sms-spam.ipynb

{
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   "metadata": {
    "id": "30d6db93"
   },
   "outputs": [],
   "source": [
    "#importing the necessary libraries\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from sklearn.preprocessing import LabelEncoder\n",
    "import matplotlib.pyplot as plt\n",
    "import nltk\n",
    "import seaborn as sns\n",
    "from nltk.corpus import stopwords\n",
    "import string\n",
    "from nltk.stem import PorterStemmer\n",
    "from wordcloud import WordCloud\n",
    "from collections import Counter\n",
    "from sklearn.feature_extraction.text import CountVectorizer, TfidfVectorizer\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.naive_bayes import GaussianNB, MultinomialNB, BernoulliNB\n",
    "from sklearn.metrics import accuracy_score, precision_score, confusion_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "1e527796",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 423
    },
    "id": "1e527796",
    "outputId": "43bc2e29-5869-41f1-b9b9-fd73891bda48"
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>v1</th>\n",
       "      <th>v2</th>\n",
       "      <th>Unnamed: 2</th>\n",
       "      <th>Unnamed: 3</th>\n",
       "      <th>Unnamed: 4</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ham</td>\n",
       "      <td>Go until jurong point, crazy.. Available only ...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ham</td>\n",
       "      <td>Ok lar... Joking wif u oni...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>spam</td>\n",
       "      <td>Free entry in 2 a wkly comp to win FA Cup fina...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ham</td>\n",
       "      <td>U dun say so early hor... U c already then say...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>ham</td>\n",
       "      <td>Nah I don't think he goes to usf, he lives aro...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5567</th>\n",
       "      <td>spam</td>\n",
       "      <td>This is the 2nd time we have tried 2 contact u...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5568</th>\n",
       "      <td>ham</td>\n",
       "      <td>Will Ì_ b going to esplanade fr home?</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5569</th>\n",
       "      <td>ham</td>\n",
       "      <td>Pity, * was in mood for that. So...any other s...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5570</th>\n",
       "      <td>ham</td>\n",
       "      <td>The guy did some bitching but I acted like i'd...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5571</th>\n",
       "      <td>ham</td>\n",
       "      <td>Rofl. Its true to its name</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5572 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        v1                                                 v2 Unnamed: 2  \\\n",
       "0      ham  Go until jurong point, crazy.. Available only ...        NaN   \n",
       "1      ham                      Ok lar... Joking wif u oni...        NaN   \n",
       "2     spam  Free entry in 2 a wkly comp to win FA Cup fina...        NaN   \n",
       "3      ham  U dun say so early hor... U c already then say...        NaN   \n",
       "4      ham  Nah I don't think he goes to usf, he lives aro...        NaN   \n",
       "...    ...                                                ...        ...   \n",
       "5567  spam  This is the 2nd time we have tried 2 contact u...        NaN   \n",
       "5568   ham              Will Ì_ b going to esplanade fr home?        NaN   \n",
       "5569   ham  Pity, * was in mood for that. So...any other s...        NaN   \n",
       "5570   ham  The guy did some bitching but I acted like i'd...        NaN   \n",
       "5571   ham                         Rofl. Its true to its name        NaN   \n",
       "\n",
       "     Unnamed: 3 Unnamed: 4  \n",
       "0           NaN        NaN  \n",
       "1           NaN        NaN  \n",
       "2           NaN        NaN  \n",
       "3           NaN        NaN  \n",
       "4           NaN        NaN  \n",
       "...         ...        ...  \n",
       "5567        NaN        NaN  \n",
       "5568        NaN        NaN  \n",
       "5569        NaN        NaN  \n",
       "5570        NaN        NaN  \n",
       "5571        NaN        NaN  \n",
       "\n",
       "[5572 rows x 5 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#reading the CSV file\n",
    "x = pd.read_csv(\"sms-spam.csv\")\n",
    "\n",
    "#displaying the dataframe\n",
    "x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "78693fdd",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "78693fdd",
    "outputId": "3ab31c99-767b-464a-eb10-c25ae42d9eec"
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5572, 5)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#dataset size - 5572 rows x 5 columns\n",
    "x.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6719610c",
   "metadata": {
    "id": "6719610c"
   },
   "source": [
    "## Data Cleaning"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "226dc4bb",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "226dc4bb",
    "outputId": "179f2bef-bb32-4bb0-8d7c-e4e63402679e"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 5572 entries, 0 to 5571\n",
      "Data columns (total 5 columns):\n",
      " #   Column      Non-Null Count  Dtype \n",
      "---  ------      --------------  ----- \n",
      " 0   v1          5572 non-null   object\n",
      " 1   v2          5572 non-null   object\n",
      " 2   Unnamed: 2  50 non-null     object\n",
      " 3   Unnamed: 3  12 non-null     object\n",
      " 4   Unnamed: 4  6 non-null      object\n",
      "dtypes: object(5)\n",
      "memory usage: 217.8+ KB\n"
     ]
    }
   ],
   "source": [
    "#printing the concise summary of the dataset\n",
    "x.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1205abf7",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 423
    },
    "id": "1205abf7",
    "outputId": "e1e68c4e-9cad-4d88-fe66-1bf8225706b9"
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   "outputs": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>v1</th>\n",
       "      <th>v2</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ham</td>\n",
       "      <td>Go until jurong point, crazy.. Available only ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ham</td>\n",
       "      <td>Ok lar... Joking wif u oni...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>spam</td>\n",
       "      <td>Free entry in 2 a wkly comp to win FA Cup fina...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ham</td>\n",
       "      <td>U dun say so early hor... U c already then say...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>ham</td>\n",
       "      <td>Nah I don't think he goes to usf, he lives aro...</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>5567</th>\n",
       "      <td>spam</td>\n",
       "      <td>This is the 2nd time we have tried 2 contact u...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5568</th>\n",
       "      <td>ham</td>\n",
       "      <td>Will Ì_ b going to esplanade fr home?</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5569</th>\n",
       "      <td>ham</td>\n",
       "      <td>Pity, * was in mood for that. So...any other s...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5570</th>\n",
       "      <td>ham</td>\n",
       "      <td>The guy did some bitching but I acted like i'd...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5571</th>\n",
       "      <td>ham</td>\n",
       "      <td>Rofl. Its true to its name</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5572 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        v1                                                 v2\n",
       "0      ham  Go until jurong point, crazy.. Available only ...\n",
       "1      ham                      Ok lar... Joking wif u oni...\n",
       "2     spam  Free entry in 2 a wkly comp to win FA Cup fina...\n",
       "3      ham  U dun say so early hor... U c already then say...\n",
       "4      ham  Nah I don't think he goes to usf, he lives aro...\n",
       "...    ...                                                ...\n",
       "5567  spam  This is the 2nd time we have tried 2 contact u...\n",
       "5568   ham              Will Ì_ b going to esplanade fr home?\n",
       "5569   ham  Pity, * was in mood for that. So...any other s...\n",
       "5570   ham  The guy did some bitching but I acted like i'd...\n",
       "5571   ham                         Rofl. Its true to its name\n",
       "\n",
       "[5572 rows x 2 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#column 2, 3, 4 have majority missing values, so it is better to drop them.\n",
    "x.drop(columns=['Unnamed: 2', 'Unnamed: 3', 'Unnamed: 4'], inplace = True)\n",
    "\n",
    "#displaying the edited dataframe\n",
    "x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "7a5f0034",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 423
    },
    "id": "7a5f0034",
    "outputId": "46dbf186-f35e-4e80-f636-245958b733db"
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>result</th>\n",
       "      <th>input</th>\n",
       "    </tr>\n",
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       "      <td>spam</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ham</td>\n",
       "      <td>U dun say so early hor... U c already then say...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>ham</td>\n",
       "      <td>Nah I don't think he goes to usf, he lives aro...</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
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       "      <th>5567</th>\n",
       "      <td>spam</td>\n",
       "      <td>This is the 2nd time we have tried 2 contact u...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5568</th>\n",
       "      <td>ham</td>\n",
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       "    <tr>\n",
       "      <th>5569</th>\n",
       "      <td>ham</td>\n",
       "      <td>Pity, * was in mood for that. So...any other s...</td>\n",
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       "    <tr>\n",
       "      <th>5570</th>\n",
       "      <td>ham</td>\n",
       "      <td>The guy did some bitching but I acted like i'd...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5571</th>\n",
       "      <td>ham</td>\n",
       "      <td>Rofl. Its true to its name</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5572 rows × 2 columns</p>\n",
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      ],
      "text/plain": [
       "     result                                              input\n",
       "0       ham  Go until jurong point, crazy.. Available only ...\n",
       "1       ham                      Ok lar... Joking wif u oni...\n",
       "2      spam  Free entry in 2 a wkly comp to win FA Cup fina...\n",
       "3       ham  U dun say so early hor... U c already then say...\n",
       "4       ham  Nah I don't think he goes to usf, he lives aro...\n",
       "...     ...                                                ...\n",
       "5567   spam  This is the 2nd time we have tried 2 contact u...\n",
       "5568    ham              Will Ì_ b going to esplanade fr home?\n",
       "5569    ham  Pity, * was in mood for that. So...any other s...\n",
       "5570    ham  The guy did some bitching but I acted like i'd...\n",
       "5571    ham                         Rofl. Its true to its name\n",
       "\n",
       "[5572 rows x 2 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#renaming the column names to a better and meaningful column name\n",
    "x.rename(columns = {'v1':'result', 'v2':'input'}, inplace=True)\n",
    "\n",
    "#displaying the edited dataframe\n",
    "x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3cd46be7",
   "metadata": {
    "id": "3cd46be7"
   },
   "outputs": [],
   "source": [
    "#result has categorical labels, we need to convert it into numerical values - enbcoding\n",
    "#for that we will be using 'LabelEncoder' from sklearn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "6a001e3b",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 206
    },
    "id": "6a001e3b",
    "outputId": "e0e9b7d4-ffd8-4001-b490-c2a3a85c7562"
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   "outputs": [
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       "    </tr>\n",
       "  </tbody>\n",
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      "text/plain": [
       "   result                                              input\n",
       "0       0  Go until jurong point, crazy.. Available only ...\n",
       "1       0                      Ok lar... Joking wif u oni...\n",
       "2       1  Free entry in 2 a wkly comp to win FA Cup fina...\n",
       "3       0  U dun say so early hor... U c already then say...\n",
       "4       0  Nah I don't think he goes to usf, he lives aro..."
