk12xzAQCgUAgdHaIAUU782u9X7CRAhJBeB9ctQO/1vvbPE85ofkDq3Zg/pUDRE0JbhvtxsIP9nBe31RRh6UbxC3Y26uMrRHDdxWRPW1aUZInNKG4fUweRp/TTfEIZ1sbblR7g5yNFABMK87F4g0V2Mgbv5sq6rByUyXmXzmgU/3ix6e17ayUbmcyYVGiK5aZQCAQCITODvllqp3xBqOCjRRNWUUdvMEoerZxnrVNYcFmguarfbUIRuKC4Hh6rQaXP7dREHMHADbuq0VtU7hNP2wplbGl+bVXuu1BdpoFSyYXoqYxBE8gAqtRB5tRjzSrQVUZ2zrIYb0vLBirhb3SJOOZlVXUIRiRDwzcGWhtO8ul29WCTHbFMhMIBAKB0Jkhm6l2xhtIXvTN16ykW8Xd/CTzVCE0p4/0UACgAUIx+Q/FYuVsjS6ptWJ4fhtZDTrUNoVgNugwa4yb0fMkmy6f9tZetdYcoi0NN5pCUdw9Ng+jz80EAPjDMdjNetx1SR5e/uYQbhiWg8JeaRzdlC/UtqYF7dXe7WVM0hlNWJToimVuTzq7vpJAIBAInRuymWpn7AqGD3zRN1+zApyMM5WjUl+lJDS3GHWCoL0leS4m2KvYJoRfztbqklojhpdqo3njB+CmF77BuT1SJeuSjMi+K2iv2hKXzYhhfTKwaN1eTtuWuF149Q/D8eRHezi/UhW5nbh28Fltlv+Z1t6EjoeMOQKBQCC0FqKZamfsZr0gCC9NsdsJu/nkflZMswIkjlM9sGoHqr1BVXnSQnMxRua58H1Vg+Ao3MZ9tVi5qZIJYMovZwqrnG2hS1Iqo5QYXq6NFqzdhUWTBjGBa/l1SUZk31W0V22Fxx/G5gMnsGRDhaBtN1bU4tE1uwT24Zsq6vDQezvbpC3OtPYmdDxkzBEIBAKhLSCbqXamZ7oVj00sEGyoaDc/tj26mGaFpqyiDvU+dQ93OaH5o1cNxIK1uyXzuLAvt5xFbidKi3I5cYvU6JJaU0Y5MbxSG2XaTQASH/QLe6WpTpdPW9SxK1HbFEam3STbtuz2pGmrtjjT2pvQ8ZAxRyAQCIS2gBzzOwX0dtqwaNIgeINRRvRtF4kz5Q1GJVJQ9z4bKaH5wTqf6DE+mhhFMXGmTHotyg834I7XyvHqLRewytE2wT9bIoZXaoOm4Mm62c0GrJ45okUi+zMtwKk3GJEM2EyTTEDnluQvx+nW3oSOh4w5AoFAILQFZDN1ikgx6RGMxGHQaWHUa5FiEjY9+8ifGErv8xETmqc0hWE16jCtOFdgJrC8rBKRaBzTX9wmSIutNUpG76RW3E0bYQSjcdQdb4InIH69UhukWQ2MAUWqWY/8LLvs9VK0RtPFrrPDYoDNpEdTMIqmUARpViPC0TiaQlGmfgA6XADvsBgQi1Oy15j04j9kJ6NDkxoPUu1Nj1WzQYfyqvouZxDQ3uYGrU3f4w+jwR+BLxyFLxyDw2KASadFQyCMFHPnbmt+3VNMevhCUcm1gw8JYtw+EEMPAoFwpkE2U6cAtSLndJsRxW4nykSOWhW7nUi3tf6B5EoxYnnpUCxev09gJrB8ylB8V3VCcA9fa6Q2+KdSvcXeL24+VkibR/DbSa6NitxOfLDjKMqr6rFsyhBktKK9WhrglF0nq1GH5yYXYsWmSpRXNeC5yYV46uOfuOYOzfG9pq3cyvxi2BECeKNOi5+rG1Hkdooe9St2O1F+uEHwekkSOjS58SDW3uz2Y4/VrmIQ0N7mBq1N/2hDAIdO+LF4/T5Onxe5nZhalIvJ//0WQ3qnd8q2bsnawYcEMW57iKEHgUA4EyGaqXYmGZFzd7sZj0voqx6fWJCUPboUwWgcS3kfnoCTwXmH9sngvC6mNVKjd1Kqd7U3KPp+Gc88gt9OUm1EfwBcXlaJTRV1eP6L/ZK/pKihJZoufp2nFedixaZEedj/z2bjvlosXr+PY5ZxqgXwHn8Yc1btwMIP9mBqUS6KeG1bkufC/CsHYvcRD+f1IrcTt412q85DbjwAELS3VJt1BYOA9jY3aG36Hn8YX/x8XLCRAsAxcOmMbS1Vd6W1gw8JYty2EEMPAoFwpkJ+mWpnkg0im+O04e/Xn38yhpJZj3RbcnGm5Kj3hbFRwmRgY0UtHhzXD5/fM0pRw6Skd1Kqd71P+v1NFXWYVsTdXLDbiW6jE74wKmt9HG0X/etOWwQaTlbTxa8zO+CtXPBbfn3F6tyesMt9x2vlmFaci2lFuYxurq/Lhuv+vRk3DMvBTRf05ujppq3cijWzihXLqWYenJ2Zwmlvs0En2WadLQAzn/YOHt3a9GubwshMlTYcYY/JztbWcnVXWjv4kCDGbUdXCphOIBAIbQnZTLUzLRE5d7eb22zzJCyPssnFsNwM2Wto5IJ/KtVbqRx8swN+O3W3m3GkIYCZr3wvmUZbCMiTCXDKrzO7Di0xdzhVAnh2uf3hmGAD8+aMC1HbFJbc2Kgpp9p5wG7v8qp6Vfd0Rtrb3KC16SdrONKZ2lqp7kprBx8SxLhtIIYeBALhTIVsptqZloicf633wxuMwhtIGBikijj/qUFMCGy3tK3JBZ9qbxD1vjCMCkfsUs16/PPmwchMNcOg0+CoJwiDTssYYfCP6Im1k1LbnmrTAn552HVQOnIo9r7dYmixmDuZ+5Ta0WHRY9YYt6hhiT8cUyXUb8k86MqmFHL1tRp1SLcasb+mqcUi/daaJ9jNBpxQCLXAHpOdyYxBqe5q1g5C29NZDD3a2gCjtUYnBALh9IdsptqZZEXOh+p8eIAXlJaOSdXbaVOdr5QQmNYbtYfJRVWdjwmoO2uMW9bM4IMdR5lfOmi906xXv0dhThqWTRmCLQdPGmFIicHl2rbY7cRaVh6nQgTNL8+OXz0ocbuwsaIW5YcbJNujSMTcYWy/TBh1Wsx6rTxpMXeyInC5dhzbLxMWox7lVfUCw5LnJhfijS1VqoT6LRH7d2VTCqn6Wo06LC8dirmrd2JjRctF+q01T3ClGLHl4AlVY7KzmTHI1Z0/lzpb2U9nOoOhR1sbYLSF0QmBQDj9IQYU7UwyIudf6/2CjRSQEFY/uGoHfq33q8pTTgj8yJpdkkGEW2NyUe0NMhspAFheVilqZkA/iJaXVTKvsQXvmyrq8PyG/aCaXbrlxOBSbSuWx6kQQfPLo9EAM0efnXBKlGiPkjwXbh+TxynryDwX5l85AHNW7UhazN0SEbjcGJ1/5QA8KDImN1XUYeWmSsy/coCqb2VbIvYXu6ermFJI1Xfe+P5Yur6Cs5ECki9/a80THFYjLjqnG24fkycYk2wzl85oxiA376ey5n1nLPvpTEcberS1AUZbGZ0QCITTHw1FUfLBZbo4Xq8XDocDHo8HdnvLYg61BfRRATmR856jXlz+j42SaXx0Zwn6qYibtL+mCRc//aXk++vvHQWbSd+mJhd7j3pxGa/s7HhWdnPiuOLaHUeZ42F8lk0ZwsS4+vCOYpj0OlVicHbbmg062Tw+v2cUzs5MaXE91UCXJxSN4dp/bWbaIBqnkOUwIxyN43hTCLlOG7IciTbnj43aprBsH0rVQ6nv5eovNkZbWg4p1MwDuXvMBp1gnLWmPO0Nv75xisLYZ76SvP5UtCf/fjrOlD8cg91sgEmvhScQhs3Uuc0Y+HVPMSeOX3kDxEiiI2ntmGwprVn7WpIe+3nVkvQJBELH0dZ7A3LM7xShRuTsDbSNgFfR/CEQQd9uKW1qciFmKME2M3hzxoUIRITmBmzYwvFwNI7+2Q5VefNNC+TyOBUiaLo85VX1ooYONKtnjmDKzR8bB2p9snlI1aM1InCxMdrSciSTRzL3dDVTCn5927r8rTVPkL5f/ZHijoIYR3ROOqpf2toAo62NTggEwukL2UydImhjBm8wCrtFj3Sr8Jcgu6VtBLx2s4HzqxDfNKAlQmAlUa+ScYXNpINOq5G9pi0E720tghYTH/tDUUTiFOIUBX8oCofVKCpCbk1ZWnqvmvvoOnkCYVhNemgBUBpAAw30Wg2crLp0FlE5TWcrT7IkU/62FtKroSPybEukyi/2OoAu076nql9am09Hjh+luWUzJfdxhxidEKRgj3OHxQCbSY+mYLRLrJtdfY3vrJDN1CmAbcxAQ2uUclimEnazXtYcQq3TnivFiOWlQ7F4/T6BacDy0qFJC4HViHrTbUbJshe5nfho5zGmHlLXtIXgvS1F0FLi43njB2DRuj1Yv/c4J22+CLk1ZXGlGFGS5xKN21Iic69SnmaD0NSC1si8+u0h3HhBbzzx4R48ctVAZKdZOoWonE1nK0+yqC1/Wwvp1dARebYlUuVfePVAPLp2Nz7bUwPgpAkIX7vWWdv3VPVLa/Pp6PGjZEyy7VA9bCZ9m5i8EKOTMxf2OGcbIrE/33XWdbOj5+jpDDGgaGf4xgw0ZRV1eGDVDlR7g8xrPdOtkuYQj00sUG2PHozGsXT9PlHTgKXrKxBUiC/DRq2ot7vdzDgFsmGL2ZeXVaK0KFf2mtaKldtKBC0nPl6wdpfgCKKYCLm1ZblttFvUHOC20W7Je+TyfHxiAR5+f5egTrQBSP9sB1ZsqsS5WXamLh0tKufT2cqTLGrK39ZCejV0RJ5tiVz5H1i1A/ksrem04lwsXr+v1SYgbVW+tjaUOZXlO9XllENqbtHPlwVrd7eJyQsxOjlz4Y/zrmKIBHSOOXo6Q36ZamfqfWFR62Eg8cG83hfmHPfr7bRh0aRB8AajjIDXnmScqXpfGBsl8txYUSvIU45kotrnOG34+/Xno94XRmPzT97lhxsYC1kAuOO1ckwrzsXccf0RjMRgM+lh1CUE72tmFbeJWDk7zYLFkwtbJYKWq3dZRR2mFuUKXue3R2vKUtsUxrSVWzGtOBfTinIRisZh0mtRfrgB01ZuxZpZxZJpSOVZ5wsz387z2VRRh2lFuViyvoL5L12XtmjPtqSzlSdZlMqfzJxrKzoiz7Ykmfla2CtNUsfY2dr3VPVLa/PpLOMnO82CBVcNRMXxJs6aST+Dki2L2FyljU5eveWCLrf2EFoHf5x3xFrSUjrLHD1dIZupdkbMmEHp/RSTHsFIHAadFka9FikSZ72PNATgCUSY4L52iwHZaRZVeao9N5usqLe73YzudjPKq+o5Tkc0tCHDJfmZOD8nnfVO2wreWyqCptulTiGgKV98zNzfbCIi1jdSTk+0nq4pFIXTZkQkRqEhEMGSGwfj+6p63M7ajNIoiZ1bYiZB14n+b70/zPw61dnE/p2tPGrhz7tcl01Qj7YW0qtBbZ4ded6ezrspFEGa1YhwNI6mUBR2iwExioLVqAMAUa1oNH7StFZq7tJ0ZPu21X18lPpNKR/2WtCe5UwGqTqd8IdFnz0tLUtL1pr2mCcef+K5FFWh1yW6mPaBP847Yi1pKR0xR88kyGaqnVHSOfHfV3umVS64b7pNPs9Us151MNj2NELobLDbftmUIbLX8sXHNMFIDIfqfHhkzS6Opkoq8DKtpyuvasBzkwvxzGc/c/qUDo57B29D1ZL2Uyuopv/rCURw+2vl5Dx1G6F2bnfE3FGTZ0eet6fz/u5QPZ6bXIinPv6JM09K8lxYeuNgUKCwrKxSoBW9clA2rEYd/OGY5NylsTRvytqS9lpH1ZRVTb8p5aO0FpzqMStXp45+9rTHPDnSEMBD7+3EDcNyFPU5RBfTfvDHltJa0pk+53T0vDjdIZqpdoY2ZhCj2O1Euu3kt0Vqz7QeaQjIBve1GPSyeXoCEdXnZmkRrhhyotuW3tdR8Nu+/HCDQK9EU8wTH9MUuZ34+kCiD/iaKrpvjjQEmNfYejqps9ebeAEigZa3n1yf0IJq/n/Jeeq2IZnz6h0xd5TyTDHrO+y8PbvtpObJxn21OOYJYHmZ+BxasHYXM4fk5naR24nvqxravD7tsY6qKavacadmbZDr61M5ZpXqlGLWd9izpz10KXSa+Vl2RX0O0cW0L/xxLreWdLbPOV3tM1lXg2ym2hkpYwbazY+tXVJzphVIfEsop8NqDEYl83xsYgFmvfq9Yh40LRX8dzWjAH7bLy+rxNSiXMFCWex24qEJA7D7iIfzOttEo6yiDoW90gR5lFXUMccAAa6errBXmmSfbmKl15r2UxJo7z7i4fyXFliLjQtCcqid20DHzB2lPH2hqOrytzXstpObJ5l2s6hTKABsZM2h5WWVuH1MHkrc0kYFbV2f1qyjj141UNSIRk1Z1Y47pbVBaS04lWNWqU6+ULTDnj3JzPNk05Qb+3Ta7ZE/4ST8cU5/TuB/1uqMn3O62meyrgY55ncKYBszeINR2M16pNuEcabUnmlVE9y3X5ZdNM8ab0B2QRU7N9tSwX9XMgrgt70/HGPMMqYV5SLVbIDTZkSKORFn6r5L83H32HNQ748gGqPwfVU95yie1FlqdvuytW1KZ69TzQZ8fs+oVrcfu088gQisRh20Gg3ioHD7mDx4/BH0z3YIjhWS89StI9nz6h0xd+Ty7Mhgyey2k5snSnPIYTFg9cwRSDUbEAeF3/RJR2lRH1GjgvaoT0v71BMIozAnXWBEo6asyYw7uny/NgRwsM4vyEfsnraoX7KoDUrfEc+e9tCl0Gmq0edQsleQdbwt4I9zu8WAv19/PppYpmGd9XNOV/pM1tUgm6lTBG3MIIfaM60tCu7bHC83xdSygL5qRbhiwlcp4wW199P50u/5wxGkWYzwhWOyQZCTyS8ap/C/acPgsBqg0WjQFIwi1axHtTeI+e/vwsvTL0CMouAJRBCnKDSFomgMRvFdc7vxDSLos9T8tk41G/BzdSMMWg162E1YXjoUwUgMvTLk3RrtZn3iodrcj60NpEn3CRPA1x9BYzDKjAN+fewWQ6cUNbekTKe6Hh5/GBaDDs/fNJgz15Q0cKfaZEOuXdSuTe3Rtuy85TQKSvqFdKsRrhQjGvwR+CNxnNM9FRqNBruPeplfXui5GolT2H+8qc3HRkv6NMVkkHQMA9o2+LfDakRtUxgzXxE/vaCU36kYs2rrRJeFHpMHan2wW8Kiz5S2Gq9yZbMadUi3GrG/pulkwHSNMFC6WJpWow6ZqSbZvG0mPXRajew1Yn2n1AZqnslNoYTRUjAahzcgfCbz00gx6dEYjKDeH4HNqIPFoEOUoqDTJNoCAGoaQ2gIJN63mfRIsxg6/HlDIzbOu9slLu5kdFXzps4O2Ux1ItQGanVYDLLBfR0Wg2Sg4McmFuClaUPxzGdtE9CXTXsFfVw0aRAoALPf2Y49R7145ZbhuF9FEORk8nOlGPHKLcPx6NpdnHQvzu+G/02/AAvW7sYNFwjFv2IGEbSmih3Qj9/WD40fgEUf7GZMKmaNccv26dodR5k02rpN+QF8+fUZ2y8TRp0w2G9Hi5pbMt5OtThbLD9+G3eG8+pK7aIm2HB7tS07b1qjIHbcqaYxJFnGYrcTRp0Ge441YjEvBl+R24klNxZCAw1eKDvAmasdPcaB1gf/Tvbezh4YO5nyJbv+tba/zQat6DpOB4qeu3onJ74ZfYySHShdrL7LS4fi5+pGybFPByUucbswtl8mPhUJgSHWd0pzVu59DYD7ZExhit1OPDGxADqdVpBGsduJ0qJcZg0scjsxa7QbkSiF2qYwFn/+Mye8S5HbidvH5KF3hhVZxESD0AkhmqlOhppArdlpFtngvgatRjJQ8IOrdiAap9okoC+b9gz6+MXPxzH77cR7iyYNEmx46LrxgyAnk59Uuv2yHXhw9Q7kZ4uLf/kGEUUsTZWcqQQ/8K9UQGP6oUN/c063SVu2qVx9Rua5MP/KAZizakenEjW3ZLydanG2VH7sNu4M59XVtIvSeXtA+MGUn0ZLYectpWUcmefC6HO6YaFE4PC/XJqPzQfqBBspoLk/yipx1BPolME3W6N1aMm9nV1bobZ8LVn/WmsU8fD7u1AqMj7njeuHpesrBIGi6bWAHShdjKXrK7Dwgz2iY7+EpZ97YNUOzL9ygKq+U5r31d6g7Ptf/Hxc1hSmrKIOZRW1ou1cxnvObKqow5INFTAaNIKNFP3+4vX78MXPx4mJBqFTQn6Z6kQkE6i1t9OGp649D55AhDn76miOM7X3qFfWoGL25fmi7yUb0Jdf9vYK+piZamIeQpl2U1JBkNXmJ5UuHZSPDmQrxqaKOsy+LB+FvdJQfrgBN/73G9wwLAeXDugueQ8/kChbo0UHNDYbdFi746hAswC0bZuK1efBK/ph4vk94Uoxdspgfy0p06muh1x+myrqMG9cf/yhOLfDP5yqbRe58/b7a5ratW3ZeftCETx+dQHCsTh8oSinHD8d8+L8nHRM5a2f9b4wnCnSa8fGijqUigTibqvyt5bWaB1acm9n11aoKV9L17+W9ndtUyIo+tf76wTPcIfFgI2rdorexw6YLrluNZeVreOl0+6WasIN//mGCUocjMRV9Z3SvK/3yb8/ZUQfAPKBazPtZtnnzDTWnNtUUYf7L88XbKT413f0XCQQxCCbqU6ENxhhgtqKISZSFzsWoBS0tykYk3xP6V7p+1onvJW7ny28lSt7Ih115efnJ5UuP5CtFL/UBzg6gyXrK9A/S/4QNT9NfkDj8qp6Wa1EW7WpGOFonPnlTCnYb0eImlsy3k510EKl/IKRWKf4UJBMu0idtz8VbavmrL8nEBWdM8/fNFgxfbk50RmE+63ROrTk3s6urVAqX2vWv9YYRYg9w5XGH10epXVLKm2+QcjZmSmKfado5KHwLFXzbFRqZ/77Ss/3UDTeKeYigcCHbKY6EcmKhaWEoYqBgi06zBrjFjWgULq3pWU36rWMoBuAoNz25m/PFk0ahEy7CU3BGGMAwRbVppjlg1TazXrsr2nipB2KxnGCdjVsFsbyyyuVLj+QrRRi7/Nf45tR5GRYMWuMW9KMQM14aIlpgBoxM3uspZiUxtOpN6doSQDCtghamEw91YrR2WkBwrnRkYJ+qXKyy3SkIQCzQX5emg06lFfVt1mdkl37lOav0jWtDWipdtx0RpMXqXIBbTdW2emnmPQw6rSo94dgNqozaRBLKxqnsLx0qMDwxWrU4ax0C5ZNGSJ4/tHX2GTWPOmxJzOPDNLPXHYg6ZasW/xxK2YGQ7epNxiG3WJEuPlXLTmUPgtYjYk69cqQ1jAp5dErw8Ix5klVyNOk18rORXadHRYDbCY9moLRdplPnXWuEjoGspnqRLSFsPbJSYOQ0RwoWMzM4OL8bjDpdYJfPYrcTiybMgQZtpYtBnJlL3I78eHOY1iyvgIleS7cNtqNaSu3Mg+ukXkuLLqmAK/feiEefn+nQMS68OoCJu0ab0jWqKEhEMEN//mGea0kz4WZF52N6S9u4xhEPDGxgGP2IZVu+eEGxlBCSvxbkudCjYhWi763rKJO1oxCyoxAaTyYDfKmEGL30+WQEzOzy3CkIYBth+olr+0oc4qOENYna7AglZ+UGF1qbrS3AYKU8Y1UOdllOlTnwwOrdqAwJ11yjLTGQEUMuX5Il1j7yg83oKfDLD2H3S5JvWVrTRfUjptTbY6iFn656HHB1wC1tKxSJi1Ti3JxxwtbUJiTpmjSoJQWvcYCwHOTC/HXdXsFBgf0NYU5adh2qB42k16Ql1wfyc33TLtJ9Jn73ORCvPrtIZQfbmjRukUHVGaXRcoMhjY+emTNLqzfexyzxrhln2kNgbDsnO7jtOGlzQeZtMWuq/YGUeJ2ih7dK3Y78fGuaqZNit1OXHN+T0kTriK3EzWNIQzpnS54D+D2Dft5yy5XW82nzjpXCR0HMaDoRLSFsPb+d7aDAjD/yoGiZgbzxg/AI+8LjRY2VdTh+S/2q/oGN5my84M+btxXi8Xr9zHCU7rchxsCgo0UkNAWLVi7CwsnJjZUs9/ZjnnjB4jWbf6VAwUBiTfuq8WSDRWc/Moq6vDImt2Yc3k+I+aVSnf3EQ/mjR/ABLIVE74/NWkQit0uyXuL3E5ZMwopMwK58fD4xAI8/P6upE0D6HJIiZnZZaDH2YK1uyWv7ShzilMtrG+JeYVUfvPG9xcVo0vNjVNhgCBmfDN3XD8sXb9PUE66TL/W+/FAs9GNXJDrlhqoiKHUD2a9VjRg+Z4jHhS5Xbh9TJ6IgN+F6SW5yHJYZOdDS1A7bk61OYpaxMo1rTgXi2XGRTJlVWPSotakQU1a9PonZnCwYlMl5o7rx5g58PNS6iMAkvP9iQ/3iq79KzdV4q5LzsFPR71Jr1vFvGdriYIZDN/4SGrOJr6AdGPWq+X4y6X5ooYupUW5TFpS6RS5nchyWDC1WN26UFZRh8c/3IMHrshHicjniNvH5GH0Od0kf9Fl11nqedsW86mzzlVCx6KhKEopzluXxuv1wuFwwOPxwG7vGoEA6J+PpcSj+2uacPHTX0rev+7OEty87FvOkbkUsw413hB0Wg1KV2yVvPfze0YlFRdKquz1/kRQ2PLDDaJxi5ZNGYLpL25j/l5zexEmLN4kme7Hd5Wgh92M2qYwAuEIHOw4U2Y9bEYdJv7za8mAxPz8AGBl6VBsq6o/GQPKqIfDlogzFQzH4A0myv/6lircMCwHQ3LS4bAaoNdpEIrEmbg1dN9Ue4M44QujstbHCN/pey8d0AMTFpdJ1m/dnSXIcphlj/6wx0OdL4wxf5ceA+x+ZN9vNuhw2T82AhAeOzTptXB3S0FvV8Jenj3OpK6NxinZsdja8aSE0lxpq3uU5pxcPfn5xSkKY5/5SjItsbHanu24v6YJE5aUCfrXYTHg2n9tlrzvoztLcHnzWAKEYyTXZcMHO46Kzv+W1kltP1R7g6JB0j3+MBr8ETSFE3Hi9FoNyipq8Z+vDgA4GWfKYTEI5ndLUFve1oyv9kSsXGLjk00yZVWqNzsv+v+l0ldK6/1ZRdBoIPucefuPF+L3y7cw45Wdl9o+Sna+r7urBFl28bWfDTtdm0kPs16LpnAUvlAMDosBmakmxgxGbZuy5yw95rUaYNziMvjDMcEzkn6u0XOaTos/93tlWPDxrmpB/DabSQ+bSY+Pdx2TXBdWlg5FbjcbwtE4E1jeZtQjzSodZ4pf57Yco0p5tWXahFNHW+8NOvUxv2g0ivnz5+OVV17BsWPHkJWVhdLSUsydOxda7en7o1prhLWJ96OobQqLLiZKQtjWijvpspdX1csuZskKTz2BKM7tId0u5VX1khspsfwAwB+RNvt449bhnPLzr1s9c4RgwexuN+NIQ0AQ8FKNGYWcGYHYeEjGFIJ9f3lVPfO6mJh59cwR6I3EZkpJ+Lx65ggofRPT3mLhUyWsb43BAj8/dh+IITZW27MdpYxvFNeKALdM/DTenDG8VQYqUmWVLVPz+1JB0tnrE/s4MA1dXrH53RLUlvdUm6OoRaxcbWneoFRvdl5yJg1q0vqlPqBYnprGkMDMQW369LXJzvdgWJ0Rjdp1K5k2Zc9ZesxvqTzBtIHcM5KdFn/uP3/TYM7f9P8/f9NgnPCFZdP0R2Ko94Vxfo74cT4x+HVuD4MRqbzaMm1C16VTb6YWLVqEf/3rX3jxxRcxYMAAbNu2DVOnToXD4cCdd97Z0cVrN36t98MbjMIbSIgoU8169Ey3Mu8rCVLlhKMmvVbwLRIt/nx9S5Wi2Fxt2cPROD66swSRWBy3vfI9Djc/yOi8e2VY8O//+w2yHRaEojHEKYiKhWkcFn2LzBZoMlNNsBp18IdjTBl6O634582DYdKfrP8Nw3JQ2CsNKQpCWLNBhwPHm+C0GRGMxjnfgouZSigdn2SLhhv8EfjCUfjCMaSxvnFko2QKISXS5bcTeyyEY3FYjDocqvWhIRCGxajDXZfkQaMBBmY7BMJpNaJ8qWv4fZli0sMXisITkB53p1LwK1Y+OZIxKEhWUJ5s+sng8YdhMeg4InC+KF4Km1kvO2f5ZeavOxajDtXeIKff2eMgzWKAyaCDNxBhzGNcNiNj1y+WtpLRBd2vcYrCmlnFCEVjON4UYtYAuh5iIn41xgucX8RkyktDm7dI9QHT1iY9DhxvQjROIU5R8IeicFiNTN7tZRAhNlaVzBSUxiq7jdQYDvD/X8ocwm42SD7blpdVtsiEhG2uI3Y/O79InGJMlth9ImWEQSPWXvxxlG41cr4caM2zUKodThofnWxftcYZavNQ2wdq1zupNlb7vG0JbWFkBCj3MaFr0ak3U5s3b8ZVV12FcePGAQD69OmD1157Ddu2Sf/i0dWhBd18E4bHJhagtzPxi4GUYBxInHdOt0kLVj2BCJaXDsXi9fsEYtjXb70QC9buxmd7T0ZPT0ZUKVX2l6YPw++XbUGdL8yIQpeXVeK5yYV4ct0ezvV8QwYgYZphMeqTNltgp/lzdSOem1yI+9/ZjicnDRI1gnjlluFYtG4PlqyvkBXnFrmd+L6qHmelWRGnIGqawa8D24yCT7HbCbNBi6MNARw64RcEFqXPwtN9oGQKISeYZ7eTnCnG1Obo9L/JScfM0VwDjyK3E8tLhzJ5JGvqICbepc/Qs404nuTV+VQJfsXyeuKaAsk5l6xBQTKC8pakrxYlsb7cmC1yO/FRs6mM2JwtdjthN+sVxxq/3+m/H3l/F16YMhRz3/tRMLdev/VC3PCfzcwGRSptqTH03aH65ut/Fl173thSJSnilzIJeWrSIIRjcUGwdLHy0kiZt/DbsyTPhR8ONyDdZhToQMb2y8S88f3x4Oqd7WIQwR+rVqMOaTajpJkC3XZSVNX5OG00a4xbdozRc4H+/yK3U9IcwpVilHy2LZsyBFsOnkAkRsmu6+y5x+8f/jNBbtwtvHogHl27G5/tqeGkz58nYnOb30ZAYhw9PrEAOU6b4loot74Ui6wv9OtmQ2IDQpu4fF/VINvXrzUbZ6jNg27fng4zStwu0fhTRW4narxB5PdIFbzHR2792vGrp0XPRzW01sgIUO5jQtejU5+VKy4uxueff46ff/4ZAPDjjz+irKwMV1xxRQeXrH1gC7rZlFXU4cFVO/BrvR9A4ifsmRedLSr4nHmRGxqIC2FH5rlwQW4GlvI+rAMJcer893ciP5t7HE2tqFKu7PNW78TSmwZzRKFqDBmAZmOJCQPwoILJgZIBxsIP9mDFpkosat5IieWrRpzLTs9o0EiaZqxk1QHgmlHw0ystysXX++vwxU/HBRspIGFMQNdTjSmEnGCe3U5q+mBjhdDAY1NFHZZuqBCkp6YcUuLdMl6/fyVS51Mh+JXKa8Ha3bhttLtF5hV8pNqsJC9hkMAWZbfWAEEKNWL9n4568Xiz8QsbvqmM2Jx9bGIBeqZbFccav9/pv5feNBiPrhUa5ZQ1r1NLbjx5BFGN2JxdX7lxv3JTJeZfOQCAuIhfyiTk4Am/4MORVHkBefMWvinNbaPdOOIJiJb53Cy7II22NIjgj9Vpxbn468fSZgrzrxwgOVarvUFBGy0vq0RpUa6oyQE9xuj/p02AxMwhaJaurxA3V9qwHxR1cl0XMzBij2mx/uE/E+TG3QOrdiCfd7SbP0/E5rZYGwGJcfTAqh2iGwg6TzXPwocmJMyU+K+XFuVi/vu74PEngt4/PrEA88b1k+3reeP7Y+9RL+c92hzpJ97rdB/+dNSLYrcLt1+cJ2oyMWt0Hno4LExZpFBavzQaiPZzW6ynrTEyApT7WMpVlNC56dQGFBRF4YEHHsCiRYug0+kQi8Xw2GOPYc6cOZL3hEIhhEIh5m+v14tevXp1CQOKPUe9HEE3n4/uLEG/LDv2HvXimn9+LRCM08LQd/80AvlZdlGh/VFPkDEgEENKuKkkqlRTdg3A5K0kEP3gjmLoNBqk24xoCkZVCz4P1fpQcbxJVCwLAB/eWYIrVNaffYTD1nz8iJ2ekmnGh3eW4FCdD91STDDqtQhHYzDqdQhH4zjeFIJRd7J8iycXAoCiaBaAoikEbSAhh8cfTmosKJkiqDV1SEYcLVZnMdpS8CtXPqtRh4/uKEE0TiVlXiGFWJsBSNocoyWoMbGhDVHoOSU2B9h8cEcxtBoNHBYD51eDZMcaoDxP191ZAoNOKzBVEYM/htSI09nXqymv0lrALi/dr7VNYcU+sBh0uPy5jVg8uVC0zGJ1aQ/xPT1WQ9EYrnhO2khHLu29R72i/USvY+MKshCKxGBrjolU5wvBoNciGqPg8UewjXdMjp+XmjEdjMRgZ8UfovsjxZwY296AfP+w19weDjPGybSFVD98eEcxTHqd6NyWaiMavukLH6k12caK3aXVakWfQf5wjHP/z8ca8dtnpY0zVk4dit4ZidMZ/PWKzps2kNBpNdCxYoV5/GGc8IVR50sc0bMaE3HqNvxUg39/eUBQFj5Kff3hHcUwG3SCfm7L9bQlRkaAch+vu7NEsBEntD1nlAHFG2+8gZdffhmvvvoqBgwYgB9++AF33XUXsrOzMWXKFNF7nnjiCTzyyCOnuKRtgzegVqwcFbyn0ZwMbEu/LyZY/am6SfZcuZRwsyEQxt6jXsnzvWrKbtCd/CFUSSAaicYxICcdHn8YVQrfpNY3f/PssBpxwi9uvEHj8bdMnPvS9GG4nXU8AwD8oZjoeXJae0VRFNKtRmg0GqzfW4N+WXbM+F9C9M7ug79ddx4yU02oVyhbnS+MFJOOo8lasr6Ck1Z1YwjhWBxGnRYNgTBSzOJaCYfVqGhiISb+ZiNlciFHMuJoOo9TYXJBPxjrfGFJfYM/HEO9PzlhNDttMX1DnKIQiVMIRWNoaNYJ0ZsqbzACnJzWbRqMUqwf2OPIG4xCo0m4U4ZicZgNWug0Gtm55QtFYbcY0BSKMnpCelwkM9YAobmFsPxRDMvNAJAQ+MutaewxZDXqkGEzygZsVTPmkjXQoctLj4UDzY6fYvpKmmAkBq1WgyU3Doat+egev6xi87I14nupsco27mhp2mLPLeDkOjsyrxvTpwBwwh+W3KBajTrEKYqj7/UE5J8T/nAMTpsRvnAUdb4w0iwG5LpskvNGbMyynwlvzrhQNj+pfmgKxWCSCHIt1UbM+yo/IwDia/KJqjBu+M83nLkyOCcdKAYzV+gx0KCQlz8cw/GmMKfP+Gg0gEGvFaxP9Jog5xYqP5bkyxaOxplTJt3baV/SEiMjQEUfK7zfVTndgxx36s3UX/7yF9x///244YYbAAAFBQU4dOgQnnjiCcnN1Jw5c3DPPfcwf9O/THUF7BZ1wkaHVS8bANZhle5WpXv1rE0Zm2Akjkn/PPltCv98r5qyG3VCMbHc9fSRhtIRfWSv9QQiuP21cjw5aZCiODTFLP4QUyqXTqPhnHe3GnXolioMxDgmvxteuWU4Hl27i/N6iduFKwqymG/gxPrglVsukC1bYzCC6/+9WTQIpZTuafJ/v8WQ3umiWolkhMptZYqQrDi6NSYXalHSDrE/6Cabl1jajM5lFTcYbpHbiUeuHIgnP9zD0S2ydToA2iQYpZgRiZSmaXpxX1CgwNnZidAYjOL6f3/DjD12kNWk+11hPbEZdTjSEEB2mgUOi0F+PbQYEI7FmTo+/clPkgFb1RgoiJVXaV2xW/RJjTMAsBh1WLBml2xZxeal0tpqMYqXVY0usTXiezljJLH3pfKi+/FRXtu8qrB+mvRaPLCae7yKr0dVk79UecXyE4Nex8XmrGIbqfyMIIXSXLGadIxGbNmUIbJpmfRa0fKq1be2biy1jQlER5DsPDgdOBOCHHdqzZTf7xdYoOt0OsTj0t+8mUwm2O12zr+ugt2sF5zxpaEF3QBgM+plz/zbjNKTUenemMipz2K3E5sPyJ/vTVUoe6pZjxTWNbSYWOp6s0HLTD65a2lRK31mPKVZ9C51bY03JJuvlHB28wHuefdpxbl4+D2hXqp/tkNU67GxohYL1uzGvPH9Jc/abz5QJ9mGJayyiQWhlNM9SWklaCGtGGLibzYtFfGqzZOdh9w9rRUTq9EOtTQvqbQZnUuFME8x3SJbp9NWwSj5bSqnaTrqCWB5WSU2H6hTnId0PfhBVpPp9yK3E9FYXHY9OeYNMmnbTPJrmsmgw/dVDZg7rp9swFZao6Q05sTmgy8Uky0vRQGz31Y3zoDEWPu+qkG2rMBJYxs2Suvl91UNgnGiVpfYmrlIGxuIUex2It3GvVcqL6nAu18rrJ8//tIgq0flo1RX2uhJqj5izxL2Oi42Z5XayGExtGotVJorJ3wRZgwojaMab1DQZ8noW1szltrzmdDeJDsPujpnSpDjTr2ZmjBhAh577DF88MEHOHjwIFatWoWnn34aEydO7OiitQs90614bGKBqDiWFnQDiW+AxVxqgMSHn0aZn4mV7rXyvrUsyXMJIpWzr6/3JSZCIBrFwqvFy75wYgEC0Sh8oShKmwW8cgYPpUW5aAxFJYW/7GvZouGv9tXCF4qKi/vdLswanYfZ72yXNG54fGKBQFDLzmNTRR0Ke6UBAEb0dQoe5gBQ2CtNsn03VtRicE4aRvQVdxmixdglbmHZpxZz+4Aui1x+7PJ+ta9W4CamZNqxvKyyzU0RpPIUE4DTebRW8CtHbVNY1KEP4LZfS/KSSluuz8pYeYqVRe5esT6Wgt+mcul2t5tRVlEnOQ9L3C5O37HLS5fJYTXi0asGCu7l9zv9922vfI954weIricPTRiA2e9sZ9JuUljTvIEIFqzdjYKzHLJzZURfp+KYk5oPuRlWyfXvoQkDUO0NirqXsduKnd6jVw3EgrW7Fa/fe8SLhVdzTUKWl1Xi9jF5gnWEntcL1u4WjBO5ecAeV62Zi7SxgVgbPT6xQGALLZWX4vop0mfzJgzAwg/2KNZPTf50XbvbzXhy0iBRIwUpo4d5EwZwxg4/b6U2yk6ztGotVJor7F9H5Z67s0bnodjtEvSZ2nEEtG4steczob1Jdh50dZIZE12ZTv174uLFizFv3jzMnDkTNTU1yM7OxowZM/DQQw91dNHajd5OGxZNGgQvSzRp58WZSubcNB+le/VaLT6/ZxSTdyQWxzX//Fr0TD9w8nzvicYI5q0ux9KbByMao9AYiCDVYoBep8GtL27DwokDYdBpccdr5Ylv2ItyEY1TmH1ZPiOG7ZlmwSe7q3HHa+VYUTqUycMfjnHuC0XjOCv95LXssnkDEfTtloLFkwvxa7PVeO8MK+JxIEbFsWLqUHgCEdx/WT8mxkzvDCt6plngsBpx32X5mDwsh2Ngwc7DatRj2ZQhHP0XGyW9QiAcYyxo+dD1fOdPIxCJxRGMxKHVAGUVtZj1qvAYkMNiQFxB3MEuj9i4yE6zYPHkQoFQ2RMIY82sYuYbvjWzittMxMvPky0Af/WWC0TzELunLcTESmfvU80GfH7PqBblJZW20hiRel/pPiA5/Ri7Tet8ygGvxeahSa9Fhs2Im174VjA++UFWPYEwCnPSmXvNBh0oioJOo8HfrjsPfZxWOFNM8IWiWDy5EEadBguuGoimcBRNwRhSzDrUeEO48b/fMA9gNfombzAKfzimGLTVbNAhi3XkRGrMAeLzYccv9ZhalIvZl+cLyvvoVQNl83ZYDFg9cwST3sE6n+SaC5xchzJsRjQFw4JyxkHhN33SUVrUR3Qt44+TZAKRtmYu5jht+Pv153Pi8qXbpOPriOUlpY2ix+d7txVBq9Ew18coCpW18u0pNW+U6pqdZsG88f1x+ISf81y68b/f4IZhObjpgt6c9hcrBz9vpTZqTfsr9XMwwtWIsud7qlkPm0kPa7OxQ6ZInyUb0LY1dWmvZ8KpINl50JU5U4Icd+rNVGpqKp599lk8++yzHV2UVnOkIQBPIMIE4rXzHK/Y0GYSFJVQKWh4Oia156Z/qfejkRX8N8Wsh0PpXose4Vg88WGnWWfgtBkxrbinqLibPnpotxjwc00Txj4t7v7D10wBQCxOobYpzKS1eHIhc46bX0d+hPW3/3ghY97ALo/ZqIPHH0YwGodGo0GaJWEAUd2YOLMr9i3IhntHIRiN4+gxLxoDUWSnWRCPU6gTCQxqM+ngD0dhNekE79HBiJWCb8ZkdkD+cAz+cBT0acvGYBQFPR14/sbB8EdinHQtRh20rLEhJsJ3pRiZYMVS58jFhbQ2wTVtiZJ41+MPywaPZpsztKZsSmfvnTZji53PWhq4Uur9zFQTTBIbcRqrMRHcVS74MRumH2qaVJWHPw8B4P1ZRVhy42DBeKfvo8ddiskguJfNurtKYNZr0d1+0o3sqCeIwycCMBt0+LayDhoNsGjSIGZ8Z1iNoDSQNZSwWxKBtM9Klz+bz14b+WJptlEBfSyFAjgyMqvRgOkvfi2Yh09de56iDsJm0idiOFkMcFiNSFH4ttag0+D218rx+q3DoW9uZ76z3bOf7ZO8n78WKM0Di1GHw3U+NIa4wcTVzg1+e2Y5zMjPMkq+zx63/LVif428iZJWoxG0hUmXMPsYkpMOh9UAvU6Lel8YsTiFH39pQIZIsHoAkmOADW3MYjXq8Pqtw1HYKw39s+yiY5GtQ2IHmv7xcD3SrEaEo3E0NRu58NuIjcOaCBYficVR5wsjEo8jGI2Lfhhnt63FqJM1PTHptUy5BuekQ6/VIMNmRCQWh9WkQ49Us+x60hItU0uNHFp7b0fT3W4+LTdPfLqyvi0ZOvVm6nRBTSDeZK51WAyyAWDTLAbJdJ6YKB18tCTPhe2HG3DfOzs49/xv+gVMMFuaIrcTy6cMRYaNjrquly2T3axHikmvGFSRvp4+Gy4WGK/E7cLP1Y14YNVOQRpf7avBmHN7iAbSfeWW4bjphW84G6pxBT2g1Wpw75s/cMrOjm1CB/tdPLkQT63bi7KKOk4AR7ngt/zgm9sO1ePXhoBkQMEStws/H2vEHFbd6ECmf37rR/jDMaaun+2pRiRGMQEWxcpQ4lYXTLMzIWvawApOCrRexKoUADvZNmOXXSrws1IAZ3GtRWLM1zSGJANelrhd+OFwPTJSTJLBj6WQC0RZ7Q2ixC1+rLXI7cQnu6sFwXsLc9JQfriBo1+Qa+sitxNrtx/F9sMNWDRpECgI4zyVuF2cANJSwWnZ5RjSOx0pRj3jQqcmkKecWFoD4D6J91wpRoztl4nfDcsRzMMnJg6UrfsHO46ivKoet4/JQ+8Mq6og5MumDMGGn2rwzKf7BP2cbGBRuevH5HdDIBLHo2t3qzZvYKMkPk9WnG4xaLFsyhAs2VAhfCaxgomz6xaKxrD7iAfn90rD3z75SVCP4blOTHtxq+y4kioTu9/p5wO7TPw5AXANX+gA9k99zC2XXBuoDfoqFSBdzPRkZJ4LJ3xhWUOjv637iTGVEaMtAtoSTi/OlDHRqeNMtQVt7SWfLEcaAvjL2z+KPsCL3U48de15zMKUzLWH6nx4cNUOzsJNb7r0Wg3ue2e7aDp/nVSAXhlWLN7ADW5In4PecrAOz3zK/UaT1jHwbZFL3C787frzmG9X5MrU22lDtTeIP7/5g+iHshK3C7/pk45tB09wIr3f36yNoBmZ58LMi9zMg4+fxn2XnYsn1wkDDYrVo8jtxIIrB2KeSOBd+v3CnPTmDznu5odr4jr2w5C+Ri6NHw83YNZoN6YqOLJJ1Y1Oh37A0e31n68O4LnJhTjuDWLtjqOS9V40aRDnqGhnxeMPM25SbGaNcUu28cg8FxZPLmzRN5Qefxh7jjUKgiUXuZ24fUwe+vVIVZ0uv+zsMcJOW2pjyLj5fbQHn+3huvnNvMiN6S9uxYxRfTGsTwaWyMzfLZUnOGNFbfuIzTe2m9+yskpBnlOLcjkfyorcTowryEKm3Yw3tlTh0asGMkfn5Nqanc4T1xTgw+1HRTeM7HkgNyaK3E6MH5SNErcL89fswmd7aiT7g9ZZZKVZJMcffd3lBVmY8+4O0fcWTy5EUygquvbSH9Cf31DBaV9+3elyXzGwB3zhmKA/2Nf/Jicdv+mTzvwCxe9nqfWTrisfseuL3E7MviwfiyTWVKWxpdSef73uPPz5rR8l3+en7fGH8cnuarz/w6/iz5E8F5aI3DPr1XKcl5OmuE4rjSup+v5a75d85ha5nRhfkI0+LhumN6/t7DySza/aG8Q9b/4gudb//frz0d1ulm37YrcT5/PWiEWTBiFOUbL1KMxJx/bDDbJ9nuy4I5z+dMYxcUbFmTod8AQisoJPTyDCbJCSuba304anrj0PnkCEOS9MB8vcc9QrmU5GignTXtwm0D2UH27A9Be3MsFj+XnPvjxf8PrGilrU+8LMZkpJ71XvC4s+AOm0HhjXD5OH5cieDddrNbj8uY2iRxQ2VtRijq6fbBs+MK4/nr9pMFNnXyQmK0qfVpSLJesrMHdcf07Z2efJLx3QXfL40qaKOswb1x/X/eYsXP6Pk+Xma0/6umxMgE6xutFlYde1tKgPU46Xpg3DJtavWfx6ByPKepvOgJxpg1Qbs00OWpLftJVbRefDtJVbsWZWsep0+WXnaw4cFgPSrUbmXP+SyYWoaQwxgS1tRj3SrAb8/brzJMf8wGwHpivM32c+3ccZK2rbhz3fPIEIrCYdTDotQrE4fKEoFl41EKFYHI2BRHwrvp4QODnejXot/nbdeZw82W19/+X5OHwiIKpLzEw1yZo10HWTGxObKuowf8IAhGNxZmMqpvnq67IxwYnF+pDNV/tqMUUiTANbSC22nvjDMUxbuRUf3VGCQCTGxJni152uX21TGGdnpmDBVQMFQcjp6+k1gF8Gtp4nGU0Jff1RT5BTvtqmsKLpiVSaSu1Z71MWp/PHUIbNKP0ckbiHbiu58aJmXEnVNxiJyz5H7hl7DsoqavHGjOE4fCKAXhkWJo9k86v3SfcHbQrV3W6WbfuyijrMHdcfl+RncsbF/pomVc9DuT7vylomQvtwJowJsplqZ5Ixi0jWWCI7zSL6c7tcOqFoXFT3wH5fDKmglPwAcz3TregpkbdSMLrGYBT9eJG/+Weiy6vq5YXECm3o8Ucw85Xvmb+Lzha3V6Xhi+jZ0O3YXyFaeTASQyASEwSAZffB6pkjBNdIlYX/tz8cQ01jSLYMXUXk2VLThpbWzxuMyM6HZNIVKzs77dUzR3C0HHLn/aXGvNr5Kxb8WA1qNAjlVfWywXuDkRjyReYEu637Z9k585CNWoMOpet8oajAnEJs3gm0eCryFkPJDIMO+kwBknWn86D7SykIuVI/J6spoYOpssv3/E2DZe9pTXBV5WeC0Cgj2bWALkNbjSux+irVs9obwjOf7kNeZipmvvI9p02Tr4+6oK9qzCb4AcjVjn+l9aQra5kI7cPpPibIZqqdSSbIXrIB+aq9wZNuMBY90q0JNxi5dOTE71ajDmelW0TF3FJBKZWE1Wzxa2org9V5/GFYJCLH0ygF+0yzGvDStGGIxSls/7UBaQrXs0X0fNGzxaCDBlAUkZoNOlCgMGuMm3NvvNnJjDaWEIOdp82Y0JzRfSIXVFcg0G4OctoYjKAxGIXTZkQkRsEXjnIE3x5/GNXexK8lNpMOFoMOKSY9jHotGvwR+MIJAbrDYoBJr0WDP4wUc9tFM5cSq4qNW3YdI3EK+483qSpHMoLsZMSxDouB08d8ATo7LTHBPQDBaw6rkdMmisGum13estIseO0Pw5Fq1qPaG4TDYlCMQC/1Pv/1FJP4PGUL6sur6hPjRqdFQyAxRjKsJ81Q6HqIGQmoDYaqJvB3XOEUu625LnQdo3EKq2eOQJrVgEAkDm+zkYdBp8XBOh96plmwZlYx1v9UjX9/eUB1QGd22zSGopx5zB93Jr0WRr0W+483SbY1k65Bh7suSdhUR2MUjHotDtX5GCMLJcT6PI03jntlyB8PlhvXdJ8DEDWMsFvk60enzTZ1UdPvbOzNa7fUs41xajUk1oJeGRb88+bByEw1w6DT4KgnCINOy1wv1s9ysR0BoLfTijW3F8Fq0OPusXmc9T75+qh7jrZE+K82uPbpYhpAILQVZDPVziiZRbAdpBwWg6y4nH2tnADVIWMGUeMNigqhrUYdlk0ZIiqgXTZlCOoahe5SSgHm+OLXWWPcsm2hJq3zeqVJisjZwT6l8vhgx1EsWV/B1PeHw/Wy6ZUfbkCJ2wVfKILlU4Zi8YaT5hlq0ihxu/D53moUubuhvKqe860431jicZ5IXc7Ygm3YAXD7Veq+YrcT04pzoYEGz3z2s7iOZ9UOzhGaMfnd8OC4fjh+PCTQ2SXiX/XB5P9+iyG909skmrmUWJVv2iBVRyXDhWQF2cmIY406raCPaQE62wBErAwleS7cNtqNaStP6uXYxgZ0m9CBNMXG2uUDuyM7w4KH3hOarzw2sQAPrNqBD3YcE20rKROAhVcPxKNrd3M0XE9cIzSxkRurU4tymTGyvHQopq3civLDDRiT3w03XtA7abMGWsQv1xYj81wwG7T4al+t7Pz+4XADTHoto1+j6/FXnklBsduJeeMH4KYXvsG5PVIxa7Qbg3qm4bZXv2eMPuj+5Y9ftQY19GvV3iDKDzdgyfoK0bamGZPfDek2I747eILj3Efr/XpnWGX1CFJ9vuDqgdh9xMOUVW7dVmPcsaJ0KPzhGF4oOyBYj24Y0ktRnM43dcl2mFUZidC4UoxYXjpU1hxieN8MpNmMovN3alEuZr36PQpz0kQNLqrqfNh26ITsOPto5zHGpGXWaDfSrSfNWJTGMT8/Ouir0nNUTvhf7HaKhugwG7SSadNz73QyDSAQ2opOHbT3dCA7zSIbiJf9oU+v1eC20WeLBsm7bYwbem3Ch7faGxRspIBmTdCqHdDptJJ5FrlduL3ZZYzN3HH98PyGCsEiuqmiDs9/sR91Pu4xsmK3E/OvHAizxLdqYlGv6aCKyQarY6elFMD3tle+x/wrB4rmwQ4+PK04F0s2VGDBB3swtSgXJRLp7T7iwczRbjSFYli6gSuc56chDGbqxMzRbgzIcuCvHwsF3GUVdVixqRLTihNn9Rd+sAezRruZIJDTinMlo9U//8V+xj692O1EsTsh5hyZ55K8r6yiDivKKnHUExC8d26WHXN4GykA6J/twLcHTgg2UkBCt7WiLFH+topmLhWM8aejXjw+8WRwUqk6ypVDKhJ7WUUdVrL6AUg++KPHHxadk5ua055/5QDmVx6xMmzcV4vF6/dxykDXBQATHFRu/N/z23MFGym6fg+u2oFrBp/FeZ1Ov9oblIxQ/8CqHYIjewvW7sZto92cPpIbq/QY/2pfLZZuqMC88f2xvKwSd11yjug9Cz7Yg5kXnS2Yk3TgbXoOM8FpRQJ3Pj6xAA+/vwsL1u6WnJtTi3Lxa0MgMe6b6y43dxas3YVFkwZhU0UdlmyowFFPANOKcxUDTKtpG+CkiUiWw8LUUaytgcScv+uSc/DXj/cK5uymijosXr8PX/x8XHI+So3Dr/bV4sFVO9A/28G8JrVul7DqLZce3VZibfrIml2ceU1DtynAdXVcXlaJLIcFs0YLn2ElMnN26XrxZ9uKTZWYN74//nJpvugaze6jTRV1WLqBe7yWfhYvlHkGsINS02Nnx68ezLk8XzaAvdQapDboq8NqFL2uqPlZOP/9XZzx4fGH8fD7u1Aq83z96ai30wfFJRA6AuLmd4qg40zxzSLY7D3qxTX//JpzHIIWAS8vq8S7fxqB/Cw79h714rJ/bJTMa92dJcjPsjNxpug8U816+CNRXL1EmIfDYsC1/9osm2YkHucEo5z9zna8ceuForFG9tc04eKnvxS8Th93GVeQhUaVwer4afGPBtHmDZ5AGDZTQtgYjMZxwhdGgz8Ch9WAD3ccFcT7oLUIdHyQ2qYw9DoN0q0GRGMUPP4ItjUf7XhjxnBMWLyJUy5+Gvw27ZZqwg3/+Ub0Xrl03rz1Qmi1GlAUhXGLyyTv++COYug0Gk770bF55MYHOz+51+jXAcjqNtj3fn7PqKTjMolBH+vhi1Xp10PRGK54TrptxMohNSZp1t1ZgmAk1iJxrFLadHmUrhPrB/reyuNNOFDrQzROIcthRiSW0E+lNY9Xs0GHy2X6fc3tRaLjcN2dJUmPF6tRh4/uKEE0TqExGIHZoFOdxqd3j4RWo5HtQ3pOHm8MMfNpx68eaDTApf17cPoJgGCs1PnCGPP3L5m0pObm4smFnLpJzQMadhsumzIEPdMsHAMLGvb4VWqbD+4oBpCIu7fhpxrB8UF+W9NBruv9YVz2rHyb93Haklqf2fey24G9bvtCUTia40zR9W7JuKZZf+8oOG1G0fkulq7VqMOMUX0x+txM6LQaBJqPHbPLk0xdP717JABg7DPiMRL55WevLexnsdw44x/lXDZlCHQaDbZV1aOwVxozp+kA9rlOm+i4YsM55i/xHD1wvAnvlv8q+nnCH45x6kK3EyfOFOt5aDXq0MMuXyYCoatA3Py6OHQgXjG8waisuPyksFSdAFXLC/6r1Wjg9YsL7pVExvX+CCb/9xvB63whKv0hos4XhivFiEWTBiHTbkJTMIZUsx61jSHsOuo5qWXgNQb7AeGw6JFqNiAciwkC4bKP2r13WxGicQoxCohTiU1QKJYQykZiccTiQoEvW/TrD8fwS31AVhTuDwn1NPw0+G36xq3DsfTGwdBrtIxWRAy+ADkSj0MHDXwieXKui8aRbjfjhC+Mg7U+pFkNsBp0iFEUnr9psECXZTPqEafi6G634PU/DIfNpAOgwfqfqhGOiYuglcTR/Gs8gYhssF21SIlV6dfpuEFS0OOSreGIygRLBsQF2WpRG+VdjcCb/6EsEo/hcJ0PwWgcVqOe0UHNf38XripMBNOOURTSLcL2YqcVCMXw7p9G4Kt9x/Gfr05+YJdaT+h7u6Wa8PxNg2Ez6hGNJ4JhJ0xVosiwmaDTAjUix4DZ2Ex6RpvmC0Vxfk46vj90AlajDreO7Mtofthj8qgniBn/+45TnltH9gUAROIUQtEY6pq/AHGlcIMrH6zzyerXXr91OKYV5wrGvdJ4ZxvxhKJxBCOJv6XGfJyiUK/wa20sFofZqMcxjx95malYcuNgbP+lARoNcF7PNDisBvgjMQTCUTisRkZf18jrN/646dG84a6oaUSq2QBfKMoEc/YE5MvEbwd6fbskPxN5mSmobQrjQK0PdksYLpsRTaGEI+WsMWdjbP8eiETpjZ8ex7xByE09byCCvt1SROc7e77Q/V+S50IsDhh0WmgApNsMSDEZWGVK6Pp8oSga/GFILG0MtJumXLB1dnuwn3mNoZN94A/HsLz5l3q6D3QaDW4d2Zcz3+j0dFoNLAYtMu0mBMJx6LUapNoSbp/BSBz7ak5q5ihQMOt1MBt0CERiTD/KBfYFgAZ/WDZQNscAq/n/pT6D0GYtStpLAuFMhGymTgFqg/aqF5bKX+ew6CXzXHD1QNEP9koiWCkDCrYQlX22/X9Th+GVW4bj0bW7mDLQGqNv9tfhrx//zCnX4xMLoAFwv0iZ+QFr6XPuQCJe06NrdnHiPy2bMgTPb6jgHH/h6xP49VWsv4gQXOmeplAU01/chpI8l6gmh58Ora14+pOfsLGijvlVSAqLUYe5q3dg/d7jkjF06PZ76L2deOraQVhRVilol1mj3ZJCcKU68q8JRmK45p9fM3+3NqiuFGrE1XwNh1J7tkZUrVbsrXSd2cDV17hSjHjlluGi8+Kl6cPw1Lq9TNDPCO9To5RWp8TtwpIbCzHr1cR4FFtP+Pfyx5fVqMM/bxqMBn8EizdUcKzYxfCFoiivqsdzkwvhsCT6JhyNY8mNhVhRVinQ/Mwa7YYrxcSsVVajTvbaY94geqWf1Ag5LOL6F3oe0uW5dEB3TjmTWQdNem3CwIQXy+ek/nAnNlbUyo47q1EHu8WIeau5R2xL3C7MGnM2fOGYaJDZ2y5yMxs5Oh05zdpr3x7C5At6M2vQq7dcIFtPqXYQq+/IPBcevWoA/n3zb5CVZsbD7+8Sfe64UoycgOk0cvOOni9y/f/Q+AGY8+52rN97nJNnaXM8LrFwH2xC0TjnVIaYlo3dHnR5jzQEEGFtstTONyBhdpGdbsHLmw8yz0K5Z9fUoly8+u0h3FpyNkLRGP70ykmtntT6eqQhoBgSg2OA1YI1FWi/NZ5A6EoQzVQ7c6QhINjUACd1DEcaAsxrtLBUDLawNLXZYELqOptJL5nnQ6t3Yd64foL7aIG/VJo1XqH1drHbCUuzUxP/zLzDZuBspICTGiP+GX+6LcoqahV1Rewz7LQWYaOKPPj6BFr0y64//5w4u57GZmEuG7l72EL5jftqBZocsev49VEqU70/zGgbZHVSmyqxaNIgLOdtpICTZ/gbg1GBRoUuQ403KFmOElb5S9xOfH1AvYapNdDiajFG5rmQYtYLHvpy7dlaUbVSeei05a4rcjtBURSnHxdNGiSYR0CiX+et3olrf9OL6fuvD9Rx6ic1Jthat5F5LqTbhGXi3yv295GGAKOlUzMXaP2YyaDD7He2wxeOCTb3wMkxue3gCWbOTCvOlR2/FTVNjEbI4w9j3mqhdoxeA+aO68eUZ8cvHs64V5pz9DpY5HaipjGE76saBDqhc7PszUYutYppzhvfH/NW7xTUa2NFLfYf92F5mUj/7avF4g37EKMoJl0lXVa/bAdn/fv6QJ3sek/PaTYj81yi9f1qXy0276+DQa8RbKSAk2OV1kDx05Sbd/R8kev/BWt3cTRedJ50fZX6dPMB+WcFe42my0s/79hzTs18o9MzG3VYwPoSkL5f7tnVP9uBxRv24UhDgElLan0VKx8fftunKHyusBh1krq49ljjCYSuBNlMtTNqAvHSqBWW+sJRzBs/QPS6hyYMQGMwKpnnxopaDDzLIVhgdx/xYN74AQIxd+JbxQK8/d1hzuu0iJU+JsAPEKjRaARlKOyVJlOuOmRK6KY2VdShsFea4O8RfYUOSHJ5sNNZXlaZMHtwu5i/p4qJrN0ulBblIhqLCYS5TBq8NqO/SaRFx0Ciry/sK+wv9nUX8uojZzZQWpSLYDjO1Eep3pl2k6hDE/2+PxzHI1cNZNqDZvcRD4b1TbiDCcXVLkxt/pBT5HZi3oQBnDrTsAOathVSRhW0aNsXigoe+skKvduyPHTaUtfR5go63rzJtJtk149Mu4npe379lObbiL5OLJo0CN3tZkGZ+PeK/Z1pNzOvKRnD0OOirKIO3kAEG/fVQqPRSAZf3dS8HrDHt9z47W43IzPVhNqmMBOkVeragrMcTHkWfrAHj149kKm71DpAr62z39nOuOWN6OvEgrW7BXkU9krj1Etu3A3OSZMsa3e7WbbOGo2GSVfNusdf/0qLciXNO3466hW8/uhVA0XrCwCZdjNsJr3sWO3BW9/VzDt6vozoK+4wR6fNfj7Q0PWVan96bRdbs+h72eOXXV76ecdOW2m+0endPiYP6VaDYOyr7UP2vADE11ex8nHqLtL2vlBU0nyCftYrBVgmEM5UyDG/dibZQLw5Thv+fv35ssLSBn8UM1/5DosmDcLsy/M5phA3/vcbLL1RXv/0S30AhTnpmFaUyxGl3vTCN3h5+gWgmsuVajbArNfi98u+xVWFPbFsSi/O9Xe8Vo6VU4cl6smrR5OIDkNt0EQ17zksBmhFxGdKedjNBrz7pxFINeth0mnx0IT+iMWpREDRUAxTi3IxrbgvgpHEUcAMmxE3vfAtlk0ZijteK0/8IsZqty0HT+DPvz0XpSP6wGrUwx+OMm3DP9IXoyhOnBOqWc/0t+vOQ2+nVaCR8odjnDz56f/tuvNU11sq6DJNMBJDxfEm/KZPOu68JA/ReEJwbDPqceREAHuqPXj0yoHwhRO6PptJBw2lwa+eABZPLkT54QZU1vokdWHtETRYLqq6mKaK3Z4PXtEP4Wi8TSOxq43yTl/3a0MAB+v8jLnCloN1uKAP94OMUr81BWOc4M10/WZflq+ouTMbdMyxOH7ZIzyRi1TAaBp+3r/UBzjrBHtc0Bot9jE1MULRODJTTVg9c4SgPGLXAsqBc4HE+keXxx+OoTEQ4dQ9xazHExML0BSOoTEYYeIUnfCF8NK0YbAZ9UizGnCwTny8y7UNPY8dFj16pllwoNanWCcpgpEY/vzWj5hWnKsY54gfkJYu03u3FUGr0QjG69+uO08wjqXqS6erNFZ9zYYHcnNDjOw0C455ArLXSLUVHeSaPzbPSrcgFqdw0wvfStbJbjHg8asL4AmEsWZWMae8bH0RnbZSH9jNifTSrAbRfm9NUGGpQMX8sUc/t3JEbPM9gYjotfxnvRRdJTA8gdAekM1UO5NsIF4gYZpAAaCNFvlaCLtZj9qmsKQ7klKeRp1WVpTaj2WFvPeoF4frA5LXswMEsg0ntCI2G0p6BLn32e9ZjTp0SzEhEInh3//3G2Q7LAhFYzjhD+OsNIUAkxY9suxm+MIJEW9TMIoUsx4OiwGhSBzbDtbj9S1VuGFYDi7onQGH2YC3/zQCTYEI3pxxIWMjzf4WbmC2A9Nf3KboBBaNUSg/3NAsTo6he6oZqRY9QpEYguEYnDajaFBJWrPy+q3D4Q9H0T/LjiU3DkbPNDNqPCHZtqNF22lWg6zAurfTCqtBhzSzAWaDDtXeIP7y1o9YMW0ostItSE8x4oQvDK1Wg28O1AkE1QCwvHSodLu3U5BHKaMK/vl/vjhfq9Ug15XQK7KF61KBbJtCEaRZjQhH42gKRSWF1+zy0Pfy06Zf94UTpiAxKo6SPBciMYoTSw6Q1iqy3/eHT/Y9LYL/bf/uiveaDVocON4Em0mPpmCUEZTnumzw+CNYWToUDqsBep0WgXAMK0qH4ruqerxX/ivO7mYTmDfQwvXCXmmyZi52sx5Wow6ZqSbZ8tEuo7Tzn9K1QGLtizV/EUD3dzROMWvE8aYQeqVbOYGabSaD5DhiG+rYLUZOn6f5I1g2ZQjCsTgyU80w6rTwBMJwppgEgaDZov7lpUOR7TCjtikMs0EraZShZr1kt7lYAGR+Wia9lnNdgz+SWBPTLJwv7MTaI0XmlweTXqs43lLNekAD5LpsqoJFs9+TCmrOzl/udbqdLh3QA7uPehmjHqmNFACkmvSoaQoh1ayDUafBEU8QP1U3wmExIM1iwHu3jYBWq0W9L4xYnIJeJ2UtlSDDZkTv5jUnxSQ8Nq/2+Sh2nVhwYxoxQ4nP7xklSMNuNsgaYClptUkgX8KZDNlMtTPJBO0F1JlVKAXtc5j1koEeS/JcCEl8IywWODeZAIGv33ohHn4/oVWY1RzLil0PueCEJXkuSYepErcLO371AEh8KF5eOhRzV+/Ed82C9ifX7UF5VQOem1yoGIT3q59r8Nv+WZi7eocggCMdV+qVW4bjn1/sw4RB2Zj3vjAA6iu3DMdNL3zDbKhqvEGUuF2K9ct2mLFMJHDv9OK+oEDhmc9+Fg0qef8727F4cqEg6GSJ24n5VyWE3WJ5y4m22QJrOqjkj4cbMLWoD0pXbsXgnDS8PH0YjnlDeG49N76WmKC62O1ElsMsam7SEUEe2QErJYXhMoFy2YFsvzuUGGdPfcw1AlASfysFwRUzDeEHSK3xhmTnX403xOl7Os2n1u3F+TnpMsGknfhkdzUG9nQIdB4leS7MGu0GBQjMD8bkd8NL04fhodU7cZ5E+vwAy2yK3E54gxEsLx2Kn6sbUeJ2ih71ozVJNY0hzHl3B2aNccteW+0NwqDT4tzuqdh8KGHesmRDBWPO8eS6PZxyigVT5iPVh4smDQIFYO7qnZwjevQaMumfX2NwTpqo6UxR8zyh169X/zBc0iijrikkvY6z1kQA2HnEw9RZKsB3kduJHb96JAN6Pz6xADksQyQ+ckFgq71B2Ew62bF6pCGA6S9uUxUs+slJg6ABcB8rWK/UWJbSeBXxXi9yO/HxrmP4oaoel/Trji9+qpFNc+2Oo3h9S5WoAUyJ24WZo8/G9BdP/rL1+MTEMWmxY5v84MbbDgmfU3LPD7ouRW4narxB/OoJCtLmBzdOJhAwIN+/bG2lXIBlAuFMhWim2plkgvb+Uu+XNav4pd4PQFlbRQGYeZF48N+ZF7kxqKdDdeBctTquplCU2UgB4joBvk6JX67CXuniZR7tRrPLO+aN74+l6yuwsaKWI/il/186eKILU4tyMaJvNzzI20gBXJHvgrW7MK24r6Twnw7eSbfDkNwM3H5xHvYe9UrqRm4b7caOXzyi6R31BLC8rFKyTEtuLBQNqLyxog4Pv7eTMZfgaz2mFedKCvxpgTVbE7Bx30mhdFlFHb7enwj+qUZQXVqUi79/8hPmje/PubYt9Egtga1NkhSGywTKZQeyTTZAsFwAU3YQXLF0+QFSZ7+zXVIf+djEAqz6/hfOXKPTLBPRUNHQWjeNBpLtsmT9PtFAq/2zHc2bCOn09x7xYuHVBaLzfGpRLrYePIGl6/cl5mpxruh1t4/Ow9kuG6PRWV5WKXntrNF5cGemoOhsJ+as2oFfGwJ4vtkYQ86YgR1MmY9cH37x83HMfnu74EMze16JBYIucjvx4BX98PePf2LWL6lAsSs3VWJonwzR4LT8NREAsuxmps78tJ7fsB9ZdjOmFkn3OR3wvdobhBRSer/EBtGCSJTC/CultbyzmwNQqwkWff872/HFz8c5wXql1taHJgzAniMezut8PSp7nSurqMPfPt4LjQaiabIDvEsZwGysSAQjZvfvwg/2YOboswU6NLHgxmLBpJeXVeJ2GQ3u7iMe3D46D9lpJ4M6ywU3TlYfqqT7FNNWKqVJIJwpkKC9pwg1QXv3HPXKBt386M4SzhE8qaB9e456MUkm+O87fxqBDJtRMeAfG6UAgWJlZx8nsTcHmvxk9zFQFFDQ0yEo1xszLsTHu46JlvmtP14Isz4RN4kOrsg+VqcUQLe304orl2zC238agStUBBf98M4S2es+urMEFAC9VoPqhiB6O62gAFTW+pqPRmlQ748gGqOYozb8AKH8POXyUhoXDf4I0m0G6LQaHGkIIBCOo7fTqhjE9eNd1YIjf3R5lMr1/qwiHG8McYJA0gFZk9VFtBctDWLMDmSr1A78AMFqA5hKpUuP30sHdMfhEwGkGvVw2AzQaDTwNx8xzGief8yRwVDiiFQgEuf0OX8u9HZa8enuavznqwOS41GuXaSCudLp57psOOYJ4KH3dmHF1KE4VOcXzGV2vpw4U83H81JMCW3g9f/mBjtlX0tRgNWkg0Wvg16rgcOaiDN08dNfSq4LYkgFmZbrQ6U02e+vub0Ih08EkOuywWrQIRKP45KnheuXGOvuLFEM4t4UisLWHLZBaa7XNYbRzW7COJlg13TAdzkO1fpQcbxJUB4AmDXmbFwxMAv+cBxNoQhspkRMtPve3i4wKEg2WDQ7mGyKSQ+LUcvEJnNYjGhiBag36jTwhqI41KxJZK9R7PzD0RgcFiPCsTh8oSjMBh3WsgK8SwW6livj2tuLEYjEEgG1ZYIbiz2n+rps0Gs18EVi8IWisBr10EAYZ8obUBfcmE7fYTEg3WpUtR5LBUxX+z6B0BUgQXu7KNlpFsU4DMmaVXS3m0U3QN6AeGBedjr9suyymyc+Unmx8+TDLsObM4bDG4jgmU/3Ca6jaQpGJcvsC8UwINvBMRZgC3GVAui+9ofhjNhcDkbIrnBdAy+I8eqZI0ABKF25VTFtta/TKI0Luiyv/WE4p0xKgZgPnxDXwskJndmIBTqmA7J2FhxWo6zIHxCvJzuQrVI7SIm/lfKTSpcev/2z7IL2ff6mwTDptcxc5Gtb+MYb/Lnw/E2DmSOfLTGEkQrmSvPaH4Zj6srEh8vjjeK6Tv5cffazfZxjqK/9YTjq/WHBcVH2tatnjsAAnh023c9S64IYUqJ5uT5Mpt0On0jMkdUzR6Bfll1y/RIvg3wQ92AkhiF9MgAI+50PXY43bh2umKcSJ/zSet2n1v2MPs4UzHzlezx/02Bc/29hoHe1ecmNtedvGszMjdUzR+Cc7mZ0Z30eKq+qx1FPUFa7Jxakm3/kUslUQ6yM3kBEcg1kjyuxvl09c0SL1k+x8cpOf/XMEaJfGoghpR9U+z6BcCZCNlOniF/r/fAGo/AGInBYDEg169EznWuWkKxZxS/1fjSy0kwx63FWuhV2i0FWjJxqNkiKfqVe5/wyZdEj3cr9ZaolRht80qwGgXCbxmFNfMNpNujwz5sHIzPVDIdFz2h0lMS7aVYDPrqjBCK+GBzodFIV6pNi1nHaOBKnkGrWS5YfgEBETd/fK0N+k63ctnr85dJzkJFiwLrmX8yaQlHRQMNsxNrMatThrHQLlk0ZAptRj+WlQ0UNKwCgj9OG/00bhhSzHnpdQohtMerg8Yfb5GErJ0xXCz1m5Mw3aFE+8wtJjEKKSYc1s4rx1b4a9LDLGyWYeXVWCn7JF5JLzVWriOg+M9UEh0V6/io5ivXKsDJtoSQoFysff0xYjTrGdKYpGEOa1YBlU4Zg9jvbBXOErptSvilmHQIRYd35823/8SbOmKBd99jGFvwxLlaeytomgAL8kRj8oRjsloRbn5j+TyxNuff7OK1Yc3sxQpEY9h9vQobVqHrNUmon9rhTGnO5LhtWzRzBxAWUzFMieDeN1HwCIBgjrpTELyE3DMsRNQKxK6yXcvMjJ8OCD5p/AaLHgsWgQ2MwgsZgFBk2I/Q6jey8txh1+OmYF3Eq8SVQikmPNIsBH91VgsZAFHqtBpYWGF/YTHrsr2mCN5h4LrMNXixGnWydW2rioDZouBhtsc4SCGc6ZDN1ClBjKgGcDMYrJeBNZT1c5dJ0mPWyYmS7SS+IYj+2Xybmje+PB1fvFIiBF1w9EI+s2SWIMM8WLNsVym4366HRaCQFuiVuFz7edQzlzaYSbOH2xfndYNbrcM+bP/BEwE7mmIWceLfY7UQkFseidXsxrVmPIiWOLz/cgBK3C7FYXLY+dU1hSSG3mPCcb9DANh+g85Yqu6U5YLBUWUwGLcoP1ePcHnZZMwP+fXzRNm3uwTe64BtWAIm23/lrA87rlS7QFMgZM6hFTpiuNt2qOh/m8OaImPnGziMeSaOO20fnwWLUYUx+N874Z1+zdvtRbD/cwJRNTsjNbvfyww0Yk98NN17QW3QcXdKvO+cDfZHbiX3VjejmduHet37EZ3tqmOvH9svE3PH98d2hE7Jj6eNdx5h85ATzJc2mDlLmHUVuJ56/aTCy0yx4ZM0uwTr0+q3DUd0QFF2H5PItdjtxvDGELIeFM3alysEeE64UI2NsQbeBmDmHwIiEMRPYdnJ857mwcuowlK7YIvjQW9MYkuxftulBiduFHw434IFVOznlXV46FNNWblVcs1LkjITcLqzbeQzfH6rHk5MGwSyzRhS5nfhgx1GUV9Xj4fEDcHF+N3wuMZbLqxpgNwuPoAPS82npjYNBgcKyMn67OvH6rRfi8Q93SxqBSK2XI/NcqGkMyZrHzLyI22dsM59nJcx86Hwuzu+GQCQu0KzRein6uieuKZAcq3yDC7pc2w7VY867O0QNZpTq3FITByXziGRNVlq7fhMIZxrEgKKd+VXBVOLXZlMJADgr3SprVnFW8y9ZSkYVFCAtRv5iP+r8YcED+twsO+as2iEqBn5w1Q7RCPNswXKKSS8pPp5/5cDEryQUhdtGSxhjNAuq+dHni91OzJ8wAA+K1Hdjs7h67rh+koLbYrcTf7k0H89+9jM2VdRJCvrZIt/bRrtxoNYnKfyff+VAaCEt5OYLz0tEDBrYwvjlZZX4y6X5omUqLcrFX9ftxaNXDRQty6NXDcSiD/cgP1voysY3M2CnO//KAdh7hBuYc964/li6fp+kEQZdJ9rA4Kg3KCrOljJmUIuc+F9tutXeoOCDH78uJXku3D4mDxSVaCsxo47FG/ahvKoBd11yjoiRw0lRO7tsckL9hyYMwO5msfzyskrcdck5kuPorx/v5Zh8TC3KxYIP9uBBlokFzblZdjywagcWSBqwOAUBShnBPP/aPBdmjclDlsOCueP6SRo4LNtYiW0HT4iWff77u+CwGUXXoYUf7MFtIkJ72qigwR/B3z/+iRNAVK0JyNL1FRwTGjFzDjVmArQ5ybxx/TjXjsxzYfQ53ST7lx4PJc1r2sIP9gjKu3RDBeaN768YlHtL5QncdpG8AQVd/6/310kGXKXLtKmiDo+s3YW54/oL+pwZX2t3i84xuflEG+iIrc/z39+J/tkOybYXWy9pQ4OLzumGeeP7S5uk8PpMjZnPtOLEenjnJeeImn+U8da6BWt347ZmJ0k2dJBt9nyiXTBp05SW1LmlvwipDRrOpi3WWQKBkIAYULQzyZpKACeP79ECz9Tm43vJpKkkRuaLapMRVbOhBcv7a5rwu/9s5hz5oQMJz35nO9649UKEY3FZYwy2MP2DO4qh02iQbjOi3h/GZc9K1+ftP14ITyCCaJzC2d1saPBHcLwphD5OGz7YcRRDctI5WiY6HlZ3uxn+cAypZj3iFIXaxjC2HjqREHfPHIHjnhC6p5kRjVNoDERgNelR0+xA9b/pFyi28eETicCl3VJNuOE/33AMGkLRGK5gCcFXlg7Ftqp60Xbxh2N4ceowRONxZKdZOAGVQ7E4Lnt2o6KZweUDe6AxGD0ZiLc+gHSbEXEkYq3otRpoNMCkf26WrBN9rKasolaVgYGUuF8JJQMHNenuPeqVFbd/eGcJbEYd0iwGVQYVGo0G3/P6h92vYmUTE+rTMcwKe6XBZtIjxaTH+MXShgBiJh90mdhtr2TAIlZW+toP7yhGLA6OoBwAjjeFEIlRsuNcbt2QW4esxsQxysTRuihSLQbGzKWbw4TLnt3IqUe3VBOuXCJtBEDHzRET90fjFLIcZhh02qTr8uEdJYhRcWYuu7ulMLGC2EJ8s1GHSJRCKBqFJxCVbG8aeh3wBMLQ67QIR+M43hSCUcddD29vDqKqtF4umzKEuZY2LpEyXlg5dSiyHGb8Uh8QXWvo9mTPMbn5pObZAUDRbCMYiQkMDfZVNzKGQ2ryVmPm88GOoxick45pMvpW/nz64PZiBKPxRBBniwEmvRaRWByxeOKIoMNigFGfGF9Sc1RtnVtDMuYQbbHOEghdFWJA0cVI1lQCAGfj1JI0ld4XE9W2RIwOnBQRe4MR2UDCjcEIE41eSlDNzsMXimFYbkJcfajOL3o9TU1jiBEas4XJb9w6HEvWVwiMGPjlZN/D1Msfwf+t2CKZZ6OCeJoWfNPp0w9Y2qBBYBQQkW4XAPCFo4yoGwAj7Kb/TsbMQKy+7LSkOHTCz7mvpeJ+JZQMHNSkqyRu9/gjCEdi6O20qTao4PcPu1/FyiYl1GeL6E/45L/9FTP5YJdJ7G+xOSZWVvraBr+4YN5hNSoaG8iNAbl+8odjqGkMcQxTaN6ccSFzDbut5GgMRsD+VlDKhEYOsbp4AhHU+8Mcs4PeSGym2EL88qp6THz+a2ZuSbU3DXsdkNokJrNesq8VMy5h4w/HsP+4T/YaoamK9Hxq6bODjZgZBJDQfiaTtvKaFBV9Jsil628O8K5kDFFeVc/pc6WySNW5NSRjDtEW6yyBQEhANlPtTEuMGaSMJdSmqcawYNYYN0fQ60ox4pzMFPzt+vOg12nRGEh8AxeJxXHbK99LiqVpkTQt/pYzvTDF5B8uNmNC65VpNyEQimHvMS9STXpFUTS7bOz/p9uBNhigyxaOxZGZaoZBp8FRTxA90yyYNcbN+dVAo9FgRelQxCkKOo0G/kiMVx/1ZeqVYWXSd1gM2H3EAyNfGG/QCfqELZrOddnw3m1FMOq18IWiWHdnCUx6LU74wvjwjmJotfLOGon7R0Cn1UKjAUeYTde7V4ZFtg+tRh3TP3yzAb7tMd3+LRE3i4mplcwH+HRLMWLZlCGibQk0G4gYTo5dqbxC0ThyMqyIUxRcKUbcPLw3Y1Jht+ix4d5RCEbj8PgjcFgTvxbu+KUedosRFmPCLMWklza+EIOdf6rZgLW3F6PaG8T893fhqsKeHJH/jl8bQFFArwyLosmGVD4Wkw6Vx5sQisUBCqDQLMg36+EwSxsxsM1KxNpZSUwvZlBhM+pF+45v3sIn1WyARgPcdUke0z82kw6ABut/qsb/Nh9Ct1T5MSHWRilmHfxhLScfGvbYthh1uHtsHnqlW7FsyhB0S1UwLTHoUF5VL2sIIddnfDOQvt1sWDZlCOa/v4tjwCFGZqpJ8csGfj3p9Y5tT67XapBhM0Jh6VE02gAAk0GHLZUnYLfokWrSwxeOosEfFayz/HW8j9OG92cV4agnEbTZlWKUHK8AGNMLJdMffpnVGEPQ64iYsZDYuprewSYPncW0ghhgEE4HyGaqnVFjzMBGjVmFGqMKufetzQ9y9jee15yfhf/8fggeXC3M+3/Th+GTPcdE00q3JRY9Wvy9eP0+gVCddnZqCkUlyzUmvxt6ZVgw772dgvz/cmk+LsnPxGd7awT3lbhd2PGrh8mLFgTTphPFzQYDUoYcU4tycf2/N2N43wy8cstwPLp2l8AIoLQoF39+60fGsGDZlCGo9gZVCZOLmkX/5VX1eP3W4Vj4wW58vvc47rokj7nfatQhzWYU9Aktmn7nu8OgKAp/+3gvR9dDl3/Gy9/hf9OGyQrQP951DBfkZuD5DT8J0njlluFYtG4PDDqNrHFJlt2MB0X655VbhuOmF77hbKguzu8GnVYjMDpRI27mi6nVmA+wOdKQiHPE7hu2AH1wThp8oSgyrEZBflJ5XZLfDa/+YTgWrNnFMangC9aL3E48NH6AwLCFL4Bnj1v2OJLKv9jtxEvTh+GpdXuZ1+nN7fMbKgTGGdy8nIJgrHQ+73x3GKCyseCD3YwRBsfkJc/FHFfix3xaPmUo/rpOOCafm1yI1749pLj2HW8McepKl+mh93YK0vxt/+6SZg20wL4xGMV3B08I2uKOMW6MK8jCI+/vEi3rHa+VozAnTWgm4HbBF4oyr7OF/HzhPt0XT63bg40VdZg1xi1rLrF2x1EsWV8haxJT4w1yDCjkxsYl/brjne8O46Xpw7B5f51k3iVuFw4cb0LBWWmqDAvoep7XK03SLEXJUIS9Fkq1xwfN7UH/PW/8AMx85TvcMCyHaR85M5SpRbmY9er3+E1OGpZPGYJpvPFKX2fUaVFeVQ+9Vt4MiZ6b/PaQw5VixNh+mfjdsByOsVB5VUNS69epojOYVhADDMLpAtFMnQIO1fnw4KodnAemmJvfL/V+zH5nu+QD58lJg3BWuhUefxj1/jDmrt4pSHPh1QVItxrgCUTwgESeC9bswmc8N6f3ZxVh0TqhIJe+b+64/pwz83w3P48/jFmvlos/nPJcWDK5EOFoHJ5gBPPf3yVwWpo/IfEBVOxDRYnbiQeu6IeFH3KdoIrcTswanYctB+uwpfIEpjZ/qB2ck4bSolw88v4uvDBlKH48XI81Px4RGAzQaRQ2H7Uor6oXrT99Df0gLHG78IeSXBj0WizhCezpBzv9AW0q64N2sduJ85vTuXtsHob1ycCSDRUobD7uI9X2D185APPfFxo90PlNK8rFK98eEv0wTG9Gv/i5BlsqhWYB9DXnN3/T/N3BE6LtVJLnwoRBWbjvnR2i908tymWOtBW5nZh9Wb7AFZBmZJ4LiycXyn77eKQhgPvf2Y6v9tVi1hi3ZPvw0/L4w4INHLutxhdkYWiuE0fqA/jfNwfxt+vOg8NqxC8n/Jjz7g6cl5MmmpdcGfjjg93PYteVV9Uz4zbbYUGvdCsWb9iHTc0fwuXGArud1ZSpvKoe04tzoYEGy8oOMP1B3zutKBfLN1XKjsEStwuXF/TguNI9MXEgPtxxVHSsFLudeGJiAXo5bahq/nJIbB367lA93vn+F477pFQZxuR3w59/ey6e+Giv4IPXokmDYDXqJNefxycOxEcSZU2MiWz0cdkw/cWtHDe/+RMG4Nf6AP74yncY0jsdiyYNQlaaRXSM8csu5+TG3nxbjTq8+ofh+NvHQgfNW4r7wmrUYemGCsV5QK8DyzdVcj68891PZzaPux2/eDB/wgA8sGoH58M03Z78elqNOrx3WxHmrxGuQ+xNPbuNR+a5sPDqgViwdjc27a9T1R7s16cW5eL218rx3ORCrNxUyRyLVJqDJXkuXDGwB+awxmuR24n7Ls3HPz7/Gev3Huesv1LPlGc+3YeSPBeeam4PNfxa78d9zc9wegzUeIP4YMdRVevXqYa9zrLLtEiiznLra7J1acu0CIRkIZqpLkhvpw2LJg2Cl2UqYReJM9UYjIouuEDCAYjW6dQ2hVG6YguW3jQYDzQfyUu1GBCNxfF/y77FyqnDcHZmCv5+/fknY0OZ9Ui3GdEQCAs2UgCg12ll86aQEMyy02LHmaptCot+kAESzku1TWFEYnHcvOxbLJo0CLMvz4cvGIPDaoBJlzBSEPvgDSRcoY56QyjMSce0olyOaHr6i1vx7p9G4MpB2fi5pglvzBiOj3dVMw/nm174BiumDhXdBAAJl6dpRQlXJSltAvuaRHlqcd/l5+J3//4G04pzMa0oF+FYHN1STEizGrD/uA+LJxei/HAD50NCWUUdpjanMzDbgekvbmME41J5l1XUIRiJS/bNpoo63H95PtbvPY5vDpxgysNuo3pfGAOzHZIBk9nlYn+rz2bjvlqUjugjef+D4/rjpenDEI1R+L6qHrVNYcn+/Kp5PMg9KLPTLFg8uRC1TWGEotK6EX5atU1Cp0qaTRV1mDeuPz7ZfRRL1u+HPxxj7g3H4vhNn3SM7S/eF4W90lSPD3Z78q+7//J8AGDGrU6rwVVLNzH91sNulh0Ls5vvV1OmueP649rBPdHgTxxDW3j1QASjcTQFo7Ca9FiyvgL3X57PlF8qrY0VtbjzkjzOEbluqUbOh1V+OX2RxJjPcdpE16HudjPC0TjuefNHVfVZv/c4HriiH5Y0jwm+wH5/TZPk+tPdbhbdSNHtNG98f5h0Wrz1xwvhD8WQatHDZtABFJBm1WPNrGKOkF9sjPHL7g/HcEezIcS0olykmvWwGvVYt+sYZ03wh2No8IVxfk46pvLm7W2vJjRNH91Rgmickp0H9Nii1wl23nwTksWTC/HMp/vwwBX9mDkmZljArqc/HEMoKr4O+cMxTH9xG16/dThKG0NwWAxItxqZtP523XmobQrDF4rg8asLEI7F4QtFYTLo8MGOo4KNFHByrLPbcVxBlqo5uHFfLR68oh8zXtnrIP1rMXv9FXumvPXHC3HFwKxEXLckPtCz12q67C9NG8b5IoKNmrWwPWGvs2pMK+TW12Tr0pZpEQgdDdlMnSI0msTBcopKxI2l/2bjDURkNSu0INQbjOBwfUBSuCwqHG3OzuOP4pzMFCy9eTCiMQreZm2UBpA9a94YjMBpM8Gg08Cg18Ks13K0XVqR+rCp84WRYtLhhmE5uJ31rSxd1xSTfIDYoIxBQ1MoCmgS+g69Vovf5KTBMvps5PewIxKjEAirE0jLtT1bTGw16mDQarHkxsEIRWNIsxoZ/VU0TmHG/75TzCsUjcNq1GFwThoC4Th6pVuw9KbBono1v4IImzYUkRKrvzljODQi0Yr57S82JsXKLl6GKIxaLdItOlzavwe8QXljBfYYlTozT/9TMkFgp6Ukqq7zhXBxfneMOicTgXAM4Vgce496AQ1wfq80NDV/YcHXhihpdqJxiqN5y0w1CYJzWo06aDUajDk3EyPzXIhTFIwaLdbcXoRgOI7P9lbDqhB0NxiO49N7RiIajaNRYVw0BiOgKD0cFgOiFIU4BWTZzajRhBCNxbFq5ghokQhsKlZefv3Yjm+KhhCBKCqPNyEaj0On1SLLYUaWI/EB6pgngGAkhlic4mjKKEBWN9gUjMKdmSr6AUuu38MKWs1gOIb8HHsiMLkmDG8g0a7pViMGudJR7Q3iqDeIn6ubYDPpEIzEOOW0GHTomW7BytKhAm0lPR9fv3U4GoNR/CYnHYWT02DUapFiSQS7DoRj+E1OOr5j6RcH56Rj2M0ZyLAZEYgkAvwGItKGFgDXWEjOhISex95ABH27pXDa0+MPMwFnTXot7h6bCB1Q0NMBXygquUb7wzHGLOWtP16IE/4wwrEYvIFIYgMfisJuMSDNmtDh1Go0qG0Kia5X9NzTajR4adowUBSFaJxi5qYU7PXJG4wKnjMZKUZGV6jXamTNPSLROAbwwoGo0fbQ45Cj8YzJH/6p84UBBQ2oxx9GTWMIDYEIbEYdbM0BhgEolkmq3PzXc102xc1LW5pWnK4GGEQDdmZCNlOnALVBex1Wg+SZ8OcmFzKGCkrCUbvFIBpgsdjtxPyr+otqo0rcLtFAgjSpZgNjo3pOZoogjeWlQ2XL1BSK4vp/b2bqcv872/HkpEGSdeWXQ07EHIrGcS3LOr3E7cJto89mzs3T1rxSmPRa6DQa2bbXN2806KMbj32wW1S/FJRx8GLXI9Wox6t/GI5H1uzCzJFn46XpwzB3tVCP9NL0YQgpfIhKMct/0G8KxdAtlbuYi+kP1LSTFN5ghHPM75EJA2Q357S4Wc2Z+WSE0nLXWo06dE8142HeUSW671779hD+cml+0m1jNeqQ67Thpc0HJccygETQ0g/3CMbNrNFuaDXA8NwMRfMYbzCCf3z+M0qLchW/wGgMRnH9v79h8ohEKRxvDOG/X+3HDSJHQqXmHpAwpGAH1FYyFfAGI3j2858xa7QbwUgcj3+4B7eU9MWsV7/Hk5MG4amPfxLkPWlwT7z67SHJNpQTxEv1O22SIUeqWXy9vDi/Gx6aMABzV+1g+ow+7sbXN4ppK9lt6QtFmflxcX433HdZP0GMtjH53UR1m7QOL6zgDuewyo8dus+YNYjXZlI6MCVNHj99byDCHM8T0+DdNtqNaSu3YvHkQkEZ5XRhc8f1V1U/AIjG4rLPmVduuUA2LaW2AcS1PbQRE7sOSutqYzCC6/+9WVYDOvvt7QIN6CNXDsSTH+7haIn5aUiVe+HVA/Ho2t2cwN9qtEqtMa1oz7Q6C0QDduZCgva2M0caArIBdo80BJjXUkx6yQCZKzdVJgLf4qRwVIyReS6YDTrRAItlFXUwaHWCjRSQOMrDDyRIQ5s50Cy9ebAgDYqiBMFh2ffT0jw6eOKi5gecXFBVGjEBPTvtzQeEdVnMCuhYfrhBEMyShjaLiFGUbNvHmstPB2IUC/C6ovk6qbzYYmyHzYBHmj/UZ6aZBRspINFf81bvhNmgky1/jTck+z5FUdjxi4dzjVhASbl2kusDtuEGkGiLR9bsEgQ8paHFzWqDRiqNd7ZQOqXZ9ECMeeP6iWo+6L7rl+1AeVU95o0TBgqVa5u544QfjNnpTivOlR03SzZUYP9xH/Yf9wGQnkd0O9OBRSmZscbuEzoPo0GDxev3iQZ45pdXLC32+7QBi1zedL5HPQHkZ9mxeP0+2Xk/b/VOQXBwOs954/vLmgCkmPWi5ZlWnCsY+2xG5rlgMYqvl/2yHZyNFJ3eIyJjiB/sld1W/PnRL9shOl76S7y+qaIOC9buYsxExChyO+ENhGXfp8dw+eEGwbwRm4vTinOxhKeD4tdNKn3JAMnNwZCnFeeKzim5QLflVfWKY47+/68PJNZtqfG2+UCd5DxT0zaAeHBbV4pREGhYzfNHKj2PPyzYSAGJPpj//k7kZ3O1Huw05Mr9gEjgbzXBepNZi5Voy7Q6AyQI8pkN2Uy1M55ARFaL5GHFhGoKyWum6JgbStHOvUHpPP3hmGweI/pyF/1itxMLri7AbayYJNEYJUhDp9GgtChX8NAoav7GVsf6Fn1TRR0y7SZZHVBhrzQm/6nFuchyWARpl7hdKC3K5UShF0tjeVklpkqUbWrz/RajTrZd6CNwI/qKO1LReWo0GtG8SvJcmH/lAOw+knCJ0mg0TDoRkfZk5x2IxGXLP/ud7Zg12i34oEG/r9NosPCDPZw0CnulCfKUbSeZPpgq0gcbK+ow8CyHaJkevWogHFajqjPzgPJ4Zx+h8IWiouOwxO3CwLMckjouerws+GAPCnurb5titxMFKtK9UGHcdLeb0d1uRq03jAVXDxR80GOPVfoendRYE+mTTRV1sJn0KGsuj5q5J5XvhX2dyHJYMG9Cf9k5xa4bnafcvC/j5c0u0+CcNNmjMr5QFNNLclHCGyMX9nUKxj67rI9eNRCNEutlYa80wUaisFeaYl+z/76wr1PQF1LtL9cv9Bo0b/wAyTaf9Wo5Hr16oGCe0O/vPuLB1KJc/HTUK5g3UjowNeOEn/7yskpV94rNKbn7FnywB49cJV3/5WWVnLFfVlGHHnazaHrLyypRWpQruz7JtQ0Ne50CEmvV4BxuHdQ8f6TSk9MiS80XOg25civdK0Uya7ESbZlWZyCZcUI4/SDH/NqZZIL2evzqg/HKCUcPVwZUpSGGQa/FR3eWMGnajDrc9MK3OFx/Mk2xNPyRGP781o+igt47XivH3647j3t9SP7oWqpZj4/uLIHdrEcoGkdTMCFe9kdiOFjng1GnRYbNiJte+FbyKBl9hp4tYp59WT5+bQigW4oJ6VYj6n0hLJ5ciKjCuXaLIXHkxaCT//4hyGqHBy7vh8P1ARh0GrhSTPhk9zHcdck5uOuSczg6qEYVQZjZgnLa7MJhNeDAcR8WTRqELQdP4Dd90lFa1AdWox7+cJTT9nxBvJg2h99OgXAMFqMOn+yuxqxXE0fV+P0r1we/1Adwz2/PQWlRH8548AbCAGxJnZlXK5T28NqKXc5f6qXnBXAy8KnYPOS3zS/1AfRKt6CmMQSfwli2mfSKR7QYLR3i8PjDeOra81DvD+NQnZ8zjzg6Fd6co/tdqk9oTY1SMFG72cAxE+HnG6Mo3Pbq93jmd+ejMCedaQ+pcrLzEwsYLtYOfAIKx2c9gQhmvvI9bht9NmZfdi4C4TispsQxU/7Y54/FYFR87ouVJdkAtTGKkm2PZNIORmKorPOJGvHQeTQGIsw88TRrcLUaDShQmHN5P+i0GsbBko3YXFQqD71G6zQaxKg4+mc7mHKoaSexOWWT0Qz6wzEcbzxpRESvg0a9Fkc9QSyeXCgY+z6JcUPn/c6f/p+9L4+Pqjrff+7cO3syk2QmgbAamGjCZoOgwUyo4C6gUtr+itayqKgIYm0rbqgV69L2+60VxKolaltBrVQrm1aFfiUookJllwQia0jINpPZZ+7c3x93zs3d70TFrfN+Pn4kc8895z3vec+523me51yE4ymcDMV52nTR+qQXG7HJsT3yeadGRtIdS6nOFXl9Rm1rxVkuYt3bc/Wst6QVX1VdX7d9VzFgOcvOcg9Tp9h6I9rbW4HfWCqNJJtGguWQTKcRS6XhBq9t5c2z4NFpowSB1Xwbg5ZgzLANspWQEGVEk6zkQUrLTytj0gX0kv3sBJhr5IfTwoACLyA6pDgPAE8djyRQ5LDAm2dFgk3jD//ve+hfYIfNbEJ7KAGnle/nwlU7JHvoiW9VAwtw09/4r2xv3FqLojwrArEULLRJAFeLxXsJEN5ppXHt8x/ilZvO1fW71G3Fk1ePRnG+DaF4CoOK7LCbadAmCgxN4WR3HPFUGqd5ey7W+bJYyIkwXHYzZvt73mDe8P0h6F9gRyKZhttuhpk2geOAp989KGDECD5DHHvx+Ij38asRbwCAy2FGMpWWjGldfZOkrJk2Ycn0KlVhYwvNiwqLfQGAyaNKsa85CJuZxgvXnQ2XzYJ4isXJUBw2hgbAoTjfCoqi8NFnHci3MTCbTOiMJuCy8UBpgH8TeLAtjDwrw7cVicNmZvCPm86FhTEhkUqjK5KEy87AZqaRNlCBIHHSyk1xDs19YRvqZo7Ftc9/ZIiJCBsQRQC8sLPNbAKb5uA00+hXYEcwxj8gqJnDQuP0Pvn4y+yzcTIUB0VRcFppzF+5DS/OGSf8LhYMJtg6I7yTzWLCj556X/O4x2nGC9edA6uZBpvmQFGUpp8A0MdlRaHdjHW31IIzuMUjAtdyggMzY8Le5gDyLIyE0CDPyiAcTyGV5rD0qtHYeawLb+9txcj+bpwMxTHY45CQRVAUhT3NQaH+K87sB5uVE8SoI3EW3jwrIskUInFWQbhgFDu5/ymWU9wsa9VhVDc5rrXGAoDTahaIW4xMDJR3WGiJ+G02QsmFDgtMFIVQPAmXzYyqgQX4/Y/OhM1MK/QTtfoSSbCoq2/CRcP68OLqVv02HVZat//LZ4yRxFvPj0iCxfGuqLA+kXXQwvA6jPk2BlbaBJuZ1hXEtjAm7DsRhImiYKKAArsZT11zlhBHMakIY6KQb+PX7LGDiwAAL249jGvGDcaEM0oAAPFkGg0t3TyToMF1UitniIi1HqGL1rkuu5knYyEMnHYGhQ4pe2+2OZaNfZl1fZ32XcSA5Sx7yz1MnWJz2826wpXixTIbMV5iWgQTD00dCY/TghfnjMN9rysJDR6eOlK3DRtjwoT/+T/ht4enjpAIRwKAhVYKHpJ94VoaINuPdEmAueR3LV2bt/a24LG3G4Q+cQDuenWnoKHy+IYGVRKBWc99iNGDCvDinGr8a49UaFi8P/38imIwJgr3qQiEEhFb8UW71scL13LptKbfEyuKYWVo/HnTfkWd8yeU4+LKvvjp8q040hlF3cwxwjikMuLCRsKUS6+qAkOZYGYohSZYrc+LpVdVYd6K7WgPxSVjpjY2Ar5BQ1Cy1ufBLy6uwP/tbxXO1QOHqwkbH+mI4LDsQfz8imLEkmn87s19QtvL/r1X0Ze5E4ZKhGIFgeK/foylV43GExsaFYDsWTVluGPVx1gyvUqheVNb7sVdl1YY5qjf54GVNilyXq1cqcsKh4XOKvfJv7XKvLn7BD453IkZGSKM+6cMR56FURUWJcQA978u1Zmr9Xnw4pxqPLyOF4YW1798xhhEEynUirAtWr4QDJ7a8fMripFkgd//q4dAQk94tsbHi4TflxHM1ROzJXEQE12QfHp7bwuGq2C9xDpFACSECUTDSUsMe8UHh7DzWBfOGlwk0WdSW1uIP0axE/u/8oNDKHXbFEQsJH/k8dL6nfTTKI96gzNRA8r3bBfchqpBBbpCybXlXnx0qBOL1+zB49Or8Ls3P5X4rSfkK54TZE0h4s96+VHr8yAcT+keF2PTxpd7UejUFqZV80MuIG1E0lLj82DdrhNYuqFRiN+KjObfvBXbNMXgSdkDrd1YcX012kNx5Zpe7sXDU0fiwsoSvLVXKVjvl/VX3G8iYq2V+ys/OKR67oWVJaBNFG57+T+q9xaDRIRZOZPa5xVBztl3w3KivV+BZSvam23ZlmBMsdiJyz4ybZSm+O/S6d/DiP4FuOc19Tbe2XcCD6zeJ/zew+h0QLgwvnDt2aBNFJaIBA8dFhp1M8biiY3Sm1zxzc5sf5kguqh3sRKLJgLAw1NHYt3O48LFNhvhRr/Pw2+reK6HYU4s6rv4yhGqpA/EZzXR1dpyL+aML0M8xeF5GZlAjU9fqLbGxwvGDu/vxuVLN+P2S07HRcNKcf/ru3CoPYK/XnsO7nltp64wZa3Pg5sn+rBkQ6Pm8UtHlmLUADe6YylBkJLE+rnNTYJvZFw/a4tgzc7jmvEce1oRRvTnb2L1hF3Fsed98eLuSZX4wZPvCTeSfp8Ht19SIdw09EYIl/xGhEm1ztE7PrGiGLecfzp+9+Y+Rc6Jb4JWfXwE8yeW42EV5j1xuRc/OIyJlSV4cO1eDZHUDHPZ8x8CgGIMxHWKb86qBhWiv9sGxmTCgCK7QlhUT4RWM3d9XtxxaQVaumP42xZ1gefaci/mnufD/JXbBAY0+Q2VePyIqeUX6ZtYKFVcVm3eq8Vh++FOzKopw65jAXz4mbroNCkLSIW3jQSQb7+kAh2hBJ6pP5h1PtbVNynWQzX/Sf2Pv9OA8yv74M5/9Ojc6bH53XXZMPx69W7FQ859U4bj0fV78f7BDtX46Qmtys1I2JrMOz2h5LkZRj7xmi42LSFfMZtfJMFmLXZMYhCIxJFKQzEnan1ezPKfhnkr+PiL46EmTGvkR7aC2OIxlx/LRgx+dg1P5qIn6vvwD0bijn/sVOTEry8fgUfW71Uw8gki1hpjTF6qPrBmj+QhbXy5Fw9NHYk7/rFD84H+f378PckXqpxJrbciyDn7+uzLfjbIPUx9RXa8K4pANCnsC3bbzZpUmUS/iZTNtzEYIBL43dccxCV/3KR6LgCsX1CLSzWOL58xBo+u3yfoTBHBX4amcPPftmHhpRWKbVlkC8ih9oiwRe2HT74n2e5lzWx1GFbqQl+3XeJ7IpVGMJqE1UxL/JJvLxtYZMebu1tQV9+EJdOrBD/E29bkW9jU+keOr1tQi8PtEZzmcYChKbSHEnBYabQG46BNFGY++2FW9Yht3S21aA3GUFpgw9HOqAS3MHpQIWY/p19naYEdl/1xE5bPGIOFq3bgtz8chT4uGxgTEE9xMNMmzbEDgNXzazBlibq+GAC8cuM4BGMpzFuxTRJbh5kGy/FbsvKtDIKxJHYdD8Dv82Lak9pbupbPGIP5mQfhi4f30W1bHrNVN41DV4TPA7vFhDd3t0hi1JuxzLb/RsefmzkWHx3u5Lfc0BQKHbw2WUsgho9EW2CemzkWRXn8NqaOSAKFDjNSLIdAJCkp98qN4xCIJpFvYzL6NSYc6uAxfTuPBXBBZQlagnFhDNLg0Mdlk2Ch5NuGxNsGxbE/0sHjktx2M374J/0xU4tr3cyxQl6MGVSIvm4bkml+K6TDQsPG0LCYTUiyHMKxJDx51sw2tRRsZhprdjZr5jiZy2I/tx/pwphBhZgpKy+e987MNj21OKyeX6O6Hmj1GYCkjFF+1c0ci+J8i5AvRuVfn1eDk91x7DoeAMcB51eWSPoq979u5ljMfu5DvPXz8TBRlLAm5tkYRDJbE9k0h1A8BYeFhtPC9OgwiTBPtIkCY6LgsDIIxVIIx5Nw2y2C+G1vcSYHWkOCzIVWLEkc3r5tPIrzrBJMC2OicOnjm1S3FIvNYaGxdr4fqTQn8ZP0rzuWhM1MK65l4vwQix2T7XDnV5TAaqaRSKYRSbIosJvhspsRjvOah2rxIFsaxbgcPT+MckGcm/JtnORctZxUq6c1GNct885t34c3z4LW7riQE/JcUROx1htjUqf83OZgDJc8pn39eWNBrYIFMGdSU8u178I2xu+afdnPBrltfl+R9SuwZ60zIH5wUrOggXihHqFBPJXG/tYQLvzfdzWPy40H/vZgX1ZeX62Lj3r5hnE4u0xJBfuBjMJcXseyq0cLf4v90Pq3kf+BSBI3/u1jLLt6tALTYSQ6qtVOIJrEzOc+/Nx1krGJp9JoCyWEL2ekPqM6jAD8rd1xANoCvgA/fmQsy0vyDX0mdQ0zuIjKY9YSjGPuC9uw8vpqHOmIYumGRkn/egvmB4z7b3Q8oiL+rDaWkSSLSGaLoh4eqLU7Loyb+P/ETu+Tr5onenWK+y2OPTnn8+ZuLMlK8uLlG8bhxzrYqNfmnovvid6uy8dPbGp+avkq9kEvFiRn9PpE7POQRcSSrCRfjMoTUVpiamMrrx/gMXMkjtma1s1Xny/hPrY3pAZqQsnbD3cKDxB6MYskWASiSdW+k/rUBLnl+QEkhL//8FaDsGMB4HO0vI/+GkbaU4uplh9GuSDOTbmJhdmNLBQzJuvojiUxtCRPMyd6K2KtV+enLSHd84zuPXL23cGA5ax3lnuY+oqMfG0KRpNw2/m3k1oPTUZljcC9+XazKqnAtsOdcJhpzWMvbj2MAYV2LJ8xRvF7Sb4Vq+fXIBRjUeDQrr+uvgn5NgbbD3cq1L9dOn7V1TdJALFWxiSQaJQW2AUAsDfPoisGK67D7TBj2dWjMUgF1J4t2FtuhQ4zVs/3I5pI9Rqc7jDTKM63Yv2CWoRiKayZ78f/7W/FExsP8OBrC42SfKtuHUYCvUY+ABDeaGZTvszrxNpb/GjvThiCw+V1DSpy4NYLytHHZUFJvgXrbvEjHGexel4NAApJVv/BpyTfCm+eRUIGkk3u6ZmcIICIupKcd1oYsFyaf/HB8QQof5l9Ntg0h49VyElO8zjw+rwamCj1GKjF9/Pknnxu9PZ8td8N15EMYDoQScCeAeEPLNJ/0ZNN/7M9PrDIgb/MPhtFTosQXy2zmWnIN1kYtT24yAGTiRLywYhwYUChXTLns+2b1Uzjw886UGA386QCBjdaYmII+RraW1MjEjAiNRhYZMdT15yFfm47zAyFbYc64HZYBD/EQHujmDmt+jlmBNo3inG+zSzEKxBNwGFlYKIomDNf8gg5SZrjEImnJP3Q8+OL5K1cHFnP8mw0IgkpOZN8XZMT4mSTH4ZxNdPY39INxkTBI75GG6wJRsdzlrP/VsvNjK/ADrWHFcK9epgpo7KFTosuUNllY7B8xhgs3diowJxMGtkXz84ci8c3NCiOvThnnCp4nYDa3878/tzMsZr1L58xBi2BmLC1R6z+7bYxqJsxFks2KttePmMMtn7WIfy970RQAO5K98Z7hG0U8gcqMaDY7/OguavnTbJfBhzedyKoSTKgBeyt9Xmx/XAn7nx1l6RNMTi91udRxbJMrChGicuKe/8pIw0o92LZ1aOxvyWIupljsb+lWxf0nS0AWy8/GBOF8yuK8c6+k4aA+rU7mwVsQMvJqCExgzhWb+9twa6jAUweVYpfZwgIxOXvvqwSF1SU4O19SnB1jc+D/S3dCjKQn19Yrpl7z84cC5vZpEuGICYIuGPVDiyZXiXg3Aheg2Ci1HAbauQkNT4PfnVxBSZWFCviqUf+oUdY0d9tAyhKKCc+R+98vdzdeSzQ87cBOJ8ApuVEBbdeUK5JLFBb7lUIO+v5WuvzoFVHjPvN3SeEOOsRGvh9HnjzLNiwr9Uw9sRqfB6sz9Tv9/HkLn3yrdp983mxYV8rHnu7QZjzHeGEIbmBPzOHBCxhBj+htUtBjRhCvIb2xrRIin5jQGqwYV8rhvdz45E39ipwWY9MGyUA7T861Alvnva1qMbnwUeHOuG0Mpq+e/MsumtKazAGUOpP0rxAvUmBDZpYUYyFl1TiwX/swHSVeawWTzl5gFHeGgmYy69FWvFpDcbRGoxhYkWxsObIyX1+Mmag8He2+aFHhiBf1x9etxe/vmIE+hXYDe8tCp25Ly45y5ma5UR7T7Ed7YwoHo4AXjTv7ld38nTfvSzbx2XDQxlWPrERxh0KwLKNSpKCzY3t+M+RAJbK2KrIsftf34XKfm6V33ejQvT77uaAZv3L/n0Au5t7btrE6t80bcITG9XbXrbxADguI9JbU4ZhpS7FgxTAi8Eu23gA90yqlPwuFkD0+zy4d8pwLFy1QxLD5zbztN4AMLzUjbnnDVUIKZJzibgusVqfBzdP8GHx2r0K35/N1FtX34Q7L6tUFYL81UUVeHjdXsVFalNDG5ZvasK4IV48saFBU2C0ttyLuy6rRJ6VwbwJPuVxnxezMj7sPR7Ab1TyoyZDBvLw+r1YcMHpqPV5BEHJWpWyJJ6kj8cCMcw9b6hCGNXvk4pP1vg8mDvBB4oCKvq5FA9SJG6/WbcXv7jodE2x4QfX7sXiNbsxTJR7HKed20s3NmLboU5V0V5/hgxB3J+lV43Gso2NwpjM9pfh2c1NGKbCGkfakPtDfv/dm/tw6wWnC8KlpH0SX/FY1NU3Yf6Ecs1+7z0ewLlDvSgvcQpjLRb+1BMBVctd8XiQv2+e4IONMemKZgJQ3LhRFDB3gnLe8MQxPozo75Ycq6tv4gWlVYRk500sh9/nVbRPSGvEYqYPrt2LOy+r0Mzpx97ez1NBi8Sr1WIvjjOpv76xHc/WNyGcSGr27WZR/DZn1pKaoR7V+InHUd6PTaL1UG6BSEIRb0C6hmZrLcGY4kGK9PXuV3fivinDNePOcVDNf+IHADwybRQWTR6Gx97enxG/VY/x4jV7dH13O/jdB6r5MYHPj/NOL1bN0YemjuRZImXxGtbPjQfW7EalxjxWi6dcQFYrd/RF5JXixXuOB3SFlld9fARnnVaEX110hqqv9Y3tuOvVnQhEEr3KDy1BXLV1/YxSl3C+0b1FjnwiZzlTtxwBxSm2vc1BXUKB9QtqUZnBovSmLCDbwmFjUOjktSD06vk8oH/575+njndu+z6SbFqXOGP1fD9agzHQFIUSlw2XPa4PhA3FU2gPJ9CvwAa7mUZ7KAGX3Sy8vVNTHF+/oBaftYdxmseJaTISDbJVyGIyodhlRTKdRjzJ/26mKUxd9p7m9kICTi90mPFuQxv8Pi/SHGAz8+8rkmxal+hBTBoi3+5hZUwoybehPcTjoT451oUJZ5SApiiE4ikUOHjdkvZQHHk2M5JsGoFoEh80dUjqEIPk62aOhTfPgpPdcaTSHIYWO3lNMR1APSGjWDPPj6b2MPJtZoTiKXAcJ+hMic9dMr0KgD4Au27mWJzmcaCpLazqJ2m3N7lHSBvkfZeTIciJWsTA8c8zR8gWsDGDCtHHbUMqnUY0kYaFplDktCAYS6E7lkKejUZnKAGKAjx5VoTjLPJsRFeNQ3MghlK3FdOe3IIbvj9E0J+JJVm47WYkWQ6JFIsChwXxFE9C4LKZYaYpHGgLoyTfikQqLREiratvwotzqnGyOy78vXqeH0NL8jQB02ogdr341tU3YdlVo/HR4U6BXIIxUbCZTUhzAGMyIRRPwmll4LTQ/JYzh0XSPiG6UAP2E/IQrZxePb8GG/a1SsghhhY7UeCwIBRLoTPCkzqo5TbAkwH8v6e2aPZNToLxzm3fl8SPkANQFJBKp7F+lzpBgfhcsWVDGiA/R8uMSIreuLUWpS6batyNyD6IHw0t3bjwD+/CYaGF3NKaw0a+ByIJtAQzBAtWGg4zDaeVQUnm5l0tR9vDCUz8H2W8sp3Haj6J28nL6Ex1x1OIJFjkWRkhRgAUeTLI40B3NAmGNuFEMIYihwUepwXheBL5Np4wpDuWEkhF0hyH1Tua8eLWw3jqmrN0rw/v3PZ9AOh1fgQiCTQHYjjYFtZd1699/iPJ+Vr3FjnL2XfFcgQU3zIL6pBBADK1816UBfgbdA4QsAJJNm1Yz+cBcgP83vR1C2rRHU3CpLHtgpjLZsZLc6pRmGeGnaYRSrBoC8UNzzvaGcHu40FUDSwwVAsPxlJ4t+GkAsOSZ2Ow81gA14wbjBH93ApMTXc0iV+8/AmenTlWk6TBYaGx6sZz0d6dyDCeceiKJLH0qtGqoo0AT0yx81gAEytKcHqffARjKRQ5zfjJ01sQSbACEF9rX3w43tNfNb/I+bSJQpLlcLI7DoeFQTTJwsKYcPWf3wMAvHDdOegIJ+CwMJoAaYeFRh+XFWyaE3zojqVwIhgzJEaIJFh0RPi4hOOsLnshL5KqeRgA/4DQHuJv8ElMRg8qBPwQ4twbApIEm9bEUw3/sUsQsUylOVhpE165cZwgbluYwWN93jkSSyqJFV65cRzsFhrd8RSOdUUxsNAOE0XBbmHgtNK8ILSFRoxNoyPEswLSFAUbw+ClG6oRirEwUZQgRE1eELw291xBzJrY9sOduE6FifPmCUPx0g3ViCXSKHXbUObtj6lV/QFwuviLUDwpEf10WhiUFtiw9KrRiCVZhQAuAERTPfOC4/h5+u/9UqwZQEmwNmK8R3s4oRh/YmrkIWI70hHFH97i9aW+f3oxrIwJgWgKDM3jL4OxpO7NdSTOaq4JAC8cLMaTJtk0mk6G4MjggiiKL8OmORztjCkErsUY1DTH4UBrSBL3UFx7zXNYaNVz1LBUgUgC3SKiAFVRbk4KlBfrEenlv8PCCzUfaA2hM5LEqpvOhZmmEE2o5wMxtfVcnnt9XFac3jdf+P1YVxTd8ZQgzByM8Rhip5VBWyiBjkgCa+b7kWTTCEZT+PBQB+rqm7ImgOiOJVUxZeIH5LYw/4Kuf4EdB9vCijEV9/n3PzpTsX6+cuM40CYKCTYNC20CbeJzxOu04GBbWIh5SzBu6KvRW2+1GLsdfDvZEN6Iz+/jsuUennKWs15Y7mHqFJscPCo3sSp2b8rqYavcDu16Pi+wNsmmcVnmTaeYulnNgrEk7n99N/5y7dm4Q+Sj0XkDCx3425ZDWLqhEavn1+iW7Y4lsf1wp4bArrro6+PTq+BymPH49CrkaQCjCW7mf/61Dz85ZzAWr92jK9pIrMhhwcefdeCxt3uYpmrLvUJZQjChJcj7g6r+hsQaNEWhX6Edf3n/M0V/l15VBQoU/vdfn2JTY7tmrIkPj8g0lGp9Xtx+6Rmq54h9AAC7mcYj6/ZiZk2ZbnmHmYYnX3+PvcNCw5Nn1RSXJLGT+6BlAwrtQg7J6yp1W/G3LYdQV9+Ex6dXYZFM1LrWx48XY/AEmA3BA/l3IsVTj9+8Yhv+98ffU9WumjfBB0+eFfNXbhPopu+ViUn7M3itq/+8BW2hhGQtICYHnTssPGnE8k0H8bs39yvaLHHZ0NDajZ/VfSjknQTjaLcI40Ly5terd+vOB7X4T6woVhUuJW1RAG5XEZCVz7Ns1i7iJ5kH4rbulm0NlpsRwQpNUfiZ6GHsgooS/OqSCix6+T8KHOSiycPwxFWj8ef6g+qxWL1b4d8DV4xQXQNIn9TOkWNlyFf5WZm5qbXmyLFb2ZBKkLoWr1HiH4neUtWgAtX1UZ6vWtifB68cgQfW7JFoJ5Hth3es2qGqf1Yj2l73+PQq4aWdUb7YLDTuf30X1u9qkbT1m6kj8ds39mHtzh7R9/HlXtwzuVJz/dZaNwLRngd44uf0Zz7AmMGFknzMhmjDyLTKZEvykU0bOctZztQth5k6xZZvYxT7j4n5fR4J+1i2ZY2wVXlW7XpagzHF/nRxG2rgdb/Pg/dFtOYEYKtmBHj7xNWjFaK4euf5fR6E4kmhfGswrtkH0oYWhmVTYxuWbmwU8FFAD87Baabx7OYmnAjGVOsnuJkKHdzMsyLsFcDvld9xtEuBC9rU0CbgtLYf6cI9kyo167zvn7sVODBxf1uDcdgsJixerYYja8Oz9U1oDkQFH7RiTfqn8LWxDbuOBhTYB7EPhGDjk0xfjfKA5TjsOhrQLFPr86CPy4r7/qkUTyZxXjSpUpKTxAf1+rzYeTSgWtdzm5vQHUthc2O7EAO1OD63uQksx+nmqdocEQPOxSD09w62Y+mGBjw6bRSeefeAKnZs6cZGfPxZBx6dNgqz/WVYKhM6Bfi5vXjNbjyawUEQnRyxEdA5sdn+MizfdFCzza0H25FKc5JcJviLlmAMi0TzVytm4vlQ6/Ooxp9gWLSwK//ef1KBA1GbZy3BmGF+auX3uw1t2Ha4S3PtI3NML1ffl0k7VPTjcZ1qOMjFq/egORDVjIWaf/f+cxcWTR6maFuvT2KsjBhTw3GcIFyumuuyc8W5Q87N1g/xWKmNmzxf9bA/d726U6FjVJ+p81GVBylx+wTrSPzn1wrt8d5+qBM/PGug5HdyDf3B6AEK3zrCSc32ybqhaEO0VohjQ/KRxFxvLSXxk89vtTJqpnce8VHv/JzlLGfGlnuYOsU2oNChSgZA3oCJKc+zLUtuCtWsvrEdoXhKFYRf4/Ogr9uOB64YrtnGvuag5Pfacq8CRK0HgCfgVoY2KXzUO29mTRliiZ5tGQtX7cCiyUo/1cDj/NYhqW1W+b2+sR2hBIvNje2a9Y8b4hHO1YqxuO4anweLpgxXEFOI2xw3hCcNGDnArVnnpsY2jBzgVo3N/AnlOHtIIfKsZlWmQP78dsm2jB5iCelFlPRPzRav3Yt7p2iDpfccD2DRlOF4MNNXozygKAqLNQg1SNxAUZp92tzYjqpBhRJChbr6Jk0fF00ZJvgmt/rGdkQy+aU3toTVr7cEDyQnxbEiv21qbEeJy6rbzxKXDSUuq6FvfV02PDptlKZmjhh0XjWwwLBNp5VRzJN3G9rQGU5IWO2M5sO4IR5JbohN79x3G9o05QDk86zUbccsv/66o5vfa/bggcu185t80VEjfyHkLtn2a1Njm+o2KaNYjB5UoLjxPVenT+82tAlbP9tCCeEBhaYozKwp042H+FySO7XlXuFceRz06hKPlXzcHrhihCRfxX7KTW89L3FZDdvfnJm/iyYPx97jAfz6Cu3xXrx2L0pcytyrz7Qlt0jm2qHlNyX6MiW/Tsn9BDL5eMUIjC/3aq6lhAyGbMnUI4zR06HSI6P4tDmoe37OcpYzY8tt8/sKbLDHiUemjUJ3LCUAaPM1dKayKWuErQpGkrglAxKfXVMmAQXfvGIbnp81FvddPhwplkN3NIl8uxkMTWH+im14dNqZmH72IOGc/gV2/OBJKfFCJMEK9d91aSUOdUQwuMiB9btPCNs71ISD1c4jft2ycjt+/6MzhbJtoQSu/vMWPDptFO5UKSv2R2tvvNrvxC9x/QsvrUQknkK+3YxIPKVbJzGHhaef336kC01tYc3teQDAchyWTK9C2EBQ9mhnFFWDCoUxG1zkAENTeHtvC84cWCDBQRj1l8T6hevOwcya04TxZNPaO+8jCRbBWBIPXjECkSSLaIKF08oTI5wMxTGsn1vSV/F4zq4pQ4JN4zSPEyYKONQRgctmVpQR52JTW9hwC0pXNIlbLzgdc8/zIcVyyLcxaAnGJHES16c3DkRE1WhszbQJ/QvM+OVFZ+COSyl0RpJIsRy2He7EVc9swU/OHoRfXHgGumMpuOxm0CagLRTHSzdUI8VyMNMUhvVzS/LUSEw4nkpnJeAZTrAY3l+bIrtfgR1LplehLZRAe1if/U2vTbk4p5FfVsaEYDSpGv/Pi0EDgDwrg7Xz/Vi/+wRuXsHjPsT5VpxnRZGDx0P946Zz0R3XniORBIv2cAJVgwqx8JIKHO2MKtYU8foUTvDEHhQFVfKZUyEkHE2wwviR9T8Q1R9HgnURC7VGkix++fdP8KefnpXVuQCfO0unV2F/Swgznt2qmLN6a4e8b+L1MRhNAOiRAOmNaLDYsplDAECbTGgNxHDVOYPREYqrrhVkvLXqVPudrB9a5rIxeG3uubAwJqzbdUJxnZL7GUmwCEYTwniH40k8dOVIJFieVEZMBkNMPL/lhDF6Jj6PEKXQJgq0icLvf3Rm7kEqZzn7gpZ7mPqKjeMAA0y+YVlDbJXdrAukdjnMiCZYMLRJALVGEyxsZhOcVhqlBXZ0R3lQsCWDQ9AC9U8aWQqP0wKTTFUz38BHUl78Nk++b7wtlBBYmcQAWoeFFoDxCTaNMq8Tb95ai0MdETAmk0RUk/g+elAhGBOFfLsZq+edC4fFjHiKRXcsBcZEoa/LhniaRb6NwfoFtUgbkFxGEikJw5yeJVNpoR96VpxnlTBFDSxyoLU7jokVfWChTfA49C/mgz0OrL3FD6eFQSSRQiCags1Mw0QBTW0hVPR1SQR7SSzFY2s382QJzYEYBhU5sFbGXtWvwCYIKBMwPcAztfUlzFvRFPq77cizMXhu5lhEkqwkZ8QsfWoixGKfaIqCmabgtlsRS7EIRlLw5PFvjefLblaM4qsmpqmW24UOCxIsi6nL3lOtZ+mGRlw2shQcgDTHobUrjt3NAVT0dSGeSmOQirBtNmLLbrsZUYMbtnwbgw+bOuCyMyhwWGBjTAoCCWT8chpggEryrXBkHpafnTkWaREro8vGSMSNjTAdhTo3Y0bnluRbFULhpF0LQyHN8V90fv+jM4XjC1ftwDXjBqN/gR3RFItkmoOdAjwOfVHvPFvPlzg1UD5ZN6sGFgishZNGlkraJvPBSGD78wg2O62MhBgC4Fn+9IWq+TktfjFhZUyIJFiBlEjLzIwJ+5qDsJpNAAcUOS1w2RnJ9YOIp3sN+jvE68S6W3iW1XwbA7vFhLGDi+C2awvKqvWrf4ENz80cizibRj+3HfEUi5OhOAocZoX4urgeIr6d5jg4bAwKaRMcVlqytlEALhnWFxcN64NIghegXzPfj3f2teCp/zso1Ks2X7OZA0NL8nCgNaRLlCKux2k1K8bbyHpbHpCSfbgdX0wIOmc5y5nScg9TX4F92aK9BFulJaynd/yyEX1go2k8sHqPoo3f/vB7+PXq3RLR3tpyL16cU42H1imFSuUCvWJh3DTLKQQw9QgY6maOxZH2sGr8CM5rU0Obbh2zasowb8U2VA0qyLwV7VSU9eZZ8OKcatwrIx/w+zxYfOUI/PZf+7B+VwvmTfTpiDZKBVAJlkNtS5V437yRiOj+lm48cdVocOCwvF7ZPyIMu0E0PuLjb+9twXAVrFetz4ubJwzF7Oc/wuzMNimyHUYvltOefA+jBxUI5BZyMH1NhhThsbc/xfcGFuCh9XsVMZ1ZU4Zf/v0TRBKshFSgalCBIHwpjomWT6Qu8rZXLsJM4quV92KBWEFU83CXOjjf58EvdGLt93mwLiPE6rDQWD5jDLYcaFeQPBD/zhpUgNZgXFectCUYQ2swhuEZnSYtQV6JAKzPi/suH46fPP0+2kIJOCw06maOxRMbGrCpsd0wh/e3dOMukQC1fLzEMdbLXTHeQk0oVHdcypV+kNit+vgIrAytStqx4vpqdIYTePSNfdJcL/eibsZYzH7+Q8UNd63Pi+2HeNFt/dh4sPMYT2bwnMrcIPNBV2Dbpy5IrBeLGp+6yK03z4K6mWOxREVonUgckHIk/mLhWL01Z/2uHuHiRZOH4+5Xd+L2SysFUW9vnkUgD6kaVKibT9sOdyrGkdeL2yOIwhI/a8u9+PiQcn0msZvlL4OFNimEg9XmPZmDRHxb7NPcCUOFly6k3KNvKMl35k30YVT/Aty8YhtGDyrAyW4lu15rd9xQ5Fo+DmoxJ9eDrwqn9GUKQecsZzlTt5zO1Cm2o50RLFy1Q/Pm6JFpo4QtfL0pe6g9jLtf3Sm5eJCHLoeJQphN457XdimOPzx1pIRhT97G9wYVKt6qaf1eW+5F9ZAiyU0kKeuy0RjVvwBLRAKr8yb6sP1wp+bF+KGpI3CnSp8emjoSzYEYHt/QgKpBhZp11Pg8qMr4yYvYnobl9dIHi+UzxqBOBURM2ppVU4Zrn/9IclMvZ46aN6EcWz9rxx/eakCNz4Pr/EPgsNBYuqFR8vDIX8x9uDZzY0cu5sv+fUDBXEbYsO6ZVIn1O5s1H8wWXlKhuIEk5+86FsCHn3XoxoYw2T27uakXsfTg0pGlkhslecy0Yiquh/w9aWQpyrx5yLPSmPXch/jL7LPxUEbQWC9H5HXJ8/L8imLcfkmlguygxufBtf4yePOs+O0b+7At8xDVGoxh7c5mzbbUYi1/qDPyd/KofhjidQpsfs9sOqgY+3kTyhFLsrh5xTZUDynCLy86Aw+v3ycpJ2+XWG3m92uf/0jhi1YO1/o8mDuhXMjLbGJM8ua5zU2S+UnwGqWZmzK1G7eJFcVYqDIuen74fR7cd/lw3P+6krgCAB6eOgJrdzZrPDh7cdnIvrhTlK/ytrRjw68bO48FsLVJfS6R+fDg2r2a8Z3lLwMFCsvrD0p8nFhRjLsuG5YRslZfA8YMLsSS6VXCl4NAJIF5K7ZLygttlXuxVFT2eFcUd6zagY8yDyorPjiEq84ZrMmAJ84nMpeff+8z/OZKfi0Wz+0vkk87jnQJfQpEEth7ohsHT4Y055/RmiOe9w9NHaG7ZpJ81r/+8O1RAMaW8YRCt738iXB8fLkXv502CmkAd6zaIXlQks8B8Ti8q7HOjxlcqDjnVFggksC8ldtVX+KML/dK8ixnOftvsi/72SD3MHWK7VSK9h7tjKhiq/Y2BzHnLx/hiatHg6FNAi4qxaZhpk26bWQj2mv0+/oFtUinOfzoqfclWzgGFtkxZclmzbbXzPcjzXEKnxkThR/+ia/rspGlAkW7kf9yUVaAF+bU80F8XLwFxZnROiGihy/fMA4cOKRYDoFIEp8c65KIhQ4ssuOdva2gKGBiRc9vG/a1YtLIfjjUri5SayQ0SYRhqwYWIN9m5iniNURFtWJD+nXx8D66schWLNcopvJz191Si7f2nsD5FSVoCfJCxxs+PYmqgQUozrfi8qXZ17V6fg1iiTRMJqDAbsHxzii8LitS6bQE6yQXlE2lOQwsdOgKQ4tj7bQycNvNwrZHNUFhNVsz3w8TgOZgjG+zwA6TiUJXBrcAABs/bZVsMXrr5+PhspvRGeb1gmwWE97crS0AS+Kv5os4h102MxxWGnYzjclL6jW3wsnreWNBLWJJFq6Mxk9ItOao4TWaToZwUCbCLNaZInlbnG8VdNjUbPV8P6Ysqc/KR7mtu6UWzYGo4INaW5LY2M1w28ywmk0IRBKwMLSu6K18LonFW0lbAIR5JhbDfnHrYbw4pxqH2iNZidz2VsyXbOkKx5Nw2y2IsTz+kTZRiCXSCMb0hYunLNmMd277PvJsDDrCCckaKl47SJ+MxlEuCnugNYQpS+vxl9ln44d/0haq1RvjNxbUCg/FALIaq2zEuEtcVsx69kOsvL4aJopSzXMtkWu5ics5rQwstAmBaAJOa3Y4py/Dvkwh6Jzl7LtkOdHeb5mdStFeNQILUs+RzqjqTelLc6p12+gNmYPW793RJFhOKT5LhGe1rDuWwvRntih+X3l9tVBXzVB1ilc1f9TiaQRiFh8X+09EWIkd7oioYi5O75OPuS9sw7KrRwuaU+UlPb/94a0GnH2aR/OibgRQFwvDrry+WlJPtoB40q9hpfoLSLZiudkCw4l91h7GH95qkMRFHOfe1HWkIwqP04IfPblFGCP5WBGTi74atSUX4aUAxddZo5gf7ogAkOJztPwjFo6nUN4nH31cNmw/3IkjHVFdDAaJv5ov8hzuR/Niy3pEHfJ6YkkW3xtUKPzdx+C6czKDdZSbPG+XXT1a14+QDuGKUdzF+j4AVNsSx+a1uefi9L75/AGPE9sPd+rWL59LYhO3ReaZfLxPdqvHiJjkumBA2CC/LsgxNdsPdwr4P/maITeSS92xJIaW5OFQe0RyXLx2kD4ZjaNcFDYY44lKWlW20qmdp2axJIvRgwuF/mVTTzbr45GOaOZBNCXJebFli1lSL+dULXuqrLe5k7Oc5ezzWe5h6hTbqRLtBXq+TAWjvDJ8XubLlF49RsQQWmDwbIRKxW2k05zire1AFWC+2AocZrx123ikWE7ok9NCI5xk8fcbquHJs2bFKib2Q+6DnqAxoE0UIO8n+VtOcFHismLDbd9HnE3j7zeOg91Mw2am4bDQwjl6ZATZiio7LLSCTKK3gsy9IQYYVORQBX87LDTcBjklb2dgkR3Lrh6NMq8Ta+b7JXUZgfpt5h7yEeKXwyKNb7a5mo0A8KqbzoWZphBLsMi3KwHwDpk/cgKF0zx8zveGzMHCmHDgZAhepwUumxkdBqx8JJ+yGf98m9mQlEBM3FI1sABJlkNDSzdK8q3CNi010gvyW76N0SRM+Of2Yyh1W7F6fg2iibTw9U/tK4nLrh1bo77K55i8vOKLkplG08kQnFYGJS5b1kKnDguNOeOHwO/zIsXypB8OC4OfX1gufG1UK8txwOp5NQAobPhUSn7A990sxDmV5nTjJM4X+c17IJKA3UzjyZ+ORl+XDXYNQV553HpILdRvEcQ5QuazGsmMOFY2C41AJCGsF59XQJ74R+KTbT29aU9NwFYt77/pW+SM8thIqPfb2Oec5ezrsNzD1Cm2bMgiiLltjCZIvbbcC7eorB5RRaFOmzQFHZC+Ohh8+Ywx2PpZh6K8XJSQ+HC8K4pdxwNYPmMMlm5sFN7c3npBuYKUQtw/p4XGnSp9utY/BBw4PPZOgy4IWuyP3+dBmuUUPiyfMUZ3PFqDyrel8n4SQUg5WYIepqBuxlh88Fm7IA6q5UM2ZBYEe/Wfw52SWBiBzeVj1arTllYuiMHfxI9PjnRm3a7f58Gbu1skJAqLrxyO8yuKMf2cwbqg/hqfB948C7Yf7pQC1su9Qo7qge7l4H+jeP1rD+8nwTrMfO5DjB5UIMQAAAqcSn9InF784DB2HQugKM+KvccDWZE5+H0epNIcfrikHmMGF+LhH4xEa3fcgOggnlV/WrvjGDO4ELFUWpcEYVfGVwUxQLkXv7lyBB5Yswdv722V/H7zBB9mP8djZp6bOVYx7wDg0hF98Ndrz8bdMjFveV4BPLbIbKI1Y9seimvmLpnHWnNDj3hl3gQf4klWl0SAkEs4LDSWXlWFZ+ubhK/Q4npG9S/AX7d8JsxZo7I3r9iGSILFhZUlsNAmBdZFLU41Pg/WZUgk5KQCYvwa6fPJYEw398jaZDPzDxaFTotqrqit72o+iufjmh3N2HGkCw9NHYkLK0t087XW5xEIauQ2vtwLm7knPnpkItkSAJH2jgdiqsQQ31YSB5vZpDnXjQgwvq19zlnOvg7LifaeYuuNaC8HYO55Q1VFBuee5xNozI92RhQPUkCPensK0Gwzz0zj/suVYrW1Pg9unuBTiG5ubmzHsn8fQKlMgLK23It5E8olooR+Hy9qunDVDnAcsExEPgEAFAXMnaDdvxPBqGqfmgNR1GWIJLIRDCZ+vHfwpMIHLbFens1vJF75+IgiLmLxxdpMuX3HA5jtL5M8OMn/JrapsR1PbGxEqcuGWTVleOXjI5qCxNkIk94zqRLLNjYqBHFJbJRjqz5WfTXa4gHl6rnw7OYmzPaXAYCmH+I2xLEjJApiPzY1tmHxmj2449JKPLu5CQ9q1FXr8+D2iyvw2Nv7lfFtaMOyjQeE+O7LCObK69hzPIBFk4cbxksuuCnud31jO57L/Hu2vwy/e3Ofwp/NmTK/uOgMNAdjeHZzEyr7uYXz6uqb8KuLK1TbnVlThsfe3o/Z/jK829CG9w60w1fsxPwJ5Sox8eKBK0dg4aodQn/mTyxHrYo45/yJ5ZhwejHcDgv6uGx4SGN9mFVTBo6Deh43tOGuV3eiQrY9dFNDG5ZsaBDyYndzQDHvAOCHZw1UPEjJ40v8uPPSSvx6jZJ8gsT23CEezJuoHpN7pwzHqo+PaM4NrXm6ubEdSzc2or6xDfFUWlvo1F+Gvm47Fk2qFESZ1eo5EYjinsuGoa6+Z9y1yjYHopjtL8P4ci/uv3w47nx1p+KlmjxO8jx9t6ENd6zagUAkgUAkIbkRJn3Wmqu1mTXzlY+PYGZNGe5/fTcCkQT6uGyq15JSl011jMU++jNzVixg/W4mh+6/fDg+bQ5qrxv+MpS67aoitg9NHYn7Xt8t9E3rmiBf9+rqmzBvgk8hZM6z+ZWj1G1XFbCVx5KYON7fRAtEErjv9d2qAsyE2EnrK9O3tc85y9nXZTkCiq/ItMgixLa3OYhpT76nADQTsPCqm85FZakra6KKY50RBEVtumwMgrEUrln+AR6dNgolLitCMRZ5NhoW2qQqTEnslRvHIRBNCj7tOxHE8FI3+rhtAlkEeZPVFkqogn2XzxgjaLeo9e+lG6pViQzkdYm36BCdKSttwsnuuCBAfKg9gj4uq2p9RDelX4Ed3bEk7BYGHMehO5KEw8aAoXuEWgcV2XGsM4ZwIgUrY8IQrxPHO6MoLbAjnExJ6jcCOL9y4ziEYim4HWbYzBQsNIM4m0Y4lpKAwgFIYjTY4wCb5tAciKFfgQ3xZFoAbsu3KznMNMq8TkSSLJrawrAyJuw8FgBFASP6uQUiEEJoIG5LEEF1WnQJCl6fV4OT3XG47WZNP2xmGkO9ThzuiICjAG+eFetk5A1iWzPfj8kZsgE1UP8QrxNxNo1LHtPO+1duHIc8GwOzyYQjHRG4HXwudEWS8Dh5UorW7jhK8q1IpNJIpTnEEixYjgNFUXBYaAnJiNxPOblJOs1hkgZBAsATWHAcJwG/r19Qi3A8BbvFhPW7WlTngZiIhMyZmycMxQWVfZBiOYQTLPKsDFqCURQ6zGgP98zL8uI8uB1mtHbHBXFOp4VBgcOsuHFqCcbQEU6gK8JvzUtzHBgThVSa6xUJiPx3reNGRCVr5/txIhjD9iNdmDSyVHeNe+e278ObZ0FXJIlwIoVwgteIoykKHDhYaBPibBrggDQHhOIpuOwM8q1mBKNJQ8KC/gV2VJS6cKgtjMaTIcUYAciKQKF/gR1m2oR4isVlj2vnCilb6rahLZTQJQ1Ye4sfJwIxzTx957bvA4CkDvGYqM2vMo8Txzqj+OBQh1AnISc4eDKEf2w/JlkjHBZGl7xl9fwavLm7BZNGlWLtDuW8J+PXHk6ATXNg0xwiCVbYrh6OpxCK8QQachHb9nACE/9HGh85mUgwmlSsezYzDRP4bcbhBI8bLLCbeUFijoOJouBR2cb2bSVxIH6rjff2I134QVV/DClW9/vb2uec5SxbyxFQfEtNiyxCbMFoUldsVwDwZklU0b/Qgf6yY0cPtgtiuGIzAhG3dsdVQfMvz6nGj5/ekhUZQjyV1u2fFpGBvC41YotChwXTn9kiAfdrEQyQ/pPjc19Qkl6I6xb3e+X11bi6bitWXl+NTtnbOSM8l1YM1UDh8v5p9UkLAA+oi5KS4+Jz5OcTwg8tO9oZFYge9PxYeX01rqnbqtqm3LpFZAN6fdKz1u44GBOFKFhB+0x8vjwe8t+MiCHE49sVSSrGX24xkQBvDwg/BTNN4VC7PqmEGDQfSbD43Zv7JRIEWj6/NvdcDPI6s8I19HHZcLwrKiF9ySbORmQ0WseNiEqCsR4h7PHlxbplCUHC58FvaG0fIxZPpRHM5GNHRJsoIhsChWAshbPLirIiSYglWbgdFhxsU9fbIxaOs4bkFfI3pOIx0Zpf8twn15FANNnr+UhIU2qGelXz/IuMn1p8xH16+YZxuvGRr6f93DZNsgng20viQPzWuuZeUFFieK6WfVP7nLOcfV2We5j6ikyLLEJs2RJQuFSIFcTgX1JOrc0CpxkDC+0S2nSX3Qwzzb+Z17qJ1iKmyLebsezq0ShwSH0qzrf2moBCDhoXA5yf/OlolOTbYKYpNAdiMNMmwYeBRXYwJhOeuuYs+Irz8OrccbAwNEwUpdteH5dV0o5aLAcVOfD8rLFIpTnQFAXGROGNBbWwMiZEk9JY9YbQQQzI7+NSjy0ZCzGAfUChHRSFrADfWtZb8L7cbBkQu80AzO6yM1i/oBa0iUJCdDOnBto3G/hU5nUibfAR3cqY4LKbQVMU6maOBWOiUOS0IMnyb2PFJBCE7EI89n1cVl0yCXHc8mw0Ions40z+7bIxMNMmVVIJsS/5NjPWzPfDajbBm2dBW0j9wU1BgGGhcagtjGAsAbfdgjTHv/EPJ1i4bAxMFJAGQIHP5SKHRTLvrYwJNEVlHQd5f8UkIvJ5JSdMkZvbYRby2mWXXprU5ujxrijiSRZdUSU4Xg84nw25hMvOCOQNWmaU/1bGJBA46LVJ5rWFNmH74U7YLfr1uu0Mnps5FpEkq7oGqJEKGM150hc58cinJ4IozKztn2eNybPRirFzWhh4nBYcPBlCKs0hzXEIx1NwWsmYc3Ca+a/23bGUZPzImOitf1qkGWq+E1IWPesticOpIm3obb1fhHziixJXfJMsR6KRs6/Ccg9TX4HpkUUM9vRQpWZLVuGyMZrg3+UzxqDQxui2+bdrz8ZdMuxCrc+DupljBRC52PSIKdh0GnNf2IafX1gu8elXF5+OuhljsWRjg+DjvIk+3f6F4z1fJ/RA4rNqyjBvxTZUDSpA3cyxaDjRjXv+uRuPT6/Cb9btyYhU7jckq3CYaew6pg2kXj5jDN7Z14I/vNUg4H1mPLsVkQSLWp8Hd102LGsCCLUYEkD+otd2SbAUYhB31aACCenEb9/YJ4mfFuC7n9umSWaiTzzhwcnuuCZRiD9DAkH+0xtPNs3hR0+/j9GDCrD4ihHw+zzYdrhLFYj/0NQRum0m2TQ2ftqqO54d4QTO6JOPO/+xU1UQlZBA3LFqBx6ZNgoHT4aEsa+rb8KK66s1CQ9WfHBIALITEpEWHTC/GNBOxsTv86DQaYGNMQlkGWoCu+L2/T4PXpwzDj95+n3FA9XEimJNAoz7pgxHcyCKxzc0yuY5L0r7ty28mOtLWw9L5v2u4wFcWNlHMw4rRXGQx3/nMT6++1u6MbGiWBCLzXb+r9vZLJR9+AcjhfzVi82iycNx/V8+QlsoIYDjKQC36wDnvXkWzblRkyGXOKNPPuat3I4zBxaojrHDQqPUZdUli2kNxuC00jjcHtYktCDz+ndv7BPq0YtTjc+DbYc6Ueyy4Zd//0SY82QNGDO4UCAVELe381hAm/zH50VxnhXePAsemTZKlXiEbBMk14ZsyG78mbVEjaTnvtW7dcWEV35wCNPPGSysaxdWlmDR5GG4+7VduqQc48u9KHRqk4eICSnIGFUQSnwN0yMjkZM4nCrShs9Tb2/8/jLP/SZZjkQjZ1+V5TBTp9iOdkawcNUOTfakR6aNknyhOtQext2v7pRcSOUPXsc6I7hj1Q71m+FyLx7+wUjNNmt9Hlw2shR3qijL1/q8mWM7JeVvnlCO2Srq9rXlXvh9Xjy8fh9uvaAcH3/WIfj07MwxCsA1uZA+t7lJ0b97pwzHia4Yntp0AJsb23XV6sWq9rU+L2b7T8PHh7uw/XAnqgYVCudpsevVZIDRf3xnP0YNKJD4LY/HWacVCjf94nYBfpvEbRedjofX7cUmUXvy/tWWe3HzeT5FDJfPGIM6FSA8aWvSyFKUuGy4ZeV2LJpUiXU7mzVv3KoGFeKTw52YUVOGFR8cws8vOB2RBIvHNzQo+v7AFcPR1p1QHCM32vtOBHHe6SV4aN1exYPbrEz9V58zGC98cAi3nH86fv+m8gGPlBvWz42lGxpxfkUxFl5SiY8PdWDtzmbFjaLDQuOVG8fptjlqQAFG9HersiXePLEcgwrtWPgPJXBfHKP/HO7kwfCbmzD2tCJh7PXyze/z4PZLKvCTp7dg9KAC3HVZJX5WtxW/++GZsJlNWLpR+cAyb6IPkQSLv275DFedMxgrPziE+6YMx6DMHG7uiuJQRwRLMmNg1P68ieWCEKzYp0ffUBJgkJhcOrJU8vAuPnZmZp5UDSrEJ0e6+Hn/j52KeSz34+GpI/HAmj14S4XN74Omdmxt6sD2w114cU61wje9+T+zpkzCUuew0KibORbLNjZi1MAC3djMqikTbQ/04tJMX+Q2vtyLJdOr4HZYVG+yeGa9cgwosOHXGcZCrTXkoakjsGFvC66qHoxn6z9TPLzPn1AOT74F05/egoq++fjfH38PqTSnaPOhqSOwXjavteJE5gJ5ySJei2p8Hkwe1Q/nnV6M0sxN4uGOCO76xw7UN7bj5xeW4+zTihS5Svp8pCMMT55Vcz2q9Xlx6ci+Qj6Rh8Bl/z6giCF5GFo0eTi2He7Eqm1HhTpJnovXabmRuUrKLd3QmNX1YMeRLjw6bRRKC+w43hXFHat2SB4G5PGbN6EcsSSLFR8cwu9/dKbu1wq1+saXe4X2AP4LiJyBUVyW5F5v7YvUm43fWvZFzv0m2Kkaj5x9N+zLfjbIPUydYsuWLEJsRmQV2dSpd9xIWf5YV1QAqmarbi+vUwtsTrZ8TBpZiq5IEnk2Gq3BOBau2oFIghW2g/R12XTB/eL2Vs+vQWswruqHfIvJaV4n1u1sxphBhZj53IeGpBHy4/K//3HTOLjsZhzuiIKhKXicZphpGolUGh2RBFIsh9M8DlVCByNA/hu31iIQ4bcmmCjgYh3yhdXza+AwM0il0wLgfdqT76sCj1/cehgv3VCNFMsJmBwzTSEYTaK0wA42zeFkMI6PDndqEiSsW1CLy/64Cc/NHKtbThyvtbfw2kJaoP1s6hITmDitPFB9sMcBi8mEZJrTBU2LSSAu/eMmiW9GebB6Xg1au+PYfqQLU84sBctyiCVZFDks4MALAkfiLPJsDGyMCcl0GmkOAMezWBZkWPTEFogkBAIFDsAkHYKCNxbUwkybhDUhz8agM5LQJeTQ65N83r718/EwUZQhUQIhDmgLJQRfvHkWBCJJBOJJIZ/J1y65kfl42chSBCJJuB1mTWISh4XG+ltqEUmyuuuZfB7p9VsMnA9EEmgJZog6rDQcZhpOK4NQPCUhOJCvIUO8ToACLnlsk3TLakZbD+Apqa965gPha+IbC2pRUepCIJKQkIOYTJTqGJI2Lx7eB0c6ooq5oNbPt34+HuV9er6yfHoiiNU7moVt1z95eosm+c+S6VUoddt1SSXkJES7jgdw+ah+ONQRyWzNNIPigDTSOBGI4/7Xd+OZGWMk/TMiKdEqZ1T+jQW1KHXbFCx8JE9tFhoUePwX2dK48dNWQd8rG0IFcX0k78XtnSrShi9ar5HfevZFzv26LUeikTM9yxFQfMssW7IINeM4QA31Y1Sn0XE9ooRgNCmw/OXbGIRiKTgsNJZMr5L83hKMYeGqHci3mbHy+mq47AzuuuwMjBviBZ3BYulhkcaXe9EZSSCapLH9SBciGXYl8qZ15fXVEr/EdaXSHAZ7HHjlxnFoCyVgNplwmseJp645CyX5VlVx2Z6Ycsi3MhjkcWD1/BpE4soy4rbyrAzWzPcjyaYRjKZQ4rLi9JI8XDSiL89uleKQSKXhzbOgORBDC8tJ9vEPLLTjzzPGYMn0KqTSHPq57YinWJwMxRFNKMdB3HYgkkQ4waLAYUZ3Zky1YhqJs6ApiscnsWmEYj3xJOyFJS4raoZ6ccnwvmDTwNV//gAAhGM2MwOO43EEJS6rJmYGAAKRDLg5yQrUz6T86EGFgJ+nIhbnWjDK6pI2RJLa5CSAksCEAMlfnFONAgeD7qjyZlzsV1+3DctnjEEoxuemmTZJ6tYbi1CcRaHDgimjStEd5edEocMCh5WBlTEhHUogkUrDwphQ1Is9+ak0h0SKhc3Mb92V54jDTKPQaQEooD2cgMvOIM/GCOQReqY3z51WBsuuHo2SfCt+fmE5ACCZwajoCcTKiQMCkQTaw3zfGZMJL98wDk4rDZqiNHGASzc0YlipSyAxkY+5OO4t3XHkWWndOR2Js6ibORY7j3WB44DifKsmpkYgVYgk0BFOwMxQyLMx6I4lQVMUQKWQYFlJe+Kcc1ho/OOmc8GmOUkbP6vbKvHtpTnVeOqaMdjUcBJPv3tQILRwO3qwP20hPnZqJo9TNuMbiCax/XCngAshpC4URSEq64fcEmwaIdE2azVTI9CpGeqFx2lBNJkGOA5xNo1AhGfEbA8nEIxK6zQiKdEqZ1Q+FE8iGKXRHIghGOOZG102/iUUgc4e7Yxqrmfi67AWxob8JzfxWOrNnUA0iQOtoV5jd74oGYSW39nYFzn367YciUbOvkrLPUydYsuWVIJYNvgqozqNjusqy9vNkrfAL805By9cV40HZJovfp8HL1xXjdZADNc8uxXePAtenDMO973OY7HW3lKjiXl6fHoVnFYGP35qi+Q38TYfsZixeKtNXX0Tv+f+9d2qe+3/39NbUJURViXYGDUMwKgBblz7/EdYMr1K0n8jrNbSdxrw9M/G4O7XdupiuR6fXoXfrt+Hp352Fu59bRc+PtyFx6dX4ZE39gp+L58xJqu2eT2h4ZqYhhqfB5eP6ocrl21G1aACzKopgzPzhtybZ9Ecv5VzqgEOuH91zzGHhUbdjLF4YmODJo4rkmAFkgqHWTtej0+vAiMiATEibegtcQb5m01zoGACmzbG3PF6YiPwxFWjQZsoRV1G55Nx/lnd1sxWIR9KXDb8PxGmKZs9+WSb2ceHOvH49Co8v3m/ao4Qn8Xb4IhGTDZECloWjqcw94VtwnatB1bv1h1vYuL16nhXFPf+cxd+cvYgYRscidvzm5t06yO+9Sbuav4AgMNKY1bmK/OyjY0KUVzxea6MhMNv1u7BLeefrjovFk0ejgOt3Yr2iG+/WbvHMFahOM9MWOvzYulVVXCLCDXEWwzla4Dc9MZQfiwQTQpfby6sLMFdkyoF7JtROwMK7eiO6j9MqfkST0m/NJP5sSeDT5QTiWiNu1Zb2ZR3WGgUOa24Q+W6ee+U4QhEUnhm06e6Y0byurcYG63tomq5Gkuy+MGT72VVr9i+S2QQX6Xl4pazr9Jyor2n2AiphJqJSSUAYzHeo52RrOvUOl6bAd1qnZtkpW8A7RZGccNBfFq8ZjfcTn5BenTaKOFBCgDYtLrwJxHdtIgujmqindaMcjsgFcPVE9wkdZB/P5p58FATH126sRGz/WUCkJqYUf0/OGsA7n5NOUZq7T/x09G4J0MuoVZvtm1vamzDva/t4okbNHxbvGa3pG1CkvHotFGa4/dRUwceWC09NttfhiWyByl5//wZAoYanwcsx+mOM5vZRUzOaQ3GFaKZxFoyxBhqJgaOi/+u9Xnw/kG+/w4rrZoz8n7f+9puNAeieP9guxD/3uYBifXSjY3YerAdj04bJZQxErYUC2KSdrRyhPgsnh/1je2469WdsInmiNwIAYZRLGf7y7B0Y6PueBMTA89JHypKXarC1Ub5Q9r/PHEXG8mrbPoxvtwLp5XBwlU78IPRA3TXtR+eNVDRXjZ9k8d3U2MbnhUxrMrFUOX9F1u2Y6j29xmlLtwrIhkic0WrnZ1HA3hPNB+M2gP42L9/UD0WwzIi1S6bWSJ8TPqr12/x3BbniVauL5pUifv+qRSDrm9sxwOrd8Nipgzzgt+q2juhWq3yarnq93nwnixW2QrgEjIINfs2kUF81ZaLW86+Sss9TJ1iG1DoUFWQJ1+bxFio7lhKFWAL8BcGsm3DqM5IMoVFk4erHr93ynCcO9SremzxlSNxs2wbB0VRuj5RmS8PJS6rpFxHOKF7XjwpfWjb3NiOqgxz1syaMqRYVlBurxpYINQl/rfcSB3k33Kf1MrW1Tdhlkgh3qj+bOok/06xnK7fvWl7U2M7XHaL7nFx2xRFYZa/DH1dNs1zSlw2xU2GUf/PHcLn0KqPj2BWTRnsFtowP0je/ePjoxhTVohra8sUD1Q1Pg+GFudh8ZUjVHNzVk2ZIJZa6/MKb78XTRmOunoeqE+boJozyli1oY/LJol/b/NAmmc2lGRo9om929CmSWfeFkoIN2CfJ7eBzHoQTwn9FVuNz4NFU4bDV5ynekwcy2zbJMBzsuWH9EF+vlF94zL5s+d4AEDPHPD3Mu5Az3q2cNWOrPL20WmjEIqlsKmhTXce14vmubi9cUPU2evEvsnjC/BzM5r5QiEee3H/VcfJX4ZSt11xTD4f1NqsGlggmdt19U2Y5Vefd/ddPhwPrt2r6UttuRfzJ5ZL6q/1eTFT1qY8FvWN7YglWTwybZRwU0va2Hs8oN1v2dwGgE+bg3hoKs/wKC9fNahQlTAF4Meyh3Jd6SfJC7fDohgbsanNZ73y4typLdeOld46QcztsEhiSEw+J3MmtVzccvZVWm6b31dggz1OPDJtlC6pBNA7fJVenR8cbMfNK7bh0WmjsPDSCoRirED0MP2ZLXj6mtGKc50WGlf/+QMc6ZTiMEIx/a0f5LhckFNP9JXvi7Jep5VB1aBC3LJyO56bORa3ZMgGnJaeNM12rz0AVTyUvGwkwQrtXOsfgjwDjRcj4VFx+92i8VTzW9z2XZdWGmIWCE4pm7ZjSRa//PsneG7m2KzK6/0mNjNtQktXDNPOGgjGZAJj0n8fk29lsPiKEQhEEyjvm4+DJ8P4+Uv/wZzxQ3DrheVg0xycVgYWxoRkKo1oMoXFV4xAKJES8HlpjkNnOInf/+hMWBkT+rntaAnGMKyfG01tYSHXgtGeeBpt4ZCP/eyaMp5t7ZIKMCYKAYMtT+I4xVNp1bzQ2pMv3ssvryfbNgF+vRD7LyYVuOqZLVg+YwwWXlIBgM8Hp5XB+l0nJNuPjNrMtzEC6YT45oP0QX6+UX0WxoRAJIFbLzgdc8/z4WQoDoaiMKumDLP9Q3R1nQB+687LN1TDbuHXs6ue2YK2UMKwXZuZRmmBXRDPNZrH5LjbbsbLN4xDdywJNq3P1SRev9SwZoASxyHPQYeFQSTBY47mrdgOAMKxfBuDUJwFx/Gad7//0ZkYUGjHv/a0KNpUEzqft2I75owfggUXlCPN8SQZAL89kJyrlk8DCx3o47Ji9Tw/umNJWBgT4qk0rv7zB5rrPGk/GE1iSHEelkyvEnBFkXgKV50zGIzJhF9edAbuuNSEcDyFPCsDmqKEud0dS2LFdedIiA8WTR6GIx0RSZy6DNZFvbEmeaE2NnKTz2ej8vk2M9657ftgOQ5XPrFZM1bZYHf6FdiFGH4bySC+LsvFLWdfleUepr5i0yKVAHqPr9Kq02U3oy2U0GQ/corqEZ9rN/P4CTHRhN1M64r5EuyMXOiVCHhqEVCoCcPGMm0smV4FiqLwp6vPQoHTLCEK6A2uxmHVvzGTC54CxmPg7gUezeUw4/ZLToffVwzGZJIA1l/cehg/OXuQ0LbJRMGdhaipntlE/XFaGSy9ajS8GWFaIlRrJKJsKO5pMeFHT/VgJLSwGKQth5XGvpZu2BgaI/u70a/AiheuOwcMzd9Uu+0WUKBwoDWM4nwrzDSF7mgcoQSriBPAfyk1mYBfvvIJ2kIJSfs8JosH2V88vI9uP+RjT1EUdh7rws9f+o8CR6dmcuFPl53GrReUS4SI86yMsIVHDGj3OCy49YJyjOzvhtPCCKB1h8aDhJZ4dTKVxss3jBPIUbY3dwnxenTaKEQTaUSSPXH800/PUhAQGI23y2ZWZbwieASxoDTxUc9sZhPPvPnUFtXjavkkzluAn6NrdkgZAI36YbfQ+PCzDrhsDG69oBwuu/7aQNanwsxN14+fet8QdxSOpzQJHgTBdZU1XEwM8cqN4zBf9mBECF4mjSxFmuNfaBBiiyXTqyRtisdBjYTjsbcb8NjbDVg+Ywx+/BR/fVi/oFbii5xQJg3+IZLkwYHWEJoDMc1rAhEhXj5jDJJpDvtOBGHKCJ4XOsz48VPqbJ4ABCKRi4b1AW2iEEmwErFumqIU7H5Gc11PhFy8nmeDsWkJxtAZTiAYS0m26KuZx2nB0JI8HGgN6b5czBa7820mgzCyUyms+12OW86+OZZ7mPoK7MsW7TWqU6+ey0b0gY2hFTpU51cU4+mfjcE9r0k1rmp9SsFGcXutwTgAoDUYl7S567i+GG57t74AKQF7P/rGPon4bjZikeTfBNejVlZL8PThqSN0BT2bA9Gs2995NICLhvVVJct44bpqPPrG3t613RXVFfP05in7QwQ356/criCvUBMH1YuveLzF5eV1GImsLtmwF1sOduDx6VV4Uka2INaCqR5SJJBnyPu04vpq/OGtT4V4+2XjLc9HsV1QUYwSl1VVmHb5jDHY+lkHkiyX9Th3hOIYWOTAx591KMgP5k8sh4kCZj77ofBAWzdzrGrZCyr7YGJFMTbsO2kYSyFOGSIMsjVKLa8mVhTjheuqse1Qh6JPRkLThU71mxCCR9h+pEsi0Et808sftZwh1todl4iF6uWSGORvlLdrRYLAtT4vJo0sxfkVxXhHFGtx+ZMZP8QCuPqx0sY3ieshODetOdzQIiW+0COlWXpVFXYeCwg+ZUveIc7fWp8HgWhCEPTVqkMueiwXnSamJy4+q6YMneGE7hpXkm/B2acVKTTKajNbs8R5l81cl4vBa40LYCxUa6Ep3PbyfySaWVrtiuv+rgjgnirLCevm7LtgOczUKbZsSSWA7PFVRnWaANx/uTpm6o5LK1XPreznxt2yBymAx5cs+/cBLJpUqajr/stHYOGqHQCAhat24P7Le/AuHAcskwlEAvxe8mX/PoDdzQHhtxqfB7decDp+92bPBVQMRNfDtojrILiBWp8X8yaUY+GqHZoYgF9dVCFpj9jitXsx97yhqnvzZ9WUadYpbp/8+1hXVPEgRWKweM1uDOvnVm9bBddA2p4pwpeIj99+cQUee3u/KtnGso0HVMkr6uqbFPXV1Tdh3gSfwodanwcPXjkSr3x8RPL7vuNB3DtluATcrkekQPqdDdHAsH5uVZKATQ1tWLx6N2676Awh3vdOGY5XMjiuGp8HC1ftwL1T1OfAPZOH4+F1ezVzszSDp/rVxRWqsRaP87wJ5Th7iEfBhkfqW7KhAY2tIQGMPttfhiUb1Ak+fvfmPtx6wemfiwiDgP7V8orEcfHavYrc1RrvGp8HN0/0wabxxYfgET5tDuLWC05XnavyuBN8E8G/qGEZJpxeLME56OXScyKQf119E+ZPLFfMW8KEKMUwteGBNXuwaPIw1fy4//IR6IokBVyFuK9qfRtf7sVvpo6Er0SJUasV4TMCkQTu++duVZybPzOHF6/dK+mXHinNs/VN4DgI/c4mV+Tr5Cx/Geat2I65E4ai1ufRrENMluB2WHDe6cWYP7Fc0Y97JlVi2cZGxXWE+HA8EMXNE3yKsSdr2J7jQYWwMMDP+Tsy1xr5WCxctUMXI5xIcqpjJsfN6GFsHpw6EvfJyHrU1k+1unPYHW3rLelHznL2TbWcaO8ptq9LtPea5R8I+kFizFQflw2TVcRwDUURb61FmuNxQPl2M9JpDp3hBLz5VgSj/Kf5UCyBUpcd3QkW6TSnK7q7fkEtPmsPozjPCgtjAgVgylJt4U25ztTQYie6Ikm0hRI4zeuAlTbhZCiOPKsZjAmIpVhQFIVANAm3zQIzQyEY4X3fsK8F51f0wSUaMXRYaKyZ78eRzggcZgbBWFIimCn2xWllwJgoWBgTmgMx9Cuw4c3dLYIQZm8EgUnbr8+rQZLl0NQWVoh1isU8j3ZGhfiZKGCyjgDw2lv8qqKwYhFl0t6u4wFwHDCyv1vATQwotIMDBwtNZzBC/DYXluPQEUqgxGUVdFwGFtl1xYjJdimj2BiVWXdLLVgujTd3twjb28YOLoI33wITRSGWSKHIaUUkyQpzyW42IZZK64rdEnHSfm4b1u46weuJsWmU5Fv5rXsZ4c88K4NjnVE4rYyE8livL0bzbN0tfjgsNJIsh65oEnYzrTpfxXXLhYf1hKaVWz3t2LCvVTHeJOdWz/MbCoI2B2OSeMrbKPM6kWehEYgmYLf0YBb0BEEDkQSaAzEk2DQuX6qdS28sqEUsyQrnA/yWys5IAlazSZiLatusnps1FmyaU6yRC1ftwMrrqyUCuMSn9nACbJoDm+YQSbBw26X9ISLM5FhJvlXoExERlceHxJsIiZN+heIpWM0mfWHvjFgtADQHYpprGsCvuQxNoTOcgImiUN/YhqffPSisKy/OqQZFQbc9ueixuL95GaIHPR/IV/L1t9QilebQHUvymEnahEgyheNdMd35QdqXj0UixaLAYUF3PIVgNIU8GwOO4xAIJxFJsSh122BhTIglWEPcjFpengjGVEXTxetnPKlf97dZAPdUWU5YN2dfl+VEe79l9nlEe+XEFL2tMxhNamKm5GK4xIwA3MFIEj9+WolzWHl9NaY/s0UQUDVqh1h3NImb/tZTftnVo3X9kQtOitt7+YZqAJSgW6VmpPxLc6rxuzf3Y/SgIs2ykQSLk91xzKj7UNEvuS/y42IR0t4SCvS0nYCJgqpYp5aYpzx+cpOLZ8rrq/V5NcVB5fWrlRPHwcgXo7hkWyYQTaIzkhDiLc8PAJj65PuS3+a+sM0wN4k46crrq3VFhFdeX41r6rb2qr9G/Uqk0sKXpa1NHTjcEdEtr1a3HimE2jz6w1sN0LJsBEEPtoUlv8nbeG3uuagsdWEgnIpztW4mSb3NAfWtc8RiSRbfG1SoOHf74U4c6Yjqjl8kwWrmvNrWMCPshdFxQligJZ4rzqNYkgVtonCkQ1+YOZZkhTbl4yC37lhKE68USbA42qnfFl9HTz6o9ZcQfGgZIX7pjCQU47b9cKfh/CDta7U9dZn2S43X5p6raFPN1Or+tCWkWpaM5fjyYpxdpn1N0ar3v91ywro5+65Y7mHqFNvnIZUgX6aC0STcdjPyZF+mXHYzBhba8cTVo8HQJnRnvgwl2TRufmGbbptaYFwjAHe+Rp0FDjNemlMNl92MdfP9aA/HUeC0wKRJs9FT30tzquF2mMGYKEST0jfHvSGayM8o3S+fMQYDCh1IcxxCMf7tJAUAFGBnTLjz0gq47GY8dc1Z6OOyYvmMMQpiDPIG2203Y/X8GsN+qAnJGoHA1cqKSTqK8y1IGTCHDSxy4PZLTkdFXxeK862IJtICkYHam3gj4gyjPB1cGjUAjgABAABJREFU5ABDU7Cbabxz23jEkmmEEywYmkJXJIE+Imrw3orvqpnNTMPoo7nbYQZtorB+QS1MFHCoIwLGZMKOo104o28ekqk0Nvzi+4in0sLX07duG48Ua8z85rDQhjFz281wWGjYDBjo5GQVeubMkFa0hRJwWmmE4tnX3cdlxSs3jgPH8V+4GJMJb+09oetfb/zRAoeLgftq+eyymXHwZAge2XnZ1NtpwNSmBd4vcljA0JQuCQ4hIRk9qBCMiUKR0yKQeRQ4zJIvL+EEiwLZlyY1E58TTbLwOC1IshxC8RTsFr49rS9l8jUN4CUmxKboj4UWtt4ZEygwuuvRgEI7aBMlIWaRE+ZYzTyRhzwWZCyN8mmwx45X554Lq5nGtkMdcDsswri7bGZFf+XmtDI40BpSzRmjPCz8Ag8yLgOyCaPjOVO3nLBuzr4rllsBTrH1hlQCyI6sosjG4K/XnqMQj/X7PPjrtefARlOabSZSaVUAsB4o3O/zwGFWXiTFwG6HhUbdjLF4+t2D2NTYjnkTfVkDwmt8HtxxSaUAgib+ZEMA4M8AqGc/9xEen16lwNjU+Dy41l8Gp4VGfcNJ/PGdBjw+vQr3/nOXAiBNQNpnDS7EzqNd+NWqnbr9UBPO3HU8kBUI3K9TttbnxX2XD1OQEYjrend/Ky4erk5uIW6H/KZHnOH3eWA3AMav330CdfVNqJsxFk/IRH39Pg9+eXGF4K8RGYCYvEGrjDfPgo2fturm5DpZDs2qKcO8Fdtw1qBC1Az18FTKMjFPfwb7pUc+UJJvxbMzx+KTI526Y//JkU48O3MsHBYGtT6PqtZNTYaY4HjmC4tRXqfSHOat2I5NjW34+YXluKiyj+64CEQC5V7sP9GNO1/dJTk+f0I5XHZGMrfExosoa/su9oeYHBxOAPYfHerUyGcPZtSU4eF1e/HrK0agX4E9K9C5N8+CBJvOCuQvtuNdUdzz2i6MKSvUJMF5btZY5FkZVRKSWTVleHDtXtxxaSUeWrdHMgcJBkoNGN/cFcWhjgiWbGjA9sNdeHx6Ff73rf2K/JPPT9KueCxJv8RED0bkEHpEB2prrpyUYuOnrfj+6SWKmBACk8UqRDCPThsFCsDtmbHUWy/PryhGkgV+/69PJcfF/msRW5D2PjrUiTv/sVNxLiHG0MvDL0JqUOi06K5FWkQtOdO3HDlHzr4rliOgOMXWG9HebMkqkoDiQYqUu+e1nUgBmm32ybNi7nlDFYDcPccDuP/yEaoA7vsvH4E9zUHF72Jg92x/GZaIbrL1gOhyQPjmxnbsbQ5g7oQev+RinsTEAGri27wV2/XB1/VNOHAyjE2N7UI5LYD0PZMqMfc8H45nmLn0+iEXkp03oRwcB0MQeK3Pi8VXjkSpy6YJLr/v9d0KMgJx/4eVujTJLZ4VAdiNiDP8Pg8euGIEHn1jn6YALOmnfIyJ1cvIE/RIQu6/fDj2HQ/oEjzMrCnDY2/vR6nLhkWTh2edQ6Tfmxrb0NgawuLVyviQObJAJbZ+nwe/urgCe48HsHRDg0DYUKsRk8Vr92LpxkbsbQ5oCqLOn1iOocV5gq9ahA9+nwf3TRmO3725T3hw4Tjgf/71qeG41Po8mHueD4vX7pWU2dzYjiUbG7D7WBB3XlahWseQYid+eUmFah9vv7hC4g8xOTicAOwXTR6mkc/82JxR6sIdq3agJRjLGnT+P2+q99/v8+ChqSMVX4kCkQQWvrIDmxrbdElwDpwMa5KQPLu5CRWlLtz/+i4FmccmDWB8IJLAv/efxJINDdgsWmeMiDNIrMWkJjdP8AlxFRM9GJFDAFAlOjCaL6R9joMqKQ8hMFGQEzW0YeGqHfj3/pPCWOqtlwtkJENq/msRW9SWezFvgg+L1+xRPZd8ndPLwy9CatDHZcNDGtfUh6aORB+Xrdd15ixHzpGz747lCCi+IjMilQCyJ6vItpxam92xFKY9+Z4qAPrFrYfx8g3jEM4IpooB2X+99hyk0rw4aYHDjLU7pTovWmQKYqIGl92MdbLziBFgstgvh5kGy3GgKAr5Ngb5Nh6ofLI7DoeV3141/ektgt5QNmQPRuVeuXEcfla3VUIeIe6Hy2ZGOJFC/0I7jnVEEUmysDIm7DwWAEUBEytKdAHc6xfUZrYecgAoXSIEsm3v4uF9cKQjKiEGeOmGat121t7ix4lATJM4g+QDQ1NIJFlMWrJZQm4RjrMIx1OS841iR/yVk4ScDMVhoXtybOWcaiRZDuA4rMsQPMiJDyIJFqvn14Bl07Ca+a+34XgKTiujyD2xZTvOYl/lJAAsx0nG/sU51TjZHVf1kbQ5fyUviOr3eZFKc3BkxJ8ZisJb+1pw8bC+CMVTCESTqgQf24904dIRfTDpcSUJixbpSHMgBsZEoTjfip88vUVTy2b5jDGgKQofqfS3rr4Jr849F4zJhM/aw5qECGomB4c3tHTjwj+8q1me9OeNBbW6JAWkXiPChh9U9ceQYik4XQxo18uBL7peyPt+oDWEz9rDCjIQLZMT8JCxVCP+IFsHI0lWd90XkzMQogObmcYanfmyen6NIWFOtrEiJlkv7WbkZebs6EGFmJ1FPqkReVgYEy794ybNHBePh1EefhFSA7HOlMvGoNBpyT1IfQmWI+fI2VdtOQKKb7npifYGo0ndPf4EjNlbUgtxm8GM2r0aANphoZFIpdEa5G8co0la2HpCAaBNJpgo/mJ2zmmFuHR4H1CmHszWszPHYE9zEBV9XYin0rCbaaQ5DjRFgeOAUExb1JIAk7WOvzynGmaTCdEEi0iCRR+XDdEkiyeuGg2X3QwLbYI3z4K2UEI1hqVuG5665iw4rfop39odRyTBagKhOY5DH5cNLMth7optiot7eUm+6nnEAtEkwvEUaIqC