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "encoder = LabelEncoder()\n",
    "x['result'] = encoder.fit_transform(x['result'])\n",
    "\n",
    "#displaying the edited dataframe\n",
    "x.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "215b7f36",
   "metadata": {
    "id": "215b7f36"
   },
   "outputs": [],
   "source": [
    "#so 0 means no SPAM, 1 means SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fa8ba1ab",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "fa8ba1ab",
    "outputId": "868c5eb2-cfb7-48ab-c7d3-58117b0d5c05"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "result    0\n",
       "input     0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#check if there is any NULL value\n",
    "x.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c95877ee",
   "metadata": {
    "id": "c95877ee"
   },
   "outputs": [],
   "source": [
    "#the dataset has NO null values, so don't need to handle them"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7aad25e1",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "7aad25e1",
    "outputId": "9f648247-0a9e-43dc-82d9-50ab76814b40"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "403"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#check if there is any DUPLICATE values\n",
    "x.duplicated().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "c1a5defd",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 423
    },
    "id": "c1a5defd",
    "outputId": "65d3ba84-d195-4ef9-b5d5-f738d51d41b1"
   },
   "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>result</th>\n",
       "      <th>input</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>Go until jurong point, crazy.. Available only ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>Ok lar... Joking wif u oni...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>Free entry in 2 a wkly comp to win FA Cup fina...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>U dun say so early hor... U c already then say...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>Nah I don't think he goes to usf, he lives aro...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5567</th>\n",
       "      <td>1</td>\n",
       "      <td>This is the 2nd time we have tried 2 contact u...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5568</th>\n",
       "      <td>0</td>\n",
       "      <td>Will Ì_ b going to esplanade fr home?</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5569</th>\n",
       "      <td>0</td>\n",
       "      <td>Pity, * was in mood for that. So...any other s...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5570</th>\n",
       "      <td>0</td>\n",
       "      <td>The guy did some bitching but I acted like i'd...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5571</th>\n",
       "      <td>0</td>\n",
       "      <td>Rofl. Its true to its name</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5169 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      result                                              input\n",
       "0          0  Go until jurong point, crazy.. Available only ...\n",
       "1          0                      Ok lar... Joking wif u oni...\n",
       "2          1  Free entry in 2 a wkly comp to win FA Cup fina...\n",
       "3          0  U dun say so early hor... U c already then say...\n",
       "4          0  Nah I don't think he goes to usf, he lives aro...\n",
       "...      ...                                                ...\n",
       "5567       1  This is the 2nd time we have tried 2 contact u...\n",
       "5568       0              Will Ì_ b going to esplanade fr home?\n",
       "5569       0  Pity, * was in mood for that. So...any other s...\n",
       "5570       0  The guy did some bitching but I acted like i'd...\n",
       "5571       0                         Rofl. Its true to its name\n",
       "\n",
       "[5169 rows x 2 columns]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#the dataset has DUPLICATE values, so we will have to REMOVE them\n",
    "x = x.drop_duplicates(keep='first')\n",
    "\n",
    "#displaying the edited dataframe\n",
    "x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "1a120833",
   "metadata": {
    "id": "1a120833"
   },
   "outputs": [],
   "source": [
    "#rows reduced from 5572 to 5169 after DUPLICATED values have been deleted"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d9d382c",
   "metadata": {
    "id": "6d9d382c"
   },
   "source": [
    "## EDA - Exploratory Data Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "bf35d200",
   "metadata": {
    "id": "bf35d200"
   },
   "outputs": [],
   "source": [
    "#the given problem is a classification problem, so we need to understand the data first by performing EDA.\n",
    "#the dataset has only 2 columns, so less analysis required."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "f1758d20",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "f1758d20",
    "outputId": "274a9092-b9bc-4a6f-c7f5-cec747a5c889"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "result\n",
       "0    4516\n",
       "1     653\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#checking the number of SPAM vs not SPAM messages\n",
    "x['result'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "8f0e68d4",
   "metadata": {
    "id": "8f0e68d4"
   },
   "outputs": [],
   "source": [
    "#out of 5169 datavalues, 653 are SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "06cd5547",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "06cd5547",
    "outputId": "aab9df1b-d0e1-44ac-bc7a-2bab464dd905"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "12.633004449603405"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "653*100.0/5169"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "fde6542b",
   "metadata": {
    "id": "fde6542b"
   },
   "outputs": [],
   "source": [
    "#12.63% is SPAM and 87.37% is not SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "ea0827b7",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 406
    },
    "id": "ea0827b7",
    "outputId": "9e82e8c7-89e8-4326-8e91-b17ae9e61137"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#for better representation, we can use PIE CHART to represent it.\n",
    "#PIE CHARTS can be created using matplotlib library\n",
    "\n",
    "plt.pie(x['result'].value_counts(),  labels = ['NOT SPAM', 'SPAM'], autopct = '%0.2f', radius = 0.8)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "d07846e7",
   "metadata": {
    "id": "d07846e7"
   },
   "outputs": [],
   "source": [
    "#hence, highly IMBALANCED DATA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "d774e6d0",
   "metadata": {
    "id": "d774e6d0"
   },
   "outputs": [],
   "source": [
    "#now we will be analysing the number of alphabets/words/sentences being used in the TEXT\n",
    "#for this, will create 3 new columns: (1) no. of characters (2) no. of words (3) no. of sentences in SMS\n",
    "\n",
    "#using 'nltk' library for this. \n",
    "#Natural Language Toolkit for text processing \n",
    "#(pip install nltk)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "ffd4ce2b",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "ffd4ce2b",
    "outputId": "d4453103-26a3-4f32-bd9c-2b001fc36f2d"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[nltk_data] Downloading package punkt to\n",
      "[nltk_data]     C:\\Users\\jayra\\AppData\\Roaming\\nltk_data...\n",
      "[nltk_data]   Package punkt is already up-to-date!\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#downloading the dependencies \n",
    "#punkt package includes pre-trained models for tokenizing text in many languages\n",
    "\n",
    "nltk.download('punkt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "e0b0ae5a",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "e0b0ae5a",
    "outputId": "96c083c2-d244-4a39-df41-e0b92819682f"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\jayra\\AppData\\Local\\Temp\\ipykernel_18732\\3785843795.py:2: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  x['countCharacters'] = x['input'].apply(len)\n",
      "C:\\Users\\jayra\\AppData\\Local\\Temp\\ipykernel_18732\\3785843795.py:5: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  x['countWords'] = x['input'].apply(lambda i:len(nltk.word_tokenize(i)))\n",
      "C:\\Users\\jayra\\AppData\\Local\\Temp\\ipykernel_18732\\3785843795.py:9: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  x['countSentences'] = x['input'].apply(lambda i:len(nltk.sent_tokenize(i)))\n"
     ]
    }
   ],
   "source": [
    "#creating a new column with count of characters\n",
    "x['countCharacters'] = x['input'].apply(len)\n",
    "\n",
    "#creating a new column with count of words\n",
    "x['countWords'] = x['input'].apply(lambda i:len(nltk.word_tokenize(i)))\n",
    "#'word_tokenize' function takes a string of text as input and returns a list of words\n",
    "\n",
    "#creating a new column with count of sentences\n",
    "x['countSentences'] = x['input'].apply(lambda i:len(nltk.sent_tokenize(i)))\n",
    "#'sent_tokenize' function takes a string of text as input and returns a list of sentences"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "b2deabf7",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 206
    },
    "id": "b2deabf7",
    "outputId": "604524c7-35e5-470f-d30f-0ac90811361a",
    "scrolled": true
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    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>result</th>\n",
       "      <th>input</th>\n",
       "      <th>countCharacters</th>\n",
       "      <th>countWords</th>\n",
       "      <th>countSentences</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>Go until jurong point, crazy.. Available only ...</td>\n",
       "      <td>111</td>\n",
       "      <td>24</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>Ok lar... Joking wif u oni...</td>\n",
       "      <td>29</td>\n",
       "      <td>8</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>Free entry in 2 a wkly comp to win FA Cup fina...</td>\n",
       "      <td>155</td>\n",
       "      <td>37</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>U dun say so early hor... U c already then say...</td>\n",
       "      <td>49</td>\n",
       "      <td>13</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>Nah I don't think he goes to usf, he lives aro...</td>\n",
       "      <td>61</td>\n",
       "      <td>15</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   result                                              input  countCharacters  \\\n",
       "0       0  Go until jurong point, crazy.. Available only ...              111   \n",
       "1       0                      Ok lar... Joking wif u oni...               29   \n",
       "2       1  Free entry in 2 a wkly comp to win FA Cup fina...              155   \n",
       "3       0  U dun say so early hor... U c already then say...               49   \n",
       "4       0  Nah I don't think he goes to usf, he lives aro...               61   \n",
       "\n",
       "   countWords  countSentences  \n",
       "0          24               2  \n",
       "1           8               2  \n",
       "2          37               2  \n",
       "3          13               1  \n",
       "4          15               1  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#displaying the edited dataframe with the 3 new columns added\n",
    "x.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "e9a255a1",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 300
    },
    "id": "e9a255a1",
    "outputId": "4485798e-cde1-4583-a3c5-99dc370fd1d6"
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    {
     "data": {
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       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
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       "    }\n",
       "\n",
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       "        text-align: right;\n",
       "    }\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>countCharacters</th>\n",
       "      <th>countWords</th>\n",
       "      <th>countSentences</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>5169.000000</td>\n",
       "      <td>5169.000000</td>\n",
       "      <td>5169.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>78.977945</td>\n",
       "      <td>18.455794</td>\n",
       "      <td>1.965564</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>58.236293</td>\n",
       "      <td>13.324758</td>\n",
       "      <td>1.448541</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>36.000000</td>\n",
       "      <td>9.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>60.000000</td>\n",
       "      <td>15.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>117.000000</td>\n",
       "      <td>26.000000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>910.000000</td>\n",
       "      <td>220.000000</td>\n",
       "      <td>38.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       countCharacters   countWords  countSentences\n",
       "count      5169.000000  5169.000000     5169.000000\n",
       "mean         78.977945    18.455794        1.965564\n",
       "std          58.236293    13.324758        1.448541\n",
       "min           2.000000     1.000000        1.000000\n",
       "25%          36.000000     9.000000        1.000000\n",
       "50%          60.000000    15.000000        1.000000\n",
       "75%         117.000000    26.000000        2.000000\n",
       "max         910.000000   220.000000       38.000000"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#extracting the 5 number summary of the 3 new column values\n",
    "x[['countCharacters', 'countWords', 'countSentences']].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "8bd14494",
   "metadata": {
    "id": "8bd14494"
   },
   "outputs": [],
   "source": [
    "#extracting the same summaries, classified on the basis of SPAM and not SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "8a1db23a",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 300
    },
    "id": "8a1db23a",
    "outputId": "bf0e2cd6-c3da-46e4-c71b-1cd876ce81af"
   },
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>countCharacters</th>\n",
       "      <th>countWords</th>\n",
       "      <th>countSentences</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>4516.000000</td>\n",
       "      <td>4516.000000</td>\n",
       "      <td>4516.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>70.459256</td>\n",
       "      <td>17.123782</td>\n",
       "      <td>1.820195</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>56.358207</td>\n",
       "      <td>13.493970</td>\n",
       "      <td>1.383657</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>34.000000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>52.000000</td>\n",
       "      <td>13.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>90.000000</td>\n",
       "      <td>22.000000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>910.000000</td>\n",
       "      <td>220.000000</td>\n",
       "      <td>38.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       countCharacters   countWords  countSentences\n",
       "count      4516.000000  4516.000000     4516.000000\n",
       "mean         70.459256    17.123782        1.820195\n",
       "std          56.358207    13.493970        1.383657\n",
       "min           2.000000     1.000000        1.000000\n",
       "25%          34.000000     8.000000        1.000000\n",
       "50%          52.000000    13.000000        1.000000\n",
       "75%          90.000000    22.000000        2.000000\n",