1QBrk2dlMHZwETrDScx9YRu8eRY8Om0UXrqhGrEEq4ptIDdN4VgKFCXNNHF8X5pTDY7j8M//NGN4P5fk+LAMu6QcnG8EDo8lWWHL52x/GQYU2JFKcyjJt2FTw0nBt4YMmJuioEsQcLQzKpCUiAlEyDmkndGDCmGmKXicPIvf+gV+hOLaIpliX4mRuoryLAjHWQn+7GhnVJecI8/KCELEneEEwPEPfozJhD4uKyaN7Id4igXHAf0L7TjN40B7OAHaZMKWg21IshyqBhYgFJO2S+ItJx2R5zcF/suw1g1zKs2hKN8ixKnUbQMFCn1dVlw8rC9oE4VAVElYY0SsIV9nQhp6PsRIf4IxaTl5f5Isi5ZgDEk2jRevr4bTSgOgsOHTFjz1fweFPk48o0Sog9yMtYcTeHbmWKQ5Dvk6cz1bchitcvK+B2NJSdmEAS4vFEuhwG6BzUyjJRjD3a/uRFuo54uJGtHDx4c6dOtUI2fYdqhDMV962CltsJl5Me2lV40GY1LHmBU6zLrC7fk2RhD+jSVZ/N/+kwJL4Ms3jEMonkJdfRPO/qk+QUN3LIlDbWEJRq28xC4Qiojbl/uZSLHC1ymjPPwipAZ9XDbh4Ynk3PGuTgG/BeBLE589lUK23zTLkXPk7NtuuYepr8CyFe11O8y6eBtCEpANqYVWm3dPGqZ6DtmP/5u1eyTbuIjA7O/e2Iu3ZdiBuecNlYj51vq8uHnCUMwW/Ua2mMx9/kMsmV6l6bMRiN9hZXDv67twuD2Cv1x7tipe7IXrqnHd8x/ivsuHq+KQZtScpqtED/SAwMn/9UQz1bAPRgDscDyFZzfz+iTppL4vSTaNZDoNp4WGN88iCNhuP9yF1+bWqOI9iE92K40fP71FFUMF8De+/y9z/OLhfVRjoBUbLSOEGnoio/NWbIfNTMMEwJOvf/EcUGgXbuJI2yT3jcRsnZbsiRuMxE4ZSp+ExGGl8cj6fRJcy4oPDuGa6tN4tkHZVjNe3+c03P7KDiydPhpPbGxQCPg+Pr0KJlm7evHVGmeHhUaZx4nFa3Yr5vWsmjKs+OAQ5owfCm+eRXHDbEhKIwOHG4HJhTEU4UTl/SF/L16rFHOeN8GHUf0LcHPmJUYsyaK5KwoOUGwb9Ps8uHfycM2HgGxJUrTKqfWdkCc4LDQGFOrjcoKxpPDwStauq/+8RXigktd/uD2MWFL/AU1+zvGuqHCO0XyZt2Ibls8Y06u1jhjPErhFqGvX0YAw17tjSdAUhcenV4E2ac8jh4WXGrhLtq4TXBb/QN1TVg8TZUQc82WQGqhh/mrLvbh5gg+zn/tQiNPnxWnlhGxzlrNvl+UwU6fYeiPam2dlNPE2z21uEnQ8CKmFmhFSC602HRZa9VyyH19NTHTxmt2oUMEOLN3YKNn7v6mxDUtkv9WL9uYT8L2aOSwm3T6F4klsbmzHE1ePxj2v7VLt2+I1u/HE1aO1RS43N4HjlAKOxAgIXEySoCeaKcc+AD1EHnr1k5gY+fL+Qb5cJMFi6VU95Bqz/WWqYrYEB7FoUiVag3HJb3KMBunf5sZ27DwakGBmth/pQkswpvBNb/xInUYio4smVcJhMYHlOOw8GtCsr9bnwc6jAQHTsf1IV8ZHDn4d/AjpLyH5UDPx+ALGwriszjgRP+Vi08P6udEciKoLkGZi8ei0UaoYtM0a+bH9SBfumVRpiMkT2z2TKhUPUuLyw/q5sWRDAz5s6sA9MmFuvfFWA4cTMLmakTEcX+5FodOiKcqrNxZLNzaiORAVcuK9g+349/6TPEZKhr8i64G8T8RagzEFTkzuqzxP9PqeZ2OEOmf7ywxzW1wv8fXRaaNU628JxnDnqzvx/sH2rMeDiKG+d7BdV4xXnDeRBNurtU4cK3FdFf1ceLaex59uP9IFluPw7OYmXf8XTarE/SoYR4LL6ggnhXONsGNOK6OZh18GqYGW0OymhjYs2dAgidPnwWnlhGxzlrNvn+Uepk6xdcdSqsxEAH8R7RZteQkZlA1lyhqRWkSS2vVEk0ksvnKE4txxQ9QZlEjbVQMLFL9vVvld7zc9YoJ8G6MJtJ9ZU4ZYgn/DytAmXT/NOsc3N7aDpihNH2bVlGHP8QAWXzkSe48HAABVAwt02xs3REnkoUaaIAaZy31RIy4gZTc3toOiKLjsFsGPqoEFqqxSpN6qQYVYmAF0C79lxkTuBwA8uHavxOe6+iaUuu2YN8En6UddfRPmTyhXJU8gderFa1NjO0YMcCPfxoCiKDyYIXhQi9WiKcPx4Nq9OHcIX/e+40EsmjIcc/7yMRZNHq6bryRmMzVie++U4dgnIlTR85nUpUWGQvyU11U1sAB9XDbdWJS4rFnlql80LiMHuHXPEc+9Gp8HZw4oUGXqE5ff3NiOEpcNIwe4sxpvLXC422HBA1eM0J1bD1wxAn1cNgF0Lo+90Vj0cdkwbkhPvpXkW1VZCgE+xvI+AfwXBL/Pi3kqRAfE133NQZ54J7MOiM9V63s4nkJftx33TuFz0yi3xfMP4NeSEpdVNbad4QQ2N7Zrrp9qPrWFEtjU0Ia6+qas5kvVwAJQFNWrtU5tLSF1kdjX1TcJ9er5P2KAW3NN29TQhkiCFc7Vy5F3G9oQiqVOKakBia2aqV3/3m1ok2zh/CL197aunOUsZ1+N5bb5nWLrDb4pYCTGKyo72OPEI9NGqZJafHBQ/UIDAJ1hFre/sg1PXD0ad2U0qvLtZuFBTcu0sANqv2v9FkmwuCVDMnHXZZXojqbgsptBm4DOcFI4NrumTAI0v2Xldvz+R2cC4MV+9czoeCTJ4pd//wSz/WW489JKdEYSKHCYkWI5BCJJDOvnxs+Wf4DnZp2NX1ycNqyP5TgsnzEGCTYtgMmPdEaw8JIK0CYKh9ojkn6It8kQX1647hzMrDlN0WdSNpZkERDp7RjhPT5rjyguuA4Lg9fn1eBfe1qUfiRYdEUT+OVFZ+Duy2iE4ym4HAysJhPuuKQSHDhEEizyrLz+0q8vH45okkU4weOCuqIJmEBh+YyxBqpcPA6qyGGB3UxL8kE+5k1tYUQSLMy0CUwqjZsn+tDUFsaRziiu/vMWLJ2uj+eJiWL7q0vOQDjOIpLgCTWuemYLXrjuHNx+cQWCsSSMKHjsZhrxJH8zN9s/BLEkiwGFdvxrT4vgJzEjrI3YQjGDLadmGn0cjKTdsAEWzGUz4+83jIPDSoMxUTjZHdctL/b3aGcUVYMKJWNht5hw1mmFuPOyCiRSaUNweCCaQNWgQlzrHwKGplAom1vBaAKAE/0K7FgyvQr7W6ViqNlgmcyMSchho/LyPg32ODCggMfhuOxmPHTlSEQyGB2nldeloyieDdXGmHDf5OH45UU9RAhaOlOBaBI3r9iGp685C2kOWeW23KIJFkumVynqJxgzrTr7F9hRKtv6JRYIbmoPw26wjTqbfCVrncPCCHNJbesfqetoZ1TYjmnkf1O7vuBwTLRuOy36ty3dsSSGluRhyfSqU0JqYCQ0qxbL3uC0ckK2OcvZt89yD1On2Hoj2vt5BH4BJamFKyMmqkZk4bLTONIZxeVLpUxw/EVSm/xCjh0gZU/zOrHy+mrk2xiB8liMNxLY/CwM6maOxd7mAIaXumGiKFAUf+PCg871CSiIwKZhjAyOWxmT0M55pxfjhr9+LNwMEH8funIkf1MFCFsrtSyZSmsyXa1bUKtLXDCwyIHZ/jJ0RpK6bFkl+VYJpkxL7JeMlZlWPtJEEilEEtoEIA4Lg7f3tuCCyhLk2xhE4iw4M/DmnhMKYgM15kWbmYbTShu+NbXQJglAPJJgBdp1UtfoQYUChsdpZdAdT4E2UbDSfF61hRIIJ/Qf/sk4i0VAxTE20yY4rQzSHIdgLKUreJxv4wV8Q/EU8qw0bAyNRDqNsYOLJFgO0q74/3omF9CWj2mBgxejLnXbYKZNMJkoJHRueh0WGoVOs0DS4rTQ6OO26ZIHyP2V58fyGWPw2NsNuGR4X3CANnsO+O1JVjON8T4vivIsSKQ4tIfjSLEcPjnaBTNNwcLQ2H64B7Bf6OjBwBGhaz2zMiakWQ43fH8IJpxRAsakH2cLbZL06Y0FtcINNfl/Ks0hwaYFAp5QPAUTlUSM5l8U8DfiVkQTLI51RbG/NYQCuxkuuxmReArJNAebmcaffnoWChwWpDlOiLnafFs+Y4yqr/k2Mw6cDAlCtgCf6xQgyU/5fCGx1xJSZkwUklkIVRsJz5K1zojdryen+JcvJflWJWkKRWFPcxB19U34x03nwkIbY9jIWnHRsD4KwXUiKlw1sADJNIcDJ0PwOi2fm7VPzQghRCrN6a4XanO/NzitnJBtznL27bPcw9Qptt6I9vamrB6pRZGNQd2MsViysUEBNp76vf64oKIEb+9rldS/63hAU+By+Ywx2PpZD5OUFgDY7/PgxTnV+NeeE9pEBOVejB5UiGlPvichqXjwypGaIrUXVJagxGXF9gy1s16MAC4rkd0anwcNLd0CsBoAHp9ehVUfH8GUUf2w6HUel6UnQllb7kV7SP3Nv9/nQYpN6/ry5u4T2H64ExcN0xdm3d/Sjeoyj1CmN2NFfm8NxqD1AabG58Ebu0/gk8NdqC4rUhCIyMHnWu3X+jy467JK7Xhl/DgWiKG/24ZanxcfH9YWel0+YwwsZiojxFuAX1xcIYjtEgyVltgswfu0BGOgQKGlOyYcv7CyBLSJwm0v/8dQ8Li23IudRwMKMdx5E3xIcxwOngypik1vP9KFfm6bQSzihoKsZCvVix8cxrW1ZfigSV3U1GGhsXzGGNz/ulQPiMRRTBSjFSciLCw+l2CH1ogEX9WA8Me7olj4yg5hPP+Y0VvqqcuLuROG4geieV9b7sWdl1bg0hF9MO2sgXh2c5Pgl9acaQ/FUVHqwtmnFeHRN/ahalBhVvMdUIqrEpD/xxmR19+++akiH671lyEQScHMUAr82/kVxbj9kkoFflEv5lo4LIUA+syxeGJDo2QLY43PgyeuGg0OHJbX6wvSisVQjXKxxseLZO86FtDN15Zgj/C00dyr9fHi109cNRoHT4Y016u6mWNR5LToilnXlnvRGowJc+S3b+xTCK6/cF01Hn1j75cm0is3NUIItfVCnnPEj97gtHJCtjnL2bfPcpipU2y9Ee3NtqwRqUUSwBMbGxTHNze24/7Vu/GLi5SCpaUum6bA5bJ/H0A/kZaGniDl/a/vRkVflzYRgQpxBRFSXTRpmCou5Z5JlYLA5sJVO7Bo8nDVGN1/+QjM+cvH6vvyfV6JMCYRXSXAauLvD88aKLk50sN5zT3Ph1EDClQxRPdOGY6bX9hmKDy8ubEdf3x7Px64YoQmdurBtXvx0Pq9WHwFj3XTEyNdtvGAZNsaf+Nfjn4FdpS67bpYLi0CETn4XCtXNjW243/e2o+7Mw9U8vjPm8j7sfd4AGcP8eDeKcM0CRU2ZfLuk8NdGSHedvz+zX24f8pwjC/38uOiIZRL8DnzJvCCuUOKnSDEeOPLvbhvynDcrTJ/5CQOteVe3KwhhkvIEI4HYpg7YahAZkDyZe/xgCrujMRilp8XUp4/sRy15V5DgoCKfi4s3dgIioJqPi6aVIllGxuVwqqZnJATMYjjNH+CVFhY7OPe4wGF4KscCC8WytUjIFEQ1jS04Tfr9uK2i84QztGbb/MmlGNYPxd2HQsIDzbZimrLxVXFIH8jwW+LWfkgBQCVGTFb1dxViXltuRe/mdqDxxT7qhBA39CgwIJtbmxHcyAqrBti0xJSJnOl1G3HfJVcrPHx4syPvb1fF+c1y1+GocVO1PqM596+40HM8pfhsbf2C3NEa716YmMjrIxJV6x3/kQf+rrtwlqhJri+eM1uhcDyl0XYoEUIobZezJ9YLpkrnwenlROyzVnOvn2WE+39iiwb0d5sy2Yj2qt3XE2w1G0344d/el/znHW31KI5EEU8lcZpXicuM2g/zXGY9Hi9Zhm1rSLrF9TieFcUFMXrnRDR2EkjSyX9IXpLJS6rICLsMNOY9qf3VHWmrIwJZV4nGk+GQFM9wpjkbaLY39XzaxRiuHLxYbGY7Ss3ngsrQyGWSiMYTSHPxoDjOJhpoKktKggPl7hsONLRg5+Sbw9Zv8APK0OjqU0qnCou9/yss5FKp1FaYNeN/9pb/OiOpeCw0KBACV/P8m0MXBkMS1NbWNMXtbFZPb8GRzqiGFhkRzyZ1s2VN39eC4vJhEiSRSTOIs/GwGY2Icmmkeb4LZsUeHwNw9C6wsVkSxTx553bvi/oiYXjSbgdFsSTaQRjSdgtdEbTjAPDmBBPsnhnXyue+r+DeHFONSy0CaVuG5qDMd02187340QwhjKvE5OX1OuK4QLA/JXb8c95NYglWUQTaUQTLFLpNBiTCX3dVtAmCrEkv43VZWNgpim0hxMwUbw21r/2tGD86cW6c1YsIivfYnma14lIPKU7Jq/cOA7BWAr5VgYOKw0TRYFNp8FxFDrDcRTlWUCBQjiRQp7VjCSbBkMD63e1aOpXycV1xX4a9UNsq+f7MWVJz1ohn79lXiccZhp2C42OSALHOqOaIrHxVBpDvE647GZ0x5IIRNXFVXvjs9qakM15b9xaCzbNIRJnkW9nUOiwwMaYEIwmEUqw6Iok4XYohcy/iNiwXJCWbE0Lx5Nw2cwIZrbYRhMsHFYa4ChQFIfJmf6JtdsI5s1Cm2CmTcizMjxWMp5CLMmi0GFBnM2se1YGFAVEEym829Am6EzJ56+ez3Kx3jwbg1SKw4+f5vP6L7PP1s3xbAWWe2viXFGzdbfwazf5YvRl4bRyQrY5y9mps5xo77fUtB6cPk9ZI1ILo+NywVLAWKAzEO3B9ay8vlq3bHc0qbmljJgaSDcoaoOItAJQvAFtC0kFRpddPRqFDouA11HDKqy8vhpz/vKxqi9dkSQ6M28v1UgBxPWJ/QKAz9rDqrgoeTn533JraovA47To3nSEEynMfWGb4Vgdao+otrXy+mpc+L/vGvqiNjZHOqJZtQ0AgUgSP35qi+bx1+aei+8NKsRAOLH9cKduXXJfCLhcflOx/XCn7sP70c4o+rltcDss+LQlpFkO4AH/1z7/EV6aU62rSyYW1W1oCQnxEcd25fXVmP6MdixWXl+Nh9fz29X0TEwUIc/vlddXC/mrZa3d8R7/nlIfe7Wc1RNVFkTEY9mTo6gdl5PfyPv32txzUZkRkj7WFVXUoVa+otQFQHt7V2981iIKMRSxTrD4nsq4EhHa6c9sUY2xXr1GbcrJCcRiqNsPd2LqsvcU54jntNra+drcc3HGIOXNxvbDnWgOxHq9lmj5LBduJfWTOdiaJZmKVv2f14wIIRKptOSr2Jf1wJMTss1Zzr499o1/mDp27BgWLlyI9evXIxqN4vTTT8fy5ctx1llnfd2u9crI16ZgNAm33Yy8LL5MaZXVI5ioq28yJGkgZA7ic43Ax267WQD9FjjMmDfRp3hjTXzKt5vRHUvh2ZljkeY40BSFSJLVJbQAePII4pfTwuAvs85GgdMMM23CsqtHS84Xk0ZU9M1Hgk3jyZ+OhpVRlgGAAocZ//r5eKTSHKLxJLx5NoQzLHkFDjNK3Vb8dfbZcNmVcZATaZB+WUwmlLitWHdLLULxJJwWBjYzjVA8CTNtwu2XnI6Kvi4U51thMuC5c1houB1mxbiI+5ItuUGZ14m/Xns2UiyHj0XnE8IDcr78C18++arGmPDi9dUZcgUKGz5twaAiO+pmjoU3z4LOcFLXT5fdjOdmjoXbYQZDm9AVScBpYWBhKLBpwMKY8PGhDjitjCHL2Gkefoveyuur4bYzyLMy2Hm0Ew4rT2DgdlgQiCQk9ajNjeI8K/KsNAKRhAR7qGYkTnrziAizUhTw1DVnwVech1U3jQObBtbM9yOZeWNfnN8jhuuw0AJxAsDfuBY4zLj1gnLVvBOb3tjzc0Q/v7LJHTmxCSGN0QLau+1mtARjsJlpYX4arSNq7cuJOOQmBtwXOSxgaEpob+exLnAcMLK/WxjrAocZB0+GEIgmBaIL8U0pyRdSh5pgsdg01zuVdVQcK5uZz7d4Ko2OcALBWApuB4N8q1lof1CRQ1G30RjJzWGhMWf8EPh9XiRZDnuOB2Az0zCb+HU3EE3BZWdQ6DCr9tOI0MaVGefOTB9cma9sbrtZQvCi569e/RbGJBBGyEk0xPVnK7QsN5tZSnrS2weU/0ZCCPJVLBhTn0M5y1nOpPaNfpjq7OxETU0NJkyYgPXr16OkpAQHDhxAQUHB1+1ar0yPLGKwx9nrsi4bo0tA4LIxqC33qmpVXFBZgj5uG7Yf7pSc+9DUEZrn1JZ78cmRTgkIX05MoEdKMbOmDL/8+yeIJFhNkgS/zwNH5qJHQNiPT6/Co2/s0yQJAPitHff+c5cCkCz2ze/zwGmhceerO/HpiW68cF017npNGeNFk4fjnX0nJEBorX6dX1GMhZdWYvFqqSAqISdIsSlcPLwv7v3nbkMiixqfB2UeB5JpTjEupC8vfnBIEOLVA2uLgezS8w+jrTsuAKQvHdEHt15whgLzQeIwb+U2tIUSIrIFYN6KbTh3SBHunjQMT29S93PlB4cADuAA/P5fn0riuHzGGCzb2CiJ10NTR0gIHMRWW+7Ff4504i5Z3i2aPBz/76n3MazUhQevHIEH1uxBRamL79vhLtXxuqCyBIsmD8O8ldtx5sAC3fi1BuOo9XmQb2VUgfakL797Yx8+zrR37+u7FHk6q6YMj6zbJ2zN+90Pz4TNbFLkdK3Pix+OHqA9/3xe7MyQA8jB7RdUFIMGhf0t3YZEDOPLvZpv92t8Huw6HtAkwZAD7SeP7AuTComH3niq+V8jI+KQm9/ngc3M3yQf74rintd2CXWLc+qxtxtE8fJgRk2Z4K+YiECNSMCIpGPtzmb8J0OsIV7vCpwWzfm64oNDWLOzGZ8c6cK8CT7Meu5DAMjEd49izonr1pvfRBh4k2heLb2qCs/WN8liwBN+iPtUmyF8mP3ch5J+6hHaPDdrLBiVcSbXpI5wQp84ojuO1u6Y7vXqrb0t+MNbDaokGls/6yFcMVr3tIg9jMhTjOy/jRBCbY58mWQeOcvZd9G+0ZipO+64A5s3b8amTdpYAiP7ujFTRzsjWLhqh+YF4JFpoyTEEtmUPdYZwR2rdqiyKdWWe/HID0bicEdEAZqu8Xlwz2XD8NC6PZo3iPKb3VqfB3MnlOPa5z9U3Gj4fR58b1Ahlm5oxLyJPmw/3Kl5M1eVKcfX6cVZpxUKF3/C5vfJkU4seOkTAMiqvn5uG9bvbNZklaoaVIj/HO7E/ZePwI4jnbjt7zuwfMYY1KmAzYkfs/1lSHMQAOlafhj5N3lkP3DghAcB8UOZ/KZk8ZUj8GFTB/75yXFNv34zdSQOt0fw9KaDAvuYWl0zRTeR4t/vvmwYNnzagrMGF+HPmw5i4aUVuP91JXielJ9VUyZsOazxeTBpZKnA9vafw52abIq3X1KBx9/ej4mVfSQPQVrx0s47L+ZO8GnmHfGP5GBdfRNWXF+NvccDWLOzWXe89MbigStG4H/e/BQLL+VB+Ted58MDq/dIHg4emjpCyLts8vSTI124ecJQHDwZxloV3wDgdz8chYGFDiyREccQ4oWjHREMKHJI4lHr8+L2S87AI2/skzxEqj3UvbT1MB64YgQAYOGqHZIbQxLrD5ra8eFnHYZzeHy5Fw/9YKTqWtWb8fT7ePbHn9VtxSPTRun6/uDUkfjl3z+R3OD1Zs0ZX+7F7350pqIOsX+XjuwryVnSvviljHi9M5oHP3l6CyIJFrU+D87MbPfT8ldct8Dmt7FR4qvf58G1/iECmx9Zn7T8kMeA9POyUaW48x87hd9+O20kVn9yXHUdffgHI7Fuh/oxv8+DR34wCke7olgiZ28s9+K300YBAOob2/D6f46pX69k14Lx5V6J1lZzVxSHOiJYsqFByPHnNzcpXmDdN2U4Hlm/V8IGq7UeytvIxo53RXGHbN4QQgi5xte32QKRBOat3K46Rz5P3HKWs2+qfdnPBt/oh6lhw4bh4osvxtGjR/F///d/6N+/P+bOnYvrr79e85x4PI54vOftazAYxMCBA7+2h6lsyCIIHiDbstmUm/bkewoShu1HujB6UCFmZ96Sys1hofHinGqc7I4L5xTnW4WbAjUTExOogbSJycHB6xfUIpgRDE6xadz8wjbcf/lwoUw2oHAjIoR1C2rRnHnL9ui0Ubj2+Y80weTiev/fU1uE2PV121SxONkA7QFoAuXzbTxAfvuRLkweVaoA1ctt/YJahOMpFDktaGoLI5XmMLTYia5IEidDcQwotOPN3dpkAXUzx6KPy4p8KwOO4wWD9XJIHiexNo6en+TNtzw+evES5x0h+BjsceDypZt18474R+p+buZY5NkY1ZyQty/fdnSa14nmrigGFNlRYLcgHE9h4v/8H7x5Frw0ZxziGf0hp5UnubgkE7tsCRfeWFCLY13aY6xGLCEmCPnHTefCzPBEFuF4Ci6bGW/sPoFRAwqE+axGHsCYTGgJ8GQag738l205sD3PxiCeYBE2yAkx0L45EBNiIDeHhcaa+X50hBNg0xxC8RR2HguAooAR/dySvl35vX6gQPFkJLQJiVQaJ0NxWGgpOcobC2oV7fWW7EKtDrG9cWstwAEHdchZyDzMszK6dZF5IPYF0J876xfUIpoRB5aTGdjMNNZkiCoACHlSnG9VaAbqxYD002wyCePPpjlc9Ni7WZ8vr6vUZZMQR8jFjRtaunHhH9TrV2tDjUSD1E+ILw7KiHrEOlNuuxl5VkaIlx55Sm/sv4EQwohs44uSeeQsZ98U+68ioDh48CCefPJJ3HbbbbjrrruwdetW3HLLLbBarfjZz36mes7DDz+MX//611+xp9pmRAYhBsdmW9awXDSpKRipRyAQSbA42hlVgND1QPjZEhPIwcHBaBL/7+ktmmWMgMtHOqK6xwHgs7YecghSnxaYnFgoxkpip0W28XmA9vJ6yQ1Erc+bBbA8hbPLirC1qUOVpMOILCCWZHGoPYJ+bhs4ALFk70D32QDJSTtq5fXOF+cd6dPK6/XJH8T+CUQQSRaRZHZkAfL5Qdp9be65OKOPTSDGaAsl8GlLt2JOZNMv8fFgLGVILKAnWn0wk8vEz2VXj8ZjbzcYkgeI+zUY/MOUFrDdiAxEDLTXI/GIJFi0BOMCwYIeQcEFFSX43qBCbD/cqftQEJSRVAC9n4NqdYgtlmDBAfqECkkWY04rMoxVLNn7+RNPshg9WEpYISaPEI+tmBBHt05Voh9+LSGm1xcjv4PRFCr66j9UiEW6s2lDj0QD4P1Ve8AjMXlt7rmIqpAs6bWRjf03EEIYkW18UTKPnOXsu2rf6IepdDqNMWPG4KGHHgIAVFVVYffu3XjyySc1H6buvPNO3HbbbcLf5MvU12VGZBBi8Gq2ZQ3L6RzXA/E6LDSGFjuxen6NQEhgpilV0DJ5Cz6wyI5lV4/GwCJ9BkJ5uy67GX+/oRol+TZEkiyCGbD4W7eNx4muGNwO/T4agZEBYKAI3E3Ki8HuaqDoPvlWPD/rbHx4qAMvbj0Mt0YsswFD93XZsHpeDQiJw1P/d1CIY4HDjI2/+D4iSRbhWAplXqduffk2Bg0t3RLyBLEP2fhTnG+FlTGBAgWG1n+olJMCWBkTKIqSEAyoEVhYzSZ48ywKf4yA6A5zDzmGw0IbEjKI/cuWXEHPSB7bLDxpgHjcxecS4onlM8YgwaYxWIVAQGwl+VYsnzEGFKBKNpCNf+I2860MVs/zgzZRePKnozGwkK9T/GZeHNf+BVa8eWstUmkOHzZ1wGVnkG8zI5ZkBYKGPCuDSDxlSAbitDI40BpCMJY0JPEodJgFQg6tOQD0rGluu5J8Zd+JQA+BC6Uk2OgtIYGRz04rAzbN6ZLdFDosONAa6nXbVsYE2qRPEqJHZOCyqZMOfR7Cj3wbw+e4CnlLNudL/TK+hTAicLDJ2jcidPgyCCG+btKIbyrBw38j2UbOcvZl2Df6Yaq0tBTDhg2T/FZZWYlVq1ZpnmO1WmG1Wk+1a1lbvo2B3+fR3FsvvsBnW9atQzBRW+7Vrac9FFc9l+zTf3DNHgVmqm7GWMwWYR3USBnmTfRptikHnvt9HmzY14ILKvtqEkG8vfdEVmBjPdD9m7tPYPvhTtTNGIsjHWEAQGswDr/Pg20aRAW1Pi9m1JyGA63deHFONT5s6lBtY/uRLt3+tgRj2H6kC0s3NAokDqP6F+DmFdswelCBQIhBMDwvzqnWrK+23AuHhcY9r+7EmYMKVQHZeuBsuT8PTx2JsmKnbq4Rsgvx+SP6u7ErQ4RAiDzUCCxenDMOO45I33ZvP9KFiRXFuOqcwaokJRdU9sH5FcXYeYwnQeiOJbPyT5wL2490oZ/b1uvx8vs8eHN3iwRf89DUkbiwsgRv7W0VYkswG799Y5+kHjmBgDBuPi/2t3QrCDTUyrZ2x1VB7gSD9Ns39gk5+0cZPsXv8+CF66rx6Bt7FSQp06r6455/SskxeEHe0zBvBe/D+RXFuP2SSmw73KlLJvDRoU4Ba7N8xhjtfPV5sf2wlLBGPgciCRa1IvC+hTZJvr548yx4cU417ntdm8DFKOfFa06Nz4PjXVHdOSbuHzlHTHZTN3OsQIChRyhDCEN6/vZg34kgLhtRqtm+EZGBN8+CupljsWRDQ9bEQVqEH2t3NmPHkS4FeYtaXzrCCV1ilEKn8QOAHoGD3+eRsClmQ+iQLSHEN5U04ptM8PDfRraRs5x9WWb8el/FqqqqMHr0aMV/Z511FmpqajBjxgxs3LjxCztXU1ODTz/9VPLb/v37MXjw4C9c91dlAwod+M3UkfD7pMruhFRATHmebVkOwNzzhqoq1c89zwcTgAevVK/n3CEe1XPvmVSJJzY0KEDCmzIq9Ysm9zzUzvaXKcDidfVNmFlTptrmrJoyYa8/AQUPL3UrbsQBoD6jZj+81I1ZNWUKP2szsdh7PIC6+ibVMjWiNjc3tuOJfzdiTFkR/D4PFq7agUWTh2PRpEpFH/j+tuHZzU344VkDcd/ru7F47V7MqilDrayNPccDuHfKcIUGFiEMKHXbhT5vbmzH0o2NaA5EsWhSJR68ciQeXr9XaHu2vwyPvb0fM1X6wpNzjBBYA+vqm/Criyvg93kk/deLhdyfxWv3gKY43H/5cNXxunfKcCxctUNy/tiyIjz29n48mInH0quqNMfv/td3YdTAQokvdfVN+NVFZ6jGvL6xHb9/cx/umTwM/dw2PLu5CfNWbMeiyfr+kYeeT5uDQhulbjvmTfAp4rDveBD3ThmuGt+ZovwEgHcb2nDXqztx/+XDMb7cK8T2nkzOyG+G6xvb8dzmJsz2lwm/EcKFB9fuNS5b7sWE04vxyLRRGF8uzadFk4dh2cZG1De2q847UufiNbslWjcAUNnPrXiQAjI5Xt/jQ2U/fi6SsVXMuXIvbp7gw+I1e4TfyDySj0+tz8OXlfVbPAdm+/k2bp7gA8C/pb9TxmD66LRRwoMUANX8rqtvwrwJPsUclK85ZD1YuGqH6ho1XqV/xOdnM2O1aPIwPLGhUSAi0Ztvcyf4QD6k1ZZ7MW9iOYaVurB47R7tOT51pOGXiSc2NCrG8sG1e/kYyPKm1ufFvAnlkrwWr4skxytKXZp9GV/uRc1QD24+Tzmfanwe3DzRB1sWOwTcDgseUrmu1WTm3mNv78dsf5lA6GAUB7fDojpXxOdnU+brsEAkoXiQAvg1545VOxAw0Is71fZNjVvOcvZNt89FQHHnnXfiySefxMiRI3H22WeD4zh89NFH2LFjB2bOnIk9e/bgnXfewT/+8Q9cccUVn9u5Dz/8EOeeey5+/etf48c//jG2bt2K66+/Hk8//TSuvvrqrOr4utn8iBHtKAJezc9CZ0qr7N7moCbBRF19E1bddC4WvvIJHp9ehWgyje4M0YPdbEI0mVY9120365I5vHFrLY51RgWw/mUq4GuyDWXSyNIecLuFRjjJIhjhfVibAQW/dEN1r4ggXDYznFYGVsaEm/72MX7/4zPB0CaEY0l48qxIpNJoag8rgOvE1i+oBWOieJ2pRBIOqxmXPJYdAYMaMQcBPf+0ejD8Pi84DnBYabBpDhs/bVVsZwL4t/klLisYE3DpH6XkDtc+/5FiGw9pZ/KoUomvz80ci48Od6JqYAFSaQ793HaA4hBLsChwWsCyHLpjKV1/HBYar9xYDYeFQXc8hVCMRZ6NATgObDqNWIqDw0LDYaGxdmczLh7eV/DBYaHx9xvH6Yrkrp7vx5u7T0j6UuAwY9qT2jn23KyxyLP2EEjItxG67AycFhpdkQTybRYBAB6IJHA8EENTW1jYLujJs8JEAd3xFBgThfrGNvxtyyHJVrgyr1PIRy2QujePF4MOx5OwmGnDnDnSEYWVMaHM48TkpfWauK91t9QiGEuCMVEozrcKsgdykHua4wTwfm8JF7ItLy6nloNDvE5MWqLsizfPgpVzqhFLspn8oWGhTZi67D3NfpM5QMhSVs/zA4AC9K5GFCP2zWUzo8BhhoWmEE+lwXJAOJ6C226Gy25GVySBAyeVRBKkjskjSxFLssi3mcGYKFz6+CZNn99YUAvaRClIFCSaXBniFNLW328Yh2iSxQdN7UilOVw0rC8u/eMmzTk+ZVQpzuirfX3SIwZwWGisX1CLRCqNrmgSDgsNe0ZnKpRg0aRDqKG19gzxOlHqtqEtlMCUpfWa15rV8/xZERIcPBnCP7YfU62DEIyUZkS1s7VsCCG+aaQR3xaCh29a3HKWsy/bvhEEFG1tbfjFL36BRYsWSX5/8MEHcejQIfzrX//Cfffdh8WLF3+hh6mxY8fi1VdfxZ133okHHngAZWVleOyxx7J+kPomGsfBQL7VuGxQh2AC4AkoOiNJBGMpMLQJ5Gk5GEshmmA1gep61h1NCTe14VhKV4Tx++XFII/oHIDOUByd0RQ49ICEjYggInEWS68ajW2HOzF/5XY8O3MsTgRjYEwUjnZF8a89LcLDhM3MIJpM4aa/aQPHQxnweZ6NgdNqRjCqD4qOxFlJH8NxFhRFYU9zUHJD8vS7B5FKc7h0RF+EYinEkmmM6OfG0qtGIyYTKo6n0ghEk/A6rYIAss1MS8Q01cb0vNOL4c2zIJJgMdtfBpuZlpQT+3kylMBgjwM2M410Oo0N+05iZH83fv+jMxU4kM/aeRIPArgX15Ng0zDTPFlFRV8X0mkOv7r4dAwrdcGbbxXiqRfv3uaYlaGRSnOK3DrZnRD8/v2PzsSAApvwkHOwLQyX3QwKELTMxO3JyQSITw4Ljednna0LUg9Ek8KNDU0BbQYCpYSMBQBemqNPoBGMJVHf2IYXtx7GyuurBSySK8PkRtrd39It5EpJvlUXn9Ub0g/xcXE5tRx8+YZqyRZf8djEkmnhwQgAnr7mLM11IZJgEU+lEY73+N4dS4JTqTcSV/ZP7NvLN1QjzXGwWcwY7LUJZQKRBFq74whGUxhYaAdAwWExYc74IRJhX9pE4XsiunI18XHiC8fxLyf0/HnqmrOw81gAVQML8PsfnYk0x+Hf+08K/a4u82jGFwC+f3oxDrWFEU6kEE6wKBAx4gUiCXTIvliIhXpTLIdwPAWnlcHpJXmSm95thzp0CTXMjEmyFpGxWnHdOXBnWPN0rzVZEBIEIgnEkiyGlbpU11ASl2xu1slNfiieRIHDgjTH8dc3jYvqV0kakQ0O6ttC8PDfQLaRs5x9mfa5HqZefvllfPzxx4rff/KTn+Css87CM888g+nTp+N///d/v7CDkydPxuTJk79wPV+nfemivVkQUPzl2rNxz2u7FPXcPWmY6jlGQONUOo0pS/gvBs/NHKsr7hlJsJjx7FahzcVXjsDtq7Zi2U97bqblBAdyC8VTuPb5j4Q6820M/t/TW7Dy+nOEtuvqm/D49Co88sZezK4p060vGEtKdJPuuLRCt7zLxhgKmAKQlNHSLyLnWE0m9Mm34QGZ0G+tz6uKoyEWT6Wx4vpqnOiK4alNB1A1sEA4piUqPLGiGHddNgwff9YhEfMU+28z0yAfprXqIVuDfla3FUunj8YTG/mtoGKqdDVTG1+jHIskUqApSjfuVpMJLrtFoYVSW66MoVZ7pK9J1uhhg8Xh9jAee3s/5p9fbvhwIiGqsOovreF4CtsPd/JYp/V78bZIH4dsqeEAVVForVzRIv0w8teonN3Cj6Vejjxx1WiYKKCPSykILvbZypiEvj8+vUpYy+T1rp5fo+tTdyyFHz+1BX6fBw9NHYlBHiePRXllh0QTrMbnwa8vH45H1u2VitpmYtyvwC4B3Wv1ccV152j64rDQKPM48Zf3P9Pstx4pEAA4zLQCP1pb7sVvMrim6WcPkrSnJtRb4/Ng/sRyDC5yoDQjUGzE2klTFH4m+npJfCbj8kUJCdTwQWo5HEuyON4V1cUMkbqIzt5v3/xUEq+vE3eULQ4qR/CQs5x9N+1zYaZsNhvee+89xe/vvfcebDb+LWE6nf5GEUF8XXa0M6J4OAJ4nMPdr+7E0c5Ir8sSggk1I0QV8gcpUo+VMameSwD6WnWKb9xYjlPFbmzO4EEKnT0XhPrGdix6bReeuHq0QP4AQPJvuYmB06ROR+aGLpJghbbFGBICRjeqj9S582hAgYMS9zeZ1u4jwVHIMSxamBbSB6/Lgl/Lbo4BHsMix9GIfX//YDseWL0bFjOl6KtWm8P6uXHf67sUbRH/F02qBMdxQl16vj+7uQmPThuFJRt7MHV68ZYTWBBrCcY0Y16bGSOj3PK6rFj02i4F5mBTgzKG2490qbZH+vrewXbdnIkkWNz56k7MrCnDPa/twvsG5UmO+X0ecBxnWHZzButUIcM6vdvQhn/vP5l5MNDOP7H5fUqyAb05XeuTEnfozcXWYNwwR5oDURzviuLXq5U4OuLzPZMqBSIUMp5OKwOnlVHUm+36UN/Yjrte3an6IEXavv91ZYw3iTAqBHQPaM+n9w62a/pzz6RKVfyguN8pNq07Fp8c7VJi2xracHcG1ySf83X1Taq5sWRDA/69/yRagjEsfGWHbo77M2uLvA4yLgD/JV/vupCnw+anhQ+S53CNz4P3DrbrYobEdWmN0deFO+oNDkqca3LLETzkLGffXvtcD1Pz58/HjTfeiAULFuBvf/sbXnjhBSxYsAA33XQTbrnlFgDAm2++iaqqqi/V2W+jdcdSqixJAH8jIN4+km1ZI6KKSFK7nmOdUVUQ9L7jQSyarAToE5AwLaImpihK1085jXF9YzsY2iQBrWsB2MUgafH50cwbVnHbVQMLdAHqWvUBPHBbrb+1Pi9m1pShI5zQ7OPmxnZUDSyQtC/3Ry0uAKXK5EWOnztE2/f6xnbhBkfcV6029XzZ3NiOEQPcoClKqGvcEHU2L1K+xGVVEI6oxZsnzBiJVz4+ovi91G3HLL8aqYgXszI3iEa5BUBxwyw+Pk4Uw7r6JlXSCdJXrT7U+ryYlcn5zZnc1SsvHicyXwLhZFb5WJ/JJbmV5Fs1+7lZdg4h5dhzPCApt685iPsvH6EbbwDYezygOfcJcYNRjvRx2VDismnm9+bGdpw5oEBChFLf2I5QLIWQyrpH1gc1ghe19SEQTermhVqM321oQ1soIQHda80bQrCjRnYxcoBbt98jB7hx8wvbNAg7vFg0ZbiCqITYpozv8jmv115JvhWd4QQ2NbZp53i5V0G8QoyMC8B/QVW7XpA8D+toSLWFEqosgMTPqoEFClKMtpD6g5C4Lr21Ta+OU2V6/ZT7kyN4yFnOvpv2ubb53XPPPSgrK8PSpUvx17/+FQBwxhln4JlnnsFVV10FALjxxhtx0003fXmefkvtVIj2AsBgjxOPTBulSlTxwUH1Cw3AA/J/+fdP+C8rNWUCGLjIacHVf96Cn5w9SPL79iNduGXldvz+R2cKdcgFKZV+Ki+w3dEk2kIJXP3nLcL2mmA0gd9cORKRJIvuaBLdGQC32hYmEhtx23Ksxy0rt0v6NbjIgfW7T6jWF0mwaGoPo2pQIRZeUoGuaBKFDjMYyoRpf3pP0l81c1gYxTZ9o21gXRH98RXjF8SxJ74TnJm4r06L+hQ28uVoZxRepxV/mX02ChxmBAxyT45xk8c738ogz2aGlTHhWEcEv7yoAjdPKEc0wRNbOCw0YikWkXgKD14xAvFUGt2xFCgKqG9sE2i6P09uic1mNmH9glphTnTHkqgaVCjJaTbNqfZBOhc+EHKgOxMbefkEm0ZxnhWFDgsaT4awZHqVZL6Qebbwkgoc7YyqjimgPlZG4+eym/Ha3HPhtDKwMSaEkyksvKQCt19cweNPMtgrAPjNlSMQTrCIxFnk2xm4MjpTK647hyeJsfE6U/dPGQ42zaE7nkJ3LIVthzsFX29ZuR1/+ulZmv5kI0rbEUkItOjECGZKbmSteH7W2ZgZjMFhYRBJGK8PvfWPrKn9CuxYMr0K+1vVxYhJDF647hz86pIzcLQzKmyTDavgu8R2tDOKI51RYe1beGkFogkWLpsZJgpoyuCS9HzPZs6LyxOBYq0c7+e2Y9qftIlCSFwC0aTq+WQc9LY/GuGDnFYGVYMKJeOphRkS12UscP7V4o56i4MiuZYjeMhZzr479rl1pq6++mpdIgi7/evVS/imWG9Fe/WIHbT2U8uJKvTatDImVUDx8hlj0BZKqAKNxaKh8VTaUKBXDS9DMAORBMvrARXYcTKUQHecxbbDnbh4eF/8+OktmnW67Ga8fdv3kWTTgqimWJ+E1L10Q6PAAmcyURhW6hKILOSgZ8ZEYemGRkwaWQorzYvZpjj+xsUIR2KmKVjNvcOoaAkAE8uzMviRDqOiOK6RBIu6+iacd3rx5xLzHFTkgNNCI8lySKU5pNO8jo5anORti30g+bJ+QS2uWf6BwJbXHk4gFOdvyMcMKsQgjwN9821ooxLoiibhtpvR12VFIJbCOWW8zlRLMAYLbVKIt4p9ykZ4tdRlQ8xpQVckAYeFwcXD+6IznICJovBxxh+1PhAjeLCSfH6bstuhFJQV+7Rmvh87jwUwZlAhzq8owcXD+yKaYPHEVaPxydEupNi0LgmAzUxL6ndaGHjy9HPFbTODoanMQzADO8OgK5pAns2MoTJWNPLvlmAMneEEjnZG4bIzKC2ww8aYJKD5knwrLOGEkIcOC41bLyiHP/NFZu18P5gMg14kwcJMm7Cp4SQcZhqsATFsInMTLO6r1UzDlhFqludcWyiBE8GYgnFQzYzW2YFFDtx6QTkoChjRr4eIolAWpyKdG9pIgkVHhoREPJ5G+MH+BXZhbs3PPDi89fPxKO+TjwOtITAyMV8yn8cOLoI3zwKTicLLN4xDnpWGmTEhkdJ/eLMyJmGeaF1P+rqtuqQbRLy62GnB6/NqEE/y451vZ5BIpTF2cBEA9bgTIoZUmtNdU8JxJUmNWBhaTOKQJ8IgGq2zWnWcKqFcNcFp6ZqljFGO4CFnOftu2RcS7U0kEmhtbUU6LX1TNGjQII0z/vusN6K9LhuD5TPGYOnGRgWQefmMMZIbZD2iCrdOm60Z3Ip8v72WqKlYNJQc0xPorS33okvGeub3eZBi07oA9qnf64dan1d1q06tzysRue353SPcZJELtTfPoiomKwc9E9yF38eLWBJ/Hs6IYOoJghIx1uOBmKSMkYhocyCqe1xPVNTv80jegJNYHjwZQt2MMVgiy5mHpo7QjGeNz4O397bgnDKPQltMDRwuxs1oiSh3xxJC3OWCvJeN6AsrbRJII7SIOsgWwWffUyefePGDw+iOJXXz5J29LThrcBH+/O4B/CQjECzPgwsq+2BiRTE2iEgfxMeJcPD+lm5cOqIPbAytSaqw8oNDsDIm7DkewPcGFuD3//pUlqNeXDRMuz0iWkrqJ+QCO48GdHPl40MdKHbZJPk8q6YM05/5AGMGFyqA74fbw4r54/d5cP/lI/CTp98XtiKJBYs3H2gXiA6efvcgnrhqNJJsGks3Nqr2cfcxbZ9rRXFVCGWXexXzmBjB2RnNrUgipStk/u7+Vnz8WSfmThgqaUdOEmAkMKsmFm7k27/2tAji3Y9Pr8KKDw7ho0OdcFoZePMs2PpZjzA4mRsrPjiE7w0swEMiPTriwwNXjMAFFcUS0hJxey3BGADggopiYQ7I5+Tlo/oJOam2LjssNJ6bNRbpNIcl8vEu9+Jafxn2Hg/AMmagpP1sCSfUBIXVhJMvrCzBosnD8NGhHkFp3bVZp467ZVjLL4uwQi44Le7zS1sP53BQOcvZf4F9LsxUQ0MDamtrYbfbMXjwYJSVlaGsrAynnXYaysr0WdX+26w3or0UgGUblcKMmxvbsezfB4SvT0ZEFWlAs80anxeLVQR99x1Xx1fcM6lSEA0lpiXQS0SDi5w9Fw+ezW8kbn5hmy6A/ZMjXbh5groQ8Z2XVeABFWD7psZ2LNt4APdMqhR+e3TaKF0wOBEMnVXD3wzIcQOL1+7F3POGYl9zUFM0+OaMGKscj0D+1sKBEeyJWp23X1yhKSpKbnpdNlpBPHE8EPv/7H15fFTV3f5z584+yUySmQTCEghOJIRFg4BAJloQ6wJuxVqRtgRcC0G0P+uOWrEu1b71laWvVgK2r2KtVFQ2rUJfCRVRScsuBMKaQMg2k8y+3N8fM+fmLufeO0FArfN8Pn4kc88953u+55w79849z/NgMWXOPLVmD+ZQzDxJLBwHLKSYNEvJ4YQ/9MDK7Zg7sYTKGXnsmqH4/FC7oonvM+v24pP6Fv5GRs189tFVO2Tms4QU//9+OBhfHG7DbIV5MnuCG0MLHVi4YT9K+zgU59rzH+zFr344WNaXylRuGAZYtrkBT63Zg1/+cDAeXSVfaySmx68ZimfW7UGZQnub6lvwm7V7cM+k86mmqL+5YThe/GifSMSkpraBN4tWmisL1uwRjZNw3KTE95O+kOxBiuT7ifd24rmpI/jPhIbF86eU8UIHszzFaPIGZQ9SpI/PrNuL8gG5VMNkYlxL8koTWpCuY0DMs9vd6FXloJn1OlUj86GFDmyqb8GijfUi8Q5prpQ4LRUCXlpP173QvHv55gbcM+l8LFi9Gw+mjLF/cH4+5k4sEYl8KM2n2vpWPPbuTjxw9RAqn2xuyqD7gZXbMW/S+Yp1/Hr1Ltwz6Xx43HRhkVmeYtQ3d8kepMh4Ld3UgCF9HHj4nR187tIVnKgscWHuRLGhsJJx8uBCOx56ZwcWrN6taVCuVcfZMMqlGU6TPi/f3IAnrh2aeQOVQQbfA5yWaW9FRQX0ej0efPBBFBYWgpEIDlxwgTrf5Fziu2Tau6fJh6soZrgE6+ZVYkihPe1ytDaDsRhm1XyBxdNHQs/qeENfs16Hm17+VGRqqmbmS7aFXDG0F29UKjQN9qXqNbAMmjtCYPU62EysolHv0hmjMDe1N19q7DiqKBdVyz9X7O/auysRiMRwqiuMAU66obAwNwmOA6tjsHo73bDVamSxeq4HR9uCcGUbwTAMulLeWgaWEZmSyswu822IxBJo80dgNrAiI0+haajQ6DM/24S2rgiqln/OH796eCG8gSiyzCyafWE8sHI7XrjxAt6sNz/bhGsXbVbd/kT64Y/EZGO0cFq56rap96orcKozjGKXDftTW5GKnBaYWBbeUJQ3aSWxPTd1RNqGsj01nyWoqRoNjuMU54nQDFqrjZW/GIdN+1t47yGTXofz8m1IcEle3tUpQ+L353pwzUJlc+J18ypx1X9v0myPbHcSxuzOz0IoHscVv++er1oGusK5QsuV8G9iALq3yYcrVdYEzSD3419eKjMMBqDax3XzKhFPJLcpdoZjCETi0OsY3rh2YmmBqlH323eNgzcY5bdKcRyHfrkWhKNxOCxGRBMJxBIcovEE2gNRxOIcv53q7V+Mx40qRuZCk3DaWEnNUr2BCJq8IRwUGN6+ufUIf32MJTicl29DRyCKU11hWPTJbY4MwyDLpEdnKEo1yQWSc2FWavxIu95ABB2BKALReFrzafVcDz7acxIetwsJLskVBAAdA9z08pbkNmBBO0p1nPSFUGA3y+Z4OuNNYiR90DKkXXu3ByY9y7+pEXKGlIyTldZDLMGh0GGGUa9DKKJuvqyVy69jlPtdMeHNIIMMxPhWmPb+61//wpdffonSUnWvngy6IX1woiFdAYp0y9Ha3NrQhqPtQVy7SHxT85c7xlI5U0pGq4RrUlZol/FBfMEofiLhPy2ZPhJtfuWYCQeDxtnSMns91OrnY1hx+1jVsp3BKG56ZQtW3D5W0YgyEImjpTPMe2VJY5GaTQrrWXH7WEz74xa+rDQ3wvLkuLB/ankNRMXnAupk7EAkjlOdYbT6I7K60hGomP36Nqy4fSzu/POXojZp/J90DWJ7WlYIIk6hZiJKhDK02jjpC4s8egBg1ezxuLAoF3VH2gX1qQtekLWo1V4oKo951ezxiMTFv2VpGehK14KaUS9/vdA0WJZzcKTCEOkITHQEopj2xy14685xuOll+Q8wJQXZquc3d4Zlc4uMCUHdkXbcsERuy9GpYWQu7COtL1KRAGJYq2T6DNDXN5C8BqjdvAtFVki7hEND5p62yEIML360Hy9+tF8Uh/D6pCXmcqQtILv+EKQz3qRM9zxT/16KxBKit87CNzZS42RaHLTxFc6PdOqg4esIVnxXTHgzyCCDs4vTepgqKytDSwtdCjQDOshbIl+KfJ9FeTOVrlhFuuVobebY9BjR146XppUjGE3AF0yScbOMLPrnWnC0PSiqK13jT2k/lkwfCYuBTb4FYhiYDSxsKuIBau2YUgR1JWEO4blaZsDZKZGP/GwjlleNhsNqgJ7VoT3F88qxGsDqAH8ozv9y+8DK7WjpisiEOMwGFtuPdYhI7TlWA351xfkYWuhAgcOcVu5ofS/INvHt2Ix6MODQP8+KNXd74A/H4bDo8drM0bBb1Jew3WIAq5PqDqY/rkIfmYJsk0h0Qzgm+dnqnnLC9rTaFvZdOM697WZNNT8y/mpz5s2tR9A/14q37xqHWJyDzcRCxzDINuux/2SniDhvt2jPp572yWbUI5ZIkvyjwZiIpG820NsjfemfZ4E/FOfPsRq6DXXvvHQQzu+VhfeqK5JvQU0sTvpCyDbrsWT6SL5dhmEQisb59ZlrM+APPx0Jq6H7eDTBificWv0DAIclqdooFT/pjt3Ki8fQRAmoY2ZkcbTVj1Asga5wDBZjUqxDeq6WKa7wukDri8mQbMdkYJPXzFAUFiOLey8vAceBf4MpjF0qHEKOkTkj7QvJfy+7GX/46UgUZJvhsBjw76PtyDInBRGI0IJWvu1mPX99Mup0ovmhJNAjjclm1KOmarSsnNXIoiDbpKnwSWIkgg9aMZPvJaoQhML4pVtnMienVwcR2zid7XhaJrxfp+4MMsjgu4PTeph67rnncP/99+Ppp5/G8OHDYTCILyjf5Ha6byPUxCIGOG38Z+mKVWSb9aokfLtZr9jmszcMx0vTRuKRVfJjf751DH62dKvogWrHca9qWzuOi71tPG4n4gmO/6XUk/IjmfXa55jlKVbsX2tXWJFA3tYVoYosEGGOrYfaBPVEVONNJDgsnTEKz67dg5svHiATDCDxErK0x+3E67eNxW2vfY7Hrx0qEuIgdUpJ7ZUlLowsysXfd59QJaYTIvVJXwiN3pCozn0nO/HwOzthNbL4w/SRMOp1ePRdsRFzZYkLD11VqiqmYDEkxROkcWiR5ok4h9mQvFG7qChXJLpRd6RDRFqvnuhWrO+SEheaO7tNfNMR93j4nZ2ieJbOGIUDp7pw0YBcXFaaj48V+kuEMnY2eqliLhNL8/HmHWPx6/e6zZOJyMqz6/bIxDiuHdFHsT0irCIcS60+KYlvVLidWHRLOQqyjbI1oiTc4kmJabiyjHj+xgtgNujw+Hu7REIGyzbvlvwtF/2oqijG/FU78ezUEaLjQqGZuqMd6OMwqwpMmPVJ0YI8W7eIg5rojFQQZmejWKBCLWapoAExxVW6dhITaZrwQYU7KULz7yNJ3uas1Fom82LJxnrRW0wyH7PNepnwABF3uGpYL0y9qL9mXwiv6tbXvsCiW0ai4ZRfcz5VuJ1Yt+sEFm2o5wUplkwfiT9uOigW9nCLBXqUxqLS7UTNjNGY9VpySyARXyFtKc3puqMdIsGHeyaVKF97U4a0NIEKoejJ3/c0i85TEkYi5wnFHZTEQ9TqqHA7sXp7E7Yf7TgtMQo1wZKvW3cGGWTw3cFpCVBMmjQJW7ZswWWXXYaCggLk5uYiNzcXOTk5yM3N1a7gewQtsYhj7QH+s3TFKnSAoljDnIluAFBsszMSlz1IkWOPrtqJV34u9pLp6zArtjV7ghtCuhwRShCq+dUKyMdqwhVlfeyKBPLh/RxUkQUizFFo734DpJqbVLxLNtYrChQI4yV/L1i9C4unj8SyzQ2yL2QaqX3T/uRnHAdV0vzuRi+qU4RxQsauLHFhdkrgAkgSwRs7gopE8GcUxA0q3U48cvUQPLV6N56iiBnU1DZg7gS3oinqnkYvHrtmKP7rw68wf/IQPiZC/n508hBR/tRI4c9NHYEfnJ/Pk/qVCPtCcQ8hNqeERo53BPHYuzsxj9Jfj0DEo3qCG33sFqqYS1kfBx4XPEiRHC/aWE8V4/j16l14dHIZdU0+ds1QzHl9G58vJXNU6XgqCWMsq23A7kafzCRVTbDj+Q/24rmpI2TiENJz1OpYtrkBz0kepACx0ExNbQMKHRbMpQlMpEyAn1q7GwdOJTlGRMRBtb+pdVbpdmHuhOQboHRjXi5YowCwfHOD4rXzsWuG4oGV21HpdqF6glj4QCgSsam+BQsFa1ltXiz5xwHsbvQpijv88oeD0+rLZkH+F27YjwVrdvPXhnRNnz872Iqlmw7SBXr+cQDzp5SpxrCpvhWLN9bj0clD+DJPrdmDQodFUVDk1spifNXkEwk+MAwUxWHmTHAjHEtQBSqEoidS4Y+vmnx4+obhaZncKomHKNUhNQw+HTEKNcGSr1t3Bhlk8N3BaQlQ/N//KRMuAeDSSy897YDONL5pAYp0xSKE0BKr2NPkw1QVsvXKX4xXbHPtvEpNgYZYIsELDBh0OvxIpa23fzFeJpSwbOZoGdGc/EJKtplMHl6IztQWQz3LIBiN4ycvb6G2M7IoV5VILSSuD3TZVInob/9iPK5Og+AtPU6EBtItTz4jYgkji3JhYBm4skxgAHDgYGRZGHQMgvE4Dp7yw8jqUJBtxk9e+ZT/xT0dIjhN3GCQy4Y4x2HSfyUFBGhiBr3sJny0pxmThvRCVzgGu8UAhgMSSOCEN8xvb1w/rxI/+oNYdONPs8bIhEmk4ho5FgMKBZ5H3kAEjd4QGlr8vC8R2XJGxBVufmWLopEoyTGtv3VHO3Dl0F446QtjZ6MXHrcLU/8g5+0ojZOqsMLdHmSZ9PBH4vCFYrCb9bBbDAhH4/Cm5jARE4nGE4hzQEtXGLE4h/wsk2w8teadVGCjf55FVbhh3bxKNHYEFYUo0mmXJkIBQLxeQ1HkZ5nQGe42hNXrGNTWt+CVTw4iEIlj6YxRGOi08aIKTd6QpvjFx3uaccOFfRCMJkRltWJeP68SoWhcZHp6tNWPrkgcnaEobCY9jHodDrcGwCD5lp1hgImlBTJBFuGcI+2erlAKIL9e9CT/JOejinJT25AZhCIJ+BRELbTq/vu9l0DHMAjHuoVVaHj7rnEwGXSiOO68dBAmDC4AkBzvHKsBBh0DhmHAMmLBBzURoZraBvztF+NV58LHv7wUriwj1cyWbA1Mx+RWqSxNVESay9MVjDibdWeQQQZnHt8KAYpv08PStx3pikXQIDXjFdapRrbuVGlT7RiJpzMUQziWQDDK8m99pG2RL/xYPIH2QATBKIu6ox0IROIIRpLGutkmPXrnmBGLc/AFo1g3rxJcgkOrP7nlJs4BCY4DBwbBcPy0BShiCY7/8lo6Y7TsOMMwsBp1WHRLORgkCeI0HpGwb3k2o4i3oyVEYKAYj0pFNaxGFu/MHg+DTodgNI5TwTCMeh3yrAYU5VngC8ah0wF3XjqI52lYjXpkmeg8EQI9y4iOkXZiCQ5/vWscslM8DI7jEEsAm+qbEYlx6GXvhcG9s8FxHGrrW0RqZeFYAr+98QJsO9IOfziGN+8Yi+bOMHplmxGNx0HjdAv7+udbxyDOcag/1QWbSQ8dw0CvY9AZiioa2ErFPaQgRHKamAMAVJznSvJ94pxoWyGtDq3PhOiKxMGyOhj1OgzulbwZEnI+nALzz7oj7WjyhqiCAOm0RTsu9BejoTMUk81Xp82AeyaV8FyfgmyT6hyiiVAIH459wSj0rA6nuiJUcQkCm0mPROr3OSLioIajbUG8+NF+/OD8fEh/1dPKVSASx8gByZ0Q3kAEB5q7eLNovY7BTS93PzgI+9IViuO+v/6b/5FjzE/zkGczIhpPwBeMwZ7ifp2uUAogv65r9iUcF3HnpPP7L3coi1qkI1bhsBjQJWlDOg+kayYQieP3f9+P3/+9e4vjqtnjUaog+KAmIgSkJ9ZwXkEW9SHpdExuOUD0BaokKiKN4XRwNusGFHhmGR5WBhl8a5D2w9T27dsxbNgw6HQ6bN++XbXsiBEjVI9/n5CuWARBOvwqzTpVjmsRtW1GPW56uVuJr7LEJeMnaPEggpHkzcpL08rxxHvd3kNWI4uaGaPxyicHRVtnyL5/6cMIgRIpnyAQiaPuSDtemlYOh0Uvi82VZcSbd4zl+SRA9xsfKUjf/uvDr0Qxrrj9YtUYWIaR5UlIfLYaWSy+ZSTa/RHZlj0hT4vERuNpSOuntQ0kOQ9Prd4t4//MrCjGG58dxsNXD8Gza/eI6p9Ymk813SW8oWfX78EDVw7Bix99hakX9YdFY0zyrEb8+H+638iQ9oVbMqVIVxRDqVwgEsOtr32BCrcTVwztlXYbWu36glG8+NE+zKwoxtNr9+C2ykGYtfxzqvGr3WxAm2Cbq7RuTTK8Qb62lOYqgd2ix28E403W2ZeH2tKeQ1LhFqU1/vpt6uvAH45h8cZ6PCfIhxpIPqTXQeExJYSicTR2BMEAuF+yfUwYp7Qvy6tGK16/ZlYUY/GGerw0rRw6RvkHF634bEbxV6tWX7rC3XOXNkZq1+108vSjP3QrICq1kY7IiJrgg9Z12mpUv92gzYGeQomT9Wya8/HrxHC26tbqUwYZZPDNI23O1IUXXsgr+F144YUoLy/HhRdeKPuvvLz8rAX7XQQRlaBBKCoBpM+vSqdOpeMMONVzT/hCos827W+R8RPU9v8v39yAXJtB0Qhy4Ua5UWxtfSsef3cn5ktMOwmsRp1qzBzH8dwDq5GVtfvc1BGiBymgWwRBChK3NEYiRkFDhduJTw+KuVZSojsxPaVxn4Q8LTWexjLJONDaVoqfnF/Wx4En3tuFUokxblkfh6LZ8YLVu1DWx4EFq3fhxhSp/tODrdT8kZi2H+sQxUraj3PK8++kL4RKlToJkVwqIAAk+Vbk8831rdhxzEuti9Qh/UytL3VHO/j4SwvtWLhhv6LxqyvLiObOMF+ftG61ti4pcVHnr9Y5dYc7ZBww2jpTm0NEuENYB22Nf3qwVXUd1B3twCZJPqR8Eml5IiQgLas1Lv882IoHV27HP/adkvFwhHFK+xLnOFX+UmkfO5ZtbgDHcYrtV5a40Cy5VhKQ62i6414hmbvSMapICZ0o5b3ZF5KZcwtj+edB7XlA1pXWXKMJPhBwKmvb43bCZNClXffpQMk0WLo+lebj143hbNSdTp8yyCCDbx5pP0w1NDQgPz+f//fBgwfR0NAg++/gwYNnLdjvItIVlQCS2zFoyklASjwitdVMq85AJCYjsQPJL+XWzgieul6dqE1re9yg7vLl/XNU49QxDLWM2nmb6ltRXpRLFRbINusV+1NVUQw29Qvy5vpWBKMJWRsFdpPsMyXBhHGD6OpVLMOgqqJYUbChpjZ5c1beP4dKdB83yIledrNi/8m5ajkiZdTaVopfeH6tpB4gjbFJnUdyqZS/SrcLMyuKsWDNHlkbm+tb4fVHMX/KUKoISaHDgpkeukAJIeU/ds1Q7G70yo7Pv2aoKN9PrdmD+VOGysaL1CH8vKa2AdUqYhykXpI/6TgAyZublq6kBPIPzs/H3IklqEgJN8wUzBtF8Y0UoT7PZkh7rl5S4sKT1w3DgjW7RZ/3ZA55Un18YOV2UVxKdRBRCq1cCfOhRtD/qsnHCwmQspUaQiVScn8BRZZfGKe0LwzDaOZnc30rWIZRnBdPXjsUvR0W6vyvEuSTHE+nL9IYhMfnvL6Num48bidGFefh8WvKZA9UlSXJWIR109oganpfNfk0hWTUBB/INVLpOh2Lx9Ou+3TQ0hWhqsEC2vPxTMRwNupOp08ZZJDBN4+0t/kNGDCA//fhw4cxfvx46PXi02OxGP75z3+KymYADHDa8OzUEaqiEkDP+FVqdX52sBV3p4jAsyqKRUTgO/73S7xx22jZuWa9Dj9++VPFi3Oc40Q+Oepxxk6Lm9IRiKK8KJeP2WxgwXEcOkNxxf7cvaIOL/z4Ar4OWg5pfJBApLvOh68agtZABBzHwcAqbCGLJrcuvn7bxaiqGCiLgWyXsZn0uGhgLrYeasXCaeUIxxIYkGdVzElP8kPqXzJ9JLVtu9mAoIZRJ2lDzexV7TySS2H+hGOSZzNi+qufIRCJ081RIzHc++oW/PXOcQjFEvz8i8YTaPKGYGJ1mFlRjNsqB0GnY5BrNcCg04EDh7I+Dtzyxy24eUwRpl88QDQGDS1+mZlyRzCCB68qRZUvJCp7yx+34KdjB2DepKSCnNXEwmpg8ZsbhqEjGMWx9iA1v2r5A7rXZ2GOBVYji6evH46uSAzH2oN4+OohaPQGEY4loGcYzKwoxizPIF58oyjPisIcC04ckb/tEOb6kauHIBJL8MT6Q61+2ZY9rbG0Wwx4+65xsBpZZJv0CMcTePXno2C3GPC7my5EVyiGVj/9OkBiEa6DfrkWfLj7pCxXJB99cixYOK0cLV0ReINRWI0sWB0DVsfghR9fILrJ7JNjwaJp5WjuDMMbjMJmYrHgumFoaA3wuZKOC62/JM6//WK8zJtMy8yW1Gc2svisoRUXDcxFVcVAWI16BCIx1B3tQHNnGHPe2KY6/6XrQ88wWHDdMCQ4oNWfFEigzTEgufvgveoKUV6nv7oFz00dgQeuKkVXKA6HxYAmbxDTXtmCF2++EI9NKYOOYfg1Fec4XL94syIPMdts4EUfHFYjXvjxBWjpisAfjuLp64cjEk/AH46pCj4Ix7alK4yZyz9XvE4vnTFalpOBTiv65ljOCP8nXQNdYczpCFr0BGe67owpcAYZfDdwWgIUEyZMQFNTEwoKCkSfe71eTJgwAfG4+pfV9xlKohJAz/lVpB5SJ/mbVg8j2P9vNXUfF8ajRv6PxhI8AVqLw5FjNUDHQGZ6q7Un32E1oLx/Dl9eaC68rGp0UkmK1aGlMwyrSY/y/jm8weTSGaPAgW74qmS8SsjSVwzthZ8v3cr3jWb2ajfrEYjE0eaPqCpn2Uz6pOmrgOD9/lwP9CyjySlIh7Og1zEw6XUIxxIYWZQLeMC3lWXWa375KvGO0jfx7e4DjWy+dMYovt8F2SaZMbLTZsTzN46ADoBZr0MiJVhw7SJ1tToiGPLc1BEIxxLQMck8sAyDskI7+uZYcM+kEpGBstWoR5zjMDfFJSNjOryvA30cFoRjcYBJcj3ybEZ0BKO81D+jwJfpl2vBazPHYKDLijVzPfCn/HtausKwGJOeXg6LgTdfBQCnzQCriUWB3YSuUBzZZj1OdYawu8mL0t52hGMJxBMc9p3sRJaFRU3VKPSym9EVSiosGlgdPtzdhEUbDuCGC/uirI+DJ6TTHv5pYymc0+CALIseNgOLjmAEVpMBxS4bf8PXyw6guUtxPAKROOKJpBl3ocMMA6vDmIF5GD0gF7EEB6NOhyyLHiYDi22H2+CwGuGyGXmFPyGRXgpvIIKOQBTReAIcAL1OBx3DoPqNbbxX0ixPMRZOK0cswaGPwwJWx+APPx0Jk77bUJeMdzSRzK1QeEGaH+l6L8qzonqiGw6LHpNKk9w7DhxYVgcdA9xwYV9EEwn8100XwqjXiQQdhPNfKj4zy1OM3g4zgtE47BY9Ptl/SlEQJNtsQGNHEDW1DaLYGIbBB7tOoqa2AW/dOQ47G7346dgByLOZ0B6IwGExIM9mhD8SQyKl6EEzFq6pbUCu1cCr5x1q9SPHakSC4xDngBjHoSDbBEevbNn40IQQHNakgIeaAEWWmZUd//iXl54xIYWecJaEbfpCUf5L8EzEoiSWcToiEmeLh5URtMgggzOL03qY4lKSxlK0trbCZrNRzvh+40yb9mrVmWtOOtsv3LBfRrB+beZomPQsHli5XWwA63aipmq0iFgvrFfIU1EzlPS4kwaYpF1iejv91S2aRpRrdjThX0fa8fptY/HU6p1YcP0ImScW2fZStfxzjCzKwZt3jMOu4x1YsGYPXr9tLB57d2ePjVdPCVSs9p7woWbGaCzcKM7d0zcM440q1YwsP95zkhfDuHtFHcqLcvDBrhMoyrVgeN8cVfNIkmPF+kvohrYvTSvHis8Oo7EjiJMproaWGa+Ud6RlbEmOE26NWv0k1iOtftitRpkxcmWJC49fU4an1+7Bhr2nVA1/K9xOfLj7BC4f0otqkFpVUYz7/vpvBCJxuoGy24llVaMRiMTxau1B1NQ24KVp5Xh2/R6xMErVaCzeUC8yHJUS9SvdLmzafwqDe9upa6+qohgPrtzOG+gu2liPr0504vXbxsrKV7pdIoNYALhqWC88cOUQLK2Vm9Q+ce1QjBmYJzM+peVOOkfVTH/nTxmKn7z8KcoK7SJCu5oZaaXbhYOnupCXZZKN7WWl+bj/yiEy/t0lJS48df0wPLl6Nz4SGLMKifRNHUEcbgtg4Yb9svlSUzUa1W9s442FaeNIxiyp2sng1dqDVIGcHce9fH60DJFv+eMWlBfloHqCG5FYAgkOeOy9nbI2yTyhrSO1NmhCEB63E40dQbR2hanG08Q0WMdwGFvsxKIN+0VCI2Qu7jvpUz3/X0c70D/Pyuf1tx98JRsz4ZzQEkLItckNp4UxEeNk4blflyclhNqclbZ1rkUdTre9nvTpbMeSQQYZKKNHPlM/+tGPAADvvvsurrzySphM3XvV4/E4tm/fjsGDB2P9+vVnPtLTxDftM3WsPSB7cCHwuJ14duoI0Xa/w61+PPLODtEXkvTB63h7APdr1PnQyu0yAjoAPPOj4Vi7vZF6rNLtwtXDC/HQOzv4zyrcTvz62qF4du0efJR6GLEa2ZTi3AHRzadQlU56czCzohhzV9ShZsZoLN4ov2mdKTjP43bimRuG40GKGAcpX16Ui0Ub6uFxO/HAlaVo7gyjhkIqJ+V/c/0wPLpqpyyvT1w7DB/ubsJv1+8DALx151gs/FhO3icKaa/WHsTNY4pkBPYKtxPVE0qw9VArfv/3/ahwOzF5eCEK7GbcvaIOd1wyCDuPdeDmiwfIzqWr+YlzW+l2YvaEEtz6Gv1h9/4rSzFr+ed4/sYLYDHoZEIXcjW/vfhob/dN7cTSfDx8dRl+/Z78YZSc9+BVQ/D7vyfV/Gj9J2N4UVEuqie6EYjE8GotfUw8bicuTI2h8GaTVufO4158fqhNcy7Q/gaSN+NXDeuNh9/ZieqJbtQdaRfVRftMWn/dkXZUTyhBKKrcpwq3E7MqinHSF8KaHU3YXN+KpTNGqc5LYaxqZT1uJ6onlqAozyq6EaLlTro+1fpH1uatr32BS0pcWDitnP+FurEjiAdXbhfdyJF5uPVQK7Y2yMdEq60LJWMDJG/knv/xBdiwtxmrtzcq/pAwZ4Kbf9BSa6fS7cRVwwtFPzoQVLidGFOch0vPL8ALH+zFhamx1RqfCrcTU4YXggMU6y0vysWeRi/mTxkq+hGoJzkRPpQvqxqD367fo3itnnuZGy99vF/xB5BbPcVYVisXoyH5vGhALj4/1IZZFcWK847MCQCoXlFH5e8I582R1I98tOvsza90byMnPKLCM3zzTpuz0ra8gUhafTlT+LrtpdOncxVLBhn8p+Ab9ZlyOJIKYBzHITs7GxZL90I2Go0YO3Ysbr/99q8d1H8S0hWVIEiHX+VLo07aFyiQ3HqldGxTfQsemTyE3yZH9rvf/MoW1FSNxrQUT6V/ngUb9jbzXAJilrt2RxN1/39tfSsemVyGlb8YD5OewZ2XDsLDk4egQWBwKDyvtr4VXZG4Kkl8VkUxX/ZhVkcVmRCWb/NHMctTzPMNiMnwza98ij/fejFGD3DCZtaDAaj5CUTimPXa51g914MjrQHc98PBePAqBu2BKGJxDtuOtOPW1z7nbzw217fi3knn4+c1WxGIxDG8rwMvfrQf/zzYJuIMEF5Yb4cJL/z4Apj0Omw91IaLBubi4clDcKjVj/wsE3KsBly7iM5/qK1vxayu5LaNOW9sw1t3jsWDVw4BwyT5ITZTsl8JjsO9kwaDYYB7Jp2Pu35wHk51hWFkyTh/ipqq0XiAYdAeiCDPZgTLMODA4eGrh+BUZwj3X1GKUCyBR68uAxigKxRDllkPPcug3R/Bn2aNQW19C2Yu/xx/uXOs6jydmRpDKb+EGOCSebFwWrnol3eluUD7G0gqUlaNHwggKawgvZmnfSas78GrSgEAt76m3idhWVJGa14KY1UrW1vfigeuKoU3GBXdCCnljsyhqoqB6G03K/aP1AuISfqAnP9hM+mh1zGYvLAWC6eVi/yHCNRyKRxzIT7Z34J2fwQF2cr937S/BY9cPYQ/rtbOpvpWVFHaAZI5f/iqIdDpGFxYlIsrhvZSHXsyPrR5JS376OQy/GzsAJj1Ojx9/XD4I7Hk9luTXjP/ZYV29M+z4INd3RypU11h1Wv1/VcNpj5IkXgevKpU+fzUmnjxo/148KpSxbwLRQ7SEXcoctrwu5suRLs/whtc59qMMOt1+Msd4844R0mKdDhL6QpVnCl83fbOJA/rXPc9gwy+L+jRw9SyZcsAAAMHDsR9992X2dKXBk7HtFcqTNHTOtWOa5HTvcEolRN0rD0oMiKV3kituH2s4g0DianVH+Hr+MsdY1UNDrX6KOxHZzDK8wOUcMIXUmyvIWUs+uOXP8WK28cq1hGIxHGqM4yq5Z+nFVdzZ1hGklczJpbGN26QE7/4X7r5qxSEVB+IxHGkLaiaW1pbBMfagwCgePytO8fxpq1q9QB04Q8hhLkS5kVab0+FO9TET05HGOVoW5CPTatPXSGx8EZPcpBO3ayOLqailDsAqnNa2q70eiTlfxCjVqWcna7Iii8NgRaf4IenryPmcrgtaTGxaEM9ygrVf5EU1qPZZjSOXikfNWnO1HA0tV6XTB8pujZoCWWkM19U45WIyiihMxSVGSrTyhD0spv5PAhxrm7StQx+z7Wow5lo73RMi89WLBlkkIEcp8WZevzxx890HP+x6KmoBJDcGtgZisEXjCbJ7JI3U1p1qh036XVwZRnx3NQRIkI8EYpQMocUkrZpBHep6SctJrvFgOVVo7Gryfu1+iCNwW4xJFXZKMIRNNK5tFyxywYGwNq7PYCGUafdYlBtp3+KvF5T24B+uRae+H464hMOq4Enj9tMehGJXvpgZTaworIrfzEeBpZBkzcEA5skyb+59QhuHlOE/nlW/GnWGOTZkqRxXzCGzw+38THrGAbVE914c+sR/HTsAHjcLsTiHGwmFjaTnjdXtgralOYhEImLOH5KfablkngO/WzcAEwYXAC9Lj1xDLVcqhn+agk2ZJsNeG3maHx+uF2zT0mSvY6vw27RzkG6ZbPMLPQ6HaonujGyKBcGloEry8S/FWR1OphYncz8WmttknlWU9sAu8XAk9O9wQhsJj0sBhaBaBy+YJS/XikJlmgJmfTPs/JCIRf0zeHFScLROIry1H9EEuZemDfaWrSqrLf+eRaQze1a8Q502vBedQUCkaR6XjzOifIrbD/OcTjc6kcklkBXOMYT+7VEBMi1Qboe8imS70JojWuOYFxpP8TQRGVosFsMiGv8WqUlhPBNCB4otSkcD9r8ybMaVePtaV/SGf+6I+3nJC9n07Q4gwy+zzithykAePvtt/HWW2/hyJEjiETEMrrbtin/Wv19Q09EJYD0xCrsadSpdNwbiODNO8bKTGw9bifevGMsIjH5l246AhTNvrBqTI0dQcxdUYelM0Zhy4GkH5SakEOWkU1LrIHU3dYVpgpHVLidqJkxCkdTv0YrkcEJPyfHop5bHQPFdpbOGIUNe5MCFEtnjMLGr5p5/tQPy3ql1R+CiaX5ye13EtEFqSgCicuVZaSWnVlRjOo3tmHsoDy8fttYLFi9i1pmd6NXFPPE0ny8cftYLHh/l2iLXWWqn3NX1CHHRm/zpWnl+NuXRzXn/s5GL3UsKt1OvHH7WLT7w3hu/V7ef0xL9EIpl5UlLpxMGazS5m5PBBuuu6CP6rw91RnGSV8IE0vzccvFA9AZimqOO2lPrazH7YQ/HENvuxn/Uhjnu1fU4aIBuVh0Szmq3+ieH/5wTLXepo4g6o60Y/nM0TCyOhmnQsjpm5XyAVMSYtESMvlg1wn8+0hHilMXFwlYVE90q57b2BHkj9cd7eBzTBunq4f1lj1UkmMf7Dopyr/aeP7raLuII1VZ4uLzC4CfJ0QQ47/+vk8m4vDMj4YrigiQtWs1stiZWoNEMKJ6ohuVbid1q15Faj6oHSeCPjSRi0pB39VEZS4fUgAjq8OmhhbFMlpCCN+E4IFam0TU4YvD7bJ1TsRoHlm1U8RZJecyAO7vYV/URCQ8bidWCwSbznZezoagRQYZZNAD014hXnrpJcycORMFBQWoq6vDmDFj4HQ6cfDgQVx11VVnOsbvNHpi2nusPSB7kAJSnKN3duBYe/KBQAfgiWvpBo5PXDsMJkCxzdED82QPUqSNJ97bhSDl5uM3NwzHXoFRKs3k9IGV2xVjImbAszzFWLSxHpvqlU1fK9xOzJngRiAao9YnNLkU1n3cG8Lijftl/dpc34rF/ziAIX0cSYEAT7FM6ICUW7a5AYFwXDW3zb6wYjtLNh4Ax4n/TY7990f7sOC6YVSTT6nBb6XbiYeuGoL57+5UjHOWp1g0Pi9+tE+1bFkfB55cvUt2o0rKlPVxiGIu6+PAr9/fJbtR25Tq26JbyvH8B3upbS7f3IB7fzgYT76/i2ri6XE7seC6YSi0m6ljsam+FQve34UDp/yqBsEet9jwlJbLpDCIG8P6OkQmusK6+PmcMttUmiO19a14Zt0e/OqKUuq8nD3Bjb0nfCh0WPCrHw7Gss0NqH6jjmq2Wul2YW4qVtKeUlky9wqzzfjt+r2KYzjLU4xN+1uwrFY8P1zZJjx2jfra3FzfigOn/HjobztknIpaQf3EDHdPo5c6JnsbvXjiWvk8F67bTfUtWLRhP5q8QVGOSd1Ka/6Bldv54zW1Dbhn0vkq47QX86eUyfpLTGzJPNit0I/K1Hg+tWaP6HNhfoXzRGnOfLK/BU+8twtPUa7HxMz2xY/2YZanGH0cFiwRCMfU1DZgpodukFw9oQSRKIfqiSUys15hrmtT65HMh2TfXJjpKcbeJh/mTiyRGQwTXFLiwhPXDsVD7+zAgtW7T8tw1xuIyB5qSF4eXLkd3sCZN53VahMAnp06AvOnlMnGbJanGAs37Bc9SAnP/ce+Uz3ui8NqxNMK38dSU+WzmRcSy9kyLc4gg+8zeqTmR1BaWorHH38c06ZNQ3Z2Nv79739j0KBBeOyxx9DW1oZFixadjVhPC9+0mh8B2bqnZtq7p8mHq/57k2Id6+ZVYkihHXuafPjZ0s9EW/WIoMIDK7fjz7dejCGFdmqbnaGYZhsckjykbIsBsXgC9731b7xw0wU41RkWCVBwHDC8r4MXq/jqpA+lve0odFjQGYrCYuyOqaUrgqUzRon4WNItFoSAXVPbgJW/GC/qoz8Uh91iAKtLch765VrRlPr1kVa3FGSL3BVDe+GahcqeRu/PrcDMZZ8r5nbZzNGq5wvjkMb02swx+PxwG64Y2gtH25LGsDuOe0XeSCa9DvnZJugYBlMW1iq28151BU51hlF3tAPXjCjEFS8qjynxBVPLD4lV+n8lrLnbg8kvKcf3/lwPrllYKxtjIjhy7YWFSCSAKzXiJjFI6xmUb0Ou1Qh/OLkd1mxgsX7XCVku6452oKa2AUtuGYkvjrSjvH8OYgkOJQVZiCc4+MMxmA0sPth9ApOH98HhVj/ys03qvlf3VKKxPQiGYURGsjW1DXj7rnEwG1hE4gm+b9JttVnmpEnw+l0ncFlpLyQ4DlenckkrazcbcKQl+UPKz5ZtTStfa+72gGUY2C0GhKNx+MNROCxGdEXi6AhERXOaCAxojTk5TsZiyohCBCPx5DbDQBSJBIdChxnTX/0MN48pEs1zkh/h2xFae6TuycMLRQI15Fy+7eGForzR8Pd7L4EuJaZiMuj4a4t0i96oolz0cpgRS3AIR5NtxBIcbn5liyJPce28SsTiCX6eaOXug3sq8f72Jtk6IPGsT3mpXf77T2T5uOOSQfC4XeA4wGZiYTGwiCYSaGwPYVeTF5OG9EIknlDN9dq7K+ELRZFjNYBlkobJTlvyxpkY9TosRplRb0tXBJf91/+J8iXsgzs/CwNcytzpA81d/Pk0fPzLS3FeQZbi8dNBum3uP9kpy3e6a0CtXhoOnurC3+qOU7/raHPsbORFCLJV8WwLgmSQwbcV36iaH8GRI0cwfvx4AIDFYkFnZycA4Gc/+xnGjh37rXqY+rZAS1QCSF+swheMoqVL2TyWlKO1+dlBumoTQUcgiml/3CL7XEuAQogl00ci12qUPXRICdxSMQYhAVurjz0VKQhF42kRzrtCcdV2eyIoII3JH4nxMWgJRORqfLEJx+OSkvy0Y9IqoybUIIQvGFM93pUSC1AS3JhUWqBJalcSqACAVbPHo1fvbpJ73ZF2RcU/AAhExee/dec4jCnO48/9/d/3Y8xAJ2597QssmT5SNa4OP12kBQAisQTK+jhE64w2n5ZMH4nnP9iHivNcojwolSUCBWoQ5isaS2BoUa6sTN2Rdur6lp6vdpyMRaXbhZ+8Iq5ryfSRaOmKpDXPae2RuivOc1HPJcfTmT/+cIyXPheKiEjrInHPfn0bVtw+FodaA/xxJRxKidao9UUIbzCmKtATisap/QlE4njxo6SP1KrZ41HWJ6moW3eknRfCKXYlb7rVcn2o1Y/Zr2/DqtnjcaFkXqjdRB8U9JO2llfNHo8BUH6Y+iYED9Jtsyssv4Z9HWETtb54g1HF77qe1nUmcKYELTLIIIMkTuthqnfv3mhtbcWAAQMwYMAAbNmyBRdccAEaGhpwGi+6vhfQEpUA0herSLccrU0tAQW7Rc9Lo5PP3607jpJeWXh/bgW6QnHkWA24/8rzUdrbjvzsbhGL5s4Q9p7woX+eBcFIAsuqRiPBcWAZBoEUwVxIiJbGMdBpxdIZo8AwDLI0iP4F2SZRnHaN8kV5VrwzezxMBhZLpo+UiSV0j4F6PY4eCGMUZJu6xRqMLC9IkWViVcUkettNsBjSEy4AkJbQgxBKog9WI6sq1CCE1vg4UvNMOM4ji3Kh1zHIsxmhZ9WFPrRiEBKlvYEILIJx3X6sQ/SGSihqcfOYIpT3zwHLgBcLiCU41FSN5sdeq+85VgOWzhgFo06HLIseelaHdn8E8QQHR0rAQSgeQhPnIG2kQ/iWjkk6ogtmI4v9JzsRiMSQYzXyoggWI4t7Ly8RvVVOR7SBlhfadUhLqEaIAc6kGMUrnxyUrQGhKMLpzh9C7LcYWX4tqgnUWI0sciwGBCLqPxSQuoXfdVp9tZv1qu2nMw+IOEhzZxixOIc1d3tg0SffUhEVTiXQ5ps3EEGrP4JYgkOC4xAIx+CwGkUiCOkIFijVk5USq9E6/0wjXZEFWjmtcVQTq1ETkpC2pdVORggigwy+Wzith6mJEyfi/fffx8iRI3Hrrbfi3nvvxdtvv40vvviCN/bNoBvpiEoA6YtVaAlQOMx6xTafvWG4iORMQAQUgpGY6Jfxq4b1wp9vHYNHVnXzd1xZRkURiyeuHYqbX9nCbx0i+8Lv++u/eUPel6aV48GV2/Hs1BE8+VdqPlo90a1KDN93slNEDH/6hmGodLtke91JDAmOE5HdSZ+F5OxKtwudoaiq2EGTN5iWGEKF24l9Jzv5vi6aVo7n1++VGeJKyeETS/NhNrD419H2tNohAhzplt12pENR9GHpjFHYeqgNgLqQgMftRJaRRWWJi+pZUul2YdfxDl6oQjjOBBNL8/FEisdDa6PS7eRFI6QQEqVpRPNKtwuzJ5yHW1/7gs9rpduJ128bi+fW7+kWC5DwzN6842JVcQWSzzU7mrCn0Yv7rxyCJ1eL10Cl24m5l5Wgl92sKM7xxmeHUXe0A5WCfiiRwoXj1+wLYVJpPm/8LBVdmDSkF6xGFhcNyMW2w+14as0evDStHL/9oHvedxv61ove5FWkRBsuH1KAv+9phhRSYY8k/4OTrTlh7rTyuG5nUoxCKpjhEYgi1CnM1wp30qxbbY4Kif3PTx2uKhxTd7Qdy6pG419H2/k3RMrXn6RoxIa9zWn19ZISF/JsRtRUjcbCDRSBnKrRmvOACEFUv1EnMzx/5OohaOuKqMZbd7RDtm4ee3cn1YBcKIKgJVhgNujw//76b2o9HrcT911Rioml+diQMnyXnn82BA/SFVmgldMax+bOsOgzJbEaqZCEtC2tdjJCEBlk8N3CaXGmEokEEokE9Prkzf1bb72F2tpauN1u3HDDDejfv/8ZD/R08U1zpo61B3iCtxQetxPPTh3Bv6FqbA8gEI3jiffEQgGEgG416NAnVfZwqx+PUJzmf3PDcOh1DO5XaPN3Px6BVXXHqQpQlSUu3OYpxoxl3T5KS2eMQo3kS5L2mTCGmRXFogeyCrcT5UW5/JcNLxwgqKN6oht1R9qpimrSm9U5E0ow67XPRb9mW40samaMxuKN9aKbDY/biV9dUYr//ngf9QudxPbvI+2YPaEEc1ds42/+pQ9eMyuKRQ+BtON3r6hDeVGO6N9zJ7qxeEO9ouoWyU2l24lfXVmK59bvFd1EKrUzsigHVWnGNH5QHh6dUoZPD7Ri9Y4mxYfUiwbm4sWPkmp+j04uw2Pv7hTNMVKnLxBFnxwzFgoI8+R49YQSbD3Uii8OtWPOhPOwcEO9rL3qiW7sbvTyamzSm7Cnrh+Ok74gXpKcW1niwm+njkBhjgXeQESmPEfLq7BessVJONcIXFlG/PXOcXhqzW5MU4jrV1eUYtoft2CWp5haB5B8sF+3o4k63h63E/dfWYoXP9qHOy45D0N6Z8NhNaKxI4gHV24X3diJVPqKcnFbZTHybEY8u14u/EHKTxnRB+fl21C17HNqjNJ1JkRliQvP/mg4HvrbDlEcQjU/8oPIY9cMxa3LP8dvbxyBJRu75zZRQ1u8sR5fCtTSlOZl8kcMJy5IjZXH7cTTNwzHb9fvxfUj+6HZF8Iahfk6sTQfd192Pl74YK/sOiiMFwDumVSCLw+10a97bhfmXubGwo/348sjHVh8y0hYjTokOGCRZH4nxRsG4vUthzGifw6G9nHgtc0N+FJhvXrcTjz7oxHINutlD0LCvC+aVq44D4gi4IMrd1DPr3A7MX/yEHQEorL1SOJd8dkRPHndMNG6uaB/juJcuKTEhYUaMT19w3A88f4ulBbaFeshD73PSeYsETwoPItqfrSYpW1Kywnnr1Sx77mpIwAkxZZIebX1JMyhtC3y/bZ8c4No7p7tvGSQQQZJnOlng9N6mKLhxIkT+M1vfoNXX30VwaD6loNziW/6YSpdUQlSNh1hCYLj7QH4BAITdrMefXOtqm1qEWzfn1sh4jpJ/1b6TOu4tN118ypFMaqR0YnXj8Wog82gx5RFtVQ+g9XI4r3qChxuDfD+UWt2NGFUUa6q0e7aeZUwsAyuW7RZtv3QZtLDH45RSfDl/XNgNxtgM+kRSyTQ5A1Br2NkBHAtsQYiJpGfbUJLVwSzUrEK24nEE8jPMiHHasCBU370yTGLCMzSsgPybIglEjjpC6O3wwSbUY8ZNVux5KcjVcdOKGwxekAePj/cRiXNL5xWjrkpqWyl47e+9oVi36ViBtI6powohF7HgGUYBKNx3uenINvE35xoEc1pc0pLjOPPM8cgkkigt8MEHXTgmCR/LxSN44vD7fxcUltHWmts9VwP1u86gZraBrxf7eGJ5t3+TlFYTSwMOh1a/WHoGAa19S145ZODWHTLSH5+0LBuXiWm/uGfCETiiv1Xi+3jX17KCw+QOGwGFr5wFL5gXCZcYTWyWD3Xg3AsKVxAxqgjGIUvFEVjRwjn5dsQjiVwuDWgKJCweq4HzZ1hbDvSjh+V94XTZkSrP4JILIErVa6fy6tG44sj7ZgyvBChaBxmA4vVO5rSErsQQjhPrUYWd146CJeVFsBkYBGJJhCIxJFl0uOD3Sf4bYnr51UiEosj22zAwRY/YikBjkgsgVNd4aS1wdEO/Ki8LzgOaQsx0MQBhEIQNNRUjUZBtpE3Lw9HE8i26EViE9J1k85cUIup1R/BxN9p10O2NPPiMS4bCh3mc+YzpSWyQCsHQPFcYXmzgVWdn1IhCeG5dkvyu6NL8B2eEYLIIINzg29UgKKjowNz5szBhx9+CIPBgAcffBDV1dV44okn8Lvf/Q5lZWWoqan52kH9JyFdUQlSNh1hCQImZTDLcQAj+FutTS2CbTCSEHGRAmH5Q4uWCAPtuLRdaV9ocVmNLMr756DAbkIgHAcDhv+c9jAViMTR2hXhH0TJ7wRBineWEIdb/ehtN2PhtHIRl2Huijq88OMLVIndCY6DLxRF9Rvb+IfgivNcuHJob94IWUusgYhJSAUGpIRvq5HFyl+Mh9NmRFcojpFFuYAH/I0j2S45y1OMolwrApE4Ch1mGFgGbf4I/uenIxGIqo8/icVqZDFmYB6VJG01sjCwOlmb5f1zUFZox+JbRmKg04r191QqzkWpmIEUl5Tko1e2Cf5ILHkja9ZDr2PQ5Athf3MXHBaDJkmbNqe05n8gFseO416UI3njZzGw4MAhx2KA5zwXsi16vF/tQYJLKM5DrTaOdwSh1zH406wxaPNHEG70wmJgEUvxC8/Lt/HlWroivKnrnZcO0uQ1dYVi+Msd47Dhq5OIUYxWI3Hl2KxGFgmO4w17rSY9dAyD5s4wpv7Pp3yZWZ5iPDd1BL9WvMEoWAbIz0qO177mLtiMLGJxDvf+5V944ccXAFAXSOgMda+RrlAUg/Kz4LAmfczUoGMZ1NQ2YFJpAS82QZtP0jGxGlnMmXAeLjk/H8FIAgyADf/vUnAAPtjVhEUbDohEdpZMH4lTXWHR1shQNM63qfYwcUlJvpYXONr8EbQ2tMFu0SPXapQpuR2UCF5IEYrG0RaI4q4/f4lAJI5Vs8ejtDf9BiEBDu9VV4BlGFX+KFlfSia1h1r9uPfyEk1+j9XIoqzQDoZhsLvJh3456T9IfR2z33RFFpTKCT/zBiI40NzVHUdWcoy05qfSNYpL/WfW69CrB6p934T5cQYZZKCNHj1MPfzww/jkk08wY8YMrF+/Hvfeey/Wr1+PUCiEtWvX4tJLLz1bcX5nka5YRE/LqvGwHFbleswaN2OJBCe6MVgz1yMrIySH00A7LiXcWox61eOuLCNev22sjJPiSXFfpr/azcsStW3SY7JAUrzC7cQVQ3upxtsv14LfrqPzmfSSuyDaHvk/zxyjGmuCU3+YI32Xktpp7T69Zrci7wqAIr/kVk8xOkMMzAZ14rPNxPJtsTr5HaD0mJrBbVVFMXQKd5HaBGw9Hl4ln9/C7Vtv3Haxah20NtTatRpZFDtt+NOnh6h9Ie1WuJ2YO6EEi28ZiTlvbJM9UGm24bLhfz89JOMsVU9wIxJLoKUrjIUfi7erEh5YIKo+l3yhKF78eB+qJ7jhyjKJHviICIpSXC9NK8eTEm+xCrcTj08ZygsJ0Pl2Liy4fih+vXqXaCttpdvFr6G4xgaIYDSOWcs/R4XbiRtH9uM/1xITYBkGL00r56+dSuWFY2I1JsVKlm46iOc/2Cfqa/UEN64Y2hvDCnNw1+tf8rmjjamakIEQ6Siz+ULdCpFkq2ORgE+r1YZJr+NzcfeKOsUHnKaOIFo7w9TtuVL+pt1iUDW/zbUYMWZgHqIqD+hAUlWRPEhLx1cN34TZb0/jSFfsQquedPrzbclHBhlkIEePTHvXrFmDZcuW4YUXXsB7770HjuNw/vnnY8OGDZkHKQUQUQkahKISPSnb2BFUNffNMinXYzXqVNuwmsQPQnGOk5Vv9oVV62j2iUm6NPI6x3EiA0hCyCV4buoI2cMJ6eOC1bv4/evStk9IRAs217dixzEvKhXirXQ7seOYV8alIEao0v7TzDkdNoNqrHqWlZldEpDckJxI8yBtVylOqYmorExtA5q8QZ7zQoPH7USfHAtfz6cHW2WxSI+pGdwu29wgG2cC0melOLzBiGKdxID0nwdbFeuQzjlSb93RDtUcL1AYR2G7m+tbsXDjfpzwBkVmqATNvrDifHt08hAsoJghb65vxaKN9WjsCKK+uUvGjdlU34JFG+sV8ynsM6nri0NteHTyEFH/dhzz9nh+LVi9C49OHqI41pvqW/Doqp28bLfw8+WpNdTsCynGXZma+6S9x97dyZuWEuK+Un8/PZg0pbWZktfGLIVrqHC+zfIUY+mmg4pjsPVgG4wGhh/bipQYinA+0YQMlGJUm3PCMgS19a14+J0dIgEWrTZO+kL49GByns6fUkYVMPAGIvjHvlOyBynSd+Ecv6TEBZtJr2p+2+gLYdHGeup1Qqlv0vFVwjdh9ns6cWSZ9YrjIpwjX7c/35Z8ZJBBBnT06GGqsbERZWVJV/lBgwbBbDbjtttuOyuB/aegX64Vv1FwP//NDcNF8ujplvUGo1TCK5D8Iu4Kx1BFcauvcDuRazUqHquqKAYrmRHt/qis/AMrt+OJa4dS43zi2mF4IOUyTz6bKXB5J+14/VHMFNRbU9uAmRXFfJ0FdpNqH3vbzaLPCCle2DbBU2v2YP6UodQ+z79mKJ5as4fazub6VliNrOjc8v45srgYhlGNNRxNiPoqbH9mRTF2N3qTuWeSW5aqJ7hRKfmCHj+IrvxE4izvn0ONjWBTfSt62c1gGUZ1/GMJjq+HjEmluzsW6bFxGnGxDEPt++5GLxZcP4w6hxZcPxzVb9Sp9hVIzpmqimJZrirdLlRPKOHnHOnfY9cMxe5GLx+7NKZxg5xUgQJpu+TvArsZ4wbJ8zh2UB5meug5Ht7PodpGgd2MXpK5LTyulM8KyTojdQ3v5+DHr7x/Dp5as0ex72pzZ3g/h2qZWkl+hJ9bjCxGDcxD9QS3rN2kQEJy7hN8sr+Ff+vssBrx7NQRsjEW9re2vpX3NfMrXPt2N3oxf8pQVJa4UN4/R3MMbCY9yvvn8IIqhQ4Ln1siEkC2V5EYpTfVwhiV5px03IR5a/d33yCr5UEY3+b6VowsyqFu/WrpiqAgW/m6SuY46V9XKEYVdwGSY2QzsaJrQbp9E46vElq6Iqpta51/pqAVhz8co469dI583f58W/KRQQYZ0NGjbX6JRAIGQ/dra5ZlYbMpG/ZlkMQApw3PTh2BTgHRNJviM5VuWS0eli8Qxd0pcYBZFcUiYn+7X/nY3SvqsHTGaFFd/kgM9/3137LyH+4+gVmeYjwyuQydwSiyLQY0eYP4cHeTiE/BpXggS2eMRiAS49t54ccXyOrt6zDj/itL8SDDwE8xVJTGJfS9Mut1+PHLn1K/VAKROHyhKO774WA8OplFS1cYriwTovEE2v0RVXNOvU6H6a9uwc1jijCrohhWo3zJdIXUYw1EYkhwHJ64dih8wSgCkWTMsTgHbyCKsj4OPvcLp5Vj66E23PfDwagaP5DPt176lCuB1aiHlvMO4Y3QxpOMy/Kq0XwfA5E47l5Rh9dvuxhVFclYbJJj//PTi9T7Ho2L2ssy6WE1Jfk0jW1B3H9lKR5gGHSFYslxNOhw4FSX6s2BkG9194o6vDunAjqGQas/SezecdyLrYdaeQ5cv1wLPtx9Erf8MTmO0y8egFiCwwNXliZ9puIc9CwDCsWI2q7w72yzAe/PrUB7IIpYnMO2I+1o7gyj+o3uNUbEQ4x6Hfw9MH3WyucDV5biWHtQNH7CuRyOJeAPxfHw1UPQ6A3CatTzOZOOf1yj88fag/zY9zR2I6uDLxjF1kNteODK0mQ/InHodUlhjeo36nheFYFwa1yfHAvmTynD0baAbL6S/vL8nqDy9W36q1uw4vax6NC4foZjiZR3ngEPXjkEdjOLOAe8cdvFiiIBfXIsWDitHC1dEX4eSmMkcT1y9RBEYgkY9Dqs23lCNm4EPsl1pU+OBYumlaPJG0JHMMpvvdz4VTNe/r9ur66gwvXMF4pqzi+HxcAr0GnxgQg3ljanyJpT6pvW1sdvwuz3dOLwBZP8PjL2SkISX7c/35Z8ZJBBBnT06GGK4zhUVVXBZDIBAEKhEO666y7ZA9Xf/va3MxfhfxiIWMTXKWu3GHB+QRYW/3QkYnEOvmCSjKpnGcz5323IpnCviDiFzaxXJP1bjSzys40iAQpi5iqtKxBJoPqNOvzlzrFo8UeQZTFg1nJlErZU8YnKK2EYfLg7qXK28hfjFesCgCyzAVf/96aUgp8HoVgCC64fhoLspOBCkzcEA6vjidU2E4sT3hB6OyzQ65Jtf7j7ZFLEQQVWE4vf3ngBL0ixcFq5TIEuR4WjBiT3zd/08hYsnTEKD6zcntqiyCASi6OXw4xrL+iDiwfmwWZiMXfFNtw8pgg6HfiHFw4css16EVn8za1HeANatRhEyoRGPbLMeszyFFPNgoHk/GCQlJImxresjuHHjqjhAcmbKCW+BGm3f54FL/z4Aj7uUUW5+MkrW6jx6VkGDKNHjgJ3UFin0KDXxOoQTXBgGCDHasSkIQWIJwCdjkG7P0LlbcUTSaGFbUfacfGAPNQeaNPk1knnrEmvQ2coipte7p7XViOL6y/swz/IMQyDXY0+Pt/C/KXTBu04Wb/l/XNURR1Meh38kRj8Ke840rbVyGJUUS76Oy0AxyCkIdACJN+ahzX4WkqxOywGxBMcXv6/g+A4wON2AVyy/GWlvXBhvxzk242i+S3kj3oDERmXUwpiaGtJWSTYTCwABhu+Oil60NAxDPI0CPsmvQ52sx4cgPW7TuBH5X0xKF8uEkATAzivIAto7kLVsq2Y5SnGwmnliCU49HFYEI7FcaorDJ2OQbHLhhO+EPU6zPdJsAVc2JbFwOJmwRqSQokvZTcb0OZXf4ORa03fsFfIjRV+p1iNLN68YyzK++eI1r7wmmPUJ380URJQ6AkX6Wwi3Ti0xC6+bn9o5wuvndEEp5rPDDLI4OyiRw9TM2bMEP3905/+9IwG85+KdE170y3rshjwys9H4REKQf+Vn4+ChWUUjXmnlvelmtsSn6Zfvyfmc1S6nXjzjrF4eu0eqtnlhr3N+P3f92PpjFGKBprSffMVbid2NnoVxRKWzhgFS4rbpWTIGYsneAPSJ96jeyFVv7EN5UU5WFY1CgaWRU2tmBPicTvxw7JemsaiizbU8wTtvSd8stxWT3Srxsog6SXz1Umfotnx/ClD8fI/9uP128ZiwepdvEreolvKsUwSd4W724BWmDupcbGaOISUbC7tr9D4dlZqyxrNnJRmPqnW7tXDevOiCErlnqEYMCuVrXS7MLbYyfuOCU1ppWNNy9llpfm4obwv6ja18znQMj8mf5/0hdDo7ea1EI8a6RoSkvubfSFFc+kKtxPNvhCU3hFJY9hx3KtqnNzmjyCW4HA8Zepcd7QDVw3rhXsvH4x2fxjNvjDvo6Rlkv3xnpPolW1SbM/jlnPUgOS8/+JwO5o7Q1hWNRqLNuynCm80+yIiY++bR/UH0E26vyC15Y4Wn5qhbfUEN0b0zcGcN7Zh1IBcnsOi1A8hP4r4XpFYhFATA3BldRv0EoPoZ9fvkfksPXXDcFxWmo+PKf53HrcTuTa6MbXa9UbN8NWVZcTWQ21pm8Vqmd/6w3HFta9mUF5elIO1qeuMkoBCusa7ZxtnKo6vW4/0/HTNgjPIIINzgzPmM/VtxTftM9UT0950y6ZT7qGV26m8gP+66QL0ccjNVrWMRi+UGKACYpNXor63YLXccFiohFZZ4sLsH7jxWUMrPj/UpnjzNmlIAS4dXIBHV8mNiRdcPxw/X/oZfvGD8xRjFpq2PvOj4VizvZF683FZaT7mXnY+nv9AbCopNRYln92WequziXIDITVgJByyDV+dwPA+OWB1DP774/2K43a/xNyyeqIb/zrSrviQJh0T6YOEmqGk9Hyl/pYX5fI3hMs2N8jMhGl9VzWGdbtw9fDeeOidnYrlaA9EanUKx7onfZbWq2QUraTmp2OAquXd5tFqa6jC7cSU4YXo7bCAYYClmxooN/4liMTiMBt0WLThAEXNz41bBWbVz984Av1zrVi4cb9s7lZPKEGezYAsox5PvL8LPxlThDc+O4yHrh6CzxvaAEBkhqvUd6EJ88v/dxA1VaOxZGO96Kaw0u3C49eW4em1e8RqfiUuzJngxqzln+OOSwYpmuZWuJ2YPLwQjd7uNzWXlLjwfGor8CaByak0vnQMbScPLwTDMPjB+fm8GSrtYYj0NRSNi1QapearambRfNxv/Rub6ls0TV1/c/0wPEQxXydqfrS2vo7ha1NHEIfbAli4QTxnhGbYQqiZ3zIADknq0lqnk4cXosBuFl1npPlNp+1zaWp7puL4uvUIz++JWXAGGWQgx7fWtPfbim/6Yaqnpr3plE2nnJppL81s1WEx4MaUl4zSebRtNsLPXVlGPJf6VawzFIXVqEeC49Duj8IficGk16G+uQsVbidYnU61D2vmeuALRtA31wp/JM7vRc8ysjhwyo84x6Uds5ap5Pp7KgEu6fvRFYrBl+I70LbCKeWWbLm4enghvIGoyNz0uakjMHdFHVb+Yrxqn9fOq8TVGkbGtP5J43jzjrE41RlGb4dZ1Sx43bxKzf7SzHVzrAbkWY0IxxNoaPHDomeRAIccqxHxBIcsk161n2/fNQ4mgw4cB1y7iG4gTAyYg5E4gtEEss3qdaY71tLj0r+lWzgHOq0w6VnEEgn4gjFYjSwsRhbH2gLY0ehFaW972mvo7bvG4ec1WwEAd1wyCB63C7FUvqxGFp2hKPQsg4/2NIPjgOF9HXzdO457wTDAFWW9EYom+TwJjsN1izcrGicvSvl9EQPceIJDLMGhsSNpqq5mki01qyYmzFYji3V3VyKW4NAeSBr77jjuhVHPwOPOB9DNh3LajJi8sFbRQFg6LtKY1s+rFBmiSseGmL9qGdounTEKRXlWlPTKFn3uDURw0hfmzYnjCU7GPyIQmq9qmUUL407HGDfLrEe7PwJfKAa7WY9cm5EXIVFqi+TiiqG9cLQtyZtz52dhgEubw+wNRNARiPIeblIzbFp5NQNbYV1ZJr2qiS1ZA2r5Tbftc4kzFcfXrYecH47FcbXKtV0pnxlkkEES36hpbwY9R09Ne9Mpq1lOw7SXxpmSGsbSztP6nBgOr5o9HhwHTFmofLH/yx1jVdvzhWKY9upW/u9Vs8djSKEdWxvaULX88x7FrEW69gaiaPVHeONcNR6KUu5JTssK7bLzSc57Om5acdOOByJx3nj3rTvHqZ7fkDICVesvzVz3rTvHoSMYRSSWwC/+V36u1rg0d4ZVj5P29p3s4mPT6ku6Y00TkZC2K1wbtPnwlzvG4ufLPpfVnU6/yU3kix+Jt7uRdpZMHykyi5Xi0pJ8XJji+dUdaVfkPwJJI1dCkCc3bFsb2hRzJKxL2m/hPGgPRKhmtb/FPlF9b905ju/v6cxlqQCDtK+rZo+Hw2rUNLQNxxJUQRshz6XuSDtuWPJPxTpE12lNsYDutrT63RmK4ryCLEUFR6W2aNebVbPHYwC0H6bSNbNNp7z0mJZohXANCKEkoNDTWM8WzlQcX7cecv7pmgVnkEEGZweZh6mzjLNh2mu3GGS/0gpJvtkqx80GlnpMSHaWgph9CoUpSFsDXTasuH0sss16tHYlb5JNBhaRWAKr53qQ4Dh4/VF0RmKi87T6arfosfZuD2IJDm3+CKJxDl+d8PGCGIFIPC2yvvD/ym0Z4LAasHquR1McRC23NbUNGOC0YNWcCpj0OnSFY7AZWZgNLP7+y0sQi6u/BJYKh6TbPymsBhbVE90iDzOt86V9shn1iCUS6GU3i4QBamobYDfrYWB1CKfEJ6Tn9s+Tq1T2pF8Eve0mvFddAQAIRxOoqRotI7ITFGSbsHTGKORnm3rUtlYs/XItfLtE9MNuMYgEMBgGuKBvDvrmJddIJJ5AQbYZJlaHOJeATqdDuz+CPJsR1RPd1PjTnaui64UKad1qZFHSKyupMHi4DQ6rMUlOt+jTutEi+ZQK0QQicZFZLW0tkJwIRVPI9UVp7VgNLG/sS8pkm/X406wxiCc4fEkZ93RNc/vnWRCKJhQJ+id9IZgNLH8dO+kL4YGV20WKksK8OywG3DOphH+zaDfrYdSzOOkLwmLQI8dqSPsaReqliVkAgMXA4uWfXSQSsDDpu9eisH4iwiGt51w+jKRjLkzDuRKUOFc42+PwbRHoyCCDDJLIPEydZRAjXiXeC820V6us3axXFJhYOmMU7GY9T4CWHp8yopB6TCpeQED4K79dv1cm8lBTNRq1+5vx9NqvVIn/86cMxb2vbkFLV0QUoxp5/h9fNWNwb7uMI1GZOv/W177A3hM+VSI5IcQnSf90DyGP24loPMFzlbSI+AzHoWbGaCzcKM/tsqrRiCdA5V9VT3Cjb45FU1RDeLzuaIdq3DTC/8TSfOTYun+51BJU6OswY9KQAtw8pognM6vxZ2pmjEKezQiTXodGbwiXleZj2sUDRERoNYJ8pduF1q4wjrQHodcximIMk4YUwGxg8Zu1e2QxSMUzKt0u7DvZiYdTPCylPtNyRsxclYRTPtx9khcgoQlYVLpdqJ54HvyROH79npgv2C3i8ZmIhyaNXzhX1eJJVyCArEVpPET0oK0rjGiCU57nJd357O5LMu6/bD0iMqulXUtIv6f+4Z8iPpl0nhEQYZK/7zmpSKyX5q2SYppLI/d73E58sOukiIslJOgfafXjIYrgz+u3jcX01DVLmncjq8OXh9pkQhozK4px+58+w0VFOfw1asdxr+IcJ32g8bcI36z6jW14duoImYAFuY5uPZTkv/EiHBJ+1bkWJNAaC9o161wKSpwLqImTnKlx+LYIdGSQQQZJ9Mi0N4Oe42yY9gLAEgUX+yX/OAAAWLxBLnSwub4VO455qceeWrMHcyhmsfMnD8GSjfWym7vN9a1YvKEe4wcleRKzPMVYJHmQApLmkwtW70rJgYtjnP2D86hGj7MnuDG00CG7mQeSBqJLNh7Ao5OHYGihQ7EOYhbpcTvR22GhmqhWup341RWlePGjfXw7agaUsye4keCAxRvpuV20sR47j3sVj2052KpoVPvYNUNRU3sQ86d0myHX1DZgpkduSis0oJV+fs+k8/FC6mFOy0xzd6MXvR0WPHzVEFGuZ3mKqbnfXN+Kxf84AA7J7SZ5FgMev2aorCwx05X2k+Rw9MA81NQ2gGGA2RPo4/f/Lh+MpyUPUiSGZZsbMMtTDCB50zl7gps3Xlbqs0chZ3savXjyumFpmeAuWL0LZX0conKb6ltw4JSfN4+VHlu0sZ6PlRa/1NT6qyYfnr5huKYJKKBs5Pqowpr9ZH8LHn1nB8YOcuK8fBvdRLfEhWpBPrv70orlmxvwxLVDRTEs3iC/DtH6/dSaPbjvh4Op86q2vhXPrN0LjlOfeyRvFW4n5kxwa+aBCIcITWM/2d+CB1duT/GlQrIHKRIPuWZJ8+4NRPDQ33bIrnPC+Mg1av7kIapzfM4EN0KxhOzGGwA27W/Bwg378dzUEYr5WLLxADguOTeeuHYoHnpnh6weYX/PBZQMjJXWH21ef5fhDUSo43mmx0Epz/9p+cwgg+8KMgIU5wjH2gNpmfamU/brClAoEaKtRhar53rQ0OLnyeyFDguufklbNEGLaP3+3Apcs7BbbGDdvEpM/cM/Fcnzf7lzrKi8FG/fNQ5Wkx43CuoQmqM2eUMoyrNizY4m/mZK2lZ+tgltXRGegyXMgxIRX0tEQi0PS2eMQqHDjCZvCH1yLPClzI71OgYnO0L47HAbv5WMEMutBhZ9ciw42i42LBX6TNktBmSZ9NAxSW8yNdL+QJcN4Wgc3kAUX6S2Cr115zgRv01TsGNeJUpToilfnfDhiheVBTmEBHmSw7/9Ynxym2Asjhv/51PqHBhZlItZy+W8JIL3qitwqjOMgU4brllUK9r+Jeyz3WyAxchi/a4TMm8u0tbFA/Lw2eE26ngrCXKkO+ZKx9fe7YFJzyLLnGzPFxQT0ntCVPcGImjuDKMjEIUvFNUUwvj4l5ci26xHIBxDnEtyq/yRGPQ6HbJMLK5f8k8qr4Wcm64Qg7TfNVWjNceUYaC67t+fW4EPdp1ETW0D3q/2iEj2JA/eYBQ2k55f+7S+fPzLSxGNJ1TFEtbNq0Qfh1mU9570ee3dlYhzCfzk5S2K17m//WK8agzS66YU6+dVpiXCca4FCaTzNys132IJDvEExwtffFOCEmcLWvPjTI/Dt0WgI4MMvmvICFB8R6H04HQ6Zb+uAIUSApE4TnWGRTdAK25XF4ogbWkRrbtC4hsaXzCqSp6XlpeiuTOM3DinWsdf7hgrOpau6IYaEV8r92p5CMcS8AaTBqorbh+LaX+kG29KieVKohgkRiLOAcgJ4OkIKnRKiP5aYykk2HuDcmK/sF2aIIcvFMOY4jxVAQUtMQcisrHi9rGym2VhnStuH4sjbQH+b1pbZdNHKo63FLTcnI64QiSWkL3lEqInRHUhKf3W177QzB0RPQDkwgtLpo9UfJAi5xJoCTFI+x3SMP091h5UPQ4AR9uC/FhJuV9SQQk1Q9zOUBQRDQ5jZygGR6F4DHrSZ28wivZARPUaJRXZkELrOhiKxtMS4TjXggTfFuGIcw2t+XGmx+H7mucMMvi2IfMwdY5A3jb5gslfjrNU3kyd9IW6pXIteuRajSK1J02hitMQoCCEZofFICKe2y3qU8RuMWDF7WORYzXg3stLRJLORMSAYRiwOkYkIKApQJHifSkJDgzKT6pW/eWOsbBbDIjGE5jz+jYcFdyQCdug9blfjgV6lsH7cyvQFYrDYdHzgheBSBxmA4u+OWa4sow8GV0rbjVRh4FOK8wGFm/dMRZZZj3er/Zgw1cn8fL/HQSQfHM2qigXuSlO0lt3joXFqIfNwOLey0tE5YT9cFgMaDjVhTyb8bQI4FlmVrOMEI7UnPAGIiKRAdpYkbqEuWAA7D3hgyP1S6rwbZFwnqbTjyyz+nzOsRrgyjaKxlAIqbhK0WmIZ5yOUIjZyMIbiIi2j9EECNIlsXsDEVgMLJZMH6nZB2Hb0vmi1RezgUXdkXbYLQbYjD0TOCnQEAexGpJv6tTQP8/Ki3ioCS5orQOrUQ+TxqaMbLOe76tSvdK5VySIL8vMIhDREL/R6K90bcpjVBcD4UWJvuWCBD0RbDib4g5a371ayAhDZJDB9xOZh6lzgMOtfjxMITn/5obhGOAUS9kqEaKJiSOQnlCFkkDFlOGFqJkxCgspx2pmjMaOYx341cod/Odv3nGxaltrdjTxogVEgOLFj/arihgsnTEKNqNOVTxi3a4TPPFfJjhQ4sL2ox24XxCnx+3En24dg58v3Yqj7UF43E7E4xwq3S58eaSdSmpPGgifx7+Jo8VbKSCjDym0w6zXqYgrOHHSFwKg7FBPuDhVyz9HeVEOqie4cWG/HCQ44M9bDmFkUQ5e+GCviJNBBCzK++UixiWwtFbSD7cTj04Zikfe2YGHrh7SYwK4PxyTCV+oCVf8+2gHzAYWj76zU2Y8KxwrIqyglItKtxNv3jEWT6/dQ52nagIlO44nuRetnRFVMZYPd5/A5w1tePOOsbj5lS2iByqauIqaeIZS/k6qCJxUUM6pcDuxensTth/twHNTR4ADFAUIZglMgZVI7FLCu1ofhG0/O3UEXFlGUZ7Vxt7jdmJ1ar0DwDMKojXSfpPx33eyU7HuSaX5KLCb8C+NuffBrhOoO9KOZVWjYVIRXDAblNcpmcMXD8pTHevGjiB/bSD1Con/amu8ZsZotHcleVlK/bmkxIVcm7KQQIXbiWZfWPV8LTEQIhT0bRYk6Ilgw9kUd0jnu1cLGWGIDDL4fiIjQHGWcaw9IHuQApIk50fe2YFj7QH+MzVC9MPv7OBv1LWEKgxQFqjYcdyLxQrHFm+sx3FvSPR59Rt1eOLaodS2hORuqQCFGpF8yT8OIJZQFqCQEv+FhP0KtxOzf+BGk08cZ219K+av2onF00fyZOd/HjyF2RPOw/zJQ+hiFvu7ifJK8W5KkdEX3VKO2T9wo7EjiKcoIhIVbidmeopR6LCgwu1Mi0hPhCkaO4Jo8gZR1seBmtoGKrl90cZ6GA0MamqVY7xhZD888d4uqoCBmmhFJMphwXXDxMIXCgISMyuK0eQL4eF3dshuooV987ideOTqIaipbVDN7RPvyUUdNte34oUPv8JDV5UqEvf7pm6cdjV5lcVYUgT92lQ7i24pF5WZP7lMJtSgJp5By19liQvugiwFgRMXqieUiAQQhPP7k/0t+Me+U3jgbWUBAqGIA43ETiO8K/XB43bi/itK+bYfXLkd4VgCcwRCFEpjTxNzWLBmD2ZPOA+VFBGLuRNLRNeGZZsb8NSaPVRxkEq3E/MmnY9n1u5RLUPyRtbDJ/UtikT/fx5oRVVFsSw2kv9GXxDPrNsjEnwR9vXJ64bhgZXbZfUC4MUuVIVaNtYjAcBdkIW5E0uoQh/PTR2BXnYzVUiA5PCBldup+aAJDdDEQEgs31b0RLDhbIo7pPvdq4WMMEQGGXw/kRGgOMtIRyyC8F32NvlUychC4j+gLFSh1ubpkOVdWUasuGMsQtF4cjuc1YC1EnK39DytdqQCFFrEfyI4QI4vnFZOrX/dvEr+18vnpo7A3BV1ePuu8aoiGktnjAIA1XjX3O3Bj//nU/zlzrGY/b/b8OdbxyAYTaChxS8ilAPghRfUiOPC/JD2tWLQIqOT4xv+36Vw2oxo8oZwUBCfVIBBKEaRY9Wj1R9Fgd2EYCSBQDiGgS4rDrYEEIrGRX1Uyr0wjg92ncQ1FxSC44B4gsPkl5QNnJXmyvKq0fjiSDuduD97PAy6pIjF1WnWvX5eJQysDt5gFFZjcvsUbb2R7VJXDy/EIZX8DXLZUOgwwxuI4mCLHw6rAXqWQUcgWb+JZRHnEjDqWZzqCic9nyRbIU9nPaYjAqEkADKqKFckuLJ+XiV+JBGCIZ5PDMPAbtYjy6THagUxB6uRxZt3jMWpzjA/Ru6CLORYDDwx3mxg+TxLt6KZ9DoMcFoRjMRxzaLNimXys024+ZUtova1xF7mrqiTxSadw64sI56bOgIFdhO6QnFkmVk0+8Iw6nT42bKtsnpJ7r2BCBq9Ic1rex9HcotYRyAKfyTGCy8UZJtEN9Y0IQEguc3TH47CYTEiEk+aD9OEBs618MGZQk/iPpt97Ol3rxYywhAZZPDtRkaA4jsGTbEIEaE7hv65FiyePhJ6VofOYFTEB1IiK3McRGazam1qkeUNep3MnPfNrUfQFYqhzR9BOJYAw4B/48CbvJrEU0mrnc5QVFXoARDfVPnDcTBMdy+V6vcFo/wNFinDAFTDYXJjRsopcQ7e3HoELMPgL3eOQygSx//89CIkEsntcUrCEGUaX7yxBIfqiW6U98+B1ahHlolFLMHxZp80BCMJRdPX5PE41t9TCb2OQZMvBG8wKotPSYxC+O+Xf3YRdhz3Ij/bhFA0LsuZ1tgSkYBJpQW4sChXJoohRUTB/NeZuqGcK9jiSeALRuHMMmmKGghj9YWS55yXb+MFG2gg87LiPJdq/lbNHo9QLIHOSAyBaByJAHjD2uF9c6DXxeHKMkLHJPlAMR2HK8p64Yqy3jxX7nTEK/zhKH+z1uqPULmFSgIgL//sIn7ehWMJJDgOb94xFjaTPvVjSQyuLBMC0RiOt4dgM7LQ6RjFOReIxNHkDWHHcS9GFuVCr2P4OaLXMSh22UTiCIFIXHbtCEbiaA9ERWVoYjFSxcY8m1FxXYdjCQQicV6oRCmvLV0R6gMZEfGQzslILM6/AQmEY6JcSmPoDMUAR7KNrnAUOVYjDGzSzFunYxCKJR+OvKnrvCvLyD+oCTlBA5w2EbeuuTOMfc1dsBlZ2Ex65FgMPRY+8AaScyeW4JDgOATCsW5j5zRv+s8Ed6kncZ9NcQctIRCt41IIhSFIng62+M+pkfI3beCcQQbfJ2Qeps4yNMUiBITU3Cw9/nTrGDy6aqds3/afbh2DGNd9Y6XGw3JYldvUIpizDIOfC24uJpbm4/XbxuKp1bv47WfLq0bLuALCtyvptGMxqoseaJl36hkGNGQLRScMyTqeXrtbxkEScntMeh30Op1ie6/fNhbPr9+Dj/ae4j/3uJ14bMpQxYcftf5bjSyKnTb86dNDMrNTKT9MiM5QFHUp/hetjM2ox7H2IFZ8dhjTLh6gmCNajETwwWpkUeySxybMWbqCC0JyvBr65Vrgykpuj9EyayXoDMVw08tb8MZtF6fdR4uRxWW/+z+eY6EVlxb532Jk8cu3/iXh2BGj3uQaWnRLOZZJtm4SDtyIvjnQ2hZAWxd2i1HGFVLKk1QEgjrvUtzBuSvq8OzUEXhJ4kNXWaI8L5XqJNvpnlm7B/ddMVhUnrbOXu/BOJI6/uvDrxTXNSmvNFfTmcO0WK1GFjVVo/HqJwdx/5WlMtVAYQzZZj2qV9Thy8PJNfvbD76SXa+rKor5vF4+pADzp5ThkVU7ZZwgnlv39nYZT3HuxBLk2dL/nmnsCOKxd3fyBsrCmNLlH50p7lJPBBvOpriDlhCI1nElnAsD329Tuxlk8H1FhjN1lkHEImggYhEEFr1e9iAFdPOBLPpkWS0eVpZJuc1mX1jGIxDG8+lBcZ1lfRx4UvAgBQBxjpN9CRPiutLfQgiJ1Url1fgIyzc3IE7ZnepxO2Fgux8gSJxqBpuEKJ9rMyi2t2D1LpRKeD3E2PPRyUOofWz2hVDpdlGPPTp5CJ5cvYtqdrpcwA8TgsQp5ZAJ+37CF8KyzQ0Y0idpeBznONUxEAojcBwHT4rrteB9eWzCduuOdijOL1KvkGydZdYrzrkKtxM7jnlVzUml/RXG/s+DrZqxkPw0+8IAujkWWWa9jNsgPFc6R4WoLHHhy8Ptqoa1szzFqhy4Jm8QViOrGoNUvGL+lDLMl9xskzrV8gSozLsUd1BpDDbtV56XSnWSeAYX2rHtcDs//krr+tM0x1FYh9K6nj+lDM2dybFWug6pzWEiNEKLdZanGAs37EdpH7tqv+dPHgJvMIpN+1sU+1wrGbPBhXZF412eW0fhKS7csB9t/qjiPBKuRcI7Ki20U2NKh390JrlLRLBBK+6elu0pcm1G1fmQa+t53efKwPfb0m4GGXyfkXmYOsvQEosQyqN3hmJU1SYg+cVL/IDSKafU5rjz8hTJ8lKCOQCU98+RtcUwjOwzQlzXIrKTX6ylxGppeVq7wj5K32x53E4suH44Ovxh1TgJNte3YvwgJy8QoFMpW1vfivL+ObLPN9W3Yng/B1UkYVRxHuZfU0Y9Nryfg6ogRtoaP0hblEMYDxHceGDldv7Y5vpWMAxDJ/NLBAIAwGZkUVVRjHGD6Kp0wnb3NHrxmxuGo5IicjGzohh7m3wisrU/HMP8KUMVxUaeWrMHBXaT6liR/kpzQcQWlGKpqW0Q5Yfgk/0t8IdjvJiAEB7JHJXO4UtKXHjyuqF4as0e1XjL++cojvPm+lb0spuRZzOoChAIx+iSEhdGFuVQ1fOkefJI8uTRmHeb61tVx4A2L9Ops7x/Dhas2cOPv9K6VhpHmojHuEF0dTvS5siiHPzg/HxcUuKSXZcI9jb68MS1w2Q/eFS4nXji2mHY2+Sjxko+0xrb8gG5qH5jm+gctRxplSvINqmOeyASx5PXDdMUPmjpimDT/hbVtj7Z30K1ESAgdZzOuVL0RLDhbIo79LKb8bTCd+bTNwzvkTw6wZnM03eh3Qwy+D4js83vHGCA04Znp46gikUIkS6/Kp1yQwrt1DabOoKofqMu+ct5RTFPzM6zGTH91c9k23honA0aTyUQiePuFcl6H7iyFMfag9CnbuZneQYhy8TCZtRj3a4T/LYWUp7E0ddh5svbJA9LUhhZHdbPq4QvGEWWxYBYPIGfL/0Mv/nRcJ5HYdXwKmJ1DJxZRvzlzrHwh9X3xCtxW461B1FelMv3oV+uBR/uPomDp5I8kfKiXDx01RAEUjwJo14Hv4YRp57VYc3dHhxuDfCkeekWq2xz0t+LEOZv+WO37DeJNRSN476//pvPcZZJj2yznlfCe7/aw88NbzCCu1/7Av/z04tUY8s2G/Do5DIMcNqwaFo5mjvD8AajsJn00DHJnP7uxxeIyfXBKJo7w6I8SfsVCKvnJNuUlPuX5oLMozduH4v7rxyMUCSBbLMeRr0Obf4w/nLnODT7QqL8EPiCUQzKz8L8KWU42hbgeS8cx4FlGDx53TDoGQZPXT8M8QREZPL9zV2q5rZaXChSJhCO4/xediycVk4VIBCOkStL25w1O+XPRvqwdMZoBKNxcBwHv0aOtQxizQYWa+/24FBrgM+TVp2Eu9TQ6kd5Ua6iNxUZx7/9YjyOdwT5ObLjuBdbD7Vi4bRyfn11BNSvf8FIHIN7d+fUH47i6euHiwQcssx6RCJx/Pq6oQjHEugKxWBLXaNyrAb87scXYF9zF7U/wv8rwReMydajWo60ymnVEYrG4QtGqPNIuBYJ7ygdTqsSzjR3qU+ORTPu0ynbUxQ5bfjdTRd2+0yZ9ci19cxnSohzbeD7TbebQQbfZ2Qeps4xpGIRQqTLr+oJD0vapt1qQL8cC667sA9icQ6+FPmZQZIPsHBaOa9slW3Ww2TQoX+uBdeV96UaUwpvKAlxvLx/joz0vW5eJQAxgV9KNH9/bgXPNSHllWAysFSFMauBRTAB9C+wIp4SdFAysrSaWLR0JkU1CuzqhqJKHAsjqxP1YemMUVi0oZ7nkJF8FNhNvBKflF8mhc3EIp7gqMR50h+LUYejbUEEoyzqjnZQeTJmg7jvfXIMsBpY/sZDqgZG6ldD8gZGj88b2pBjM8BuMUDHMDKz2QPNXaLPzAYWd/75S8V6rSb1S1G2xYCq5Z8nt1mlbqyFY9naFRYJCRCVudbOMJxZRvxp1hj4w3HYTCyMeh3C0QSyTXo0+0KIJzjEEhwG5FmhZxn+ASDbYsCWgy0Y5LIhDi7Jb0otJC1zWS1ODiljNrDYcawdORYjovEEInEO0XgC3mAUwWgcCS4pVhJNJHCyMwyriVUVIbGbDbjp5S3838tT4hRJoRP1sdXqkyN13SHz0mpk8adZY1TPISa7JlaHmtoG/OD8fMWypD80QQgy74tdNjg1tlwJTYllinmpuZrgOBhZHTpDUWSZDTi/V5bshjyPcoOuxcUisJlYXhjEKjBKT5pyG2AzGZKCH+EYHBYD7plUovrjTzocL5vJIOuzEMTYOZ361PhHDotBVXjjdLhLanF/nbI9RS+7+bQfnqT4pgx8M8bBGWRw7pF5mDoHSNe0Nx0zXlJOySyz0u2Cw6xXbPPpG4bjjz8fhYdXiY/9149H4M07xuHx98ScrctK8/HnW8fgkVU7RQ8NHgXCO43n4XE7kzdiHKdsxFriQlvql1yP2wkjq266Scw7hTFUlrhw0heCuyAbv35/F8YU56kaum7Y24yX/+8gXppWjn8daVc1K6WZtUr7Sv6ucCfNexu9If7c8v45fH+0jFHX7TzB1ycsoyXKcfeKOpQX5fD1u7KMMoK8EgmZmH6qGasmeUQhXl6aanJMMZv1uJ24/8pS1T6bDTrV4ye9IcWxrKkajaNt3X5tJE///dE+TLt4AJ6XEP+JAIQ/EgPHcZjzRh2ev/EC+EJRLJJ4VlWWuDBqQB5mSsxzyZYgpflZd7QDeh2jajzc2hXG3hM+TBrSGw9K1mql24U5E87DrNe+4NslWxf3NHqpa09qAms1ssixdc+B6onu0x4DISflkhIXvkiJKmjNlw92ncC/jrTj8rJeWHzLSNXySia20nmv1g+pKTGZ5zRCPsnntD9+hlEDcmXrgmbAStaWlrH1up3dpuOXl/XCsqpRePmTg7ioKBeBSFwmRlHpdmFCaQEuK83HxwKhG4LmzrCqyXlzZxijBuTKjhGQ/l/QP0czfi3+kZHVKQpv/GXrkYwxbQrflIFvxjg4gwzOPTKcqbOMnpj2psuvYgHMmUA3vJ0z0Q0OUG5z1U5sPtAiO5ZjM8oepABgSB9H8hxKXVJSOo3fQGLvk2OBntUpGvXO/oGbL//YNUNxwhukmgULuTBSIYnZP3BjmIAYznHK5sXE0JWQwxeomIU+df1w7JWYtUo5KSSu3Y1eVE8oQaHDgt2NXjx2zVDsbfTigZXbeYNQJR6H0BiVVkbLCPjRyUP4m+37ryjFix/t6xHBfPGGelXT1OoJJejtsKgb8VLMZmvrW/HiR/vwOMUgtSLV599/+BV+dYXcpJfkRM2cd/HGeow/z8lzKUhsRIiDds6ijfWob+7CgVN+PDd1BJq8QdmDFOnPIop57q/f3yUyOu7OU/caYBhlY+rZE9wo62NHWSFdyGBTfQsWpoQshHGTfknXHuGNCE1gZ3mK8fwHe/m6a2ob8KsrShXH4L8UxkDISSG8lflTylSNeIXrtLa+FS+s34smb1CxPC1+AulcU1o/QmNf4TxXIuQLrx+0dUHj6NTUNqB6ght7G32a/SZtvLB+Lw6e8qOsj0N5ntW34IX1e/HENUOpnKBL3EkOHY3jVT2hBJe4XapvpEj/Se52N3rTNgOW1kUztyXCQE9cOzQjv53CN2XgmzEOziCDc4+Mae9ZRk9MewmUzHiFdU6VGG0KDSlX/mK8aps0s0slQ1gtU9H351bwpqA7jnvBMMAPy3rzsTssBv7X3r1NPplBqDTuaDwBrz8KZ7YJP6/5DM+lfi2WmuMKf5FfN68Sa1Jb/oR9T8cQFejeVkQzC+2Xa8Ftr32BmpmjEYomEI7GkWXWw8TqEIzG4Q8n/2YAcOBgZFn4I1G0dUXxRcqjqqZqNE6l1MUGuWwIxRI40hZAocOMSCyBU11h9Mu14INdJ0V9E8ZjM+lhM7Gqpr3r5lWC1QFmPYtANI4rX1SeA1KDS6EhJi0PxS4b3t/eiJf/7yACkfhpmc2uubsC63aepI59IBLHunkeJDhAxzDwh2OwmfT8uGoZBX/8y0uh1zGoP9WF/GwTrl20Oe3xL7Cb0OwL97g/r80cg1giwW+LdVgN+HDXCd5nqiDbhJte/lRxvi+6ZSTys41pmztLP1s/rxKhaJzKG/EGImjyhmRGpGpGyIFIHOvu9sBkYBGLcwhE6AaxALD/ZCcu//0nAIQGwb1xtC2guE5J3LT55c7PwgBX91t6Ev/BFj/651lkOZKuDX84RjX2/fiXlwKAqtmrMMc041fi19MeiMAbjGJnoxccB1zYL4c3ag6mfKWUTMfTNeb++JeXwpVllHGCWv0RTFlYizsuGQSP28V70gHAxq+acc2IPhiUTzeslZrdCrccOqwGmA0sgikzYS3+0XfVHPibxDdl4JsxDs4gA2VkTHu/Y+iJaS+BVJiCVifN2DLdNmnkYyXyeToGrVJuz6Ul+RhTLJeZ9YViqnF3BKKY9sck32PF7WN5Q80Vt4+l8of4eoNRvk5h33tqiKpkFnq0PYj9J7sw+/VtWDV7PEp721F3pB03LPmnrCwtTqlxKK3ckukjZW1LTY3b1LUHEI7GcWFRcquPllGudN4JScu0PKy4fSx+//f93W2dhtmsL6g89gDQ0BIQmQijM8yXT4cwzyF5o0oMV9ONsSukbURMNc+NxGTj+uJH+0V/q833pEmutoCD0mchwXhL4bDSxSoCUY0xaA2gj8OsWC9Bl0CwRckgWCluWk5WzR6PAeh+mCLxz359Gz+eon5QDL+lxr5A97xQgzDHtOsxeSNXd6Rd8UFIae3T2lBDZyiK8wrk/K2DLX4EInG8+NF+0RwjuLREmYsmFSSQ5n/V7PEYqbJFUK0uKTLiBnKcTY7Xt7HdDDL4PiLzMHWW0VOxCAA43h6ALxSDLxiFw5J8M9VX8IClVafdYlAVXqCRj5UMStM1aBV9ZmDx2cFWOCxJ1axQLIa2rhiyzXrVuIQxZJm7SdtqJsRWI4v8bBPevmscWroiyLEa8F51BZq8IRH/gdauK8vI87SU6u6Xa8HSGaOQbTbgT7PGwGkz4uCpLsQSHP48awwcVgMYhkFXKIYcqwE1VaNQf6oTY4tdYAAEo0l1uVVzxsMbiOHzw228Qa5WHoUxZ5v1msRhk4HFniZfSrEsqX7HMAxC0bgozwCQazXyIhHZZj1yLAZeBVFKKCfjIQStD0IUZJtk9eVYWVXiem+7Ce9VVwAAQtEEsgRiC1rtCXOTrkhAt7mwHoGIuppjv1wL/jRzDHJsScGNztR4/2nmaCQAOLOMCITjWD3Xg5O+EB5YuT2t9rWMganrS2KKTIM3EIHVyOKd2eNhYHXoCsWQZdZDr2Ow9m4Pr2AXiSdEc8SVZYTZqMNJXwhdoRi8wQisJj10DAMdAxh0OnQEI7AY5UIYxOg23euOsGw0wWH/yU4Y2WT92WYDr/yX7jjSytkthpSqofLcFsZtNrCoO9LOC6eIpLlVhBe0YuyXa4EulWc1KI3p1xEVOJOCBGp1WY0sf10Rzhu9joHTpi6M0dIVEQnWZB4CMsggg+8SMg9TZxnpikoQpCNWoVWnPXUjrUjWb5X/Yt3sC1PrJOaWtLYqS1zYe8Ina3/Njia+XU+Kc/ToO3V4+OohqoIQYcGNRmtnhC9Lykj36VuNLJbOGIXH390p8kYivIUNe0/C43Zi25EOqnBDpduJ/3dFKSaW5mODhPRN6v7t+r2ivhMOz6/f24VXZ4yW8V2S/R2GJ1fvFtUp5FT9sKyXrD9SQjhNbKJ6olt5LNwu1B1px8Pv7BSdKxVeWHRLObJMSXPoTfUtfNnXJCaoUlEL4fywGpM33Wqx7DvZiYff2SnKy9SRfbG70Uslrr+z7RjMBha/WbtHls/Ft4xUbU9Iqq4scaUtEnDSF4Jex6Aoz4pmX0ixbJL4fwqDe9vx3Pq9ojGqmTEaizfuF+XO43bi9dvG4qM9JzRFTUYW5Sj2iybmQjNFlqKxI4jH3t2Jm8cUUefAzIpirPzyKO6ZNBgLVu8StV3pduKJ64bh4b9tFwkhkPPe+Owwbrl4AO5eUYeRRTkiIYydjV7l686MUThCEQmhianc6ilGmz+KJm8waep83KsouCMcZ2muLh9SACOrw0N/2yE6Vzq3dxz3UmORirWoCS+0+SOKpP8KtxMf7j6JRRvq8cwNwxT7ojamX0dU4EwKEijVZTUm1QvJdYWAzJtn1u7Br68bJhO+oQmDKInkZJBBBhl8W5ERoDjL6Ilp73ENsYrjKbEKrToZKAsvLN5Yj7GDnLJzV355lFrnnkYvnrp+uKJoxNBCh6h9qfFvbX0rHl21A4t/OlJVRGDJPw4gz2rk2xGWVSKcz588BEs21stMZgmxnOOAqopizJ88hC6WUN+K5z/Yi3smnS/r96OpuqU3ubWpuhdPH0kVDkj2dyfK+jhEn5OYyvo48OJH+/CrK0pRKWiTENsJwZwm8ECMTeWiB0lBA2IiqypUUduAA81+/oaHlFXKIRG1+NuXx/DEtcNQ4XZilqcYL360D1UKhsDCWIR5ma+Ql+WbG/D/Lh+MpyUPUuS8E96gYnsetxNP3TCc39Ly3NQR2Nvkw6+uKMVeBZI9Ie2XF+VgRL8cPLNuD3o7LKie4Kb2p3pCcp5LczrLU4yFkgcpEvOC1btQVmhXNK5+8rph2NPoxd4TPqrQSqXbhbkSMRehmt/TqT5LQcQGSgvtqmIlN17UH09KHqSA5Jp4/N2dGKIyf4log1SERk3wZfHGAxhS2G1wrTVHhWIVfRxmzFYQ3CEm0TSD4yeuHYqH3tkhe3CRzm2GATUWqYiFmvBCxXlOKulfKkixYM0ezJ5wnmjtA8nxVhpT4OuJCpxJQQKluuZPKcPiDfWKuR5caJcJfCgJg6iJ5GSQQQYZfBuREaA4R9ASlQB6LlahVKdWPevvqUSWSS86N8vI4tl1u3HPD0sRi3PoDEaRndou+NNXPxP5TElFIxpa/BjosmEtxfdJGHtjR1BDzMKDD3adQHn/HPR2mDH5pVr+mHT70ECXDfFEQpO8P3dFHf40awxu/J9PVfPa2BEEq2OQZUp6a7EMg6sF7Uuxdl4lru6hyIfw8zV3V8Ci16Oh1c/nlBDbh/d18CIKUnST/XvhaFsQ/fMs4DiIiPc9EYfQKrv2bg+afWH861gHjHoGHnc+DKwOV/33JqqQQEG2GT955VNFQ1ul9t6f68E1C+n5VhMuqDvagWtGFGJw7+514Q1EcMIXQjiWQFtXBDk2AwysDv5wHBaDDhySpP2rhvUGOAY/fPETWI0s7rx0ECYMLgCQ5JXodQzMehY3vfIp/nLnWNlc08rdunmV0DHJbWShlEFvtlkPI6tDMBbD6u0ncMXQXpi57HM8N3UEL2SRZWbR0hnG7iYfLj2/AG2BCHKtBsTiHLyBpLDJj8r7UgUHiEBAOsIxPRW+EH4uPE5EaGhCEULUCDyvpOtbqR3iZfXzmq2Y5SnGyKJc6FlGlI9ilw05VoOMbN/SFVEVS1h/TyUi0TiMelYm1CFEOiIWRHhBKlZBE6SwGlm8V12RNKtOzbPa+hZce4GyiATB1xEVOJOCBNK6EhzHC5LQQMZTKFCREbPIIIMMvilkBCi+o9AxSbdPYqBL/hbidMQqhHWmW48vGOX3vpNzT3aGsb+5exsOecIORuJo9UcUSeskJo7jYDHosPiWcriyU+pmFj1iCQ5t/gh8wSgKHWbce3kJ/8Ag5R2EInH85KJ+8IVi6AqJOSxS0vRbd44TREkHMV9tTinpKcEbjCI/2wQ9q0NnMIpTnRHodfLxEd7MdwajIn5Mi4B7ZTWyyLMZsbxqdErtS4d2fwTxBIcca/IB9XhHCEWCh2mGYRCNc/yNF410L8wDIfu/ecdYcByw6JaRfB57IqagVfZQawD3/fXfmOUpxvBeDhxrD6JXtonnjsQSHAqyzQjH4mgLRBCMxhUfpNTaC4Rj1M+F5yiJOVziTm43zbUa0ctuhsNqxKFWP7zBGKqWfy4qKxzDdn+UX4eBSBy///t+kcgGALx151i8ftvF0Ot0+NOsMYgnOHxJyTONK8QwgIHVoT0QRZZJD2eWEZF4AsFYHL5gDCOLctHuj/JCKzQUu7Iw+/VtovrLCu0IR+O8MS2BNxBBW+rXfK1xPR3hCwAwpPhFwuPH20PY3eSjmtyK6+wevzdvH6vKryLtBCJxnOoKqwp5rJo9HgNcNj4X5Ea/1a/+ZsMXjCLXagQH8G0RCGNr9YfBKFqtJ+FNXXPTEasIROLYlxK0EbYVisYV+VoEX0dUIN1z1ThM0mPFqbxvO9ymWieZL8LvsO+ymEWG55VBBhkIkXmYOgdI17S3J2IVanXm2LTr+dXb/xadu/Kui/HKz0fhEYmZb2WJi2oQSmAxsvzNnpA/QuPtEB7Sko31IkUqwjuwmnS8ealQSpiGaDyhecOYrhBBjtWABat3i/r9+m0Xi8oocTwIP2b6q1vQ0hXhyy3esB83XzwAL3woN+dcdEs5ip02PEbhepFcp0u694dj/E0bOZ/2oE47V/pvGswGcb+tRharZlegLnXT+9K0cjy7fg/qUry0aDy9MZHCalIWYtCKsTMcw02vbOFNqYucNjgsRnSFxfOVNoZq88xqZJFjMeLXku2cJM/6VJ6V5kal24UZFQO7TaXdLsyecB5uFRjxSucZre9K9Qu5JYR7UjV+YFo5Ox3hCwBgGUbUdwAY4LTiz1sOobx/jmqd/XItvJx3rs2gakBt0CXbeXDldvTLVefOWIzdfRFycLSuIZ2hGG56eYvsGtfTeQIklRUbO4I8z0dL9IHkN52xPZdQ4jA9N3UEOEB27PIhBZg/pQyhaHrrXvgddiaFMc4lMjyvDDLIQIoMZ+oso7EjqMqDauwI8p/ZU8ISNBBhCUDbCNhmVK8ny8jKznVmmWUPUkDStFRqECqsq9mXfOsj5Y/QOBGzPMVYpMBxWr65AZ2hGF+ekMqV+vDpwVZwHKfYTyEh/aQvJOMoEFS6Xdh2uF3W708PtorqVuJ4EH7Mc1NHiMqVKhjGbqpvwbLaBmw52KrIU5rlKUazL4RKCS9B2jcp6b6bK8Yp5q7S7USzL8T/rZbnSrcTHMeJ+jHLU8xzxYQ5If/+9GCr6rhJRQJIf5p9YcXz1MZPmIPa+lY8nFpT81ftlMVCG0O1/j86eQiVF0fyHE/lWdHAuL6FH0/y9yKJEa90nglB8qVUP+GWkLejm/a3yMQ3lHJGBEXU2qWd9+nB5FqNp3aHV7qdqDuSXD9abe445sUsT5LD2B6IKHKmlm9Ovp1dtrkBz00dgR3HvKpzdNuRDqo5r1Y8pI/Sa1xP50mF24l/HmwV8XyIUINW21pjey55Q2ocpn/sO4UH3pYfG1xox0Pv7MA/Vda9kmiKWo56KoxxrpDheWWQQQY0ZB6mzjK8wShVzQtI3vx5BVvy+moISxB5dOFDB63OzlCMStavSAlECFW1CILRhGqd4wbJY3rsmqF4YOV2AEB5/xzR+dK/lT4TthGIdP+6qSQ6Uel28SIXLMMo9pOQvivdLrgLsjDTQxcvePL6oTKxBNJ+VUUxLwihFXuB3QQAGDcoqd6mVn5TfSsK7Gbqsc2pXPd2WPDkdUMV+7Y7Ja4gJN2T81mGURQ+mOkpRm+HhX9QI3mWCSCUuFA9sQQsw8jGlYgWCPtI/q00bhWp+bK70UvtzwMrt2OmIN/C44UOC3X8pOR+oHtNbapvkcVCGxO1eIf3c1BV9oBknhmGwdwJJRg/iK7YR8oJ39hI/5bOM2H7JF9qc+mT/S1o90f4mzvSn90q4hszK4rx9pdHMX+KXPiiwu3EguuHY2+jj3peTW0DalN9r3A7Mf+a7vWjlsuZFcV4as0ejB/kxMgBuQhE1K83TGreFdhNvBAFrd751wzFgtW70dKV3HYlvMnVikc6b8YPOr15Qur6ZH8Lv91XSaih0u1CtUBYRGtsW1SsG840pPkToiDbRFUg1Fr3lW4XZlYU46smn0zs4kwKY5wrqOXoXI9XBhlk8O1BZpvfWUZPeVADnDY8N3UEfAJxCLvEZ0qzzmAUd6+owyxPMWZVFIvI+nevqMMLP76gx3Ga9Dqsm1fJC1M0dgRxyx+38F8e0i13amajShB6sAQicVEfrMakF1CezYjpr36WJG9H4zyfZ1ZFMSLxBPKzTDDqdWjyhvDXu8Yh12pEZyiKYCSBh68ewntCWY0sTvpCaOkMU7cvkvb/9ovxSKRyqoZgOI7351bw211OxwSWIM5xmPPGNvxp1miUF+XiVs8gEenewDIo6+NQ3HppNbGwWwz49bXD0BGMoLkznJR1PtqB6jfqAADvzqlI+SVFkWXW45kbhqMznDRVdlgMKMhOPhzua+5SjJv2b+G4PXBlKY61B/m5d8sft+DmMUWYfvEAfjzJnCTnvX7bxaiqGCias3PeSHJLSJ3+cFx2rhBkTdHmkBTCMg9fNQStgQicViPW7TqBY+1BWXkhsk169Mu14HiHejm1tUHaX3nXeMS4BNoDUcTiHLYdaefzpbUdyifgFwr7Y9Dp8PDVQ6BjGPjDMdhMehAq4C8vHwy9jsHvbroQXaEYWv1hdIaSOT1wqgtzJrox7eIi2bWD5NpqZFFelIuGlJmstG1y3emXa8GHu0/y55oNSW6Slt8SOR5MiTQoXc9I+zRzXul5WSY9usLK88ZsYLH2bg+8QTl/T21eC+sSXs/75FiwcFo5WrqSYhRWIwtWx8DE6vDunAr4wzFEE+q8z3PJG1LjMCldr2jrXjhGfXMsMOp1eOHHF1AfjoQ5OhPCGGcb32WeVwYZZHD2kHmYOss4HdNe8vVKxCGkX7eadVoMqoTtXIse/7jvUgSjiaQYhcUAit6CCFlmPTiuO5a6ox2imxEpx0LNbFQJasd1DNDLbobVyGLhtHL0y7UiwXF44ccXUI04gaSams3IIhZPIC/LiK5QDHaLAblWAwKRGPKzTTCwym0GInFwAE54Q+iVevOkBLvFgE/qm+FxF6TV1/55VtwzqQQMAwzrIxbjSMQ5BCJx2EwGnqfEK5npGORnm/jPaSaiWamb5ve3N2J4Xwd0DIOCbDMmDs7HpCG9YGQZ/ubObjZAzzKwWwzoL+DvnfSF0O6PgOM4qhGt0NA4HEugKM8qMnFdtKEe5f1zeJI9gZCDIiXoByJxtPmVxRhInQBEZaRCBtlmgywW0iYNpMyVQ3vj50u3Jr2SNtTz5ZWEErItenAAsi3ql1GttRGIxNHoDcoUC8sK7TAbWM367Zakr1xvhwk66AAG8AaiCMfi+Pvuk7jhwj5goIcvFIPDqke2yYBgJI6OYBQJJLdbGXQMOkNdKCu0o5fdjGZfSFUNUK9jUFPbgCW3jKTOwbmpBwySSwJH6trVHlC/6SQmzeT6qHQ9I2OkxK8Rnvf+3Ar85JUtAEBdO06bEXGOQ5M3pFrXFUN7AUiKxkghjUNL9OGA5McKrfrSFT44HYEEpYd2q5FFUa4Vb981DrE4B5uJBcBgw1cnRWbatDH6+JeXaioUfh1RjXON7yrPK4MMMji7yDxMnWU4LAZVg12H5MHoTJj2qh3/UXkfFOZYZfyoZ24YljInlW9hqHS7UHe4HQ9JTFiFpG2psSbNMFXNRLWyxIWTAi6PEjF7Ymk+HrhSzmWpkMRT4Xbig10nMHaQE4s3yE1V508Zihc/+gr3X1GqmstoPIFZyz/HW3eOVTdXPdKOHw7pjQ92ndQ0jK10u/DxnpP48lC7TJDA43Zi0pBemFiaj8aOICaW5uOWiwfIzHsvK83HNMnn5PzLy3qhKxTFl4fa8MonB/HStHL8/qOv+Hqkeaue4MYJXwj9c60ozLHgSKtf5qlDhDY+3nuCj4lmaCwcA7UcEB6UlDemZhJN8trXYebPVRMGkQqnqNXtcTt5sQch74iWf+E4Pb9+Bx67ZiguK80XmdxKY1b6G0jO/TZ/RLEvz/xouOLavKTEBZuBxespM13p+FaWuDC2OA+zUg9Gyfp3y8rM+YGbfwCqnuhGX4dZ1fB438lOLL5lJHJtRkUj2zc/O4Idx7u3dQp5MJF4QnUsXFlGfg1ozQepaTMtT0JeXp2CifclJUmvpzZ/RNVs+YNdJ/nzhNedUQNye8zz6YmhbrrCB6crkECLxWpkseiWcjy3fo9MLKd6ghtZJuXvt28r7+nr4EwaIGeQQQb/Ochwps4y+uRYVHlQwi83LWGJYynTXhagGn163E48ce0wsIBim/dOOp8qNLFgzR7M/sF5MtGDSrcTcya4sYBiwiokbTMMRMaaNC6O1JiWgHwxD+vr4MsrEbPL+jhURQFmpbg1xIxz4QZlU9UbL+qPBWt246nr6blacP1wzEm9WfnicBueuHaoTAiBtLVgzR48umpnt5GoCmdl9gQ3GIYuSFBb34oXUkbCD6zcjnsmnU81751H+Zw/f/1e1J/yY5NAGKJMQRBjc30rFm2sR31zF/6x7xQaO4JUc1KSs9Ledj4mmqGxcE6ojXehw4L7Ug+yQuxu9CpyeYhh7dhBTjx+7TB43MriD9JYSN20sSZcwmfX7cEsTzE/d/c0eqn5J/U//8FeDOnjwCPv7MAT19DXo5CbI+XLkLbnTHCj4jwn5k8po7a1YPVuzJngpnJLnrphOB5/f5fi+G7a34KFqTmmKJSxvwULN+4XjRsxMVaa70+t2YMmbxAvfLBXUUTi//1wMMjLGykP5ncffEUdfzIW//3RPn4N0IyqSRxSLs4cSswk74SX96iCifcn+1vw8Ds7UHGeE3MnllA5llJTcnLdmT+l7LR4PunyhtIVPvg6Agm0WGZ5irGslm7qvWhjPfY2efGbG4Z/p3hPXwffRZ5XBhlkcPaRMe09R2jsCMIbjPL7wh0Wg+xXwnRNe/c0+fCzpZ/JjD6bfWE8sHI7/nzrxRhSaKe26Q1GFduwGlmsnutBKJbguVFGlsG1izYregcJDTt/8vIWfouSzaRHKBJHnOPAMAxC0bjImPayIQU42tbNO6ipbcDfZo+HWa9DVzgOhgHV1FPTZHZeJW8evHBaeVrGpX+eNYb3g+oKRpFlMcBq0OFnS7fiaIo3s3TGKDywcjtev+1iHGsPysyLSX7WzqvEjX/4J968YyzauiKpehkRF0YaG61PNVWjMWv55/z/pVD6XJonmsmqUnkg+fCvNQcZBrjyRfUy4WgcNpMeJlaHcDyBeIJDZzgGn8DIdMktI/FFysRVmM83tx7BzWOKcOXQ3ugKx5JvbzkggQROeMMw6nS496//wnNTR6Awx6JqnrxuXiUaWvx83RcPzMNnh9qoBtSBSBzr51UiFI3DbjHAZtKjPRBR7SvJ67p5lcizGdHuj8AXisFu0cNuNiAUjcMXjMJsYLF+1wnRtk5h2+9Xe1SNT61GFuvurkQswYm4JSd8IVzx4qa0xzddM2diYnzNiD5oaPFTc6XVZk3VaPS2m2DSsyIeDDFrXV41mjr+pH4yx8nWx8nDCxFMSZezOgasjoHTJq73mkW1ePOOsTjVGebr3HHcy+c9luAwwGlVHdOPf3kpXFlGdASi8Edi8IfjyDLrsUbFlPzv916Ckl7ZinVqQctQN12D2zNhhCuMxWxQNzReOmMUil02OG3G7wzv6UzgTBogZ5BBBuceGdPe7yj65Fg0PSjSFavwBdWNPkk5WptHKUp+BIFIHC2dYdyU4hUAwJLpI1VNWI+2BTH79W18ObL9Zcn0kTK+jBDn98qWHT94ys9/tuL2sdTztIQdvIEoH0O6xqWd4Rh+VrOVj/umV7ZgyfSR/IMUqaulK4IDghhp6AxGEYjEcaw9qFpOyziXEPCViPpaBH5Sp/T/WuW152AMBladYBeOxnFhUa7sc6mRaSCqzOsTGhO/dec43PTyp/yxJdNH8vNfydy4O96oaBzKpo9UbBNI5lUYe2Oa4hKdoSiGpPhGNNQdaRd5q9HiVPtVKxCJoz0QkeX1q5Ndoji04ky3DDExHjfIpXidSUdQJhJLoKyPQ/Q5IfGrjT85n8SyaEM9LinJx5jiPMXyvlB6ay9p+K2MzlAU5xVkiW6OpVsZpfCrmE6nAy3eULrCB2dCIEEYS92RdtWy4ViSdzsoP+t79TDxXeJ5ZZBBBmcfmYepcwTylsgXjMJhMcBOeTOVrlhFuuWOtwfgC8X4NrPNetVzrUYWrmwT3p9bga5QHNlmPUwGHfrnWnBdeV8ZybymtkHRGJfwT2jEfXKe9Ph5BTb8475Lk2+mKLHN8hSjf54FS6aPVBSdEJqRaolAOKwGLJk+EsUuG5bOGIXn1u1FSa8svD+3AoFwHGvmehDnOLT7o8hNGSFL65T2wW4xYOmMUdDr6P3fcbwDHAcU5Vnxp1ljkGczgmUYvDZzDD4/3Mb3R8twOF0xj3SNi8lxrbllN+v5m36l8ZXW4Q1E0BGIwmxIKkImOA5t/ghyNW5G+JjMetnnwvmgBrIW0i1vNrLwBiL8jVK65qu0PidV3CKwmfTIsRh4w1phzmxGPeJcAhYjC18whverK0DI/S//30GRel6u1YgDzV3whZLr2WbSw27R453Z42Exslgz1wMOQJs/gniCw5dH2vm3fMUuG7pCMdRUjaauG2Fe77x0ECYMLoCOAfQ6Hd6f60G7oE7pHFXLjc2kx4HmLnSFo8ixGhFJvS0S5k4rtwTSeSCF3WyQCaOQOflu3XE8ce1QFNhN2qbWBhZfHGqD02ZENM7BH4nBkhKsUHozZTawqEvN/XTEHmhQE41IV/jgdAUSiOCMLxSF3WyAyaADOCDLpC2ukhFdyCCDDL7vyDxMnQOkIyoBpCcskU45u1mv2OYzKS6V9FyrkcXSGaPw+Ls7ZWINf771Yjy3fo+MZL50xihsPdQGQC4usbPRm1Ty2lhPPW/bkXYRCdyVZcTrt43FI6t2YnN9K+6ZVMILWigR86WiE0ITYVpM0jyt3dHE1+dxO/HKz0fhydW7sEEgJEB4Ehu/apYJS6iJHzx53TAsrxqN/96wnz9GcrxkY73oLYXQO+qlaeV447PDvEiBVNhD2DelOVDpdvJiHlITVyVBAVI+P9ukOrc6ghHU1reqCjPcPKo//3dTRxCH2wJ45ZMDMoGE6oluTXEBj9uJLLNeJCwgnFukrJLQR5ZJjynDe+P6kf2wbHODanmP24lILIH7/vpv/Pq6YeiTY4Ery6gqasDn90gH7ObkDyQ0AYBKtxPLqkYjEInj1dqDvBojmT80UZARfXN4WfiaqtF4dNVO0Xp4IyU68YaC+ERFSjSEtnal4hwVbid2HPdi8S0jYTbo8OJH+xTrJOc2+8LUuUnKNXeG0dwZxoLVu/HStHL89oOvsLm+FdUT3WnNSaFQh8ftRK5N/QHFlWVETdVomTBKhduJP906BgtW78aGvaf49pXmwIe7T2BoHwd+/9E+2fVTmjfy+WrBtSQdsQcptEQj0hU+OB2BBCXBmflThmJXo1dd1KMzjFED5G+hM8gggwy+T8gIUJxlNHYEVUUlhNuITKxOVVjClJLx7qdh7qsDFNt8dv1eLLhumOzc+ZOHYMnGeqpYw6OrduDGi/qLPt9c34olGw+AMO6kYgMcByzZWE8lpy/ZeABlhXbRjdpzU0eIhCWEghZKxHmh6AQRjHj7y6P88ZraBsydUCITQKARyUk/pVuSalNtcBxkZqhq4gePv7cLB051iY7N8hRjESXHpB9lfRxYvrkBj15dxscmFfYgUBVq8BSj0GFBhduZlolr9YQSnJefhUKHBXNe30atl8zB6jfqUFPboCrM8PA7O+ANROANRPCPfaewcMN+qkACMaxVEhfY3ehNCkOs3YOHrirlYxfOLTUz1dkT3NhysBUPXt0tOFBT24BfqQgfvPjRPgwutIvI+jRRA6l58oLVu/Hgyu28hLz05nNTirDf5A3yOVCb16TsLE8x5k8pw+IN9fxDi1RURE1cZMHqXbI5LVw3QFIBb+7EpEx/kzeIRRvrVetctrkB8ycPwaB8G26tpBsOz51QgvNcNixYvVvWT605KRXu8LidePqG4YpbKIVYvKFe9nC+ub4V81ft5POgNGfIdYHjkLaoicftxK+uKBVdS9IRexAiHdGIdIUPeiqQcNIXUhWcybEaktf1EsoYTyzBhPPzM9vdMsggg+89MgIUZxnpikoAwN4mH36qIizxv7dejNLC7j4caw+gU2Dum23Wo1+uVbPNP88cg0giIWrDoNOpEo2JWIMUa+dV4lCLHwNdNvx99wlwHDC8rwP52SZcu0heXthvYYzS+pfOGIW5KRPIK4b2orYtrEvPMjiWEsLoCERxqitpVLv3hA9lhXb0dljQGYohW4NIrkSqF8Zz8cA8FNhNSHBQzbO0rnREAm597Qusn1cJA6vjCeA/+sM/u32mBOa9XcEYBrisONjih9XI8qar5MaObCeLJTicX5CFOMeB44B4gkNXOLl1yajXIRyN4+O9zfy2MleWEc+lfhHvDMVgN+thNSbjICbNWgIYH//yUgDAoVa/qgAG2X535dDeaAtEkGs1QK/T4aQ3hC8EW8qIWMHIolz0sptE4iTS7Yb98yz4YNdJXuijb45FNLe1hA9IrKQPRNSgPRCB1aiH2aBDLM7BG4iKYgSA9fMqNQn7asIj0rJ9cyxgdYxImOJ0xEVox9+rroCR1aHQkXxIafKGcLwjmFada++uxI3/808AwB2XDILH7UIswfFbGW0mFtcs3KwoVEHGbFRRLno5zIglkobFiQSHeIIDyzCwmfTINuuRazOm9SClJb4gFdggc8ZuNogEJtIRrhGK54wqykUVZS2kI/aQTtzCetIVPki33N4mn+Z1/ycvb8G6eZWIxBK8P53NqEeO1ZB5kMoggwy+k8gIUHzHkK6oBAD4QjFVYQlfSExy7pdrPb02IzEZQVtJ8IGAiDVI4Q0kCf4rbh+L3/+9e+uapjCAJEZp/eFYgieelxWqT/SOQBTT/riFb5dGPl81ezzGFOfhs4OtqkRyJVK9MJ5F0M4Xra60RSBCMZ5oX3ekXdWA+a07x6Fq2efUfgvPWTV7vEy8oO5IO1UxkcxBkjMA2NrQxj9IAdoCGERQQUsAQzjGJH5aX4RiBdLcS/OzRCAyEY4lZOtGS/hAKCrBpeonogZawirStpTqlv5bqWwoGpcJU5yuuIgUx9qD6OMw8zfEB1OqfenU6U0JrQDAix/tl4lrrLh9LH+cVlc6YjWrZo8X/XikBS3xBanABmn/rTvHoTMUS1u4hojuEChd69IRe0gnbmE96QofpFtOa752heJJ8RO/XPwkgwwyyCCDJDIPU2cZ6YpFAOkQrMXHyZspIjCRlXozpdUmjfgtFG6gQek4+TzLzIp+7c3PNqnWl20xiIQkslNvP3hpdaMey6pGI8Fx6O1QryvHauDJ4Uqkdpp4B01AwZVlhNXIit5a0Ujt+dlGhKLqN100UY50ytvNev6X5QTH4f1qDyLx5E1NrtWIeIKDXscgGI2D45JviWhxC2ETEMm9gQgv1/2XO8bCbjFAr2NwwhvCZ4e6RTDU5qZWX8i5bf5I2n1XExkRnp+tsk6kYzXQaYXZwOLln10EA6vDtiPtsBpYRfEMYVvC/tNEE2h15GuMQ/88q+Zc7S5rQSiaQLZZj3smlfDy3mRtCWMSxhKJJ1CQbYaBZdDkDaF/rgX3TCrBK58cFMVl0utEght5ViP0LIMl00eiSBAnrS/ZZj2qJ7qp+QtE4j0SgullN+G96goAyYccA6vDpv2nFK9jQqEGIsTRFYohluBUBTYKsk0yYYqa2oYez+1013W6wgxaohF2i0FRnKJbOCIpx59rTe8tXnfb6t85ZBxPV2RCTVTju4L/hD5kkEEGZxeZh6mzDIdF2SHe43YmPXRSyLUZVcsKCdhqohY5EsK+EJUlLv4GV4hmX1i1baGwA+3z1s6ISHBCi+S9RkDYrnA7cf2FfaiCFR63E/ddUYqJpfkiYQiCilRddUfaRYIYQgiJ12Q8th3poIpHVEpI5kQ0Qkpqr3S78JsbhimLQJS40JwSdSBIh3DvcTthZHWofqMOX/IiHWIifKXbhdkTzsOtr33B3zBWpoQ9hJ8J6/7icDuyTHowALoicTz+3k4q4fxAcydemlaOv2w9IiKrS+emWl8qBfneeqgtLbGBHce9iiIjNVWjeUl/q5GFSa9TFVGhCRDMrChG9RvbUF6Ugx+W9cKyqtF4SSAOQsqROSScM5eUuGRCHnVK86fEpToOH+w6gbrUuO447lVdIx/sOsnXLRxzYkxNYlETe5lZUYwb/+dTXFSUi0W3lKP6jeS8rnA70ewLoe5oB75q8mH+lDJe4EIYA01wodLtSm5xk8iFE3GKNz47DH84xl+DtOaK1cDiqbV7ZHP8xpH9ZOWFQg1qAh7SuCvdLuw72YmH39kpG+88mxFcqr+19a09FsYQ/k2gJPZAg5poxOVDCpLXgxV1ouv55UMK8OiUMjzyzg7RXCf8siKBsJEatL5zmn3hHvVFCC1Rje8C/hP6kEEGGZx9ZAQozjL65FhUxSKEF+RedjOeVigrJGAfaw+oilokAMz+gVy0oMLtxJwJbgzva5cde/vLo3jqeuU4VwqEHcjnT1w7DA+s3A4A2NXkFQlOaJG8hYTtzfWt2Ha4nSpYUVvfiuc/2It7Jp1P7Q8hqm+ub8WSfxxAH4f4C05KvCbjMX/yECrJfJOEnE+EOaQ3G5vqW/Dr93fhvitKqX381RWDcdHAPFE+eZEOCpl7ZkUx9jR68eR1w/DU2t3YVN+iKFCwqb4FizbWi4jwm1LCHo9OHkKte8Hq3fjHvlM41BaQPUiRPC9YvQs3XtQfyzc34Ilrh4p+fZXOTTK+NCGHORPcAJJbjX5wfj7mTixRFcCYWVEMhqGT/jfXt2LxxnqMP8+JS0pcmOUpxjPr9qCKUtejCmMlFFzYXN+Knce9WLRhv6I4Sh+HhZ8zhND/VZNPJJrwqNL82d+iOg5kri7b3ACGATWHtDUiHHOpgEOh3awo9kL6vam+BctqG/gHsbkTStAnx4Ka2gYMLrTjoXd2yFT5lAQXHr+2DM+u20Ntb/nmBvzqh6Xol8rhJSUuxWvBJSUuPHRVKZ7/8CvqHCdCJgRSoYZ0hGmA5A8Ncya48dSaPbJyS/5xACa9TjS/1a5dQmGMS0pcePqG4fiqySfrF03sQQlqohFPXDs0OTaSB63BhXY8LHmQAroFYE5KfshRgtp3zmPXDMU72471qC8E6YhqfNvxn9CHDDLI4NwgI0BxjkB8pggh2EHxmSIQbd2gELDTEbWYmhItoJHsF90yEtsoBPx3647jf2+7GP5IHJ3BKLItBlj0Osx7sw5P3TAcelbHf55IcOjwR+DMNvHCDtKYpCTvbLMeqxXEH7QI72T7Dol5oMuGtZS6/n7vJdAxjCbx+qsTPlzxonIO19ztAatjwACq5ZTEDEYV5eK+t/8tExOxGFmEIwmc6grDZtLDZtKD4YAEEjjhDUOv02HGsq1p5YR2fN28Sp7MH4tzoi1PS2eMQoHdpCrmQYRAlMjzQj8am4lFPJHcykd8h8gce7/aIyLNdwSiCERj0DEMEhzQ2hWGxcjCwOrQ5A2hT45ZNa6Pf3kpXFlGNHlDuPK/N8m2teVnmWA16nH1S9riD1p5/fu9l6CkV7boM28ggtaU11IiJeShRtx/+65xMBl0IqEC6VxdM9eDU51hJMDBYTEgGudgNxuwdqe2QIpUwCFdIZR18yqhY4CP9pzE4o0HFAUihJAKLlw1rBcmv6Q8Vh/ecwnO753N562lKwJ/OAqHxYhIPAF/OIZsc3JraUOLnyreQCCch1KhBq2436uuwKnOMPKzTbj5lS2KWy+FbZD53RWO8T5TgUgy3iyzHv5wclu18NqSrtiDFmj1tHRFqOIUWn1fP6+yR3wz4XdOtlkPi0EHjgPyTnNLW09ENb6t+E/oQwYZZEDH91qA4plnnsHDDz+MefPm4cUXX/ymwzktcBxkhrRSROMJcADIc240LubmaApMUI4zAqNKaX3kWDAaRzASRzyRQIIDEgkO0QSHUDSBU51hXsEukeB4CehXfz6KF3ZQQ4LjwAEo759D5ZRokb5DAtEAq5HFyrvGo7x/Dl748QUi/kNHMIpe2SbkWA0IRhP46mQnHBYDjKwOrf4IssxJXoHSjRWfo1gCQ4tyUXekXbWckpjBkukjqWIiL//sIhRkmxBPcIjHOQQjcZ7bYmB1yLEm+THD+zpgNaovT1rOOkMxzH79S9w8pgijinJxWWkBrhjaG+3+CP5/e28eH1V59v9/Zt+STMIMQZAtOFF2CQIqSVAo1qq4oG0f0V9ls7Zl0T7Wr9YF61a3R/tYQdvaguhTt7YqVdwVKwRtRUHZJYEIKEhISGYy+/r7Y3IOZz9nJjPJTLjer1dflZlz7vu67/s6J3PPnM/nqnCYEIoqzzNjBNIejEoWIbUa9TAZ9AB0ih+ovaEYW2CWaWOYPf3o0Z4jnYgnUtDrdNDpdLCZDAhE1A0tTqkswb7WAACx6QSgbnqiZK7A3Zy1B6P46jsf9DodDHodXF3jZ+bAG4xiT4tfsa+WzvTjr4xRgZS+Sq/TYdHzm3kOinqdTjQu7rklFiPWLq1DLJGELxTHpv3HUHeKW9S/1LiB9L3DbjZgWnUldDogGk/x9HRSMOYbDLUq/QWjx00NlIwQthxoR1DFyKQtEEXySCd7/XJRu2dwTUOUrneuwcOAMmtGmiNAu9kDoKy/EeZYqz8qGjOD2th94Riv+LQa2YxbrX8lApFYwWuRMjEGIQjixKZoNlObNm3CU089hfHjx/d2KBmjtWiv1mPVDCbK7CZZ/ckTV03EyRU2PPvJ17z3Zozsj+euPQv3rd0hKtr71DWT8NDbu/DW9iO815+79iyYDTrJmJQK2j537Vm4+i//5rnDaRV9M+3e/+ZOXpyMTiIcSeBQIownPmwUvT+/tgrXrPoUE4eWY9ms0Yr9sYYVKsJrubilXrebDahyOXCvYI6Z2G7+x5dYMWciPv/6GB57vxEr507KuO94Ionnrj0Lj73/FSYMKccjgkeonr/2TMU2GcG5NxRjN4KMRkAH4Oaux17UYgvHErj8Dx+z/2YefUoBePitXbjyzGG82NTa07IeWnNIeJxcrtZ73JhfNxwPvLmLLeJ7qCOEW/6xFfNqh2vqS7H9ajcen1ODu1/bgb/MnYx71u7AgtoqXjtKBauZR/1mjRuoORZ/JI7/eurfqPW4cPclY/Dgm7sw7mSnwtnA4Aob7wsQNbOaTIwX2oPKH0j9kTh+/KdPUOtx4dcXjOS9l+16C8nWXCFTtOpvuMfJXRdqY7KZDVj6wpZe0/YoXad2swFlNrNIB1ZoWiS1e39P5Q1BEIVPUWim/H4/rr76avz5z39GRUVx2bNmUrRXTQv1TXtahF9qNYqecWeo87hQYjHKagm+84Zw7+s7RO+NHuTEPYIP+UzfUkV7GY2NmeNAx41JqaDtvWt34KEr+JviFl9YVBiVgSv6ZtqVKny7emMznA4Tlgs2Usz7jI6ioakN7cGo4hzauurlMOJwueOkxOdyr99x0SjJOWZie+iK8bzYGSG8FEIhPPPax/uOa5+k5v/jfW2K427xRURtMxqBf+05yn74UYqtrisOLusbW/GvPUdxyz+2YqREQVil9rgCeKX1OKIxh1o6I7w2lLRpT3dpitiCvP/Yig1NrZrWhjlGtv3GVqze2Iwnrp7IFqwWtqumCxo9yIktB9o1jZv73xub2nDXazswcpATWw52KJ6/7Rsvqz+q9bjS5hIa1koNxoFSKR+ZX+c3NrVh2zdeXr9arw/G2KW78XYHrfob4XFyY1QaE3Md96a2R+k6XTZrNJat2V7wWiSlMfRU3hAEURwUxWZq8eLFuOiiizBz5kzVYyORCHw+H+9/vYk3FJN0hQLSGwsv55G8znBc8djOrpoggWgcy2aNkRUNK7VTWWYVfZgH0o/fKfVdWSa2J29oamPrlETjSV5MmbRX63FhULkNyy6WHhNX9H32CGmXLaZdnU4n+/7GpjbUDCkHAISjSUkTg9ou8T/zCIecOJyZ652HvLzX5UTptR4Xxg12SrpmMbFVlll4scsJ4es9biyZXs0zKOAaHDRItMVtc15tFeo90uP5x+cHefPNsL6xFZUcu3vZ2KrdIvMEhspSCzY0tUrmhpJJAVcAL7cetR4XBjptWDKjWtbgY1VDM6ZVuzH91P548Irx7HFKubqhK2fWN7aiPRBlTRqUxr90RnptmGPUctZk0MsatyjFxuTzvW/swp0Xj1Ecd63gOmL6rhlSjlUNzVg2a4ysOch9b+xCzZDytHHFjGoY9TrMr1NfKzWcdjP6OUyK16GB83jyfW/s4sUpZ4IivGd8ddiH+2ePkzR4yMZcIRta/VFJd1UgfW0xv9ILj5PLs68O+2SNje68eAxrDMRtuydRMtWYOLRcZHbC0FvxSqE0hp7KG4IgioOCf8zvxRdfxObNm7Fpk7xImcsDDzyAu+++O89RaSejor0aj+0IxLD4+c146IrxuOWCkay5QYsvgqv+/G88cZW8dkSpKK0SckV72ZhCMfz02c/YmIIqGphQNIEnr57Iitp/8dxm2M0G9vxQJAF/NIFUKgWDTodHfnQ6LEY9EkllvxS/xqKpwVgCN/39Syyoq8KC2iqeecT1L2zB6vlT2HMGlduwfE4NTxxeYjUiGInj1gtG4ebzRyIYTcBpOy4+f+RHp6PVH4W3S6Ni0OvQobK+wjkORhO4/oUtbIwlFiNbE8qo1+HZBVNw1B+B2XA8buZRLLn1Ytp8ddFUJFNgx2Mz6RGOJ3BKZanICls4d1KxlVpNcDnMSKRSuOyJjYrnyxVxZdq7/cJRiMaTsmJ+7npw55fRN63grJXDYoTZoIc3FMXrS+p47S2bNRrhWEJVr8Utpiw3/kg8icEVNthMBlSWWvD6kjp0dmlB2lW+aefeA4TtatHNBaMJeEMxLKgdjmvrq2A1GuC0mWAy6NEejGD5nBpRfgjPb24LoGZoheS1EIwmUGY14f7LxqHcnn60qS0QxV0Xj0EimRLlfiYEIuJ55Pb9yI9O580NN04mPx798QT4w3HetRmIxPH8tWfyckh4DWdrFJENWvU3wuPkrjMm9kd/PAHHAmmDF+7fAO6GpLe0PVL3TXeJmdU9ylFIWiS5MdBGiiAILgW9mTp48CBuuOEGvPvuu7BatYljb731Vtx4443sv30+H4YMGaJwRn7JqGivxmPLbCZJcwMt7ViMelbszrjMlVqNsJj0GFJhw6U1J0sW4hTqJBhRfKnVhC0H2mEzG/CTs4dh27dejIMTZVaTZAHNIRU2PHH1RJgMabeoMpsJ/Ust+OeWb9EWiGLLwQ7W/Q+AyAVNTVvjtIu1W1zhP1OM1G4ysCYG3PmoPcWNH4w5CaUWI74+6oetqyAoI5KucjtYBy9/OK3pKLOZcIrTyvsDKyVK/7rVzxYNdZiNiCeT0Ol0CMcSbCFgoTkH12hh5dxJ6F9qgcuRdrVr6YyIiqUyY3Yq5EAwmkB6S5qC026CRa9HMgmkUjqMHljGuj0KHeUqSy28+Lixvfff03BKZQn2tvjZ+lw/O2cEpp9WyR7rtJlw6wUjcepJJXh9aS2be0gBeh0QT6U/mBv0OlS50/rAtkAURzojSKZSCEbicNrNrFBd6QMN9z1vMIp4MpX+oKo7/r5Bp8PRTnH9NCHD3Q48u2AKyroK1TLzIjTBWDl3Ehu3TgfYLUZEu64jJcpsJslisgDw7IIpiucy2hmuxo2Lmusbc77JoJc0UmHo5zBjmPu4vlNolCCcW62UWU2SZiKAdLFsd4kZ//3SFwCAt66vRzyZwqGOEO/alCMTowgpumOYoFV/I3Ucd36EDnIDyqzwh+OY8+d/q7adK8MHYTsllvTm1RtSNtVgKLMqf7lQaFqk7uYNQRB9n4LeTH3++edoaWnBGWecwb6WSCSwfv16rFixApFIBAYD/4OKxWKBxSJ+JK23yKRoL6OFkju2tKtafZnViHqPW/JRiXqPW7EdbzCKF687W7Jo6/8tnIKH3t4tWci0rfP4H0ApUTxTMPXJD5vw2PuNvPOZApouhxnPLpyCO9aI+3524RR8cyyEP67fK1kIlPmGnNEKSI2t1uPC4Y4Q+76SeP/CsSdh5sj++OIbL5679ixWs8KN6d7LxuKu17bzjDfOG1WJZbNG43bBM/9q4ukDbYG0TkAQl7BQqVLB12OBKE4bUCoSbnPnCEh/gN7+bYd8jlS7seNbL/o5LLCb9UimgBWCOkXCea/1uNB4pFOyiCtTFNhhMcJdYsZ5oypx1ZnDYDXp8dDbu/ljrHZj/GCnoOCwG4unn4IF3Neq3bjhe9XoDMfxl4Z9vDYyEaorif7dJWZ8+vUxpFIpxeK5b3IKTMsVsuWuz6/+/iWunDKUXV+lAtb11W5s2d+BW1/dxmvriasmIoUU9hzpVC0gO63azboHCknryKTzgNH22c3pTYrcdSWnD8lFQVO5grXyxbJdWHFVDUosRlGR4XwaGHR3rEqFeaU0gWrHZdp2rorPSrXD1EVjrgm1drMZI0EQRCFT0HWmOjs7sX//ft5r8+fPx8iRI3HLLbdg7Nixqm0UQp2p/W0ByUr1cm5+asd+1xHC120BLJf4ALx0RjWGVdgQiCVw12s7RO08MHscfi1hcsG8P7+2SvRNdn21G5dNGIRf/T39HP6SGR5sOdDOa0PqNW5cNUMr8P3RA0Qfrrl9L5nhwZVP/Uf2/BXrmnDeqErcMWu0aI4YfcevX96KB68Yj9UbmzGhy9pc8kOsx417LhuDI74wlq8TFzyVmw+lcU6rdmP5nBrRt5hHfGHc9LcvWK2aUhv1HjcuHD8Qt77C/3C9dEY1hlbYcMsr4gKe3Dk6udyGN7cewqSqfpgyvJ/kJmnJ9GpEYgkc8qbNT97Ydlhx3bYcaMf8rg9LE4eWY0LXWqTjdWFu13uThlVg+Zwa+CNxfLTnqGq7wg2u8LX6ajcuGHsSbnt1u+a55uINRkUbT+H5wWgCB9uDSCRTorkSfkjkvs6dA+H6nD6knLe+cpvnadVuLJruwYLVm0Sb5/tnj8Vb2w7j8wMdMhvv9Ly/9OkB3HNp+j54y8tbeR9Qaz0uXFs3AjodsLKhWbQB/83FY/DgW7swepATOw95cdWZw0T91HlcePDy8Rjcz57x3Gr9Nv9QRwi/FsT+wOyxeHPbYUl9Z73HhQvHDeJtQLPtWwu5GqvUOBn9zUCBm5+W47S2bTcbchK/0jwIr1+1drMZI0EQRK44oepMlZaWijZMDocDLpdL00aqUBjmcuDhH56uqWjvMJcDD14xHp0cDUCp1YjBFcc/zLSHYljwzGeSOoMFqzfh5V9MxU9W/kdSU+WPJhTF8LcI7IeBtOvYDd+rZh+3GdLPJnosp2ZIuexjQhub2nDbBaOg18ubQ8j1zZx/+4WjMHvCySKtQHNrQKTvYDQGF44bKBvThqZW7G8LorLMmlFMSuNkxNPCDxBp44LjfSi1saGpFXdePBrv/fc0Vg/kMBtRbjcpitg3NrVh2UWjYdDrcOsr2zCvaxMolSMLn9mEl352FhIcpzS5Nhk7amZumTkZPbAMFqOeVxCVKx4foDCvG5vaRBbgUq9taGzFvKnDJduQm2suWkT/p1SWwG42wBuM4d5LxiIUT7BFqN/a/p2kzqihqQ13XDQa557aX3J95k0dzltfoe7FYTGi3GaCzWTABY9vkNSXDeAYxUhpiqpcDkAHPPKj09k5WD6nBoe9YezjXBOLn0/Xh3rpurMxb2qYlwdX/fnfuHLKUJw/ZgBWrGvCv/cdk8yXaEKscdMyt1o3NFK6lEQyhVslNtFA2hRkniBXsu1bC7kaq1b9TTY6HaVz9rb4cxK/2v2He/2qtUtaJIIg+hIFvZnqSwwqt2l+nIK7cZLCF4rJ6gyY9+U0VS9dd5Zi23LGBS2dEbZwp1RxVDUDi/3HgnA5lP9QyvUNpN0CRw86Xg9nQJkV+9uCvGKiDMzcqBcXTcCrVudGEJPaOKXE0z6BKYZaG4FIHBOGiksAqAm3wzFGC3XcWEAuR/zhhGocAHDwWEjUxsFjIV4ucDcDneEYUlAfo9T7Wl/j9qWEVtE/VxOx5UA7rnzq33jy6omKGqJwLIFJw/vxXmPWR85gg2nvyasnwmrUIxRLyBaTFZp9CGNZs2iqKEec9rS4X+qaONgufa2sWNeE0QPLZPsBgJkjK0Wv5bqgqVCXolYsuzt5kSm5HKtW/U02Oh25c3IVv1o7wjVRa5e0SARB9BWKbjP1r3/9q7dDyIpv2oPoDMfhC8XgtKUdp+Q2TYc6QvCGYuyxZYJfsVSL9tpMIuMFRtiudq5UQU6hEJwxceAaFGgpoFmaRd8MJqMeu7/zocJuxoAyK7zBKKshy6Y9ABhQZlE1ByixGnhz6TAb8fS8yUh2uQwGu8wjGNMAi8mAzfuP8YwSygRxqs2VwyI9rkyKSKr1UWI1IBQzQO0pX6l2uK9Vllp4BgEVdjPiyZRqMVa1doHjebd63mRUOMwwGfTwR2LpGmApHZwS688VxzO1wuSQErozc6w2f1aTAVu6rqfj66ztXItRD6vJgGTX3Etdq8Kc4WI3G1DhMKPxSCc6QjE4zAb21y6uBpNpd+LQCpRYjFi7tA6xRBK+UByb9h9jr18t+bi3xQ9vKAq7xQi9Tge7JbvCvUomCJmsnVLMZqMee4/6Zdt22kxwCIxllMwYsi3emgvDBy1tqB2Ti+Kz3mAUNpMh/UWAhOkNIF6TQjOSyJRcGXYQBNH3KbrNVDGyvy0gKsarpJlSO1bN1KLMasSquZOx/MNGkS7lx2cMVjSvaBUI2e1mA1bNnSwSgguF+ExxSSWhfP9Si2LcchbVtR4X3tr+HVasa8L3RvbHnRePwR1rtuP0rto3cn22dkYUx+owG9ARiinG1NYZlTSxYPQ0N/39S9agYeXcSXh353f43/fSBhzTqt2477Kx8IVjqPe4RMV45eJmzByEv2RqFW5Pq3Yr9lHXNTcDy6z4QuG4eo90YWDmtXqPG3uOdPI0TdOq3Xjw8nEY6LQqGoUotQt05d28yXj8/T246qxheOSd3bxHJRmdksmoZzUWQnH8khkexbW1msQfyJk5Vpu/tRxTCkZwbzXpWVMHpfVt8YXZsc4Y2Z/VKnHz64HZY1Ff7RY9VmU3G/D0vMm441W++QIzH0PKbThvVCU27m2TNV+ZX1uFnYe87PXb4gtL9gWkdWuf7W8Xafj+3/kj8b2R/fHB7qOic7IxrNABuFnj2ikZbtR6XHiz617BaHBSANuvkn5NzjQhG8OEXBg+aGlDyzHuErPi+qoZPkj1IWVQw71+i91IIleGHQRBnBgURdHeYuab9qBocwSkdRe3v7oN37QH2dcOdYQUjz3UkTYMGFRuky3Y+NvZ42A06PHEh42idjY2tSEUS2Dx9FMki2QunuER/aJwx0Wj8MSHjaIPNQ1NbVi9sRkL6tLPya9qaMaS6R7JYrBMAc3Fz23GfZeNlYz7vsvGYXC5TbIYK7cA56hBTtz2atqEQa6gJfuB8bAPi+TGOt2Drd94seT5LbIFkO+9bBzaAhHRBy9m/E9zxr+xqQ1PfrgX3B961je24rZXt2HT18ew7OIx7NzIFRtl4r537U78+uWt8ArqE2kpIskc89Vhn2zB37suGYP2QBSPvvsVTnLasGS6R7L47JIZ8oWB6z0uLJruwX1v7OKdt76xFRv3tuHRd76SLMZa53Hh9gtH8dqt97ixVFCEeNms0XhiXSNGDnJiVUOzyIhgY1Mblq9rxL/2HIU3GIU3GBV9+GEKFEvN87zaKtz12g7JOb5/9jjsOuSVnD9mE82NdX1jK3798lZ8vDet5dkpcy5j/nGS08YW9f3lzFMl8+veN3Zh0bmnoF7QxrJZo7FiXZPoCwJmPtY3teKuS8Zg2azRku1u7Mrb0YOceHpjM+64aBSbA8K+plW7sXi6B/eu3Slq43/e2Y0bZp4qmlu5gqZS68Odu3/tOapp7Zj2zz21v+q9Yn1jK/615yhu+cfxfhfUVUnOCxOHMB+AzIu3qo1Vqg8hWtrIpJ/FEtc4cx/MJo6NnPufsEhysRe1zcX6EQRxYlHQbn65oLfd/HYd9uGC32+Qff+tG+oxqkuzkMmxwPHHAYWmFrsP+/ADmXbevKEeP/zDx7zHihih+aqGZryyaCq+bQ+xrzttJvzwj5/IxvT60locPBaCxajH9kNepFLA90ZV4uCxEOxmA/o5zDDo0xqdUpsJDU0tOLvKDYNBj85QDKU2E+KJJBY/txl/mTsJJ5VZ0eqP4lgg/XiFVJ0prhaM+4hUNJHEcJcDJoMObf4oymwmXKEw1uVzarDwmc9EdbdKrAaUWoz49lgIZQ4TLl6+UXb8wnik6vqsnDsJt7y8Ff/zw/EYUGaDPxJHqcUAu8WIVn8ELZ3HC+9yxyqsKcPAPH6iJNz2BqNoC0SRSKaQSKYQiMbhsBhh0OlgNegRiCfwg8c2SNaDMup1qCy1wNlVz0xY/NZhMcGgBy58vEFS88PMgfDxNWbuLz19EBLJFHzhOMqsRpSYDYgmkwhFkwhEE7CZ9YjFU7j8Dx+r1klaOXcShnf9Yvu9330kep+J4fwxA9g85c6z1BzvO+rHK1u+xaShFXDaTTAadGgPxlBhN+OdHd+JHm/ixrK0yyxi0tAKlDvShXMDkQRKLAbYTAa8tvUQ/vTRPvb8VfMmY8Fq6YLkdrMBL153FswGPcKxBEqtJiRTKZz3v+tV50PLcQuf+Qz/+PnZuGbVpwAg6suo18kaZDCxbz7QjlnjBrLnyJkI7G3xS66PMB7h+BfUVcm2z1wH7cF08Wbh9SPVrlo+yV1z3P7UDBPUxqrURyZtANI5L+xnb4sfF69okL0Pvr6kTjYetRIAwTIAAG1kSURBVDjevqEeFQ4zApH0I+x9wUgiF+tHEERhc0K5+fUFfCHt4l9fl3ublNZpVUOzSNDLaC5SqXS9TObfQsMDXn8azCsYdDqd7AcpBq4ZAcNZI1xd8QHv7jyCVQ3NeORHp6MtEMVj7zXBV5dgxxeIJrD5QDvaAlF4Q3GcdlL6D3Fb8zH2g+nyOTUcTY5JtnAsADy7cAp0SWBAuRXeoPJYGcG0lFnHk1dPxJ3/3I4VcyYqrolQdG0y6kWFdyPxJFr9Ucxfze/jhZ+epVhsU03AnUK6OGwgmsB3Ph98oTgclrTGq8Juxoj+6T/4wmf/y+wm+NqjWDl3EruB1Ot0OOIL45aXt6LVH8WaRVMx1MUvgsotfmsx6rGgrkpyY8HMCTP33PkbPbAMsUQSep0OTrsR5TYzWnwhXLziY9jNBlw3bQTqPG4kkileW3JE4kl4QzHWmVAIE0Odx43Glk6kUmk3xUd+dDpPt8QdY1sgKoo7Ek+iQkHzZzcb4Cox49kFUxBPplBqMaLEYkQwFkcylYJer0M8mcKfPtoHIP0YW82QcthMBsni1kzswWgC9hIDqpwOtHRG0K7yrXgknmRNQKRiZMZjNxuxat5kGPQ6tq9v2kMYXG5FlduBVn8URzrDsgWc0zlmQs2QcvjCcbhKzIqaEjnzAiamk8qseOGnZ6HUauTl4aqGZlx6+iA4LEYcC0YRiSfQEYql9WFdv8RuOdAuuRH72TkjMMhpE2j6TKLrk4vSNafVMEHNqMEbimFvi19RiyNsQ5iL0XgCBoP4XiPVT1sgqngfVBqz2ljCsQQGlFkVjyk2cmXYQZorgjhxoM1UnlEzfOCKdJ12k6zO4fE5Nby2lLRVTpv8sqqZQJRaTfjxn45/wH/u2jMVj5cSggcicXaDxcRu1KU/tCmNjxu302aUPLbe45YsmspgNuhQUWrB3a/vEFlta4mdodRixHPXnoVjgYhizMy4GAw6nSg+uX7UDDKkBNzcZ/nl9B9svbGu2kA3Cx5ZmTXuJNx0/kis2viVKH+eu/YsXP2Xf4v61qKbYOCOV6lw8vzaKjz8n91YNmsMhlTYcPelY/B0QzMee78RK+dOUpw7bl/hWAKhmPKmPxhNYMrwfqKi0vVdjyQNKrexY5w3dbhi3MIxM8c++s5XvMcRhXWq6qvd+MPVE5FIpbCyQb1dJu5WfxR3v7YDG5ra2HlRmg+pvJEbD/d6spsMKLOZFYtCB6MJtq3fvcsfr5KmRMoEQS4mJg+vfWYT7r50DO55fYekXm5YPzsGlttEbdvNBjxx1URYTXrc/+ZO3rlq949cmCaoGT6EYwlc/oeP2X9LzRu3Ddm1q1YeC9OPWs4ojTkX5hXFRi7GTJorgjixIM1Unim1GkXP/TPUeVw8R7pSi1FW57B6YzNKu1ze1HRYDot8n7qufuXiiQlqynyyr032eC1GAkzsiVQKiVRKeXycP1KlVpPksRuaWnlaLWH8drMR96zdgY1NbawRgBT1HheO+MKS79V5XDip3Ip71u5AMJpQjJn7i0itx4VP9vG1VHUSc8S83uKLyMYnJeAWPssvp//g6omEWhQAmD1xMG5fI50/967dgRVXTeT1rUU3waWlM8LqS5RifHpjM0YNcuKONdvw1DWTeNooZu22HOwQaXkYGDOHj/cpr3Wtx4VUKl2UV6i92tClg2B+DdnQ2IotBztwx0WjFOPmjpkZo7Btoa5uQ2MrDnWEsKpBW7tM3MvXNfLmRXE+OiNwl5hZ0wRhjFLXE6OdspoNWLZmu+o6y41XSVMijEcpJiYPn7h6Ip7WoJeTGuthb0h6vRXuH7kyTZAaK0Odx4WP96nPG7cN2bVrVL4XMv0oXRtqY1YaS7GbTMjR3TGT5oogTjxoM5VnBlfYFc0iuPbo4VhSsYBsOJbe6HSG44rHdYbjuF+mz1KzAfddJv3evZeNw2LBI3uMEFxoLFHvcWPJdHmDAmFMOp0OOp1y0d4Q59vVkEpx4akjxMYK82qroOf0oWhQUVeFU/o7RONizAniiRQ2dsWtFIeu65cp7tg3NrWhZkg5plW7cf/scfjqsI933rRqN347exxe/vygtEmEjIBbWDSzZki5YmHcylILKkstovcqyyyKY3J2PUIl16+wn5oh5byxTT+1PyvYV4uxZkg5a27CNTlh1m7nIS/m14nzj/l1gmvmoGRGYlBYx/WNrenCyl1jXNXQjHGDnapxM0wdIe3cJ3VsZZlV0qFOeKxc3KsamhXnY/qp/XlGJPVdHwrV1uH0weWosJsknS+FsZ2tMF5u4WYuUiYOSjE1NLXBZNCLNkPceCpLLWxhWG7bNUPKFYtGNzS14ewR2owzskHOsKK+2i0yL2EQzhu3DbV5Et0LBf3IXRtaxpyp+UZfoLtj1lLkmSCIvgU95tcDDHM58OAV49EZjrPi5VKJOlNan9XWosMaNbAMj/54AtoDUVboX+Ew49v2IB58axce+dEEBKIJ1gTCYTbg6r/8BwfbQ7y2gtEErn9hC5679kzMqx3Oipe3fevFp1+34e8/Oxv7jwUxuMKGd3cekX3kxGYyQCd6VXp8WubCajLggxvPYc0REqkULn/yY6ycO1kU+4K6KiyorUIknsQwV3rOU6kUPtjdgjOGV/DGteVgB65/YQuenpduJ6zy+JjNZMDKuZPY85ixO20mLJ9TA6fdjEd+dLqkcP03l4xFRzCKZReNRgrpxyOdNlPa/EFD8c1sCuMCysWRgfRmXalfIU6bCWsWTRWJz5fPqcGeFr+mGIU6BO7a6aHD7ReNSh8XiafrKpmNiCaTuHTFRnbOmeNvu2AU9h8L8tbzkR+drhgHV2fI6Ie0jtkbUtcxSf23FHazkZdPwriD0QSWPL8F100bgRtmViOZAhwWA0rMRpTb+ZvgQeU2LJs1Gt+0h+BQqdsUiSehIo9EicWI15fWIhzNvHA1E8/yOTXstRBLKHsfqWlTGH2YsO22QBStfmnrdAaDXodV8yajxGKEy2HOuWmCcKylVhMSqRQue2KjZr0W04baNcS9F0r1I7wPllpNGY1ZaizFbjKhRnfGnOuC1gRBFD60meohmI0EYxYhtbHQ+qy2Vh1WIplCCmALsyaSKZTYjPj06w5M+59/8c5ZOXeSaCPFEIwmcCzAN2lgHPD0eh1cXQVVhXBF0zoAJVajqNivMG5GtKumlbGbDTDqdTDoAZNBh0Q8hceunIABZRb84+dn46g/AotRXFzyrRvq8ca2w5g0tAJ/+mgfFtSlv/0f6LTCaNBjyvB+OKPLxQ1Q1+wEo3FJd7ASqxGHvGHsafHDaTNhQKlF5AA1oMwqEm8f8YVx2BfGniN+1kzCbjbCH4mLYtGiJ5JCTavFFIzVuhYVdrOsu1WpTAFiYYxSOgSuaJ5xqZs8vB/7/t4Wv0hftGJdE84fM0BkiqI0BrvZgP4lZp5RgbvErCjuL7EaUWFPu5ipFX62mgys4UR/iV8KuYRiCTaf7GYD75dFoQmBLxyHu8QMm8mAYW4HvMGoyNjAqNdhwepNqroZu9nAmlHI4Y/E8V9P/Rtv/7Je8Ti5otNCQX5MZWPJ5IScAYzdZBBoTrs+7Lb4VT+wBiLp6zZbZzYt5gJCw4r9rQHWTMfWZX7CLfxdIfFB3Wk3o5/KB/hSq5E3BuF1AfCvJWbMUvnitJtlx5bPzVM2Zg35NnjIdswnos6MIE50aDPVA2gt2qu1OGSZ1ahYhNFpNSr2edG4k/DGtu9452052KFY4JSr+3GXmPHctWex2iTucYwgGpA2mxAW++WOz2rSs+L3JTM8ioVP1247jC0H2nHnrDG4Z+1O/HvfMTw+pwbL/rldZMbA9FcztBxvdJ134diTsHreJPxx/T5MGFKOR97lmzE8cPk41HvUi7dK6aHqPW5s3t/OK2bLNTqQ40BbALe/uk0ktl8y3YNwLIkvv+HHolocVqawqVox4wqHmSegVloLtaKlaoWV0xogN5w2k2zuM2OZNKyC97rc9dLii4hyWW6umOLAd/5zB28+6j0u1kZb+MG01uPC2q2H8cWBdsyrrcL2b72KY3SXpB3nVqxrUpzLOo8LA51W2Lt+RXp8Tg32HOlMz9OBDhkDCRceuHw8DneEREYjzGOm542qVM2VtdsO4+Rym+x9hVmr80ZVosRsVCzILFV0WkqQ/7efnaWYh06bCTNHVeLKKUMl7yMXjj1JMvfcJWZ8+vUx1bzLVvOTjbnAoY4Q7ljDL7QsLPwt14bS3wWp+dbyd0RqDOeNqsSyWaNxu0A3l2/jhGzns1ANHrIp8kwQRHFDmqk8862KWcS3nKK9mTyrvehc6WK0i871IAUo9nnz+SNF5+485MVdl4wViduZDdiuQ172tYeuGC/aSDHtM4JoJXG5UDTNfOj7zWs7eLoVJQ0Mo026d+0OjB7kVDU6uOOiUbzzHnhrN/YeDbDFS0VFU9fuxOIZHuxWKMB658VjePMCQLaY7YbGVtyiID4+4guLNlJM/Cs+bMJhbwg6HTC/topdI7niv/Uc/YxUcdP2YEyxcLMO4H1QyVRzwRVgy51b53Hh5vNHYvchLxbP8MBhNvA0PtyYuFogLnLXy8ufH8S9guLQbFFpwbHp4sDiIrgbmtJFmJd1PV7IjYfJI8ZgglkXuTE+9v4eTTq+ebVVePSdr3DHRaPYfL7vjV2YX1sla4ixoakNt726TdJohCkafdclY9gizsLrmzuee9fuxOLpHtliuF8d9uGuS8bgrtd3yBZkvvn8kaKi03KC/E1fH5PPw+ke6AHc9P3TZO8jD7y1G1I47Wace2p/LJ1RLXv/+OqwLyvNTzbmAuw5ghwTGpTItSGX53JFvtX+jgCQHMNpA8twa1dBdK1j6y7dms8CNXg4EXVmBHGiQ0V780ymhXgB9eKQuw77FIvRvvyLqap9vrHtsOjcFz89gOeuPRPRRJItXtvii+D37+/BE1dNhD+aYGNSaz+WSOKSFfLFbt++oZ5XiLMtEMWMR/mFEtUKrjIwjzApFeNkipNmcp7dbMCb19chEk8ilUrXdQpyit8a9TrYLUa0B6LY1xqAxahH/1ILrnzq37KPh8k9VqRUaJkb69IXtuDF687C0c4IIvEk7CYDEqkUdDodwrEELEY9Rrgd6OcQFzdl1i6ZSuHSJzbKF27+xVRRLNxHrZw2Eyrs8poLYdFL4WNaQ/rZ8M6OI7hg7AAkksCVT/2bLRzqDUbR0hmBt6vmmkNCCyREOL4SqxGhSBzQAaFYEp1dmsF+DjMsRr1oLpSK2777y2lIplLs+srlH1MTrWZIORwWI4LRBFKpFE5yWnDR4/zrgDsfDosRgUic1+4/fn42LCY9Wyzabjbg2QVTFItnKxWj/eDGc9hrDCkgEIvLXk92swFvXV+PeDLFroFBr4Oh63HeVn8U3/vdR7IFmScNrcC8riLE3KKxUkVQhfMmdR877A3LFjXm9iGFNxhFRzCGQDSOYDSBEouRN5ZsPtRmU9A104LFcmPa3xpA01G/aJ7kinzL/R1RWo9sCxpnSz7ms1CK6mot8kwQRM9DRXuLjEyK9jKoPavtUym826nSpy8Ukz1379GASG8CAG2BKCYMTT9m9Z994kdnhO23BZS/HQzHEmx7ALCvNSA6hhnj6IFlkjExqIn6gbRdt1xxWTmC0QQ6gjFenFIc6jheuPjJqycqFjqW03IoFVrmxsqYIyjNx5pFU1HV//iHCWE+bTnQrly4WSIW7vFrFk1V/LAiFGAL+3ry6onsujLvM/OSjU4h03OEc6FEMBpHClDNP+4Yn7x6Ii8fxG1KH8sgfDwzGE3IPrLJjUGOznAMp1SWsAVuD3vDsuMJRhNoD0Zlc565TuXyhzte1jBHJueF8yYVt5oBTC6K7GZCNuYCaucI105uTMeC4uLiSufJjV9pPZTIh3FCPuazUAwe8q0zIwiicKDNVJ7JpGgvwzftQXSG4/CFYnDa0t+0c53/VNu0mWRF26samhUL90oJ9d0lZrgcZuw+7Es7A6r0X2YzoUTFeIAZN/PtXTyZwtPzJvNE2YxIW2jSoCVmpWOYuRnSz4ZAOIFV8yaLjCqY48rtJs6406YDwni4gmNhLNx1iCdTcNpMaDzSCX8kzhNNl1m1GTXIjYW7zlwhu6RIW239JGLh9hNLprD3qF9S8O0NRmFTMWRg4meMHlbOnSTZJvMrVUcolnbwsxhR3hW7kvBc7jypDzZaxeJK19OQfjY8efVEnjECO29d5hMTh1bAqNehn8OMWCIJXyiOTfuPscfyfq0yG0VmLRajXjEGxQLUnDGWWU04pvJFRzZFXO1mA66bNgLDXQ68+NOz0g6DFiO8wahsvjFzM6nL8MVo0KM9EEUimcLnB9pRZjOJnCUziTUflKnkg9S9US3HhGsnN6ZcGRs4bSbWEIUbuxYjlS1dY8yV2YPWMXHvYzYVZ0oyeCAIoqehzVSeKbPKi7XrPC7RB1ctZhWlGtpcNXcyln/YyPvWt9bjwqq5k2GQMe2SMlRwl5jx4nVn49ecmFbOnaTY/xvbDrP9KZkWSImIhaLsOo8LN/9gpCYTCDXBOZD+ECQl5OcaVQSjCdaYYNma7TwdU53Hhftnj8NQgXEII9znCv25fa1qaMbjc2pwh8AggxFN93OYUe9xSdbVqfWkCwwf8qaLDDNmIZtlTAmYNnWArCnBzFGVeH9Xi6iv+uq0AQVXQC03Z0LBdyamE7UeFwaWWfDbN3fx8ojRFaQA3PIPvs6k1uPC3ZeMxYNv7sL7u1t45zBxHOoISZ63dEY1hvWzY6BAnG416RVz2WrSo8RixKp5k7F8nfh6Wjl3EtbtbsH/vtfInjNz1ADWRKLcYcYXXeYT3PPm11Zh1yEvZo4aAHdJWmOhZNay/ZAXK+dOwooPm8TX9LzJONgm/mWXmRuu4F3NnEFrEVeuuN5uNmDFVTV4uqEZj73fyItt6YxqDCm34bxRlXiPk292swHlDjN2HvJKGsDUeVz48RmDcSwQzTrWfOAuMeO8UZX4LxlTjCsnDZE8R8lAgnvPVRpTrowNzAY9a4jCjeP7owcoXgtrtx1mz8mV2UM2ZhlLZnhk4ySDB4IgegPSTPUA+7tc2hoUNkhA+hepW17eKrtpePCK8ewvVEptmg163PyPLyU/mNd73Hjw8nG49dVtvD9g06rduPPiMbj/zZ1Yt/so+/qL152J5euaeDExbn73rt0h6n9ebZXIzU+4eXjoivGwmw2sc5+QWo8LNUMr2D/cM0b2x/XfOxX/885ukVPfby4egwff2sW6+Qn7q/e4sWi6Bwuf2ZSu0TPDgy0H2mU/6DP9PnD5OLy59ZDkHNZ5XHj0xxPYX6i8wSh2fdeJ5esaea5rNUMr2L6U+p1W7cbyOTXwhmK4/dXtoo3AkunVCMcSWPz8ZgSjCdZ1a+PeNqzdeki2zQvGDcStr2yTfO/WC0fhvjd2iuZz6YxqjDqpFIFoAr9+eSvWd7n5qcUOgF1P7uZL2P782io8/5/9uOn7p+F3736F9zm5xpCe+8OSLm91HhcmcHKDG8f//Oh03PS3LyXPq/W4MGv8IFw49iTeL1+/+vuXWDKjGo+8s5uXy0ysL316APfNHifbbr3HjTOGV/A2EUyMAFRzbcuBdiyorcIqCZMFbltGvQ6ff31M9pq++Qcj8eDbu0QbkgcvH4/B/fj17A53hLD/WBDL1zXyr5VqNx6+YrxowynkUEeIzQ0g/eH2ywPtsl8EzBo/KJ1zr2zjnfPFgXZM4FwjQqZVp+9VB9pDWceaD75tD+Jmmfs0cz0If7URzhnAv18ybn4PqYxJqh0t5zF4g1HZ++73RvbHnRePwbI12xXjVBtrpiiNServBHN/Wb2xWfKLmN7ICYIgiotc7w1oM9VDfNsehI9TtLfMasTJgqK9mZpVMI8DCgsBa2lnkNPKE8ca9Tpc8cePceWUoTwx+ElOKy56vEHUBlNnalC5jW3jjW2HRWJ25lGYMqsJ/TiFIjMVZa+eNxmfHWjH+WMG4Jv2EPqXWGA26tHSGUFlqQXReBLHglF4+pfgWCCKo/4IhrsceGfHd9DpgLGDnIjEk6hyOxTn5o3r62A1GhBLJvGDx+SPe/uGeozsWou9LX5cvKIBC+qqMGlYBexmA9wlFkTiSbYvreLuI74w2oNRdIbisFsMcHDqTPlCfCFz45FORfMEpT6ZRxulhP9cM4hWfxSReAIXSuQAN3YAkqYTE4dWwGTQwV2SrpeUSqVgNuoRSyRxwe+l21SbK7n3376hXtXEY7jLweq9mBxkcktqLoLRhKZ2hfG8vrQWqRQUTViY8966oV4xJ9++oR7JVEpxDeTW8/KakzGCo59jEJozKBWLloIrrreaDJrm3V1iFp2j5bpwl5i7FWuuydYAQcooJSBxXavRHWMDtdjX/eoc1miEWae1gvu6lrFmSqZmGcz9Zda4gTwjI9IoEQShBTKgKFJOrrDjZJVjMjWrGCzYjGXSjnNgmUiI3+qPir7xf+GnZ0m20epPi6H/9rOzMaXKhf/saxOdyxWX/+1nZ/H+6GYqyg7GtJlRvPDTszDnz/8GALx03Vm8XwyY15QIRBIYM8iJT5uPKR7HNWnwhaUNQbhifK3ibqlCvgBQKXGOP6LNtEKKcExZ+A8cF1CrmTR0hmMQfiMjZTrBXTcpYwYtcSu9r8XEg3sNMTkYVJgLre0KOXhMugC21HlquqBwLCGaX6ljpMYwc6RU5nRfHM89Xy0/mHlnTDC452i5LrjnFQLZGiDkypCgO+2oxe4LxTCiP3+dlK6NXJk9ZGqWwdxfZo6sVDUIIgiCyDe0meohjvjCaA9ElY0MMjSrkKsAr6UdYTxuhxmnVpbglgtGorLMAn84gVKrETaTAUMqbLjrkjG814/4wrjl5a0otRpZUbKi6YUg9jKr+PgSsxHlDhP0Oh0CkTjWLq1j+xlSYcPrS+pg0Ovw1DVnYGCZDZF4Akf9EViMx/spsR4XJ3ONNpi+VM0zujRsaoYQ3PeFImqmr2EuGyv0dpiNskYXzJooIVzrEotRVYitZEpgNRlURfRMn2oGH1KxC9se2s+OX86sZn8l7F9qUYwtm3GVajDx4ArabSYDnrx6Iob2s7NmDwBEc9K/xIz/Pq8aYwc5EU0kUVlqhcmgw2FvGFajAYMqrFg1bzLCsQTPhCKh8qM/Mw61XNMiqJefE5PsfYKZByUzDy3IGRpwzTOsZgNb/4cxnHlm/hSc5LRg5dxJkudpHXs2cE1KSq1GWAx6eENRlNrMqnOQKyOI3iDT2Ht7rL3dP0EQhBZoM9UDHGgL4FYJUwmhkYGasQT3w6JSBfhym4k1RBBSX+1GmdmAG//2BS+e743sj6eumYQ71vB1WDNHVeL/Fp4per3O48KL152Fd3d+h4ff3oPV8ybLCuRXzp3EurAxuEvMPFE/8xz8Q2/vFs3Ti9edhWg8gd++uYvVJAn1IUw/bZ1R9rx4Iv2tN1fDwxwrp0+pcKQ/RFU4zIprwRzHjIURUTN9Pf+f/Zg5aoCk0JtrdMGsm5JoWs6oQ8mYY1q1W9ZOu87jwiCnFSuuqsHKBmkR/eGOEGtesWSGR5MJgHAOhAL9tH7tFCx85jMsqKuSbNNuNmCg0yprxiFlkgKk59Vo0CmaeLR0RjBpWIXsfD5x1USkkBLNSX21G4vOTcfNrFmtx4WFdVVIplK467UdopydOWoA/vVViyYjjo5QTPZ6lZpfrXMyrdoNq0kv0pzwTD5k7iGZGAvIGRow18ERXxjbvvXirBEutkAykyP3rd3JWy/u9TFpWEVezATkTErm11bhqr98iknDKhTnIFdGEL1BprH39lh7u3+CIAgtqHtKE93iiC8s2kgBQENTG257dRuO+MLsa4Mr7Pjt7HGo87h4xzLGEsxjfWoV4JOpFBadewpqBe3UelxYdK4H/lhCFM+oQU7cLtgwAcDIgWWSrzc0teGu13Zg5EnpZ013HPbiyQ+bRO1ubGrDk//ay7qbcXmCY2yxoK5KZFjA7ccfSccsdxzTz47DXtR5XLjvsnFY3PVYGfecVQ3NmF9bJZobZnPL/Fo4oMyK+2XWgnscwK94z/Q1epBTZJjBxPn0xmYsqKsCcPyDrdw34XJr3dDUhsfe34P/d/5I0ViYNqd53KL4a7vE5Nu+9eLpBun5vu3VbfjXnqNsn3Jzxo1dag6EbW9oasWKD5uwoK5Kts1lF43Co+98hfl1Vaj3uEWx33XJWOw+7BO9fvP5I/G7d+XPWzqjGtNP7Q9AvIFgxv2dN4RVEnOyofF43Awbm9rwdEMzDntDknP4P+/shk4HzK+tklyD+bVV2HnIi/m1VVjy/GYsnu7BtGp+3FLzW1+tbU4Y18bfvLZD8j7xrz1H0xsKmXsI8yuSGt5gVPL+trGpDas3NuP/fX8kBjpt0OmA5esa2Q0MkyPCjS9zfSybNVrxusgWbzAq2khx+11QV6U6B9xc56J2LRcCmcbe22Pt7f4JgiC0QL9M5Zn2QFTym2kg/aGrPRDlfTAf5nLgwSvGSxpLMLT6o5LfYgPpD0O+cJz99n9BbRVPkL7wmU34xy+mis6rGVIu+Wy83OtM/LdcMBIAMPKkMvzPO3skj9vQ2IpWf5T3h6/VH+V9oNHaj9JxGxpbcduFozC7ZjAcZgNWz5/CiqiZc4LRBK5/YQtvbqrcDvRziB+7HOpy4NEfTzj+OKTViAqJ4wBgULkNy+fU4LA3jBXrmrCgtko2zo1Nbbj9wlGYPeFkVdG00lqv230U15w1HDVDK9ixjHA7MNBphdNuxr6jfkwYWoH5ghy4/oUtWD6nRvIXHCCdQ3OnDmf/LZwzp82ECrtZFLtwDuTGvqC2StSmw5IW4zttJtz66nZ8vK8N100bgRtmViOeTLGbcYteh0d/dDpa/VG0B6PwhmLYcrAD7YEo3tp+BB/taZU8r9xqwknlNuxt8cvOZ2WZVfKXSG7cXDY0tWGe4DXu8bdfOApWkwGP/ngC/OE42oNRWEx6xBMpeIMxjB7kZH+hXLB6E966vh7xZErWWGBQuQ0r5tSgpTMCbygGu9kAh9mIcruJnRPuuW2BqKT9PQBUllok3QmB9PoLr1c5lPKzoakNwVgci5/fjOVzalj7eED5Ot7Y1Ia7Lh6TF1c24X1H2C+zxmpzwOR6tkYQvUmmsff2WHu7f4IgCDVoM5Vn1MTrSu+nUoBUSShfOIbxJ5fh8Tk1CMWS8IXSegebSY/rX9gCX0jaEIGhMxQTaRyMeuniU5F4UlELFYom8eTVE+FQKdLLFSp/2x4UFQ5VE6IHI+niuhX2tNZKylkKACKxBAZ1uexpFcgjlYK1S3PCaEi8oSjsFiP0Oh3MRj1OG8AXwctpTfa1BmA3G2AyKP/oG40nMXqQE95gFHtb/KJ2mPbbVAqsCs0T/vHzs4/HGIrJ5kCmJg/BaAKrGtLf3F849qS0MFwHhONJBCNxxJIpJFMpBCJxJJWbZtvm5uiTV0/ETX//Es9deyZPQ/OvPUd5Gpo1i6aizJ5+ZJRJ2fPHDEAwkuBp7J5av4+Xs0aXDvvbAvCG5OczG+MLpesjnkhixCAnAGBAGfDlwXa8s+MIW6T2/DEnYcrwfkAKiCWTCETjiMSTitolJfMBYX6GYwn86SdnYJBTrC+MJ5X1XGrGAlrz84gvgmA0wZs7u9mAfg6zolYqoGKuwvTvj8RQbjcjGk/yCmED0oWd1QwYHBYjW4A5qaJ5y9YIQk2nlgsdmxqZxq50fCHGSxAE0ZPQZirPZGJkAGgr2uuymfD4nIm4fY34uMfnTEQ4Lr3RYPu0mUQah+d/eqbksXaTcpHbYCSORc9txsq5kxT7ZITCzPiE3/KrmQ4Eur69r/e4RZojqX64cEXMcnoepnbT7Wu2875pZx7JeuDNXbj70rHHC8PKaE2cNhMen1MDg8zmlBunXDv3XTYW96zdifd3tajOq9B4wBuKYekLW9hYtJ6n9r7cvNV5XFg2awweensXW58s05iB43n2u3e/ktXQBKMJ2Lrqzuw67MPff342Hn1vj+gaeP6nZ+FQRwh/3rBPlLO3XTAqo7jU3rcqXB9XTOT7dzpt4iK1cjW5ulMUlcmrz/e3y+oLLxk/SPFLCSVhPzdvta418//MeNXWWUv/zPgefud4wV+m2DajzWJg5lPN0CDQdT8D0lq5h7JcA7XY5XRqau8XGsUWL0EQRD4gzVSeYYwMpBAaGXzTHhRtpID04zK3v7oN37QHAQB6o160kWKOu2PNNpRYjIp9AinRuaFoQvKcRColq1FavbGZdSxjxPRSMELhbznjEx6fSqUUY2bKoW1oasVqjuZIeFyJxOaVETED8tqs0waW4dZXt4keWWK0FKcNLMOvX97K/vIhpzWxmgx4emMzPtnXpjgfJVajbDu3vbqNrWGlNK+MiYHw30wsDotRpDVgaOmMyL4nZV6hpGm7d+0OjO76BSbTmJnXmDyT09AsqKvCtGo3Nh/owIbGVjx0xXjcsWa7ZDyff30MKzfsk8zZL7/pQL1MbC2+sOx7UnHXe1ywm/Wy18eda7azmkhvMIpla7Zj9CAn73i5ec1Uu8TA1dgp6QvvXbsDy2aNlmxDSdgv1PBpXWvmODWtFLPOWvqXGt+CuiqeNouBmc8Sq/w1IVzjDVmugRxqWle1e0uu4sgVauMptHgJgiDyBW2m8kwmRgad4biivoqpR6N2nD8cVzSyuO7Zz0XnGXQ6zJMwBLCZDYp96XTpX2C0mBT4OHELj5frnzFMMOiO/9LT0NSGs0dIHyf1eBBXxFwzpFxyPHKvA+kPejVDyrG+sRXtATW9WkzR6IL5tjsQiStqTWqGlAOQn9e6rl/MGDvvWsG/1ze2wh+Oy4q3p5/aX1HYfe6p/XnvKc0PN15uzEIjiHqPG0umV7MxcuPW6XSK8z91hAv3XDoW967dCQCoLLPIHl9ZZpXVg933xi4smzVGZORQX+3GSU4b5tdJrJnHjaVScddVocJulo1jQ5cmEjiu1RHOo9K8MrqdTOBqmJTa3tDUholDyzMW9gs1Ukp5vnTG8Tlb1dCMJdM9mDpC2t0QOL7OWvuXGp/afAYicVkjD+71wz0n0zWQQ03rqnZvyVUcuUJtPIUWL0EQRL6gx/x6AK1GBlqL9qod5wvHMHJgmaSRhTcYwcF2cUHRYCyBm/7+pci0Ip5Q1g2EY+nHhLiGArdfOArReFIkFObGLTQgsJgMWPTMJknTjOtf2IJHfnQ6r99EKsVqLrjHPX+t9OOKjIh5T4tf8n2tehlVDVwoLjk+Js6h/ewYWG7TVOhUqp1SqwkuhxklViOOBSJ45Een88bPfWyLKXiqJN7W+l5MRWPDnT8m5ueuPRPzaoezY9/2rRefft2GF687C992hNC/xAKzUY/D3rDkL4pcrCYDvKEoOz5/WP5RVqW1DEYTaG4L4M5Zo6HX6dhxJ1IpXPbERgAQrdm2b72wmfWiuEPRBDqCatdivOv/Y5KxaS3mrBWuJkit7VA0kbGwX6g5kstPd4kZLf4Ils+pYefx06+PYaJKgVWryaBoPKE2PrUxM0VpuUYeNrMBb23/TvbR4VwVplUtmKtyb8lVHLki2+LFBEEQfQ3aTPUQ8UQSKYB9XI2pgcRFa9HeTIv7co0sHGbp4rrMYzVCwwI1TcSQfjZWsM2IyC8aNzDdbiKJQDQBp116fFwDgpVzJymaZgj1KrF4Eguf+Ux0nMNixL6jfsS7DBGCkThKrSaYDXp0hKKyhV216mXUCsNyNXBS43n7hnpsOdCe1v7M8ODFTw/gyilDUTOkHPFkijULiCdTvCK/TDsf3HgOTqksAQD4w8f1HVyY9bWaDGxBZXeJmT1PZHrBeY8LV/S9V2YTyjCEU/g2GE0gGE3gWCAquUZjBznxi7/y41bLM6H+i1ucWQhXnyNlDGEx6KHX6XhjbjzSyX6QlsrBcSenH2Pkxr1y7iRUlskXHwbS+XDEF2aLJA+usPGMF7pTsJcr/HfaTHB0FXJ+8uqJcJiNksWEhQVxMxX2S2mOuHnOzc9Wv3j9ta6zbEFyTv8Wo160xkP62eWaBnB8PoW5LVxzbruxZAp7j/q7bRTRz65supGL4s09SSEU1O0J8wuCIAg1aDPVA2gxlQDSH9TrPW5J6956j5v9IK9W3NdpNSr2+deFk/Hoe42CgqrporfcwqQAsPs7n3wBYI8bH+xqwWPvpy2Paz0urJo7Get2H2Ft0rnjLFOIu8UXlu1HqGWQK1JaX+3GFwc7UOEwi7QUzGM827/1Ssaw5WCHbGzcAquHOkKKBWwrHPJFJus8Lqzddpid9zqPC89dexYeensXVjU0y5oFyBUxtZr0opjljCIYUbgOYIvxCt9TEowrFc+s9bjwzo7vsOVAO89E4EiXBkn4yJ3UXDPzq7UwcIsvophLM0dV4sopQyUNMy4cexJvHg91hPDZ/nbFArtHfGEc8oZ57Ww52IGaIeWK16Kjq0D2lKp+WDl3Eh5+ezfv2Ptnj5W95pW0Q1zhv9DEgvm3sJgwN5cmDi2H1ZT5U96ZFFGVOlbLOiuZGnDb3H7IKyoUvmSGR3Y95OZTGKfaNZSNUcShjhDuWLNdVCiYe20r3TsKsUBtbxfUJfMLgiAKBdJM5ZlvVUwlvu0ylQAAA4DF06WL7S6e4QHzXbxacd8UoNinzWyUKKiaLnorFKVPHt5PvgDwdA84UiZsbGrDEx82YXSXeQK3z0MdIZysEHetp6vQrEDLIKUNuvPiMdh5yMs7blq1G4une3DIG5IV3T+9sRk6HTBPopDqV4d9uH/2OFH/wgKrt7y8VVEbNqDMKqlFquvSdHE1GVzzBiWzAKkipt5gFL95bYdIZ6ZmaMAtxit8T0kwLlc8k6s14ZoI1HpcGOi0YcmMapE+ZdchL5bNGsOLm9HUCI+VKwx8y8tbsWzWGMlcqvO4cfclY2QNMx54azf7b0ZEf+/andLaH48LS6ZXY6DTxq4dUxD3q8M+xTh+O3sc7n8rvTlOpYAnP2wSfci/741dWDT9FJHxhZJ2SSj8F665Wi7dcdEozKutwl2v7cjYJCCTIqpSx65qaMZSiZxgzgekiyozOQqAbZOZU+44VzU0S17fSvMpjFPtGsrUKIJdL5lCwcy1LXfvKNQCtb1ZUJfMLwiCKCR0qZRKMY0ix+fzwel0wuv1oqysTP2EHLPrsA8X/H6D7Ptv3VCPUV2bj12HfbjiDx/zHlth9DCrGprx8i+msscCafc/qeK+an2+eUM9LpR5/+1f1sOk17NtxhJJXK4Q0/I5NaJHeV5fWouLl2+UHee37UH4OHGXWY04uasoMfPYBvNeiTVdzNUXisFhMcJs0KMzHEWp1YxoIolA12N8Rr0OFzy+QTIeLivnTsLSLo3HrHEDEY4leFqR43Wm0kVRdTrgcEcYn3EeyeE+AiRXwJY7DqvJgLXbDvMe6RHGBEAx7vf+exqqB5Sy/97b4sf3fveRxGNONtHcC/uS64f7iJYc3mAUh71h7GsN8PKAO663bqiHUa+DQa+Di1PzhzsX3McbmZzafsiLyyacjHhCvnAtE0OrP4pQNAanzYxANCHSIjLzIwczVu5xwrm0GPUY4XbAYTHC35WDUrkiF4c3FMX3/3eD6rzbzQa8eX0dEklo0i4JxyZsW6kvIF2L7JpVnyIYTWhacymE16lSvFLHApA8X+u6MXn4A4n7GLOOUte3ljFF4glc+HiD7HFv31Av2a8wRga1MQmv7UzmthDojXi15glBEIQUud4b0GN+eUarqQRzrGKxXYGgd3CFtD5AtU+F932hOKZU9WP//WnzMcWYpATfUuYA3NhPrrDjZNERabRpOByiV7YcaBcVB5UiEk+y45k5shITBIJ4Yf9bDrRj3upNvGO487Fm0VRVvZGwppdUTGoIXQoZ8bdwbZ68eqJiO0p9aRGMM4WJpbRabB+xBEZJzCvAnwupOTmnur9oTaRiUMsRreJ47nFSeb5m0VRU9S9BZRZx7G87/quzmilGRzCmOm4G4dgyNbVo6Yywm99sTQIy0VrJHSv1mtZ1Y/JQCqXrW0ucauYwmRpFqI1JeG0XW4Ha3oiXzC8IgigkaDOVZzIxi8jUWIL5ZcoXSgvQS7p+mVJtR+Z9u9mA/iVmnjlBmU05RaSMG6TMAUqtJuz+zgeXPf2Lko8Tt8NsgC8chdUsFhAf8YWPuyDajKiwi10QgeNi6EwKr5bZTKoCZimRtRZxulRsWmKSQ7j2cm2qtTWknw1/+P8morLUCpNBh8PeMEwGPTZ3GVVw0WICoBSrcO362c0iEf7Wbzqg06VNKSLxJGxmA5qP+hGOp391LLOZYOkyDymxaheYa41ReJzItMJsgDcYzerDItdQQG1dMhHrC2MWtp3JNZBvk4BMDAK8wShsJoPI0Ib7q6fZqGevt3wZIKi1m6lRRCEYNWRCMZg6FNucEgTRt6HNVJ5RMl2o87h4f5jVjCW4TnJKBhNOlXakPmrZzQasmjsZd/5zB+/Z/gcuHycrkJcqZFrnceGooOBrnceFeCKJRc9txv8tnILbBcVW6zwu3HvZWFyz8lNUuR2sgPhAWwC3Sozx/tnjMNTF/3WKEUMrCdy58Z43qhJmgx5LXtiiKGB2l5h5xhhaxOlClITaXDMNLQYMam0qGWnUeVx4Z8cRNm5G77Tk+c2YOLQcV04awh6r1QRAqg+bSS9aO7vZgJVzJ+HJD5t4hhT1HjcWTT+FfSyNa6TAwMQ558//waRhFZoE5lrF8dzjsllbJZiC3Q2cItVa11dtbNycFLat9Rqo87iyMqHQSiYGAVLHcg0agtEEaj0uvLn9O6xY14Rp1W48cPm4vBggqOVOicL9NZNrtbtx5oNiMXUopjklCKLvQwYUeUbJdOG3s8exWiFA3ViCeazvGxVTiySAuy6RFsXfdclY6PUQCe3vuGgUnviwUbRpunftTiye7hEJ5OurxQVYmfZ3f+cTvfbJvlY8cfVE0UaKiXvZmu144uqJrID4UEdItJFijr3t1W044gvzXmfE0F8d9kkaCXCNEqZVu3HXJWNw66vbNAmYF0/3sO2pidOlhM9K5g2MmYaWosda2pQz0pAywOAaRjDz6g1GVcXdACQLUTOFk7+RWLsFdVVYIdhIAcCGplas+LApXadIxThhQV2VZoG5VnE897hs1lYJbsHuTNdXDW5OMm3XyfybgXsNMGuVjQmFFjIxCJA7VmhoIixKfddrOyRzvbsGCEq5c//scXjgzV2SBcaZL3q0XquFZixRTKYOxTKnBEGcGJABRQ+hZLogRM5YgkGLqcVPVv4HD10xHpVlFvjDCZRYDWjxRXDLy1vx8A9Px+YD7TyhvdNmwg//+Ilke3azAa8umopoIgl/OAGn3YQPdx/BmIFOuErNovafXXgmvMEY77WHrhiPgeU2WeMLgG+M8dYN9YpjfPuGeowcKF5PbzCKtkAUiWQKiWQKwWgCpda0cYU3FIXDkhZIt/qjmg0KLl7RwD761b/UgktWyBs8KAmfmcdn2oNpg4stBztEdaYGOq0wG/UIR7UJ5+XE35kaYDC/DH1w4zkAoDo3Oh3wypZvJU1JXvrZWSITDDVTBC0mHMI4tQjMtYrjlQwNGLIVtTOPO/ojcbgcZsQSKQSj8azF+sKcjMSTsJsMSKRS0Ol0KLMa0c9hThtnhONo7/oQzBRINup1POOQfIj1MzEIUDv29aW1eGfHEcn8Xferc+BymPNigCCVO22BKGY8KjZ+YfL/8pqTMaK/8vVfqMYSxWjqUOhzShBEYUIGFEWKkumCkFKLEZFYEiaDHmajHqUW/jL5upzmpAqSrmpoRmeXkQVTBycSTyIUM2DLwY4ukwb+BxKdTif5IZshGE1g79HjpgNPXj2RrSMlxdcSBgWReFLR+AJIG2MsmeFBzZBy+EIxXtFabnx2c1qTxSs82/Vcv5IY2hs0odUfxb7WAOJJ5e8QuAYFXGMCNYMHJeEzV+DO3TRImR5oFc4rifuzMcDoDMeg9u0Kc4xcm1IGJFqMQRjkcpu7ZloF5lrF8UqGBgzHglHojvrh0qghEWpPqp0lOfmgJ8xJIWsWTcWI/mnHOz+AZArwR+KS1xKQe7G+NxjFMZVfMXjGOyr9HzwWkh2rLxTDiP65mVcucrohJkfk5n/mSCmrkjTK96bsdEqZatKUji1GU4fuml8Ugz6MIIjChzZTBYaWZ9addpOktoPRGJSpvD/QacFf/72f995z156pGJfVdNxUIhOBO/c1OeMLhjKbSfTBX6ibYHQtv31jJ++RMbXn+oXzyvwSIoecQUEujAR6WjydiQGGlr7VjpEyINGaM3K6pVqPC5eMHwS72dD1a2PuBeZq8xSNJ7GvNYAH3tyFuy8dq6ghyaf2RNUgwWbSpEFiyOVcMv3Omzpc8Tie8U43DFrykQdKa+fM0CSou/3lKse0HHuimToUiz6MIIjChzRTBYTWZ9ZLLEZZbcnqjc2q73eG46L3PtnXJtJYMNR5XOA+DcoI3KWQMqVgXosnkop9AClFvQxwXLMk1N4oPdcvNa9KY5AyKMj0PCWEbWbTRiYo9cddL6ZvLfEpHROIJETrrCVnthzswB0XjZLN3XvX7sCCuqq8CczV5umTfelcPG1gmaKGJN/aE7X1cViMqhok7vG5mkvuuDO5TtTG0yIwtJFrJxeorZ3DYszptZttruRCkyY8tqfvS71JMenDCIIofGgzVUC0+qOimzvD+sZWtPrTN3i/xGaIoaGpTXKzxH0/GBU/crWqoRnzaqtQ7xGbJMyrrYLDbOAdu3RGNeoFf3jrq91YOkNsSsEIxxc/txn3XTZW0hjjvtnjcN2zn0vGvLGpDTVDygEAZ4+QdikD+HPERWpetRoCCIXOcuL+TITPPS2eVjLA4JpyMH1riU/pmKp+dpFBxaqGZiyZ7lHMmVUNzRg32Cm7vhua2jB1hCtvAnNmTMIYufPE5KJcrgHar+Puxim3Pv5wXLZ/7rWU63zjjjsTww218Zx7av8eu1bU1s4fjuf02s02VzI5T+uxJ5KpQ76vUYIgTizoMb8CQusz695uFOUFgHBMrGkJRhO4/oUteO7aMzGvdjhPVH39C1vw14Vn4oMbz+EJfVfMqRGJfwHg9SV17Gs2swGd4RhWz5+CMqsRDrMRD10xnmfGUWI2oNUfxsH2kGzMpVYj3r6hHoFoZgUzAel5Zca7oK4Kt184CtF4UlbAPKjchuWcsZbZTHj0xxPg54whU+GzsM18i6eF/Tksx005Xl9SJ+pbS3xqxzz64wnH60x1mSIo5UxbIIJARF67B6QfNx2Yx0dwBpXbsGzWaBw8FhRdA8yjcYy+S05D0hPaE6W5Vys6W2o14YMbz8l5vgkLIDPX14LaKkTiSQx32XFyuU2yT7Vc6qlrRcvanVJZkrN4ss2VTM7L5Nievi/1FsWoDyMIonChzVQBobnQaJZFeRmUNAgGvY79b50u/d8uhxn9S8wIRBOIJlKIJZMIx5MYUGYV/ZFlHo9IAeg6/bihgS793yUWI8JdBhtGvQ7JFGCzKMfstJlwUpkVh71hxeOknuuXm1dGRD57wskYPcip3L+E0HlAlwEMI2Le1xrISMTcXfF0pkj355A8Vv546WP4cxCF25EuriwssMzND+gE/bQAX7cpm0BwNSv5Eo8bdDosfOYznhHGIz86nTXCsHfpB7m5xo3FZhZrxrhYTQZs6SqSnGnMojGXmHFKZQlv/tX6r7Cn4+auVS7mTXidCU0aPrjxHF4/Uusn5xaX7bWSaY5ovQfnykwiW51SJudl2kdP35d6gxNNH5ZLyLSDIMTQZqqA0FqIsNxm4hXt5FJf7UaZ1aj4vpQGgSmq+vDbu3nFKGs9LvzfwjPxm9d3YN3uo+zrUsVzuYJerpGAWuHWWo8Lv5k1Bt8b2R8fcPpg+N7I/rCZjVjywhacMaxCtohwvcxz/fks8EgiZu1zoHacu8SMT78+pqm4bT7n3V1ixnmjKvFfU4aKjDDqPC7MHDUA542qlI1lyQyPYuHktdsOs21mErPUmM8bVYlls0bj9jXbNfVfX+3GZ/vbcesr29jXcjlvWq+znrhusumju/eKTPvMtr9MzqMCt2JoTrKD/t4RhDSkmSogtD6znkylsOjcUyQL0y461wMd+EU9ue8vme7BhCFOyaK9T37YJPoAtrGpDXes2Sb65UZYPFco6JUqgCpXuHVjUxvuXrsDd1w0WrrQ8MVjcHtXgV2dDlg0XXrsi6d7IEW+tAAkYtY+B1qOc9rNOPfU/lg6o1q0vvWctcr3vDvtZtx1yRhJI4yGpjY88s5u3HXJGNlYGP2hVC4LCydrjVluzKcNLBMVn1bq/9YLRuLetTt5r+dy3rRcZz1x3WTbR3fuFdn0mW1/mZx3ImmhtEJzkjn0944g5KFfpgoMLc+s+8JxLHzmM54egdF2LHxmE17+xVQsWL1J8v35qzfhyasmomZoBe89p82E217dLhlTQ1Mb5tdWSb7eHohiQJlVJOitGVIuqsMi9RrDxqY27D8WxPzaKtxywUiEogmUWU2ocJh5gvqxg5yyY1+wehNeX1KXlSYjG7SImPv6H2Wtc6D1uIHlNtjNBtx/2TgEonEEowk4bSZUllrYueyJeQ/HkoomLuFYUjYWrl7ojotGIxxLsIWThbbkWmOWG7PUNcXt/5YLRuLgsRB7jbT4IpI15XI1b1qus55Yv+70ke29Its+s+0vk/NOFC1UJtCcZAb9vSMIeWgzVYCoPbPuCykX7exUKeoZjInfUytGK1d01ReOd/0/X7Ardbxa4dZgNMEW+12zaCpGDkyLkg51HBfUR+JJ1bHLkWstAImYtc9BJnOlmv89MO/dHReTozNHVmLC0ArVwslqMcv1I3dNMf2PHljGK6CtdJ3nKl+Laf3kyOZe0Z0+s703ZXLeiaCFyhSaE+3Q3zuCkIc2Uz1EJqLNQx0heEMx+EIxOG0mlNlMvOeRVQ0orCaeeD4ST7Li+VUNzXBajHhtSS2MBj06Q+l4rEY93CVmWUtYOdOKMqux6//Vi9tmUuzXbNRj71E/3A4zr22tRXMzFclmI6p12kxYMsMjOcf5KiybLfkSDZdYpG8hTP4xZgs2swFLZnjYuRGSyVzlQjyuNB/eYBQ2kwFPXj1RtKbCPjSbxmgotCsVE5D+Rlgq7+1mAwZX2LBy7iTJ/AP4xbaBni+AK4XaXHTHoENrH71R9FmuTxL0E8UAmXYQhDy0meoBMhFt7m8L4LZXt/EeMarzuPDb2eMwrMvsodRqVBS4l1mNWDVvMpava+R9G17rceHZBVPQv8SC29aI+3jxurNx5VOfiDZUdRKFeJnXKxz84raMoJcp2sntQ+o1hvpqN5pa/Gycb27/DivWNWFatRsPXD6ObVupDUY4nKlINltRrdmgF/3iUOtx4fE5NXjp0wMFI2LOl2j4UEcIn+1vF60H13xEaN7w+Jwa0aNumQq+82US8NAV45ECRO/VCuKWKuosFUudxwWrSa963HmjKmE26LHkhS28fuur3Vg83cM+ssudZ2aOpQxjmFgnDi2Hu8QMu9nAxt2TBXDlUJuzbA06tPaR76LPmfRJgn6iWCDTDoKQhwwo8kwmos1DHSHRRgpIazRuf3UbDnWk6zANrrDjt4KiqMDxTZdep8MT6xpF7WxsasPvP2jExr2tkn3c9dp2rLiqhvd6rceFuy4Zi92HvKK+7p89jrW+1lLcli3cKlEYeNG5acMMboFUZp7uem0H7p+d3lCpFQMFxB+G5eYbyF5U6w1GcavEWm1sasPqjc2sQUFvky/RMNPuvWt3itZDynwESOfY6o3NWFB3XH+XjeA7XyYB/9pzFLf8Q/zexqY2PN0Vt1RRZ2GBYuB4seu7XtvBmmvIxXzXJWNEJhIAsKGxFcvXNWJBXZUo75k5ljKMeXpjM+64aBTm1Vbhsff38OLuyQK4csjNRXcMOrT2kc+xZtonCfqJYoJMOwhCHl0qlUqpH1a8+Hw+OJ1OeL1elJWV9Xj/e1v8+N7vPpJ9/4Mbz2Frq+w67MMFv98ge+xbN9Rj1MDjY/imPYhOTuHYUqsRgyvsqu2snDsJC5/5TPK9N66vw3feMM/Y4cVPD+DvPzsbkXiSLcBa0VVHSAjzyApT3NZqMsAXjsEXiqPUasS7O79DKgWMO9nJ62NVQzNe/sVUvLHtsOSjYOt+dQ5cjvRjiIFIDE6bGdFEEoFInCcczmS+gczWh0u25/U0+YqT267wkdIh/Wy4ePlG2XPfvqEe4Vii24Jvbq5pbUtpPpSuCybugU5xbbV9R/14Zcu37Pi5OR2MJnhzLBVzqz+quEZMXNx5PslpxUWPN8ie84+fn41rVn2KYDQhijubecsH3DgYgw65x0CzzdPeGKvWPovlHkIQXArl/kEQ3SHXewN6zC/PZFSpPpSZwHNwhV26T5V2lIwgfKG45AfKo/4IplS5JM7gIyXoHYT04yr/2deG/32vUaHvmKxI3xeKYUT/EtWbdqYi2WxFtcUixs1XnNx2hYYgamYm4VgCE4ZWZNUvl1ybBKgZpIRjCcn+vAp5C6iba+xrVS5UzMTFnee//exsxXNaOo+79gnjLhTRPTeO7hp0aOmjp9DaZ7HcQwiCS6HcPwiikKDNVJ7JqFK9BmMJTX2qtKMkQi+xGkSv2c0G9C+xYNdhH2uKUWo14mSJzZySmFp1fIL3ud/EJ1Ip7G8LIBpPwh+J89rm9mkzi+Pn9SGYw2xFtfkU42oRpGsVrecrTqV2tZiEqBlAdHf83PcdFiNMeh3aAlE4LEZZcxa7KbPc0TIXAOCwGLG3xa9odqGE1Hwyxi9yWE0G1hwllkyxZi7ZfAjqCYOEE1HcXkwGNgRBEIQ8tJnKM5mINp02k6KxhFNlM6KlnfpqN1q6Cu1K9XFUIFC3mw1YNW8y7vzndl6xXaEpBqAuplYbH/cjI9fEYFVDMx6fU4PfvbeHp8OZVu3GfZeNxT1rd+L9XS0AgCUzPLJ9SIlksxXVukvMqK92S9bdqO+GGFeLID0T0Xq+4lSat2OBqGKfVpPYbIGJXwfg5m6OX+p9Rov3n+Y2rJw7CSs+bBIZh1w49iScN6oS73XlEhe1XJCbi/pqNz7b345bX9nGa4trdnH6kHJZU5VaCfOXadVuVDjk+6z1uOAuMYt+7cnG2KCnDBKsJn1G121foFgMbAiCIAhlyIAiz2Qi2hxUblM0ltD64UWxncvGYsqIfpLv3XXJWHQE+Y+WLJs1Gk+sa+RtpIDjphjftgcBaBNTO8wG3HeZdFz3XTYO5VYjO09cEwM5Q4P1ja247dVtbD0qIG1yMU9gfAHIi2S7I6pdPN0jMsKo9biweLpH9hwltMxhNqL1XMcJKM/buMFOLDr3FMk+b71gJH7zzx2y8f9rz9Fujf+ILyz5PmPMMHpgGZ78sEnSOOSBt3bjrkvGZJwLSnOxeLoH967dKYqVa3YhZ6pSX+3G0hnVPEMGJpYBZVbJPms9Ltx8/kg89v4eyeslE2ODnjJI8Aaj+M1rOzBPYg4Yo5u+9lhRsRjYEARBEOqQAUUPkYlok6kzxRzrFNSZ0opUO75wDP/fX/6Dh64Yj8oyC/zhBEqsBrT4Irjl5a3467VnIpUCe45OB/zgMXVTDC1iagCY9/SneOLqiWyNq1KbCfFEEouf24zV86ewgvxIPIELuwT2asYAwveZx7hmjRuo2eggU1Ht3hY/Ll7RwHtcjGs88PqSuozF41rnMFODjVzHyUU4b0a9DntbA1jy/GbJPicNrcC81Ztk21Naay3jf/uGevxAwXzl9aW1iuYYH9x4DpuDmQqspebigsc3SBoqyOUsM18j3A4MdKYNXpRi4fbpsBhhNugRjMVxwe/lzSm0Ghv0lEEC049wDpicubzmZIzo37eMGMh8giAIovcgA4oiJwUAOuVjBpXbNG2e1LQMDrMBoWgCJoMeZqMeDrMB3xwLotUflf3A6gvF4HJY2HPaOiOKBYAZkbQWMXUKwMH2EC5ZIf1htjMcwymVaZOJLQfa2dcj8SQvhngyhUFOGyLxBI76I6gstfAKwjJC/ZkjK3lGB1q0H1rWhxmv0HhBOJZM0TqHascI28xVnHLzx53DLQfaEY4leH1y185iSj82KlUIFwCiiaSsjkRq/MLcTKZSisWB/WHxa8L5YHIw23mpcjvYHObGwI3VbubfeoVrtGbRVJ79uhxSYnDutSM3Ri0o5aPdbEAylZLVgmUC049cns4cWZlxm/kkFxoyMp/IDVTwmCCIQoA2Uz1APnQH2ehGplW7cdtFoxTbLbWaeN+YvnV9nWQBVubZfsZUIhcCcp4ZB+e/7SaxfurBt3fxHpERFlYVtpdpoVa19cmHYD7Xc5irNgHtOVxmNeFY4PjjX3IFfKXWCwAGV9jw13/vl8017u/ombYNSBuscMl03ZTmhatxFMa6cu6knMbBJVdrLtcOM5Z7Xt/Be/w323taMZlP5OpeXkxjLlSo4DFBEIUCaabyTD50B9nqRtY3tmLLgQ7Ue6Qtzus8LsQSfHvoWDIlqVdinu0vsaT34yVWo0inxG23xGpkhfpSCEXm3GMTqZSqfopbWFXYXjaFWtXWJ5OxaEVLm5n2m4s4M8lhd4kZLZ0RUXFZtfUC0hqhbd94ZXPNYeHnUCZtA+lNVosvItLlZDofDGrz4rBIawABYMvBjpzFISRXuSnXDjMWoY4y23taPq6lfJDLe3mxjLlQoYLHBEEUErSZyjOt/qikqxmQvvG3+jO/6au12R6Qf//etTtxz2VjJU0g7r1sHBY/t5n3+rFAVNJlDEibUPgjcQBAIBKXFJDXelyYV1uFQCSekdkD91idTsfGUDOkXDaejU1tqBlSLmpPab4qSy3Y0JT5+uSjGryWNjPtNxdxZpLDTrsZ557aH0tnVKPW49K0Xkw89146Fve9sUvy2IamNvjDx3OovtqtuW3guJvfLS9vxZLpHtTnYN3U5sUfjrNzL4xVznSiO/nDkKvclGtn6ghp50Egu3taPq6lfJDLe3mxjLlQycffVYIgiGyhx/zyTD6ejVdr0xeOy74XjCbQGYrhoSvGwxeOs8J2h9mAq//yHxxsD4mOV+wrlO7LG4rh+he2YEFdFRbUVvEE5Ne/sAXPX3smgLQebPmcGk0Cf+bYPS1+9jW1wqpOmwnL59Tw2utOoVal9clkLFrR0mam/XY3zkxzeGC5DXazAfdfNg4tAqt9IaVWE2v68HVbQDHfmH4GlduwbNZoHFP5wOS0mbBm0VTYzUaYDOk6U39deCb6OcxYkYN10zIvp1SWiHIYSF9X3Oul1GqCy2Hudv4w5Co3pdrxhpTnPZt7Wj6upVyT63t5MYy5UCHNGUEQhQRtpvJMNs/GH/GF0R6IwheOo8xmRIXdjAFlVs1tqhX0dFhMOLnCjpM5r+1t8Ys2UoB6AVamL6mYdLrjTg5S49TpAIMeOOwL46sjfsmxOu1m9ON8uFCLx2kzodUfxb7WwHFBss2U80KtcqYDuYBrKsD0wxuPXWz8kEmbmZJtUVqn3Yx4Utkyw+Uws65l5cEYVs6dhHgyhZPLbUghhUAkAYfZAEAHJyevDTodAlH5Lw0AoMJu5jmi2S3p6+rrtiCba4xzX3p+oxkJ2JlHXOVgcsdpN8PlMPOMNWymtIGDQadDMJbAyTZjtz5IqwnxfeEYa6ySaR/CfBQ+CiwkW71Pd3K0J8iHzqnQx1yokOaMIIhCgjZTeSbTorAH2gKi+iNMrZWhXQVy1dqscGReqFWuzW3felHvcUs+ClfvSffFnL9q3mQsX9coMgNYNW8y2ycjGv58fzsen1ODh9/5SnGswtgYrYnUY0ZyBVIfmD0OT8+bjMclYrtw7EmYObI/3t99VHIupeaqp4TPhSKwzqYoLROj1vw/1BHCHWu24/MD7VhxVQ0eemsXT5NT63Fh6YxqmIx6DOxq99Ovj8nmgnDtpK6rek+6DtSCZzaxv4hpnd9DHSF8tr9dc/9SBVrruh6BvenvXyIYTWS9tlJ5ct6oSiybNRq3r9mes/xh+lEqMtyX9T7ZFvgmcg+tBUEQhQRppvJMJs/GH/GFJQs5NjS14bZXt+GIL6ypTatRn3GhVrk2Ty63YfF06QKsi2d4YOX8UvTEOuliqE98mP4AyRUNy5kHCMcqjE1JayJXIHV9UytWrGuULtT65m7cMPNUzdqVnixkWigC62yK0jIxasl/dqxN6bxY1SA2N9jY1Ibl6xrxrz1H2Xa52iwu9YK1k7uuNjS1YvmHjTyjCi3zy8R779qdmnRPcgVaGwRGGdmsrVyenDawDLe+ui1n+cPtJ596r0KGdE6FA60FQRCFBP0y1QNofTa+XcXsoT0QZR+BU2pzb4sfC1ZvktQvLVi9Ca8vqVPUKHHbTKZSuPSJjapttfqjskYOGziCYObDXc2QctnaR8KxCmMLRGK4/7JxiCaSCETiqgVS0yYT0vO6oakV8/1VqBlagQW1VXDaTOzjX1JzpEX4nIs/5D3Vj1akckNpzrkxquU/d6xKebGxqQ0LaqvYdrnarEA0jmA0AafNhMpSC29ulK4rpk252KXgxiulE/T0L8FAzi8/Smsp7D/TtZVrW2kes8kfbj9CvRe3yHBf/xBLOqfCgdaCIIhCgTZTPYSWZ+OVjCOk3pdrszuFWqWKsGppK9OCs2rGD1JzoTSHwgKpXNT6CseOj2/Noqk8nY04rp4RPheiwFouN+Tgxqi0dtyxqq1VJJ7U3O7x9pWvK6k+leaXG6/UtbFm0VQMg0PyeC39Z7K2cm13x1hFSz9KRYb7OqRzKhxoLQiCKARoM9VDaKnUrmYcofb+8ePkDRdWNTSjzGbSXDleq9A3U0GwVmOLXMSp1hf3fTXhck8Jn4tBYJ2P4rBa1krJFKSlM4KOUAwOswEOixHlNhPKbMrXjVSfVpMBWw60szkXjiePm8JYjVgyw4NVDc2Sm0lhfGpGFcL+M1lbuTVQm8dM86cY8rEQ0Hq/6m2KJU6i59GaG5RDBHEc2kz1AFqNBCocZtR5XGiQeCSpzuNizR7UUDKDeHreZFgMeix5YYsmYbpWoa/W47QYSdR5XOjnMGdkwOAukTfdaOmMoN7jknzUr9bjwpaDHaI45egp4XMxCKxzFaPQYERprVo6I5g0rEL03qGOULr4MudRU8a0Yki5Tfa64q4/Q53HhbXbDmPFuibYzQasmjcZT6xr5MVU53Hh8Tk1uP6FLbwNlXDcakYVwv4zXVu5NdhysEN2zNnkTzHkY29TKIYxahRLnETPozU3KIcIgg8ZUOSZTIwEBpRZcf/scZIFde+fPY6nIVJDzgxixYdNWN/UqlmYrlXom2nBWTkROzNWi1GfsQGDnOnGKf0d+K3EvDKFXFc1NGsWLveU8LkYBNa5LA7L5P2qhmbMr6tCvYffJrMxmn5qf2lTEMFGCjhuWvHxvjb8dvY41AuNKjxuLJlejVUNzexrjMMe89qCuiosF2ykgLSubzXHPEJq3GpGFXWc/Mtm3pi5k1qDrw77cP/scTnLn2LIx96kkAxjlCiWOImeR2tuUA4RhBhdKpVSLgRT5Ph8PjidTni9XpSVlfV4/3tb/Pje7z6Sff+DG88RaXR4daasRlQ4zBltpNT6XDl3EhY+85nmeIDjP+mrCX21HMccE4ikHw8Ix5PwhfhjzXTe9rb4cfGKBt6jjYxRxqqGZqxdWgeHxcir32U16uELxeCwZC5c1jof3aWn+ukOuYhx31E/XtnyLWqGlKfrTDltSOnSdabsZgNKLUb0k3mMREu+V7kd0OuAvUcDbG5s+9YLnQ4YO8iJSDyJKrcDb2w7zHt8T+laAYC3bqhHJJaQHDc3LqnHbqv7OxBLpuALdX9t5dYg1/lTDPnYG2Rzn+8NiiVOoufRmhuUQ0RfINd7A3rML89kYyQwoMya0eYp0z6VxOlywnStQl8tx2kzDchs3uRMN5gPseFYAt5QevN22oAS2f61PgfeU8LnYhBYZxqj1Bx3hmOyJidA2uCgqr/0H2gt+e4LpQ1Qlna50NUMKcepA0phNRmw9ZsO6HTAMJcdU4b3wxlDK7D12w6kUoDDrHyL7AzHMaWqHzsubvHiRCoFu9mAYDQha1QxYaj4kUUu3c1HYcFdqQLQmdDb+VioOo1CNIyRoqfjLNT1IsRozY1iyXWC6EloM5VnekO4rdankji9UITkmc6b1PF2swGPz6nB0xubeR9k5Z7tpufA84/cHN9z6Vh24yGFUl5qyfdSqwk6HSTzod7jxqLpp+BHf/wEwWj6l7CVcyfhyQ+bMO5kp2LbjFGK1Ljqq92SuiotY5JrM5eFfYsttwt5DMVi0NGTcRbyehFi8mU2RRAnAqSZyjOMcFuKfAm3lfqsr3ajhVMQl0udx4USjY6B+SbTeZM6Xq4wsNSz3fQceP5RmuM7/7kdy2aNljxP7TpRyhXGtMJdYobDYpTMhw1NrVjxYROrf1pQV4UVHzZhQ1Mba5QiBWMKIzeuDY2tIl2V1jHlMh/7Qm4X+hh64z6fDT0VZ6GvFyFGa24US64TRE9Cm6k80xvCbaU+7710LE5y2iSNGubVViEQUa7J01NkOm9Sx9cMKZct1soULmXQUiSX6B5qczxxaHlW1wmz9vXVyqYV/nBcsXhvzZByAPy8UTNKGVBmVRxXQ1Mbpo7gn6tlTLnMx76Q24U+hmIx6OipOAt9vQgxuTSbIogTjcL4GaKP0xuV2uX6/LotgMXPb8aCuiosqK3iGTVc/8IWPH/tmXmLKVMynTfh8bGksrcK99lueg48/6jNcSiayPo6GVRuw4o5NWjpjMAbisFuNsBhNqLcbmLP16ol5GoKg9EEru/SWTHXyzCXHe4SC6trVGvXajLggxvPyWhMuczHvpDbxTCG3rjPZ0NPxFkM60WI0ZobxZLrBNFT0Gaqh+gN4bZUnyX+qKQYnkGpIGpvCIkznTfu8Xtb/IrHcsdKz4HnHy1z3J3rRO1ctf4rSy2wmw0iTaHwevngxnNgNepZswmb2aBYxNdpM2XsbpXLfOwLuV1sY0gBgK63o5An33+Pim29hJzIxhm5NJsiiBMF2kydYGRTfLNYhcSZjJWKkuaf3p5jpf5rPS7sOdKJx+fUYNu3Xtkiu9Oq3bCaxEWvtRbxzUWsuSrs2534eppiGEOx3ifzQTGslxy0jgRBZApppk4wMn3euZiFxJmMlZ4Dzz+9Pcdy/TPFm+97Yxee3tgMnQ5YOqNapMGaVu3G/bPH4Tev7RBdD1qK+OYi1lwW9i2m3C70MRTzfTIfFPp6yUHrSBBENlDR3hMUrcU3+0KBvkwKjVJR0vzT23O8vzWApqN+UWFn5helt2+ox0BnWg8ljLMtEMWMR+Wvh7dvqEdYpohvNuRyrnp73nNBoY6hL9wn80GhrpcctI4EcWJARXuJnKD1eee+ICTO5Nlueg48//T2HB8LRrHwmc9k3w/HEjznKi77WgOKbYdjCdVCvJmQy7nq7XnPBYU6hr5wn8wHhbpectA6EgSRDbSZIhTJh5C4J8S9J7KAWAvFND+5jrU7Od0TwvpiWpt80t156Ml5LHbDhUKkN64DWkeCILKBNlOEIrkWEveEuJcExMoU0/zkI9bu5HS+hfXFtDb5pLvz0NPzWMyGC4VIb10HtI4EQWQDGVAQiuRSSNwT4l4SECtTTPOTr1i7k9P5FNYX09rkk+7OQ2/MY7EaLhQivXkd0DoSBJEN9MsUoUquCvS1+qOiP5AM6xtb0eqPdvuPVU/0UcwU0/zkM9bu5HS+ClYW09rkk+7OQ2/NIxUyzQ29fR3QOhIEkSkFvZl64IEH8Morr2D37t2w2WyYOnUqHnroIZx22mm9HdoJRy6ExD0h7iUBsTLFND/5jjWfBYKzoZjWJp90dx56cx6LzXChECmE64DWkSCITCjozdRHH32ExYsXY/LkyYjH47j99tvx/e9/Hzt37oTD4ejt8IgM6Qlxb7Z9nCii/2ISWPdUrIWy9oW0Nr05J92dh56cx0LJnb5EIV0HBEEQWijozdTbb7/N+/fTTz+NyspKfP7555g2bVovRUVkS0+Ie7Pp40QS/ReTwLonYi2ktS+UtentOenuPPTUPPb2PPVVCuU6IAiC0EpRGVB4vV4AQL9+/Xo5EiIbekLcm2kfJ5rov5gE1vmOtdDWvhDWphDmpLvz0BPzWAjz1FcphOuAIAgiE3SpVCrV20FoIZVK4dJLL0V7ezs2bNgge1wkEkEkEmH/7fP5MGTIkJxVOSa6D/NoTD7FvVr7OFEr3vfEGuSKfMVaqGvfm2tTSHPS3XnI5zwW0jz1VYrpHkUQRHHh8/ngdDpztjco6Mf8uCxZsgRbt25FQ0OD4nEPPPAA7r777h6KisiGnhD3au2jJ8XOhaSv6G2BdSZzoSXWbOY2H2ufizXuzbUpBPE/Q3fnIZ/zWCjzVEj3lFzT2/eovkhfzheC6E2KYjO1dOlSvPbaa1i/fj0GDx6seOytt96KG2+8kf0388sUQUjRU2Jn0lccJ9dzkW17uV77vrDGJP7XRiHMU1/IN6LnoHwhiPxR0JqpVCqFJUuW4JVXXsG6detQVVWleo7FYkFZWRnvfwQhByN2liJXYmfSVxwn13PRnfZyufZ9ZY174nroC/T2PPWVfCN6BsoXgsgvBb2ZWrx4Mf7617/i+eefR2lpKb777jt89913CIVCvR0a0UfoCbGzliKUJwq5novutJfLte8ra0zif2309jz1lXwjegbKF4LILwX9mN8f/vAHAMC5557Le/3pp5/GvHnzej4gok+S74r3haKvKARyPRfdbS9Xa9+X1jjf10NfoTfnqS/lG5F/KF8IIr8U9GaqSIwGiT5APsXOhaCvKBRyPRe5aE9t7bWItvvaGnPH5wvHAJ34daL3TBIKPd/I6KCwKPR8KSYotwkpCnozRRB9ASpCeZxcz0W+51araLuvrTGJ1QubQs43yp3Co5DzpZig3CbkKGjNFEH0BXpbX1FI5Hou8jm3mYi2+9Iak1i98CnUfKPcKUwKNV+KCcptQomiKdqbLbkuzEUQ2UJFKI+T67nIx9xmU5i1L6wxFaQtHgot3yh3CptCy5dignK7b3HCFu0liGKHilAeJ9dzkY+5zUa03RfWmMTqxUOh5RvlTmFTaPlSTFBuE0rQZoo4oSExKSFHsYq21XJa7f1iHTeRf7qbO1azAd5glO6xRNFB90VCCdpMEScsJCYllChG0bZaTmvJ+WIcN5F/ups7tR4X1m49jK0HO+geSxQddF8klCADCuKEhMSkhBrFJtpWy+kjvrCmnC+2cRP5R+v9Ui53aj0uzK+twqqGZrrHEkUJ3RcJJeiXKeKEREtFeLo5EsVUwFYtp9sD2nO+mMZN5J9M7pdM7hz2hrGvNQCLUY8tBztw/QtbEIwmJM8hiGKA7ouEHLSZIk5ISExKaKVYRNtqOe0LxxXfF+Z8sYybyD+Z3i+ddjP2tQaw6LnNms8hiGKA7ouEFLSZIk5IektMSoYXxUExrpNaTpdZlW/3SjlfjPNB5I5s7pck2CcI4kSBNlPECUlviEnJ8KI4KNZ1UsvpCkd2OV+s80HkjmzulyTYJwjiRIEMKIgTkp4Wk5LhRXFQzOukltMDyqwZ53wxzweRO7K5X5JgnyCIEwVdKpVK9XYQ+STXVY6JvkVPVYSn6unFQV9YJ7WcziTn+8J8ELkjm/tlT91jCYIgtJLrvQE95kec0PSUmJQML4qDvrBOajmdSc73hfkgckc290sS7BME0dehx/wIogcgMXZxQOvEh+aDIAiCIJShzRRB9ACMGFsKEmMXDrROfGg+CIIgCEIZ2kwRRA9AYuzigNaJD80HQRAEQShDBhQE0YOQGLs4oHXiQ/NBEARB9BXIgIIgihgSYxcHtE58aD4KAyqeTBAEUXjQZoogCIIgChwqnkwQBFGYkGaKIAiCIAoYKp5MEARRuNBmiiAIgiAKmFZ/VLSRYljf2IpWP22mCIIgegvaTBEEQRBEAUPFkwmCIAoX2kwRBEEQRAFDxZMJgiAKF9pMEQRBEEQBQ8WTCYIgChfaTBEEQRBEAUPFkwmCIAoXskYnCIIgiAJnULkNy+fUUPFkgiCIAoM2UwRBEARRBFDxZIIgiMKDHvMjCIIgCIIgCILIAtpMEQRBEARBEARBZAFtpgiCIAiCIAiCILKANlMEQRAEQRAEQRBZQAYUBEEQBEEQRE7xBqNo9UfhC8dQZjPB7SADFaJvQpspgiAIgiAIImcc6gjhlpe3YkNjK/vatGo3HrxiPAaV23oxMoLIPfSYH0EQBEEQBJETvMGoaCMFAOsbW/Hrl7fCG4z2UmQEkR9oM0UQBEEQBEHkhFZ/VLSRYljf2IpWP22miL4FbaYIgiAIgiCInOALxxTf71R5nyCKDdpMEQRBEARBEDmhzGpSfL9U5X2CKDZoM0UQBEEQBEHkBHeJGdOq3ZLvTat2w11Cjn5E34I2UwRBEARBEEROcNrNePCK8aIN1bRqNx66YjzZoxN9DrJGJwiCIAiCIHLGoHIbls+pQas/is5wDKVWE9wlVGeK6JvQZoogCIIgCILIKU47bZ6IEwN6zI8gCIIgCIIgCCILaDNFEARBEARBEASRBbSZIgiCIAiCIAiCyALaTBEEQRAEQRAEQWQBbaYIgiAIgiAIgiCygDZTBEEQBEEQBEEQWUCbKYIgCIIgCIIgiCygzRRBEARBEARBEEQW0GaKIAiCIAiCIAgiC2gzRRAEQRAEQRAEkQW0mSIIgiAIgiAIgsgC2kwRBEEQBEEQBEFkAW2mCIIgCIIgCIIgsoA2UwRBEARBEARBEFlg7O0A8k0qlQIA+Hy+Xo6EIAiCIAiCIIjehNkTMHuE7tLnN1OdnZ0AgCFDhvRyJARBEARBEARBFAKdnZ1wOp3dbkeXytW2rEBJJpM4dOgQSktLodPpAACTJ0/Gpk2but12Nu1kco7WY9WOU3pf6j2fz4chQ4bg4MGDKCsr0xRrb5Grtcx3+4WQK93JE7n3KVdy336x54rce5QruW0/2zYoV3IL5Yr2Y0/kXMl3nuSqj76aK8I8SaVS6OzsxKBBg6DXd1/x1Od/mdLr9Rg8eDDvNYPBkJOLLpt2MjlH67Fqxym9r/ReWVlZQd+cgNytZb7bL4Rc6U6eqL1PuUK5ovVcypXctJ9tG5QruYVyRfuxJ3Ku5DtPctVHX88Vbp7k4hcphhPSgGLx4sW91k4m52g9Vu04pfdzNRe9Rb7j70u50p08yTSeQoRyRfuxJ/I9BSiOXMm2DcqV3EK5ov3YEzlXeiJ+ypXMY8kVff4xPyJzfD4fnE4nvF5vQX/TQ/Q+lCuEVihXCK1QrhBaoVwhtJDvPDkhf5kilLFYLPjNb34Di8XS26EQBQ7lCqEVyhVCK5QrhFYoVwgt5DtP6JcpgiAIgiAIgiCILKBfpgiCIAiCIAiCILKANlMEQRAEQRAEQRBZQJspgiAIgiAIgiCILKDNFEEQBEEQBEEQRBbQZoogCIIgCIIgCCILaDNFZMzs2bNRUVGBH/7wh70dClGgHDx4EOeeey5Gjx6N8ePH4+9//3tvh0QUKJ2dnZg8eTImTJiAcePG4c9//nNvh0QUOMFgEMOGDcNNN93U26EQBYzRaMSECRMwYcIEXHvttb0dDlHANDc3Y/r06Rg9ejTGjRuHQCCQ0flkjU5kzIcffgi/349nnnkG//jHP3o7HKIAOXz4MI4cOYIJEyagpaUFEydOxFdffQWHw9HboREFRiKRQCQSgd1uRzAYxNixY7Fp0ya4XK7eDo0oUG6//XY0NjZi6NCheOSRR3o7HKJAcbvdaG1t7e0wiCLgnHPOwX333Yf6+nocO3YMZWVlMBqNms+nX6aIjJk+fTpKS0t7OwyigBk4cCAmTJgAAKisrES/fv1w7Nix3g2KKEgMBgPsdjsAIBwOI5FIgL7jI+RobGzE7t27ceGFF/Z2KARB9AF27NgBk8mE+vp6AEC/fv0y2kgBtJk64Vi/fj0uvvhiDBo0CDqdDmvWrBEd8+STT6KqqgpWqxVnnHEGNmzY0POBEr1KLvPks88+QzKZxJAhQ/IcNdEb5CJXOjo6cPrpp2Pw4MG4+eab4Xa7eyh6oifJRa7cdNNNeOCBB3ooYqK3yEWu+Hw+nHHGGairq8NHH33UQ5ETPU13c6WxsRElJSW45JJLMHHiRNx///0Zx0CbqROMQCCA008/HStWrJB8/6WXXsIvf/lL3H777diyZQvq6+txwQUX4MCBAz0cKdGb5CpP2tracM011+Cpp57qibCJXiAXuVJeXo4vv/wSzc3NeP7553HkyJGeCp/oQbqbK//85z9x6qmn4tRTT+3JsIleIBf3la+//hqff/45/vjHP+Kaa66Bz+frqfCJHqS7uRKLxbBhwwY88cQT+OSTT/Dee+/hvffeyyyIFHHCAiD16quv8l6bMmVK6uc//znvtZEjR6Z+/etf81778MMPU1dccUW+QyQKgGzzJBwOp+rr61PPPvtsT4RJFADduacw/PznP0/97W9/y1eIRIGQTa78+te/Tg0ePDg1bNiwlMvlSpWVlaXuvvvungqZ6CVycV/5wQ9+kNq0aVO+QiQKhGxy5eOPP06df/757HsPP/xw6uGHH86oX/plimCJRqP4/PPP8f3vf5/3+ve//318/PHHvRQVUWhoyZNUKoV58+ZhxowZ+MlPftIbYRIFgJZcOXLkCPuNsc/nw/r163Haaaf1eKxE76IlVx544AEcPHgQX3/9NR555BH89Kc/xZ133tkb4RK9iJZcaW9vRyQSAQB888032LlzJ0aMGNHjsRK9i5ZcmTx5Mo4cOYL29nYkk0msX78eo0aNyqifzBRWRJ+mtbUViUQCAwYM4L0+YMAAfPfdd+y/zz//fGzevBmBQACDBw/Gq6++ismTJ/d0uEQvoSVPNm7ciJdeegnjx49nn1/+v//7P4wbN66nwyV6ES258s0332DhwoVIpVJIpVJYsmQJxo8f3xvhEr2I1r8/BKElV3bt2oWf/exn0Ov10Ol0+P3vf49+/fr1RrhEL6IlV4xGI+6//35MmzYNqVQK3//+9zFr1qyM+qHNFCFCp9Px/p1KpXivvfPOOz0dElGAKOVJXV0dkslkb4RFFCBKuXLGGWfgiy++6IWoiEJE7e8Pw7x583ooIqJQUcqVqVOnYtu2bb0RFlGAqN1XLrjgAlxwwQVZt0+P+REsbrcbBoNB9C1gS0uLaFdPnLhQnhBaoVwhtEK5QmiFcoXQSk/lCm2mCBaz2YwzzjhD5GLy3nvvYerUqb0UFVFoUJ4QWqFcIbRCuUJohXKF0EpP5Qo95neC4ff70dTUxP67ubkZX3zxBfr164ehQ4fixhtvxE9+8hNMmjQJZ599Np566ikcOHAAP//5z3sxaqKnoTwhtEK5QmiFcoXQCuUKoZWCyJWMvP+IoufDDz9MARD9b+7cuewxTzzxRGrYsGEps9mcmjhxYuqjjz7qvYCJXoHyhNAK5QqhFcoVQiuUK4RWCiFXdKlUKpW7rRlBEARBEARBEMSJAWmmCIIgCIIgCIIgsoA2UwRBEARBEARBEFlAmymCIAiCIAiCIIgsoM0UQRAEQRAEQRBEFtBmiiAIgiAIgiAIIgtoM0UQBEEQBEEQBJEFtJkiCIIgCIIgCILIAtpMEQRBEARBEARBZAFtpgiCIAiCIAiCILKANlMEQRBEQXPxxRdj5syZku998skn0Ol02Lx5s2Ibw4cPx2OPPZaH6AiCIIgTGdpMEQRBEAXNwoULsW7dOuzfv1/03qpVqzBhwgRMnDixFyIjCIIgTnRoM0UQBEEUNLNmzUJlZSVWr17Nez0YDOKll17CwoUL8fLLL2PMmDGwWCwYPnw4Hn30Ufa4c889F/v378d///d/Q6fTQafTse99/PHHmDZtGmw2G4YMGYLrr78egUCAff/JJ59EdXU1rFYrBgwYgB/+8Id5Hy9BEARRPNBmiiAIgihojEYjrrnmGqxevRqpVIp9/e9//zui0SjOPvts/PjHP8aVV16Jbdu24a677sKyZcvYzdcrr7yCwYMH45577sHhw4dx+PBhAMC2bdtw/vnn4/LLL8fWrVvx0ksvoaGhAUuWLAEAfPbZZ7j++utxzz334KuvvsLbb7+NadOm9fj4CYIgiMJFl+L+ZSIIgiCIAmT37t0YNWoU1q1bh+nTpwMAzjnnHJx88snQ6XQ4evQo3n33Xfb4m2++GW+88QZ27NgBIK2Z+uUvf4lf/vKX7DHXXHMNbDYb/vSnP7GvNTQ04JxzzkEgEMCbb76J+fPn45tvvkFpaWnPDJQgCIIoKuiXKYIgCKLgGTlyJKZOnYpVq1YBAPbu3YsNGzZgwYIF2LVrF2pra3nH19bWorGxEYlEQrbNzz//HKtXr0ZJSQn7v/PPPx/JZBLNzc0477zzMGzYMIwYMQI/+clP8NxzzyEYDOZ1nARBEERxQZspgiAIoihgtFE+nw9PP/00hg0bhu9973tIpVI8HRQAaHnoIplM4mc/+xm++OIL9n9ffvklGhsbccopp6C0tBSbN2/GCy+8gIEDB+LOO+/E6aefjo6OjjyNkCAIgig2aDNFEARBFAU//vGPYTAY8Pzzz+OZZ57B/PnzodPpMHr0aDQ0NPCO/fjjj3HqqafCYDAAAMxms+hXqokTJ2LHjh3weDyi/5nNZgBpvdbMmTPx8MMPY+vWrfj666+xbt26nhkwQRAEUfDQZoogCIIoCkpKSvBf//VfuO2223Do0CHMmzcPAPCrX/0KH3zwAe69917s2bMHzzzzDFasWIGbbrqJPXf48OFYv349vv32W7S2tgIAbrnlFnzyySdYvHgxvvjiCzQ2NuK1117D0qVLAQBr167F448/ji+++AL79+/Hs88+i2QyidNOO63Hx04QBEEUJrSZIgiCIIqGhQsXor29HTNnzsTQoUMBpH9h+tvf/oYXX3wRY8eOxZ133ol77rmH3WwBwD333IOvv/4ap5xyCvr37w8AGD9+PD766CM0Njaivr4eNTU1WLZsGQYOHAgAKC8vxyuvvIIZM2Zg1KhR+OMf/4gXXngBY8aM6fFxEwRBEIUJufkRBEEQBEEQBEFkAf0yRRAEQRAEQRAEkQW0mSIIgiAIgiAIgsgC2kwRBEEQBEEQBEFkAW2mCIIgCIIgCIIgsoA2UwRBEARBEARBEFlAmymCIAiCIAiCIIgsoM0UQRAEQRAEQRBEFtBmiiAIgiAIgiAIIgtoM0UQBEEQBEEQBJEFtJkiCIIgCIIgCILIAtpMEQRBEARBEARBZAFtpgiCIAiCIAiCILLg/wdPpFZzulfoNwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10, 6))\n",
    "sns.scatterplot(data=df2, x='Votes', y='Rating')\n",
    "plt.title('Relationship between Votes and Ratings')\n",
    "plt.xlabel('Votes')\n",
    "plt.ylabel('Rating')\n",
    "plt.xscale('log') \n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cff59d04",
   "metadata": {},
   "source": [
    "A noticeable cluster in the top right corner (high votes, high ratings) suggests popular movies tend to be well-received.\n",
    "\n",
    "A spread of points in the middle vote range with varied ratings might indicate that mid-popularity movies receive mixed reviews.\n",
    "\n",
    "For movies with low votes, the ratings can be widely varied, indicating less consensus among a smaller audience."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "8af64ca9",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\dhara\\AppData\\Local\\Temp\\ipykernel_2488\\3534208593.py:2: FutureWarning: The default value of numeric_only in DataFrame.corr is deprecated. In a future version, it will default to False. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
      "  correlation_matrix = df2.corr()\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12, 8))\n",
    "correlation_matrix = df2.corr()\n",
    "sns.heatmap(correlation_matrix, annot=True, cmap='coolwarm', linewidths=0.5)\n",
    "plt.title('Correlation Matrix of Features')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1c247028",
   "metadata": {},
   "source": [
    "If two variables have a correlation close to 1, they are strongly positively correlated. This means that as one variable increases, the other also increases. For example, if Votes and Rating have a strong positive correlation, movies with more votes tend to have higher ratings.\n",
    "\n",
    "If two variables have a correlation close to -1, they are strongly negatively correlated. This means that as one variable increases, the other decreases. For example, if Duration had a strong negative correlation with Rating, it would mean that longer movies tend to have lower ratings.\n",
    "\n",
    "If the correlation is close to 0, it suggests that there is no linear relationship between the variables. For example, if Year and Rating have a correlation close to 0, the release year of a movie does not have a significant linear relationship with its rating."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3dd603c",
   "metadata": {},
   "source": [
    "# Split the data into train and test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "e8b0cc0b",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.preprocessing import OneHotEncoder\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "880f385c",
   "metadata": {},
   "outputs": [],
   "source": [
    "X = df2[['Year', 'Duration', 'Genre', 'Director', 'Actor 1', 'Actor 2', 'Actor 3', 'Votes']]\n",
    "y = df2['Rating']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "38fcdbcc",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_encoded = pd.get_dummies(df2, columns=['Genre', 'Director', 'Actor 1', 'Actor 2', 'Actor 3'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "ef4d81c7",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(df_encoded, y, test_size=0.2, random_state=42) "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aebbfe3c",
   "metadata": {},
   "source": [
    "# LinearRegression model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "b6823032",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LinearRegression\n",
    "from sklearn.metrics import mean_absolute_error, mean_squared_error, r2_score"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "b50e59f7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-1 {color: black;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
      ],
      "text/plain": [
       "LinearRegression()"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X_train = X_train.fillna(0).apply(pd.to_numeric, errors='coerce') # Fill NaNs with 0 \n",
    "X_test = X_test.fillna(0).apply(pd.to_numeric, errors='coerce')  # Fill NaNs with 0\n",
    "\n",
    "model = LinearRegression()\n",
    "model.fit(X_train, y_train) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "74039b80",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([3.30011774, 5.30000822, 5.69985496, ..., 4.5       , 4.9999912 ,\n",
       "       8.60000586])"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_pred = model.predict(X_test)\n",
    "y_pred"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20b6a32d",
   "metadata": {},
   "source": [
    "# Model Evaluation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "8208ccb0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "4.561952650811808e-05"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mae = mean_absolute_error(y_test, y_pred)\n",
    "mae"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "2378ce79",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.6642339753346263e-08"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mse = mean_squared_error(y_test, y_pred)\n",
    "mse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "5102267d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.9999999856695752"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "r2 = r2_score(y_test, y_pred)\n",
    "r2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "47e1ff99",
   "metadata": {},
   "source": [
    "In the context of regression models, \"accuracy\" is typically not the best metric to evaluate performance since it's more commonly used for classification tasks. \n",
    "\n",
    "Instead, regression models are often evaluated using metrics such as Mean Absolute Error (MAE), Mean Squared Error (MSE), and R-squared (R²).\n",
    "\n",
    "Here r2 is 0.99 which indicates that the regression predictions perfectly fit the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a67b20dc",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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