       "max         910.000000   220.000000       38.000000"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#for not SPAM\n",
    "x[x['result'] == 0][['countCharacters', 'countWords', 'countSentences']].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "415a82ca",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 300
    },
    "id": "415a82ca",
    "outputId": "89c51256-c060-467a-c8ee-4d2cd2829d83",
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
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       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
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       "    }\n",
       "\n",
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       "        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>countCharacters</th>\n",
       "      <th>countWords</th>\n",
       "      <th>countSentences</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>653.000000</td>\n",
       "      <td>653.000000</td>\n",
       "      <td>653.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>137.891271</td>\n",
       "      <td>27.667688</td>\n",
       "      <td>2.970904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>30.137753</td>\n",
       "      <td>7.008418</td>\n",
       "      <td>1.488425</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>13.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>132.000000</td>\n",
       "      <td>25.000000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>149.000000</td>\n",
       "      <td>29.000000</td>\n",
       "      <td>3.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>157.000000</td>\n",
       "      <td>32.000000</td>\n",
       "      <td>4.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>224.000000</td>\n",
       "      <td>46.000000</td>\n",
       "      <td>9.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       countCharacters  countWords  countSentences\n",
       "count       653.000000  653.000000      653.000000\n",
       "mean        137.891271   27.667688        2.970904\n",
       "std          30.137753    7.008418        1.488425\n",
       "min          13.000000    2.000000        1.000000\n",
       "25%         132.000000   25.000000        2.000000\n",
       "50%         149.000000   29.000000        3.000000\n",
       "75%         157.000000   32.000000        4.000000\n",
       "max         224.000000   46.000000        9.000000"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#for SPAM\n",
    "x[x['result'] == 1][['countCharacters', 'countWords', 'countSentences']].describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "cbff4800",
   "metadata": {
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     "base_uri": "https://localhost:8080/",
     "height": 437
    },
    "id": "cbff4800",
    "outputId": "684e5cbe-0452-4b9a-e677-e64535e204a6"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='countCharacters', ylabel='Count'>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#for better visualization, we will plot a histogram using 'seaborn'\n",
    "plt.figure(figsize = (15, 5))\n",
    "sns.histplot(x[x['result'] == 0]['countCharacters'], color = \"yellow\")\n",
    "sns.histplot(x[x['result'] == 1]['countCharacters'], color = \"black\")\n",
    "\n",
    "#black -> SPAM, yellow -> not SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "d4ac0dad",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 437
    },
    "id": "d4ac0dad",
    "outputId": "02ca722c-b74c-4a2a-8fe9-4c9d3dd7d131"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='countWords', ylabel='Count'>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (15, 5))\n",
    "sns.histplot(x[x['result'] == 0]['countWords'], color = \"yellow\")\n",
    "sns.histplot(x[x['result'] == 1]['countWords'], color = \"black\")\n",
    "\n",
    "#black -> SPAM, yellow -> not SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "158938fd",
   "metadata": {
    "id": "158938fd"
   },
   "outputs": [],
   "source": [
    "#observation : SPAM messages have more no of characters used, mean is 137.89 for SPAM and 70.45 for not SPAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "2b4bb03f",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 775
    },
    "id": "2b4bb03f",
    "outputId": "16b52004-4892-493a-af41-2d80d5c2ff0c"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x1a928c81460>"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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YtCRY9G3dLCGOe80KTACqq6v54osv2LZtG3fffTfR0dGsWLGChIQEUlJSWrKN7U6wx6SJOSYylEsIIVpMqc3J1J838c2qAgKB4LI+KVZemzSQtGhj2zZOHJUq6918uHAHr/++DbfPD0CHKANvXT6InkkWlI08WBRCHBnNmvy+Zs0aunXrxjPPPMNzzz1HdXU1AF999RX3339/S7avXXL7/Kga6zHRKKl3SVYuIYRoCQ63l1fmbuXrlXuCEoC1BTVc/f5SSmudbdc4cdSau6mEl37LDgUlAPlVDiZOW0RhjYxqEKItNSswueuuu7jqqqvIzs5Gr9/T9Tlu3Dj+/PPPFmtce+X2+tEoG/5pDdpgVq7A3t+gQgghmqWszs3MpXmNrttWVkdRtQQmIlypzcmLv2Y3uq7W5WXpDsk2KkRbalZgsnTpUm644YYGy1NSUiguLj7sRrV3niZ6TAwaFV5/AJfX38heQgghDoXd7Q176r2vgqr29fTb7fXj9Mhw39bk9vkp2M9cz7X5NUewNeJoFLwOZXRLW2nWHBOdTofNZmuwfMuWLcTFxR12o9o7dxNzTAwaFQD1Li/6XT8LIYRoHqNWjValbDI4SYkyHOEWNU9FnYvs0jo+XLiTepeXc/snk9U5hiRr+2h/e6JVKUmJNDQZnPTpYD3CLRJHi7JaF5uKbXy0cCdur5+LBndgUHo0iVZJinAkNSswOeecc3j88cf57LPPAFAoFOTm5nLvvfcyYcKEFm1ge+T2+tGpGwYeBm1wWZ3LKxljhBDiMMWZtVwyJJWPFu1ssK5znJmkyKP/hqKy3sWzv2wOG5I2b0sZGbEmpl87jORICU5aUrxFz52nd+Vfn69psM6iVzOkY3QbtEq0tfJaFw99s5ZZ60tCy/7YUkZmsoX3rhwiwckR1KyhXM8//zx1dXXEx8fjcDg4+eST6dKlCxERETz11FOHdKyCggIuv/xyYmJiMBgM9OnTh2XLloXWBwIBHn74YZKSkjAYDIwePZrs7PDxoZWVlUyaNAmLxUJkZCTXXHMNdXV1zXlpLcLjazxd8O4ek1qndNULIcThMmjV3DqqC+cPSEGx10dunxQr7189hPiIo/9mYkeFvdF5Mjnl9Xy8aCee/QxVE80zqkcCd47uinavemOp0QY+uX44KRIIHpc2FtvCgpLdNhTa+GFNIX6/zA0+UprVY2K1Wvn1119ZsGABq1evpq6ujoEDBzJ69OhDOk5VVRUjR47k1FNP5eeffyYuLo7s7GyioqJC2zz77LO8/PLLfPDBB2RkZPDQQw8xduxYNmzYEJp4P2nSJIqKivj111/xeDxcffXVXH/99cyYMaM5L++wNVVgcXdgUueSwEQIIVpCvEXP4+f24vbTulJld2PWqYkxa4k2tY9e6aYm7+9eNzmrozytbWHRJi03nNyZCwZ2oKLOhVajJNakI17qmByXXF4fHy7c0eT6GYtzObd/CnER7eMzpb1rVmDy4YcfcskllzBy5EhGjhwZWu52u/n000+ZPHnyQR3nmWeeITU1lffffz+0LCMjI/RzIBDgpZde4sEHH+Tcc88NnTshIYFvvvmGiRMnsnHjRmbNmsXSpUsZPHgwAK+88grjxo3jueeeIzk5uTkv8bC4vU3MMdHumWMihBCiedxeP0olqHdlP4zQa4jQa+iIqY1bdmgCgQCu/UyydXv9BJAnta1Br1GRGm0k9SipdePzB/D6Gx8GLlqXPxDA7W36OnP7/JJN9Qhq1lCuq6++mpqahpkramtrufrqqw/6ON999x2DBw/moosuIj4+ngEDBvD222+H1ufk5FBcXBzWE2O1Whk2bBgLFy4EYOHChURGRoaCEoDRo0ejVCpZvHhxo+d1uVzYbLawfy3J7fM3PpRLKz0m4vjW2teeOLYV1zj5YU0hN09fzj8/W82yHZVU1rvaulnNplAouGBghybXn9knkUijpsXOJ9ff0afO5WVzsY3Hf9jAjR+t4L0FOeRV2uVG+AgyaNRcNKjp6/DsvslEmVruOhT716zAJBAIoFA0vPHOz8/Haj34jBbbt2/njTfeoGvXrvzyyy/cdNNN3HbbbXzwwQcAodTDCQkJYfslJCSE1hUXFxMfHx+2Xq1WEx0d3WTq4qlTp2K1WkP/UlNTD7rNB8Pj84ee5O1Nq1KiVMgcE3H8au1rTxy7CqsdXP7uYm6ZsZLfNpby7apCLnxzIc/P3kJlvbutm9dsPRIjGJIe1WC51aDh5lO6YNA0a2BDo+T6O7o43F5mrStm7Et/8cHfO/h9cymPf7+Bs16Zz9bStpsnezwa3DGKnkkRDZbHRei4bFgaGpX0ZB0ph/SJN2DAABQKBQqFgtNOOw21es/uPp+PnJwczjjjjIM+nt/vZ/DgwTz99NOh469bt44333yTK6+88lCadkjuv/9+7rrrrtDvNputRT+gPb5Ao0O5FAoFBq1KekzEcau1rz1xbPL6/ExfnNvozdr0xblcOKgD0SZtG7Ts8MVb9Lw6aSC/rC/mg793YHf7GJOZwD9OyCCthYcZyfV3dCmrdXPflw2zg9U4PPz767W8PXkwkcb2+b5ubxKtBt67agjfry5kxuJc3F4/5/RL5vLh6XQ4Sob7HS8OKTA577zzAFi1ahVjx47FbDaH1mm1Wjp27HhI6YKTkpLIzMwMW9azZ0++/PJLABITEwEoKSkhKSkptE1JSQn9+/cPbVNaWhp2DK/XS2VlZWj/fel0OnS61pvE5PH60TQylAvAqFHLHBNx3Grta08cmyrq3Mxcmtvk+k+X5jEgrWGvQ3uRYNFzxfB0zuydiD8AUUYtWnWzBjTsl1x/R5e1BTV4m8j2tHRHFVV2twQmR1CS1cC1J3Ti/AEd8AcCRJs00lPSBg4pMHnkkUcA6NixIxMnTjzsD7iRI0eyefPmsGVbtmwhPT0dCE6ET0xMZM6cOaFAxGazsXjxYm666SYAsrKyqK6uZvny5QwaNAiAuXPn4vf7GTZs2GG1r7ncTWTlguA8ExnKJYQQBy9AAJen6bS5dpcXvz+AsokHQu2BQqEgrh2kNxYtx+Xdf3VxyRR95CmVCsm+1caa9UgmMzOTVatWNVi+ePHisBokB3LnnXeyaNEinn76abZu3cqMGTOYNm0aU6ZMAYIf1HfccQdPPvkk3333HWvXrmXy5MkkJyeHem969uzJGWecwXXXXceSJUtYsGABt9xyCxMnTmyTjFywe45J41+QBo0M5RJCiENhNWoY0yuhyfUTBnVo10GJOD716xDZ5LpOsSashpabXyREe9GswGTKlCnk5TXMvV5QUBAKKg7GkCFD+Prrr/nkk0/o3bs3TzzxBC+99BKTJk0KbXPPPfdw6623cv311zNkyBDq6uqYNWtWqIYJwPTp0+nRowennXYa48aN44QTTmDatGnNeWmHLRAI4PEFUDUyxwRAr1FSJz0mQghx0AwaNbeM6opF3/BGrX9qJD2TLG3QKiEOT2yEjslZ6Q2WKxXw1Pm9pQdNHJcUgWbkpDObzaxZs4ZOnTqFLc/JyaFv377U1ta2WAOPBJvNhtVqpaamBovl8L7gPD4/XR/4mRtP7szJ3eIarH/pty1oVEo+vrZthpkJcTRpyWtPHNv8/gC5lXam/bmdXzeUYNCquCIrnbP7JksBwmaS66/tlde5WLS9gtd+30qJzcXAtEjuPL0bneLMoaLMQhxPmtVPqNPpKCkpaRCYFBUVhWXqOh55dg0K1TTRY2LUqtp1akshhGgLSqWCjrEmHj47k9tO64pSCbEmnQzhEu1arFnHWX2TyeoUg8fnx6RTE6GXmhni+NWsoVxjxozh/vvvDyuyWF1dzb///W9OP/30Fmtce+TZVT20sTomEKw2K3NMhBCiefQaFYlWPfEReglKxDEjxqwj0WqQoEQc95rVvfHcc89x0kknkZ6ezoABA4BgCuGEhAQ++uijFm1ge+PyBbNsNDn5XbJyCSGEEEII0UCzApOUlBTWrFnD9OnTWb16NQaDgauvvppLL70Ujeb4jvY9vl09Jk0M5TJp1dicniPZJCGEEEIIIY56zZ4QYjKZuP7661uyLccEjzc4x6SpOiYmnRqnx4/b62+VAlpCCCGEEEK0R4c1U33Dhg3k5ubidodP5j7nnHMOq1Ht2e7J700N5TLpglk2ahweKeIjhBBCCCHELs0KTLZv387555/P2rVrUSgU7M44rFAEb8Z9vv1XMz2WuQ8QmJi1wT+5BCZCCCGEEELs0ayxRLfffjsZGRmUlpZiNBpZv349f/75J4MHD+aPP/5o4Sa2L+6DGMoFwcBECCGEEEIIEdSsHpOFCxcyd+5cYmNjUSqVKJVKTjjhBKZOncptt93GypUrW7qd7UZo8nsTPSZGbXAol0yAF0IIIYQQYo9m9Zj4fD4iIiIAiI2NpbCwEID09HQ2b97ccq1rhw5UYHF3j4lNekyEEEIIIYQIaVaPSe/evVm9ejUZGRkMGzaMZ599Fq1Wy7Rp0xpUgz/e7J5jomqiwKJOrUStVMhQLiGEEEIIIfbSrMDkwQcfpL6+HoDHH3+cs846ixNPPJGYmBhmzpzZog1sb/akC268x0ShUGDWqamxS2AihBBCCCHEbs0KTMaOHRv6uUuXLmzatInKykqioqJCmbmOVweaYwLB4VzSYyKEEEIIIcQehzzHxOPxoFarWbduXdjy6Ojo4z4ogb3rmDT9pzXpVBKYCCGEEEIIsZdDDkw0Gg1paWnHda2S/TlQHRMAo1YtWbmEEEIIIYTYS7OGcj3wwAP8+9//5qOPPiI6Orql29SueXx+lApQ7m8ol1ZFtcwxEUK0E7VOD6W1Lv7YVEqdy8vJ3eLoEG0k1ixFYkXLq3V4KKl18fumUhweH6d0jyMl0kCMvN+EOOY1KzB59dVX2bp1K8nJyaSnp2MymcLWr1ixokUa1x55vH40TRRX3M2kU5NbaT9CLRJCiOardXj4fEU+j3+/IbTsxd+yOaV7HM9O6Eu8Rd+GrRPHmhqHh+mLdvLsL3tKD7zw6xbO6JXIE+f1Ii5C3m9CHMuaFZicd955LdyMY4fHF9jvMC4As04tPSZCiHYhv9oRFpTs9sfmMn5aW8SVIzrK/ELRYnZW1IcFJbvNWl/MqB7xXDwktQ1aJYQ4UpoVmDzyyCMt3Y5jhtvnR32AHhOLQUNlvZtAICBf6EKIo9pny/KaXPfO/BzG9U0iXp5iixbg8/n5eNHOJtdP+2s7o3rGyxBCIY5hzQpMRNM8Pv8Be0wsejVun586l5cIveYItUwIIfaodXqoc3pRKBTEmbWoGnmg4vcHKK5xNnmMarsHnz/Qms0UxxifP0BZnYuAP4BJp8Zi2PMd6PUHKKt1N7lvtd2NzyfvNyGOZc0KTHw+Hy+++CKfffYZubm5uN3hHySVlZUt0rj2yOPzN1lccbfdwUhlvVsCEyHEEeX2+theVs+zszbx19ZyLHoNlw9P57z+ydS5vESZtMRH6NCqVSiVCs7sncjP64obPdbwTtFE6OQzTBycEpuTz5fl8b+/d1Dj8DCicyz3ntGdLvFmtGoVOo2KMZkJ/L65tNH9R3aJJUIvz1OFOJYdcrpggMcee4wXXniBSy65hJqaGu666y4uuOAClEoljz76aAs3sX0JzjHZ/5/VuusJUXld00+GhBCiNWwtreecVxcwd3MZHl+Aino3/zcnm9tnrmJtgY3TX/iTL5cXYNtVa2lwx2g6RBkaHEejUvCvMd0xy42iOAhltU5umbGC52ZvobzOjccXYN6WMs55dQGbi+tC253YNZYES8OhWjq1kptP6YJRJ+83IY5lzQpMpk+fzttvv80///lP1Go1l156Ke+88w4PP/wwixYtauk2titu74GHcu1+4lNZL4GJEOLIsTk8TP15Y6je0t7W5Ndg0KowalXc//VaNhTZAEiONPDJdcO5YEAKml29wYPSo/jshiy2l9fz31mbWLitnFJb00O+hNhRbmfpjqoGy73+AE/8sJ5qe/D70B8I8OyFfTmjd2Lou3RoRjQf/GMogUCAV+Zk89JvW1hXUCPfoUIcg5r16KG4uJg+ffoAYDabqampAeCss87ioYcearnWtUOHMpSros51JJokhBAA1Lm8zN9a3uT6xdsr6J1iZd6WMl78dQvTJg/GatBg0qm48ZTOXJGVjkWvwecPMPm9xRTbgp9hr/2xjcykCN69aghJ1oa9K0LM3dT48CyAJTuqqHN5seg1zFyax/t/7+Dc/sn838QBKJVg0Kj4bUMJ78zPCe3z0m/ZXDAghX+P60lsROtNhne4vZTVualxuDFo1MSYtESZtK12PiGOd80KTDp06EBRURFpaWl07tyZ2bNnM3DgQJYuXYpOd3xny/D4/KgO0GOiUiqw6NVUyNMeIcQRpFAEb/Lsbl+j6006NU5PcN328nrcHh877W5u/3QVq/KqgeCQmolD05hyalce+nZdaN8NRbW8/sc2HhqfiVbdrM54cQzbe5L7vnRqJUqFArfPz/pCG3a3j0+W5PHJkjxizVoeHJ8ZFpTs9tXKAsb2TmRsr8RWaXN5nYs3523jg7934Nk16X5QehQvXtKftGhjq5xTiONds749zj//fObMmQPArbfeykMPPUTXrl2ZPHky//jHP1q0ge3NwcwxgWCviXRDCyGOpBiTlkuHpjW5fkTnGFbkBofb9Em24PL5ufzdxaGgBMDl9fPB3zsoqnFwcre4sP0/W5pHmfQEi0aMyUxoct1FgzoQY9aiUyvp08Eatu70zAS+W13Y5L5vzdsWGgbWkjw+Hx8v2sk7f+WEghKA5TuruOq9JTJ0UYhW0qwek//85z+hny+55BLS0tJYuHAhXbt25eyzz26xxrVH7oNIFwxgMahlKJcQ4ojSqlVce0IGf2WXsaWkLmzdlFO7MHdTKX1SIrnupAzMWjVbS+vIq3Q0eqyPF+/k8XN6M29LWWiZy+uX9MGiUfEWHY+cnclj+xTr7BRr4rqTOrF0RyV1Th9n9U3G6fbxzoIcAgEwatVU2+uaOGowZbW3FVIIl9hcvPNXw14aCPYm5lU5iLdI/R4hWlqLpLfIysoiKyurJQ7V7nm8flQHmGMCwR4TGcolhDjSkiINfHjNMNYX1PDT2iKiTFpGdo5l7qZScsrruWpER+7+fA3JkXrG9Ulq8jg2h7fBkK3MJAsmraq1X4JohyL0Gi4c1IGRnWP5emU+pbUuxvZKJC3GyGVvL6Kgek8PxKRhaTxzQR/u+XIt6wtrGJYRHerJ29epPeKwGFo+U5fD7aPO5W1y/bayOgalR7X4eYU43jX7as7Ozub333+ntLQUvz88w8vDDz982A1rrw6mwCIEiyzmVzX+JFIIIVpTokVPokXPaT0TCAQClNicxFt0aFRKznp5Pm6fn/I6NymRTU9kN2pVYb0jCgU8cnYmMVKVWzQhQq8hIlHDvWf2BCCvsp5Tn5uHd59etumLc+mT0oc5/zyJOqcPi0HNzGV5DYY/m3VqrhjeEa265YNhvUaFTq3E5W2YwQ6QOSZCtJJmBSZvv/02N910E7GxsSQmJqJQ7LkRVygUx3VgEhzKdeA5JpFGLSv3GrcthBBtQaFQkGg1kGg18MHfO0KphCvr3eg1KuLMutC8EZNWxXkDUuidYiXRomPlrqfYvZItPHx2Jn2SrU2eR4h9fbeqqEFQstvrf2zji55ZdI6LAODLm7L47y+b+WV9Cf5AgFO7xXH/uJ6kHkaAUO/yUuv0olRAXIQu7F4m3qLjsmFpvL9gR4P9Ei160mMkMBGiNTQrMHnyySd56qmnuPfee1u6Pe2e2+tHfxBPb6KMWirr3Hh9ftQqyWAjhGh728vCx/I/P3sz/72oLw99u46ECD23ndaV6Yt38p+fN2ExqLl6RAZ/3XMqJp2KaJP0lIhDk73X+82oVaFVK6m2Bwt7FtU48O01dyQj1sx/L+zHA+M8BAhgNWhCqfcPlcfrZ2dlPS/+ms38reVYDGr+MTKD8X2SQvNGdGoVN57cmbJaFz+sKQrt2zHGyDtXSlpsIVpLswKTqqoqLrroopZuyzHB7fVjPojKtFFGDQGC1d8TrTKBTghxYNV2N+V1LnaU24kyaUi2Gki06sOe9B6OoRnRfLBwZ+j3HRV2HvxmHXeO7kqX+AgufmthaGhLjcPD4z9sYO6mUl66pH+LnF8cX0Z2jiGv0s41J2Tg9vqxu30kR+qZs7GUNfnV6DXhD/lMOjWmFqj8vq2sjnNfWxD2Xn7s+w3M2Rh8L++ui5Jg0fP0+X345+ndKLG5sBjUxJp1MuldiFbUrCv8oosuYvbs2dx4440t3Z52z+MLoDqIoVy7CzSV2JwSmAghDqjU5uThb9cza31xaFmsWcv/rh5KZpIF5UHMbTuQAWlRxEXoKKvdkzEwv8rBlpI6vl5Z0Oh4+/lby9lZaW/VInfi2DSySwxalZJ7vlgTmmiuUMAlg1N59sJ+rVLI0Obw8NRPGw/6vWwxaLAYNGTEmVu8LUKIhg56DNHLL78c+telSxceeughrrrqKp5//vmwdS+//HKzGvKf//wHhULBHXfcEVrmdDqZMmUKMTExmM1mJkyYQElJSdh+ubm5jB8/HqPRSHx8PHfffTdeb9OZNFrbwVR+B4jcVWyqRHKhCyEOwO318d6CnLCgBII9rpe9s4iimpZJpJEcaWDm9cMZ0nFPtqFYs5az+yUzf2tFk/v9sk+7hDgYbm+Af36+Oiz7VSAAny7NY21+daucs9bp5a/s8ibXy3tZiLZ10D0mL774YtjvZrOZefPmMW/evLDlCoWC22677ZAasXTpUt566y369u0btvzOO+/kxx9/5PPPP8dqtXLLLbdwwQUXsGDBAgB8Ph/jx48nMTGRv//+m6KiIiZPnoxGo+Hpp58+pDa0lIOvY6JBqYDSWqllIoTYv7JaFx/uNcRqbzaHlw1FNlKiWmYybqc4M29PHkxlvRu3z49VHxx2ur8MRQczfFWIff28tunJ76/+vpWTuscRH9GyIwoUCnkvC3E0O+grMCen8UJDh6uuro5Jkybx9ttv8+STT4aW19TU8O677zJjxgxGjRoFwPvvv0/Pnj1ZtGgRw4cPZ/bs2WzYsIHffvuNhIQE+vfvzxNPPMG9997Lo48+ilbb8t3AB+I5yKxcSoWCaJNWqscKIQ7I7QuOv2/Kzgp7i54v0qgl0rjn89Pp8XHBgBQ+WZrX6PZn9E5s0fOL48Pm0qYLJxZUh09+bynRJq28l4U4ih1yOiibzdagbgmA3+/HZrMdcgOmTJnC+PHjGT16dNjy5cuX4/F4wpb36NEjVGUeYOHChfTp04eEhITQNmPHjsVms7F+/fomz+lyubDZbGH/WorHFziooVwQzMxVYpMeE3H8aM1r71i2O21vU3o1kqbX7w/gcPvw+fZ8Xte7vORW1rOlpJbCakfYugOdf8qoLqRGN8xE9M/Tu5Eok4HbhaPt+svqFB36uWOMkR6JEeh2Fe3skWhBp2mY4dLl9eHyNB2kH8j+3st3yXtZiDZ3SH2WX3/9Nffeey+rVq3CaAwfNuBwOBgyZAjPPfccZ5999kEd79NPP2XFihUsXbq0wbri4mK0Wi2RkZFhyxMSEiguLg5ts3dQsnv97nVNmTp1Ko899thBtfFQebwHN5QLwGrQUForPSbi+NGa196xLCFCzx2nd+WBr9c1WJceY6RTrCn0u9fnJ7/KwVcrCzBpVQxKj2JzcS2+QIBuCRHM2VjC23/lEGnUcNfobpzVL5nog5hk3CHKyMzrs1i2o5If1hQRa9Zy6dA00mJMWAzNS9sqjqyj7fob2SWW8/onc07/FLJLarG7ffRKtrClpI6BaZFh78uyWifrC218vGgnPj9MHJpK/9RIEpoRSHSIMvLZ9VkslfeyEEedQwpM3njjDe65554GQQmAyWTi3nvv5dVXXz2owCQvL4/bb7+dX3/9Fb3+yD6huP/++7nrrrtCv9tsNlJTU1vk2Ac7lAuCmblyK1t2CIYQR7PWvPaOZUqlgjN7J2J3+fi/OdmhycIjOsfwnwl9Sdgrs9+6QhsTpy3kyqyOuDw+LnxzYdixLh6cyn1n9uA/P2/i4e/Wo1QquHRoGqqDeKCSHGngnP4pjOubhEqhaLE0xeLIONquP5UiGJxc9+EyfHvNNTmtZzxn9d0zpKq01sndn69h3pay0LLfN5cyIC2SNycNCnv/A5TUOKl2uFEplUQZNcQ00tuYJO9lIY5KhxSYrFu3jtdff73J9SeddBIPPvjgQR1r+fLllJaWMnDgwNAyn8/Hn3/+yauvvsovv/yC2+2muro6rNekpKSExMTgB1ZiYiJLliwJO+7urF27t2mMTqdDp2ud1JaHMpQr2qRlaU5lq7RDiKNRa157x7pok46rRqYzrk8iNqcXvVpJtFlLhG7PE95Sm5M7Pl2JVq2kTwcrt8xY2eA4ny3L4z8T+pASaaCg2sELv27htB7xJEUefMG4g334Io4uR9v1V1rn5p4v1xDYZyrJnI2l9OsQyVVZ6ViMWlblVjNvSxmRRg3DO8WgVMDSnCpW5lbz+5ZSJg5JA8Du9rI0p4r7v1pDYU1wNEKPxAiev7gfPRItjQbf8l4W4uhySFdkVVXVflPxejweqqqqDupYp512GmvXrmXVqlWhf4MHD2bSpEmhnzUaDXPmzAnts3nzZnJzc8nKygIgKyuLtWvXUlpaGtrm119/xWKxkJmZeSgvrUUEAoFdPSYHF5jEmLRUOzw4D2O8rBDi+KFRqUiJMpJk1VPn9vHsrM3c+skKZq0rprjGQbXdw44KO2MzE/l+dVGTx/liWT7Xn5SBxaCmst5NvbvtUqyL49esdUUNgpLdPlmSS43TS73Ly0cLd/LvcT15/Jxe6NUq1Eol953ZgyfO7c3MJXlU1gfnam4rreeq/y0JBSUAm4prufjNheRXyegEIdqDQ+ox6dixI8uWLaNHjx6Nrl+2bBnp6ekHdayIiAh69+4dtsxkMhETExNafs0113DXXXcRHR2NxWLh1ltvJSsri+HDhwMwZswYMjMzueKKK3j22WcpLi7mwQcfZMqUKW3yVMjnDxCAQ+oxASiucdJxrzHiQgjRlGq7m7f/yuG137eGlv24tpiuCWbeunwQSkUwHfn28vomj1FR7yYp0sBT5/Whyu5Gr244yViI1lZU3fQcy4o6N6W1TjYU1nDRkA58v7qIXzfsqWP23epCsjrFcP3JnfAHoM7p5cXftjQa6NS7fXy/upApp3aRIVtCHOUOqcfkggsu4IEHHmhQ5BAIBQUTJkxosca9+OKLnHXWWUyYMIGTTjqJxMREvvrqq9B6lUrFDz/8gEqlIisri8svv5zJkyfz+OOPt1gbDoVnV2rDg+0a3h2YFLZQcTQhxLGvoNoRFpTsll1Sx8yleZzfP4VNxTYGpEU2eYwBaZH8sLqIWz9ZyferC1Ed5MMUIVrS8E4xTa4bkBbJnI2lfLIkD5VCERaU7LZwewVV9W6ijFrq3V7WFtQ0ebwlOZU4vTI6QYij3SH1mNx33318++23dO3alcsvv5zu3bsDsGnTJqZPn05qair33Xdfsxvzxx9/hP2u1+t57bXXeO2115rcJz09nZ9++qnZ52xJ7l2pNw92KNfePSZCCHEwvl5Z0OS6T5bm8uHVQ7ngzb+5/sROfLY0D5szfJiWTq3kvP4pXPvBMgCW7qji25WFXH9SJ5QH+dklREvoGGMiyaqnaJ/vQKUCrjkhg39/vZYzeifxaRM1RwA+WZLHmb2T0KqUJFv1lDVRtDgj1oRW5pMIcdQ7pKs0IiKCBQsWcPnllzNz5kzuvPNO7rzzTmbOnMnll1/O/PnziYiIaK22HvU8uwKTg336qFOriNCrG3woCyFEU2qdTc8Hcbh9+AIB3pw0iF/WF/PqZQMYvletiP6pkbx62UBenpMdepAC8P7fOZTVSU0lcWQ5PF6emdCX03rGszsm7hpv5qVL+vPVygLK69xoVQoc+ykuat/1no8yabnttK6NbqNQwGXD0lCpJDAR4mh3SD0mAFarlddff53XXnuN8vJyAoEAcXFxMm6TPYHJoWT5iDZppcdECHHQzuqTxMwmniCP6pFAokXPC79uoVtCBPlVDq45IYN/jumOx+dn2Y4qHvpmHcW28M+carsHf1OzkIVoJT2SLFz53hKyOsfy+qRBWPTBZAzP/7qFnF1zpFbkVnNqj3iW7Ww8sc74PolE7qo9MiAtittGdeHV37eyO/uwTq3kuYv6kRrVsMyBEOLoc8iBCcCoUaP46quviIuLC1tus9k477zzmDt3bos0rr3xeHfPMTn4IC3aqJU5JkKIg9Y9MYL+qZGsyqsOW27QqPjXmG6kRBl5dkJfcivtZJfU4fYGqKp3YXf7eeHXLY0ec2SXGMy6Zn0dCHFI6l1eKurdeH1+zDo1H10zlKd/2sQtM1bQLSGC8wYkh4ISgFV51Uw5tTMdogzkV4V/V8aatVw0OBX1rp6QaJOW60/qxIRBHdhSUotWraRTnJl4s67RKvJCiKNPs76J/vjjD9xud4PlTqeTv/7667Ab1V6F5pgcwkTSaJN2v5lJhBBib/EWPS9P7M9ny/L5fHke9S4fJ3WL5ZZTu5C0q9BcSpSRBIuejFgTbq8fnVqFnwAdY4zsqAhPm6pRKbh7bA8i9FLxWrSu/Co7U3/axKz1xfj8AdKijTxydiaPnJXJ3WO74/MHUADvL9gRNsT5ga/X8d8L+/JndhlfryzE5w9wdr8krj+pM6nRRqrtwfuRSKMWs16DWa8hPUYyXQrRHh1SYLJmzZrQzxs2bKC4uDj0u8/nY9asWaSkpLRc69qZ5g7lWpl7cLVfhBDHvjqnh0q7G5fHj1alRKGAAMHPigi9hsJqB9d+uIzHzu7FyC4xVNs9bCurY9H2CqwGNWqVAr1GjVqlJNFqwOvz4/UH0GtUTL9uOK/OyearlQW4vH6GdoziobN70TlObuJE6yqucXL5O4upqHMzrnciRp2adQU1XPPBMj6+ZigndN0zAuOrm7IotrlQKxV4/QFUSgVRRg3DMqK57sTOQHBOSWW9m48X7eSzZXkoFQomDUvjxK5xJO5TCV4I0X4cUmDSv39/FAoFCoWCUaNGNVhvMBh45ZVXWqxx7U1o8vshDOWKMWuptAeLLOqlq1mI41pBtYOnf9wYeqIcs2tois3pZWNhDY+e25vNxTZuP60bj/2wgcJqBwPTojgtM4EUq57nZ2dTXufitJ4JnNo9jjqXl7f/yqGy3s2ZvRM5qVscj5zTi1tP64o/EMCsUxNp1Lb1yxbHgU3FNsb1SaJ3inVXQVAn4/skcftpXXlz3nZ6JFmINevw+/1U2T088cNGVux6aJcRa+LRczKxGrShoKOoxsHkd5eQXVoXOseqvGr6pliYNnkwiVZDm7xOIcThOaTAJCcnh0AgQKdOnViyZEnYHBOtVkt8fDwq1fF7c+32BgMTzSEM5YoxBQtBltic0vUsxHGmzuWhos6Nw+PDqFFx/UfL2VRcG1pfUe9m6s+beOisnlQ7PFz29iJeuqQ/S3dUcl7/FDpEG1i4tYLNxTaijBq6Jpj5dnUhf2aX87JJy4uX9GfOxhJsTi/ztpSRbNUz84YsUqNlIrBoWXVOL+V1LpxeHxE6NfEWHZq97gfqXF4cHh83T18RWjZvSxlJVj3PTOiLyxPMvJVTYWfi24uwOfZkn8spr+fq95fy1c0j6Z8aSSAQYPb6krCgZLc1BTYWbq/g/AEd9tveYpuTjYU2Zm8oJtas4+x+ySRZ9TKkUYg2dkiBye6q7n6//wBbHp9cocDk0IZyARTVSGAixPGksNrBUz9u5Od1RZh1ap4+v09YULK3aX9u567Tu3Pvl2soq3XROc7E58sL+M+sTaFtPl6Uy9heCTx0ViaPfreeino3783P4aLBqbw7Pyd4zhonL8/J5vHzemHQyGR30TIKqx088cMGfllfjD8AZp2aKad25uLBqcSYgw/fkqwG3l+wssG+RTVOPl+Wx4PjewIwa11xWFCymz8AL/+WzX8v7ItCSZOZ6QBmLM5ldM+EJoOMwmoHV72/hC0lewKbV+Zu5bFzejFhYApmCU6EaDPN/mbKzs7m999/p7S0tEGg8vDDDx92w9oj92EFJpKZS4jjRXmdi5unL2dVXrBSdUqUgc0ljQclACU2Vyhr1sq8arI6RTdaCfuX9SWc3C0+lMFoXnYZlwzdE5gAfLOqgDtP74YhUgITcfjKal3c8NEy1hbYQsvqXF6embUZlVLBP0ZmoFYpmb+1vMljzFpfzH1n9qDW4WHpjsomt1udX43N5cFqaH7g4Pb6mfbn9rCgZLdHvlvPyC6xdJHARIg206xvprfffpubbrqJ2NhYEhMTw2qYKBSK4zYw2d1jcihZufQaFWadFFkU4nhSXOMMBSUQrCMSH9H0hF2dWkmAYDrytCgjP60tbnLb71cXMiYzgfcW7KCx0iRef6DR5UI0R1GNIywo2durc7cyvk8yKVEG3J6miyR6/QFcXj9Oj58kS9PXQYJFj0qhIMqo5ZIhqTzy3fpGt5s0LK3J3pKKOtd+e1tmry+mS3yXJtcLIVpXswKTJ598kqeeeop77723pdvTru1OF6w5hKxcEJwAL0UWhTh+bC8Lf1pbVOMkwaLDpFVR30iV6/P6J/PbhhK0KiUjusSQFmPk1B7xaNVKFm2v4ONFO3F6gp8/tS5PKJFG3w5Wtu4zDv/krnFYDNJbIlrGvu+vvdmcXurdwWFZozMTeO2PbY1ud1LXWBZsLeevreVMOaULnzQROFxzQgaJVj0KhYIxmQl8vGhng3kmfVMsDO8U02Sb/IEAjv0ESVX2hqUQhBBHzqHdQe9SVVXFRRdd1NJtafd2T97TqA++xwR2FVmslqFcQhwvEhp5Kvza71t5/uL+ROxT6HBoRhQTh6Zx/oAUPrthOD+sLuKq95dw8/QVXPfhMnLK63n1soEYdgUjIzvHsiqvGq1KyS2ndmHG4tzQsQwaFfeP6ykTfEWLSdpPal6NSoFOrcTu9pIRa2R0z/gG21yZlc4/x3RnZ6WdGJMWj8/PMxP6NChUfNmwNIZmRKNVB9/nSZEGPvzHUJ46vzf9OlgZkBrJcxf2ZdrkIfvNyGXWqRnaMarJ9af1TDjQSxZCtKJmPTa76KKLmD17NjfeeGNLt6ddc/v8KACV4hADE5NWhnIJcRxJizYSF6GjrNYVWrY6v4bXft/KtMmDcLh9bCurJz3GyM5KO5e+vQinx89j5/ZiW3kd/l1DsQIBmLOxFJfHz3UnZTBjcS4ju8RSUO3gu1tGkldlx6RTExeh4+Rucdx8SmfSJCOXaEEdY0zEmrWU1zXsaTinXzLzs8v5aV0Rp3aP59/jenJ6zwTemZ9DtcPDXad3pdru4ZxXF4T2+WRJHtef2IlZd5zEmvxqnB4f/VIj2V5aR2G1gzqXF6/PT4xZR3yEjknD0hnfJwkFYD2I1NdWo5aHzurF+a8vwOsPH9PYPzVSavoI0caaFZh06dKFhx56iEWLFtGnTx80mvCnb7fddluLNK69cXv9aFTKsDk3B0OKLApxfEmKNPDRNUOZ/O4SSvcKTrrEm0mNMvLRoh38vK6EEpszNHcN4NHv1vPelUP4fnUhe99Tzd9azq2jujC6ZwIxRi3PTuiLUaemR5KFAWlR+PwBLAa1ZOISLS7Rqueja4Yx+b0lYYH2sIwozuidxC0zVuDy+lmwtYLXf9/KFzeNYGB6sMfC5fVz1ivzGxxz2l/b0WuVZMSaqKx3s6m4Fqfbx+fLt9IzycJbf27HatAw9YI+nNwt7pBr8XRPNPPtlJH8Z9YmFmwtx2LQMHl4OpcNSyduP3O9hBCtr1nfUtOmTcNsNjNv3jzmzZsXtk6hUBzfgckhDuMCiDHrpMiiEMegWqeHKrsHn99PhF5D7K7UqQA9Ei18M2UkhdUOSm0uuiSYsDm85Ffb+WDhnjkjewsEYHluFb1TrKzJrwlbV+fycv+Xa/nkhuEY9xoOtvc5hWgJbq+P0loXbq8fg0ZFt3gz300ZSX6Vg7JaF6nRBhZsq+C2T1aGAmuDRsVTF/Ths6V5fLY8n74drPtNkT9jcS53nd6d52ZvAWBQehTXnZhBWW2wZ6bG4WHKjBV8N2UkfTpEHlS7/f4ASqUCrVpFrxQrr102kHqXF4VCQaxZi/oQMmoKIVpHswKTnJycA290HHLt6jE5VDG7UgZLkUUhjh07yut54scNzN1USiAA3RLMPHleb/p0iKSq3s3CbRXM3lBCxxgjlw1L5Yc1RWTEmgEaDUp2szk8GLUNH2BoVUquGJFOfIQEIqL1lNqcvDs/h48W7cTu9hFj0nL7aV0Z3y+JIRnRAHy6JJf//LwpbL9/j+vJtHnbWZlXDQQzzVXvZ6J5rdMb9j5fvrOKU7rH0T3BzLCMaNbk1+Dw+Hjt9208f3E/TLqmb2eKa5ysya/mm1UFWPQaLh2aRnqMkUijFkszUw+X17pwef2oVQrizDqUykN/KCmEaEj69VuQ+zADEymyKET7Vev0UFnvxuMLfg5c/NbCsGFaW0rqmDhtEV/dNIJ7v1wbVrdkcMdoNhTa2F5Wz6D0aJ69sC9eX4Ds0lq+XJEfVnBuUHoU368uDDt3/w5W6t1eTusRj0KhoLDawer8albmVtM13szwTjEkWfXyRFgclmq7m0e/Xx+Wrrqi3s3D362n3u3lmhMy0KpVODw+DBoVEwamcELXOFTKYH2v3UEJwPpCGzef0plvVxU2cibI6hTDmvw92ysVUFhl59TucUw5tTMGjZolOyr4akUhdrcvFJhU1LnIq7Lz64YSDGoVZ/VL5saPlrNpr+vt06XBeSw3ndqZqEMcBlbj8LAkp4L//LyJbWX1xEXouPmUzpzVN5k4eSggxGFrVmDyj3/8Y7/r33vvvWY1pr1z+/xoDqGGyW7RZimyKER7lltp59Fv1/H7ljK6xpu5eHBqWFCymz8Az83ezEnd4thSWsvJ3eI4p18yJq0KrVrJuD5JbC+r59OluZTXuRmQGslLlwzgw4U7+GNzGf1TraiVSqrsntAx+6ZYeeGS/izeXsH1Hy3j/yYO5PJ3FlNWt+f8Bo2K6dcOo39qpDzZFc1WUedusobOq3O3cna/ZDpEGcnKiOGNywfyyZJcpsxYwdCO0XRLMIdtn1/lwKBV0yXe3CDlsFal5MoRHbl9ZrBSfJxZx7MX9mXeljL+8b9l+AMBRvdM4KLBqfROiQz1rJTVOrn/q7X8trEUgFO6x1Fe7w4LSnab9td2zu6XdEiBic/nZ9a6Iu79cm1oWVmti8e+38CWklruP7Nns3tghBBBzQpMqqrCJ2p7PB7WrVtHdXU1o0aNapGGtUcuj++Qa5gA6NQqIvRqCqslM5cQ7U1RtYNLpy2iYFfK724JEazYTzKLFbnVnD8ghZcu6c/aghoe/X49z1/Uj17JVr5ZVRjWG/LHljL+2lrOq5cNYFBaFOP7JlFqc/HdLSPJKavHrFfj8QWYu6mECL2Ws/ul8K/PV4cFJQAOj49rP1zGD7eeQHJk06lUhdif3Ep7k+vq3b5gz14UKJQKnv5pY6i6utOzp0cj0qjhtB7xGLVqvl6RzwPjevLL+mK+XVWIw+NjZOcYrjmxE9P+3B7qKXzq/N488t36sPN/ujSPOZtK+fAfQ/HtqiH2+6ayUFACMLZXIs/9srnJNn+2LP+g56cAlNS6mLrPELXdPlmSx3UndpLARIjD1KzA5Ouvv26wzO/3c9NNN9G5c+fDblR75fb5D6nq+96iTVJkUYj2aG1BTSgogeAckP0NyYwxa0mw6HlvwQ7mbgreRLm9fjrHmXnyx40Ntvf5A7w8J5uXJw7gxV+3kJlsYemOKs7qm0RupZ0l2yvRaVSM75tItEnDf3+paXAMgMp6N8U1TglMRLNZjfu/6dZrgg/mCqsdoaDEoldTWutiaMdoNKcp6RJv5oc1RRRWOxnWKZpAIMDg9ChuPLkzGrUSvz/ALTNWsHpXcoe+HaxsLqltNCgqq3Xx9coCrjsxg4o6F2//tT1svVal3G8xxVqXt8l1jalxeKjeq7dyXznl9XSKMze5XghxYC02x0SpVHLXXXdxyimncM8997TUYduV4ES45o3hjjZpKZShXEK0O39vqwj7fdnOSv45pjsndo3F6w+gViqYu6mUL5bn4/UHuGZkBsmRhrDq70t3VJK6n/oiG4tqyatyUFLrIsbmYu6mUuZuKmVMZgLXndiJf32xmtE94w+YqrzuEG/EhNhbklVPfISu0WGKWZ2i0WtUFFY70KgUnNo9jgkDO+D2+am2e7AYNQxIjWRdYQ0XDkrB4wvg9fn5YkU+t43qij8QIGVX0PzKpQN4/+8dfLk8n2EZ0czbXNZkm+ZsLOWK4elo1UpqHOFBw/KdVZzYNY5f1jc+/Oy8/smH9Pq1B/h+N+tl2q4Qh6tFZ0Ju27YNr/f4/eILTn5vXo9JjElHQZUEJkK0N3sXLNSqlLwzeTBVdneoeNtvG0rw+gL838QBnNE7EbNezaVvL+LRc3qRHhPcd/H2ylDl9sYoFMHPl2EZ0awt2NMjMntDCXa3F7vLi0GrIhAINKgcv/cx9hf8CHEgiRY9/7t6CNZ9hiulxxh5YHwmV7y7mBH/mcvUnzdx5YiOLNlRyV2frebxHzZw2ycrMelUKBUKvP4AgQDY3T5O6RbH2oJq9Oo9tyNpMSbuP7MHP99+ElePzNhvGn2DVolBo8RiUHNi19iwdd+sKmDSsLRGs9j1SbHQM8lySK8/yqSlf2pko+ssBjUdouT6EuJwNSu8v+uuu8J+DwQCFBUV8eOPP3LllVe2SMPaI5fX36w5JgCxZi1LcioOvKEQ4qhyWs94nv5pI15/gP+b2J+tZfW8OncrpbUutColZ/ZJ5Ox+ycxaW8yEgR248ePl+PwB7vtyLY+encnf2yuINGoYlB6FUgH7FKMG4KSucawvrGFgWhSvzN0atu6L5fn8c0x3Zq0vpmusmX+N7c4j361vcIxLh6YRaz60DERC7E2hUNAzycJPt5/IpiIbOyrq6ZloweP3c/X7S0Nzm9YX2rjq/aVMvaAPvVMsrCuw8cjZvXB5/eystFNZ78agVVFU7WBoRgxxEboGvRFatYqUqGAPypVZ6czfWt5omyZndSR2V1HEm0/pwo9ri0Lptu1uH8/+som3Jw/m82V5zNlYilGn4orh6Vw4KJUEy6EVU4w2aXn+4n5MfGtR2DwunTr4QCJBsnIJcdiaFZisXLky7HelUklcXBzPP//8ATN2Hcvc3ubPMYk167A5vdS5vJj3k49dCHF0SbToeXvyYN6at40ah4eHv90TFLh9fr5dVciO8nrOG5CC1aDGpFVhc3o5p38yEQYN+VV2lu5wEmvS8tg5vXjo2/CgIs6s45ZRXVArFfy6oaTB+d2+AH07WOmVbCElyohCEXzQ8cyszeRW2okz67jp1M6c0y+ZCL1MzBWHp87ppdTmZNa6YhweH/06RHLZm4sb3fadP7fz6LmZ/L2tggSLjg2FNgakRfLNygJsDi9DM6JJtOrx+nzsrLLz+rxtnNYzgU5xJpKse+ZC9U+LZExmArP3ef8P7xTNyd3iQr+nxxj5dsoJPPXTRv7KLkOtVNA9IYK0aCNPn98H25meXcUUdaiamZ2uc5yZb28ZycrcKpbtrKJLnJkTu8ZJOm4hWkiz7oB///33lm7HMaG5BRZhT3XmwmoH3RIiWrJZQohWpNOoGNklhvQYI5dMW9ToNqvza7jxlM4ogJk3ZKFTKfh+TRGT3tlzQ/fwdxu4dEgqX988gs+X5VFW52ZQehSje8bz1YoCvlyRzx2juzU49sQhqWQmW8OWje+bzJCO0bseliiJj5ACcOLwOTw+flhbxP1fBdPldogysCK3utFtrxrRkazOMXyzspCOMSa8Pj9/b6vgu72yzm0osvH1ygLeuHwgkQYN0SYd7y3IQa9W8ND4TOo9fvz+ACatiqfO78NVIzvy6eI8vH4/Fw9JJTPJQvxevR5qlZLuiRG8dukA3D4foMCoU2HQBG91jC300C850kBypIHxfQ9tjooQ4sAO6yotKytj8+ZgKr7u3bsTFxd3gD2ObW6vr9lPJHcPsSiQwESIdidAsLp0WSOTgnfbWlpHZHoUb83bzs2ndOb/5mQ32OaTpXmsyq/mztFd+XldCd+vLqRDpIEP/t5BlEmLc58MQ4PSo8hMbnycfPwhDlMR4kDKa108slePntPja7SH/8JBHbAY1Nzw0XIAppzaGYfHHxaU7Fbj8PDu/BweGp/J1yvzuWxoGid3j+OR7zfw28ZSfP4AA9OieOisnvRNtjJ8YgwBAqiaGDZdVutkW1k9360qRK9Vcn7/FDpEGYkyyTBGIdqDZgUm9fX13HrrrXz44Yf4/cGxnCqVismTJ/PKK69gNB6fE8BcXj9RzXwqGWnUBivbVssEeCHam6p6N3VuLxqVAo+vkUkiQGqUEaNWxVl9k9hYbGt0LgkEM3D5Awq+XlkABGtHxEbouGxoGmqlgtRoAwaNislZHTk9M+GQx8kL0Vw7K+24d9UMASivcxMXoUWvUYbmdSgUML5PEv/4YGloO4te0+QcEYDfN5Xy73E9+eeY7vRIjODuz1ezfK+emBW5VVzy1iK+mTJiV+9g49+zJTYnd81cxYK9MuW9N38HV4/oyK2ndSVaghMhjnrNGnd01113MW/ePL7//nuqq6uprq7m22+/Zd68efzzn/9s6Ta2G26vH426eUO5VMrguFcJTIRoJ2pLoHQjFK8Dr4sF2WWc0Sux0U1NWhWp0QYue3sx93+9llrnwWcvTLTq6Rhj5LwBKUwcmsaXN43gk+uGc/nwdAlKxBG1bzigUyt5b8EOnjyvN+pdD+W6xJnZWGQjsFfgvbGoNrS+KYXVDm6evoIbPlrOVSMzGLvPteT2+Xl17lYqapuu9/XrhpKwoGS39//eEZaeWwhx9GpWj8mXX37JF198wSmnnBJaNm7cOAwGAxdffDFvvPFGS7WvXQlm5Wr+OO4Ys5Z8SRksxNHN54XitfD1dVCeDRGJKM76iHF9OmE1aNlRUc/aAltoc5NWxauXDeTx7zdQ7/ZR7/aREmlApVTga6TbpFuCmfyqYDG5BIuOXslWTuwaS9yuzEPxERKMiLaRFm0kJVLPtSd2IjXaSK3TS6RBQ2W9i/9dPYRVedW4vX60+zygm7W+iBnXDW+QUW63MZkJzF4fnNieXVrH7Z+u5M3LB7F8ZyXlde7Qdkt2VGJzeolpZLRzea2L9xfkNNn2DxfuoF9qZLPngQohjoxmBSZ2u52EhIQGy+Pj47HbG1ZnPV64fc2f/A7B7Ds7K47fv58Q7UJNHvxvHHjsYEkm5+wvuPa7craVLSZCp+buM7pz7xkmskvrMGhU9EuN5L4v14QqWQN8vbKAW07t0mCeiU6t5J9juvPUjxtJjTbw/lVD6BIvc87E0cGqcjHt8oHc9flaNpfUhpaf0CWWR8/uQVKEioU77JzSPT5sP6fHz7r8Gi4e3IHPluWHrYs0arhsWDo3T18RWuYPwHsLcrhoUCpvzNsWWh5l1KJQwPrCGqKNWhIs+lBSB38gsN8CojUOLz5/gP2URBFCHAWadRedlZXFI488gtO5p0vV4XDw2GOPkZWV1WKNa2/cHt9hpQtMsOjZWVHfgi0SQrSoQADWfhEMSoCSk57hqm9K2bZrmEity8vD365nfaENp9tHjcPNuoKasKAE4LvVhdS5vLx62QBO75lAr2QLk4al8fXNI4kza3l90kC+uHGEBCXiqOJwebj9szVhQQnA/K3l/N9vWxiRamBTsQ2b08NZfZPCtnnk+/UMTo/inSsHM7JzDL2SLdxwUif+75L+PPb9hgZBxYqd1fRICn//T85K55MleYx/eT5nvTKfuZtLsbuD+1kMGkbtExDt7Zx+yfst1CiEODo0q8fkpZde4owzzqBDhw7069cPgNWrV6PT6Zg9e3aLNrA9cfsCza78DsGx5FV2DzUOT4PKukKIo4DXhc/rpOS8z/ForJTp0thZsQKdWsk5/ZM5uVscil0j8dcVVHNi1zicXl+jh3p3fg5Wg4aPrxmKAjDp1Jh0auItwSxbPn+A8loXCkWwsJtCIel+RdsqtfvZWtr4XI0f15Vy16hOaFVKHG4fwzJiGJQexefL8imvczEwPYoEi54f1xTy1AV9CPgDLN1RyVX/Wxo2H2W3GLMWm2NPsDK6ZzwjOsdy2gvzAKiod3Pdh8v44dYT6JVsRa9Rcf3Jnfl+TVGDICc12kBW55iW+0MIIVpNsx7v9+nTh+zsbKZOnUr//v3p378///nPf9i6dSu9evU66ONMnTqVIUOGEBERQXx8POedd14o/fBuTqeTKVOmEBMTg9lsZsKECZSUhBdZys3NZfz48RiNRuLj47n77rvxeg9+cmlLcR9GHRMgNJE1V4ZzCXFUKnXAm/7zOfNbuPyHOnKqvSRH6vn8xiwuGNABlUKBQhHMIjSicywen5+0aBOJTUxS7xxnorLew2M/bOC0F+axtqAGr89PQZWd137fysVvLWTitEX87+8dFNc0PelXiCOhrL7x71WTVsXVIzNwoeGO07vRNcHM2vxqpi/OZWzvRG46pTORBg03TV9BSpSRR79dz+kv/knX/aTG/8fIDEw6Jbed1oWvbx7BXad349xX54dtEwjAa79vxb4rEEmPNvLtlJGc1TcJjUqBSaviqhHpfHpdFsmRhsZOI4Q4yjSrx2Tq1KkkJCRw3XXXhS1/7733KCsr49577z2o48ybN48pU6YwZMgQvF4v//73vxkzZgwbNmzAZDIBcOedd/Ljjz/y+eefY7VaueWWW7jgggtYsGABAD6fj/Hjx5OYmMjff/9NUVERkydPRqPR8PTTTzfn5TVLIBDA7Wt+5XfYE5jsqKinTwfrAbYWQhxJNoebT5bkkqzz8v0lscRpnGzVGHnvyiE8N3szczeV4g+AXqPksqFp7Ky0E2vW8eDXa3jhkn7cPH0F1XZP6Hgdogw8OD6TjUU2lu6oAuDOmav47paRTHpnCQV7Zeh77PsNfLYsj/evGkqiVSa/i7YRH2lusMxiUPPyxAH87+8dnPnyXwQCYNSquO7ETtyYEc2/vlgDgEalYOKQVGLMOv7YUoZZp8bt9fPQ+Eye/HFDWPrsk7vF0TfVysDUSHz+ALd9upLZG0obbdPGolrq3T6MOjVKpYLO8WaemdCXB8b1DPU2atUyhEuI9qJZgclbb73FjBkzGizv1asXEydOPOjAZNasWWG//+9//yM+Pp7ly5dz0kknUVNTw7vvvsuMGTMYNWoUAO+//z49e/Zk0aJFDB8+nNmzZ7NhwwZ+++03EhIS6N+/P0888QT33nsvjz76KFrtkclbvju3u/YwekzMOjUWvVrmmQhxFHF7fVTWu1lbUMPkTCWRP/4TxdxlYI7HeuVybv9sLSvzqkPbOz1+3luwg2tOyCCv0s7FQ9Kwu328PXkwGpUSu9uL3x8g2qRl5tJ8Pli4I7Svzeklr8pBsa1h78jGoloWb6/g3AEpR+BVC9GQWaemXwcrq/Nr6J4QQWyElgkDO/DsrM1sKNqTic7u9vF/c7K5e2w3frvrJCrrPZj1at6bn8ND364DYGhGNF+tLEClVPD9rSdgd/nw+P1EGjRsLq7lpo+X890tJxAfocdqaPp7PCPWhFEb/r27e1ikEKL9adaVW1xcTFJSUoPlcXFxFBUVNbsxNTXBCaLR0dEALF++HI/Hw+jRo0Pb9OjRg7S0NBYuXMjw4cNZuHAhffr0CcsSNnbsWG666SbWr1/PgAEDmt2eQ+H2BgMTdRPVaA9WgkXP9nIJTIRoa8U1DjYU2ZifXU6EXsPpPWLRr/ofioJlAFQOu5d8m5uVedVYDGqSLAYq6l2h9KYzFucy/dphrMyr5pFv11O7a7hJZpKF+87swZQZK8lp5FqvdXpRKqCxmSmfLstjdGaC3HSJNpFbYeeB8T3x+WFlbhUF1Q6UCgW3ntaFqT9tIrcyfBjym39sZ0TnWD5fnkecScsXy/dk5FIpFcSYNAzuGMMdn64ie9fcFatBwy2jujBhQAc8Pj+vzMnmiqx0vliR3+hclFtO7YJJJ3MyhThWNOvbLTU1lQULFpCRkRG2fMGCBSQnJzerIX6/nzvuuIORI0fSu3dvIBgAabVaIiMjw7ZNSEiguLg4tM2+qYt3/757m325XC5cLlfod5vN1uh2h2J3YHI4k98BUqONbCg8/PYIcTRqjWuvNeRX2bn8ncXs2Gu+16u/b+WtCy7lxE5b0O34DWfHUeD08c0NQ6h0+lhfVEeCRY9Ro+LF37agUirIrbTzxA8bwo69ocjGHTNX8fT5fbjx4+Vh63RqJSadusnq8WqlAqVMghfNdLjXn1GrprzezR0zV4YqvU9fnEucWcfzF/fjn5+tpqwuePxB6VHceHInCqodZMSY6JdqJc6iZ+bSPM7tbiLBrKR31xQufHMhtr0KjtY4PDz140ZevWwABo2K7eX1fLI4l2cm9OXxvbJ36TVKHj+3N13jGw4vE0K0X80KTK677jruuOMOPB5PaIjVnDlzuOeee5pd+X3KlCmsW7eO+fPnH3jjwzR16lQee+yxFj2mKxSYHF6PSXqMkT+3lDVapKqBNZ/Bxu/gwvdBJU+MxNGvNa69llbv8jL1p01hQQkEs2Td/HUuv143lcDIx4hUK0g2+pk8PfxJcYxJy3MX9aOs1sVLv21p9ByV9W6Kahx0jDGGneeBcT1xuptO3DE5qyMGrYyXF81zuNdftFnLtR8tCwUlu5XVuXh+9mamXdoTV20lJS4NaoOF2z5ZhcOzp+9vQFokb1/cldSFD4MqkenZl4UFJXt7449t/PfCvliNGsb2SkSnUvLJdcPw+AL4AwESrXrizDp0kgJYiGNKs+6i7777bq655hpuvvlmOnXqRKdOnbj11lu57bbbuP/++w/5eLfccgs//PADv//+Ox06dAgtT0xMxO12U11dHbZ9SUkJiYmJoW32zdK1+/fd2+zr/vvvp6amJvQvLy/vkNu8r5bqMekYY8LrD5BdWnvgjb++ETZ+Dzv+OqxzCnGktMa119Iq693MWt94b6vb52dlpRZrZCw1ASP/+i6nwfCVino3D36zjt4p1gbBzd52ltczrk8SSVY9wzKi+d/VQxjXN5F+qVFkJjXMVnRil1j6SVIMcRgO9/orsTnDEjjsbXV+DRHeKoZ/P4oBMV7++fnqsKAEYGVuNW8uKmN+9/uZHXclSwuazjS3paSW0loXMxbncuV7S3jxty0ECFafH9wxmg5RRglKhDgGNavHRKFQ8Mwzz/DQQw+xceNGDAYDXbt2RafTHdJxAoEAt956K19//TV//PFHg6FhgwYNQqPRMGfOHCZMmADA5s2byc3NDRVyzMrK4qmnnqK0tJT4+GBxpV9//RWLxUJmZmaj59XpdIfc1gPZPfn9cAosQvBDVwGsL7TRK3k/NyF1pRDY9aFfsAI6jzqs8wpxJLTGtdeinDY87mCF6KZU1ztYnA8JkSZuPKUzJq0Kry+AQavC5vSwubiWT5fmoVYpiI/QUVrravQ4KVFGvH4/156YQYnNxb1fruGzG7JIjzHx7lVDWJJTycyleaiVCq7I6ki/Dlbim0g7LMTBONzrr6nejd0UCiX0OIvNVQF06mBmrr4drLi9wevp65X5fLGigKwu/Xhv4Q6Gd4pu8lipUUaUAS93nZjAnBwni3MqWbajilO6qSivdxFl0JIgGeqEOOYc1gxKs9nMkCFDmr3/lClTmDFjBt9++y0RERGhOSFWqxWDwYDVauWaa67hrrvuIjo6GovFwq233kpWVhbDhw8HYMyYMWRmZnLFFVfw7LPPUlxczIMPPsiUKVOO6A2Qwx0MEg44/OoA9BoVSZF61hXUcPHg1KY3LN01bl1rhsqcwzqnEAKoKYCf78GccR5p0bENhmdFGjTEmrWc1ysaV0BFiUPByp1VOL1+BneMIrfSTqJVz+biWm47rSs+n4/rT+rEkz9ubHAqvUZJpzgT13ywLGz5ou0VpMeYSLIaOLd/CqN7JqBUKGT4ljgqZMSaUChoMAl9eKdobh3VlaUVdXxl/hf9jNHMvCGdF37dwitztwLBWifXnJDBwLQoesTq+e9oCx5TPO/8lRN6sLe3W09J56Sdb3BSfS6X98kif9SJPPpHER6fn6k/byLZqufZC/syqGM0GlWwrKnqMJPPCCHaXpumdnnjjTcAOOWUU8KWv//++1x11VUAvPjiiyiVSiZMmIDL5WLs2LG8/vrroW1VKhU//PADN910E1lZWZhMJq688koef/zxI/UyAEJd1rrDDEwAeiRa+Cu7fP8bVWwFpQqS+kLVjsM+pxDHNL8fbAVQvhlshRDfCyJTwRwPbjvUl8DS9yHzXOITevFLio9auwOPLhqv10uM2oFJr4XClZCbA8mDsKiUJGfCHwVK7vh0FSM6x3JW3yRuOqULF7yxgMfP6UWiVc/Fg1P5YnleqE5DtEnLU+f35rXftzZo5r7DZCT7ljiaWDQBLhuaSge9hzEZKjReB15jLPleK//439LQXEvYQWq0gecu7EdGjAmdRsnm4jpW7yzjhTMTiKz8A1XVDgIpA1lwa29W5lbTPcKF0u+l3G/Ca4wjM8JFfdz5BHxeDMZIOhWt45nTMzFFRjG5V28WFQZQ42Px1lJmLi9AqVAwaUgK3RLMxFplQrwQ7VWbfusFGsv9tw+9Xs9rr73Ga6+91uQ26enp/PTTTy3ZtEO2u8dE1wKFnPp1iGTuplLyKu2kRhsb36gyB8wJYIqH4rWHfU4hjll+PxSvho/OB0fVnuXdz4bxzxJw2lA4KsEQBdGd4KtrMZSsx5DYF065H3weAsVrUMx/fs+jYoUC/SkPoEw/ifOqvmXMXXfw4aoaTFoVi7eX8+OtJ3DVe0u58/RuaNVK3r9qCF5/cHhLvdvL//2WHVb3YbeszjFH6I8ixKFzenzcNyIC06IXqSzri8eUAnFdefjDtXsFJUGXDE6jtNbF2oIaKurcXDY4kUvjKtH+7wTwBueWKIDYrmMZM/hq+PRSCARI1VkIjH4MRakDd/Em/Cot+tJV1A+4nsRIAyZXDkp7BZnJA7nzyy38nbPnmv5xbTGje8Rx75k9+WxZHnqNKjSPK9J4ZGqaCSEOjzyOayEt2WPSO8WCUgF/bCnjiuHpjW9UkxcMSowxUNv82jFCHPNqCxsGJd3OgFPvJ1CxFcWiNyBvEVz+Naz4ALqPgwFXQGJfWP4BgX4Xo/jrufBjBgIofn8S9ZU/sm3APXy3uIBVBXUUVju5ZEgqXl+Ai4ekkhpj5K7PV/Pxop28dtkAvlpRwJm9E9lY3DAoObFLLCmRhlb+YwjRfOaADXfhGv5MuI43llRT6/SQaMnmX2O6M39rOZ8uDU6mv+aEDIpqHDw3e3No3xPio9B+din4wnsFFdm/QGzX4DzJrXPAY6fCq2Vz5Gg+zB6Kyxvggp5XMFRTQWRtEcrfHwGXjQX9poUFJbv9tqmMUT0T+HldMflVDl6Zu5UbT8rghpO7EGWS4ESIo50MyGwh9t09JprD/5MatWp6p1j5cq9iVA1U54IpDgyR4LGDW4oyCtGoiq3hQUmHIdDvUph1L4rKHOh0Cox7Hpa/T0CpJtBhCMR2J6A14x96Lfz9SpOHVi56g88Xb+PVeTuYv7WcGUtyOf/1BWwqqeWU7nF4fH5O6xFMyrGzws6ZfRKJt+iYce0wBqdHoVAE56/cM7Y7z1/cjxjzUZwYQBz3dMoAX1R1xaT2M20UzDy5gudOUuKtLaV/aiSD0qNQKxWM7BLL9MW5of0ykyxEFc1vEJSErPwY+lwEQPnoF3ksuzOTPljLLxtK+WNLGbd9X8CVc1RUBUzYT7iXqm4X8b+VNU2284c1RZzWc099szf/zCGn7MA1W4qqHfy8roh/fbaaF37dwtbSOupd+5/wL4RoWdJj0kIcbi8qpeKwK7/vdnpmAs/P3sKqvGr6p0Y23KAmH+IzQbcrc1d9OWhNLXJuIY4ptfuk/h15R3AoyakPgL0ClkyDnHlAcGgJkWlQnYti6dsoTr4X6kr2PWKIoraAmKjwIan+ANz35Vq+uDGLlblVnNknidkbSugSb+bWT1bi8vpJjzHyzpWDMWvVKJUKYs06VEopnCiObjVYGJ9WQ4cfLw8+HNslOXkQ2099HeOIjrz++1bW5leH7Wc1atDV7Sc1sbMaNEYwxZJt6M/3Gxpuu7mknq+zLVzdLwW/aiPOfVIRhx3O42uQuv/DRbn0TY1uMnNmXqWdy95ZRF6lI7TslbnZPH9RP87onYhRK7dLQhwJ0mPSQhweH/oWGMa128DUKJKsep6dtanhXByvC+rLgsO4DJHBZfUHmCwvxPEqvueen3WW4DySP56G6nyoygneFHU8MThnK647qLTBYCUQgLItkDygyUPXJWexsqThDVKdy0uV3c2Hf+9Aq1JyQpdYtpfX4/L6sRo03DO2Bwa1iqRIAwkWvQQlol0w+Gx0+OnKsKAEQFW4nIzFj9AjKtAgYxdATlk9dYnDmz5wXA+ozsWTMZqP17ub3GzG6mpqfBoic3/lrG5NP4g7uXs8y3aED/OqsnvxesJ7bKrtbgqrHRTXOHh21iZ8vgB3nd6N1ycN5PmL+nFy1zju/mI1ZU2k/BZCtDwJTFqI3e1r0WJPSqWCyVkd+XtbBZ8t2+fp0e45JaY40O0qxOaobLFzC3FMiUiGtGDdIwZcDn88BSNuh9ShkNgnOKckrjuc9jCc/TIsf3/Pvpt+gN4XgrqRIVYaIxXdL+O3zRWNntbh9pERZ0argqfO702kQcPbkwfx1hWDiDFpiI2QYVuifTG7y4PBfCPU234hWV3H1rI6BqRFha0rtjnJ0WRAVMfGDzzy9uB1p9Lg8jWdFMft9aMo34Jqxx9c0EVJgqXhNZQabaBnYgSr8qrDlp/ZK44yu5ec8jqq7S7WFdRw3YfLGPGfuazKCw4Le2B8JnM2lnDz9BU89sN6OsebeeXSgSzZLt+vQhwpEpi0EIfH1yIT3/fWPzWSU7vH8dA368M/ZG2Fwf+NMXsCE7t8cArRKHMcXPge9L8c0k+AkXcG6/8ULIOPL4A/psLSd+DbKcGUwoYY6DoGYrqAzw1//je4f2LfPcdMHoB38g88+mddo8UYtSolSqWCf53ejUSLnt83lfD0zxu5/dNVxJl1DEyPQi9Vq0U7o3Ls1TOf1D94ncR2Df4eCKD1O3hn8mA6mZxMGZkUtu+t35eQM+4TAt3OAMWu70prBwIT3g1mlqzYhiZ3Phd2b3qC+tm944jaPBMCATr8NJkvLozjmhFpxJl1xEfouOGkTjxxbm8e+GZd2H7JVj0ZcRbOeXUBV7y7hPcX7ESrVlLjDPagGDRKRmcmcMsnK1idHwxSbA4v787P4X9/7yA1ponsmEKIFieDJluIw93ygQnAVSMyKKh2cOV7S/jomqH07RC5JzAxxYJaHxx64miYnUQIsYslGcb/F+rKYMM3waEjMyeBf88wLHf6KRRZh/B7ele2VroZOlDFoCgHKXNugZ/vgyHXEBj/PD61kRqfjukbPJzeO5bfsxs+FJgyqjOJFh0+l53scj8eXwCbY88kWm0LpBUX4kjzWVIJpJ9E4YjH+SPfT3ZVgCH9VQyOdpHyx534tRZqHB4CJj/XRq/ixIlDeGuFnbJ6Nyd2jkKlhEDqcBQDLoeAHxzVKLb8gm/gZGydzsbpqKd7fAq9k22sKwyfrB5j0nJlLxXaGd8FF9jyidzxA8NTJ9IxrisBAuSU16NUKOibYmHu5jK0KiXn9k/m7H7J3P7pKqrsHqrsHv5vTja/by7lxYv7M/7l+WjVSl6du7XRYWhLciplqKUQR5AEJi3E7vYddtX3xmjVSu4e24NnZm1iwht/c3pmAoV5CrY73+a2jSqu7QvoLTKUS4gDUekp9pmpSxhHes0SNHtlCPImD2H5oKlc+eb6UBXqjwneDM285GO6fHcuzH8JV/dzWVxp5u9tFeysdHB2QiSf3ZDFq3Oz2VxSS1qUkSmjutAlxoBapeClv8s4q28ShdXBCbXJVj1mKZoo2qlyZQz5w15k8kfZobolHxMsGjpz8mf8sqqGV//aTJ9kK/edegp9sqfxWrwSd0xPDOZKdB9fFQxI9qHa/CPZ43/his9r0KqW89LE/mwvq+WTJfm4vH5O7R7HOf2TUZqVlIx5HUXAhzehH3ZNNK9/t52Vu0YUDO8UzWWDU3hppJfaYbF4Izvy27Z6rv1gWYM6K2vya8ittJPVKZo6l4/s0romX/eyHVUM6RjdQn9FIcT+yDdkCwkO5Wqdp6BmnZqHz8rk+9WFrCmoIQYH/bWlPLnQRI9oFSdozeCobpVzC3Es8PkDrC+o5qbpq4k0avi8XwWavdaXjHiY6z/PCwUlu1XUu/nn7EreP+kpHNZOvL/IQYTRx+r8auIj9Ly7IIft5fWcPyCFc/unBNOlOsuIK5jP1YuTuf7kTvy+qTTUQ/LA+J4kWPVH8JUL0XKcSjPXfb66wU1+Zb2bO7/bwcNnZfJ8Ygzby+u4/dsdPD7uRkatvA1jfT6+yPRGgxIA3PXEGlX07WDlhK5xAJyRGYdOrcbj97Mkp5JL317Mv8/sQaW9LzvLHQzwGegQCbeP7kpqlAG1SonVoAkWUvQNIcJewQ6Xkedmr2zQ3t1mrS3m1B7xuL1+1EoF3kaGZQLEmKX+iRBHigQmLcTh8rbKUK7dNColFwzswAUDO8DcrwnoK9hS24Mft3mCgYmzutXOLUR7V1Dt4NK3lxBp1PLC2FgM6r3mi2hN5HkjqXXVNrrv6vwaCs4dzXUfraTYVsL0a4fx+u9bw252Plq4k9cnDcTrcZH854N4Rz/OmX1UaFUK0mNNzFpXzLQrBjG8k1R2F+1XWZ0rbEji3tYV2Kh1ernlkxX0SrZwz9juLMytIW30exhxYa7ZjGXhy40fOHkgFmskvVMC/L6plBd/3cKYzAQSLHo+WrQztNn0xbncP64nda5yPl2SR5XdzbtXDiEt2ohm7weDKg1EJKJ016PXqEJ1xvZl1KqwOTxsLS1jbK9EflzbsFixSqlgWIb0lghxpMjk9xZS30pDuRplL0dhsDI4UcXsHV58GukxEWJ/5m0uxeML8NGEBLr/cD6Ksg17MnWpddS7m3iSu4vbD/5dA9CzS2r5zwV9SI02YNKqOLlbHNMmDybg95Ox8lk8I+7gkk/zeejbdXj9cEq3OF6a2J8xvRKxGDT7PY8QR7Na5/6LDTo9fgKBYJBy26er6BxvRqUIYKzaQJWhI76Evg13UigpPeExCl1G3l+wI5ToZd6WMgamh2f3qnV6qahz8c3KAvqnRvLCxf357y+bqXY0XrgxKdLAhIEpTbb3/IEpfLBwJ9+tLuDiwR3IiA1PQaxUwP9N7E+8RXo5hThSpMekhTg8PmJMRyj9Z30ZRKYzJFrFD9u8rPF1ZIBj25E5txDt0Jr8as7vE0PSmjeC6bbnPA4XvIu33yQ8JVvIiItoct8oo4Yqu4eJQ1N5ec5WtGolHWOMXD0igwi9muySWrYW1zCui47ViivILo1gbeFaYs1aOsYaSYuWwqfi2JAcqUehoNFJ4pFGDT5/eID/8m/ZfHTNEHI1nfAro6g7dRoZW97FuHY6eOyQPJCSkY8yrzqBjobwXg2jVoXLG77sxK6xZCZFcP+4HizILueaD5bSI9GCt4kUwxqVkslZHZm7qYxtZeFzSK4YnkaUUcuFgzoQa9KSFm3i42uGsaW0lj+3lJFo0TOmVyIJFh0GyaAnxBEjgUkLcbh96KxHoMfE5w72juitZFiVKBWwwZvMAM+K1j+3EO2Rx02f5Ai6Gusx/PQlAK7OZ1IYPZJyvZ9a4xiS9XouG5rGjCW5DXa/ZVQX3v5zO1eO6IhKqSA50oBOoyKrcwxOp4uMGAOfLM3nv79mE2nUMuXUYCDy0PhMOkRKmlFx7LBoFUwamsbHixteJ/8a052kSAOvTxqIVq3ktw0lfLYsj9JaD0/9Usg1J+ioceh5y3YRl581Gb0KVpd6mbvEyxVZURRWO8OOd27/FH5ZVxL63aBRMWFQB2rqHdz35drQ8gkDUzBomw4cUqONfPCPIazMrea71YVE6NRcOjSNjrEm4iJ0PHJ2r7DtU6IMnNo9vrl/IiHEYZLApIU4PD50miMQmNSXBf/XR6JRKUgxK9jkigV/TeufW4j2pr6MCqeCgR1j8FU7IbYL5WNeo8qYweM/bOCv7GBdBqUS3rp8EN0TI3jjj20U25x0T4jg2hMz2FBkY3V+NT5/gKfO601uhZ1ap4fcCjv/nb0l7HQndY2luNrBB1cPYUBaFEpJMyqOMRMGdSA50sDHi3ZSWOOkW4KZu07vRl6lg4veXAiAWqngwkEdeOuKQXQ31/PaWYmo9SpeXlDBBUMy+DuvmhqHh/6pMZxu8rJwWzk55fWhc/RMjODsfklc8e5iVEoFJ3eL48qsdKb9uY1/jkoPbTeicwx9OljRqPb/3dshykiHKCNn9k5EoVBI+l8hjmISmLQQu7v1snKF2R2YGCIB6BChZFNdpAQmQuzL78NbU0S104jBYMWSnMry079Ao9Hx9LfrWLRXNWe/H677cDk3nJjBJ9cNo9blZU1eDa/9vpUdFXYuHZpGZpKFtQXVJEca6BBl4PZPV4WdLkKn5uZTu2A1aIg1S1V3ceyxe+GytxfTPTGCm0/tQrRJS3yEjpfnZPNn9p7ii15/gE+X5hFl1NAlwkx1vZvogI37R0bw+NytbK7wYdSq+HplAV3izDx9QR+mL9zJOf2SOKtvEj4/zFySx9QL+qJSKli2o4pbZqxk0qA4VD4v5/VP4eTucUAAm8OD3e3DdBBpuNUHCGCEEG1PApMW0loFFhuoKw3+r7cCkGZR8lOJmYDaicLrArXcEAlBXSlsm4t64at0dlTh6z6eHQPv57L3VvD5jVlhQcneps3P4ez+KUyZsYLHzumNVq2ka7yZm07uhMPjo0eiBaNWRWG1g8uGpfPDmkJcHj9jeiVwx+iupEebpJdEHLOKapw4PD5W5VWzKq8ao1bFsxP6hgUle/tg4U6yOg9i8sdrUCkVXDEojvtHd+TvwgCbimu5akQGpbVOrnpvCV/ePIL//LyJzFgVd365iaW5tXy2PD90rESLnklDUvgjx0F6rAGnx4tBo+b3TaVkdY49Un8CIUQrk8CkBQQCAZyeIxiY6K3BdIhAaoSCWp+aQnUMKc4aMMvYWHGcqy8PVmpfH5xPgiGKqqH/4r0/dhAIBKi2N57BB4KTeutdXvIqHdw5cxUzrh2GUatme3kdCRYDJp2KWqeXsloXFw3qwHUnZqBVK7HqNRilcKI4xvn3qfMRY9aSv6t4aGOCPRnBkQQ+f4D/LS0l3qxl0tBk3plfzkeLdlLn8nLZ0FT8fj/friokxeDlxbNSWLSjlv+trsXl8XNuDzPn9ookt6yGjcUulEoFP6wuIq/SwU+3n4heJqcLccyQb9IW4PL6CcCRSRdcVwyGPSkUO0QEz7nNn0yKo1oCEyFq8vcEJUDJme+ys9LDyoI63L4Akcb9p+w17ppIW+PwkF1aS58UKwu2VnBGr0SUCpifXc5bf25HqYDvbz2BJKuhVV+OEEeL9BhTWCHCqnoPyfspGKpTKzFp1ZzcLY7skloKa5y8taiEcwZ0YG1BcPhxz6QIJmd1xLMrAdfrC0upsHu5bUQsp6apcLg96I0W6tDxzLwdrNm1X/eECGbeMJy0aLn+hDiWSGDSAhy7ijfpj8QcE1t4YBJrUKBSBNgZSACnzDMRIrDlF0KDqTQGKmMGEKfyk9Upkn+P64FRq+LRszN57fdtlNW5wvY9pXtcqI4CwOaSOnqnWCmvc5Ff5WBLiY3X/tgO7AlghDheBAIBbjqlM3M3lXLjyZ2JNmmJ0KsZkBbJytzqBttPHJLK9rI6Eq16xvZKxKhV8eSPG/D4FVw+LI2hGdF0S4hApQxQ795TI2Xm6kp+3VrHzOuHc9NXK9hZUUyMSccblw8kQq9GoVDIXC4hjlESmLQA+65HPUckK1ddEaQMCv2qUiqIN8AOV6JUfxcCQsMcAapPe47leTZ6JVvpmmjloW/XU2Jz0ifFyn8m9OHbVYV8t7oQgBO6xHLrqC5c/s6S0P7dEyLYWWHnkiFpxEVoeeS79aF14/okHbD3RYhjyfbyOi4YmEKnOBP/NyebgioHPRIj+NfY7izcXs6rc4P1tBQKOKtPEoPSo7j101X4/AFmLs0jPcbIi5f0R6tSsr28nlnri6msd/P+1UPYd2bWxYM78Fd2KVtL69CplVw+PA21SoFZpyFxr14anz9Ald2NAog2aVEoZI6XEO2ZBCYtoN4VfNLT6uNcPY5gDRNDTNjiRJOCHU7pMRHCbyuC9JEogEDyIP5UDmVoegz/W5BDpd3DqB7xlNic/LqhhGs/XMa0KwYxYWAKVqMGl8fPhwt34tj1oCHSqMFiUJMaZcTj9/O/BTsY3zeJ6YtziTRquOXULhg08hEqjh89Ei18vCiXaX9tDy1bmVfNpHcW8+qlA5h954nUOrxEm7V8sjiXuz5bjW+veSk7K+x8tjSP+87szt/bKkLLn5+9hUfP2VNPJDMpgqxOMcRG6HjtsoFoVAq+WJ5PVb2bO0Z3C21XWO3gm5UFfLmiAKUCJg5NZVyfJBleKUQ7Jt+qLaDGEZxMezDpCg9LbUHwf1N4YJJgUrGlPAkcVa17fiGOck6nE482HvOJd1PS9VJ66OJRAGN6JfLT2mJW5laTHmPkjcsH8eXyfB77fgM3n9KZN+dtJzM5gnP7p/DtqkIyYk08fFYmT/20kf9e2JfJ7y4hyqTl2hMzuP6kTlw+PJ3UKLn5EccXl8/PO/O3N1g+OSsdrVrJK3O2UljjZFB6FCd0jWNxTiWr88MfmP28rpjbR3cNW7YmvwajVsV5/VPI6hxDslVPYY2DaJOWWz9Zwe7YJsmq54aTOxNh0FBY7eDStxexs8IeOs4TP2zk0yV5fHjNUAlOhGinJDBpAbuz/JhbOzCpCQ45wRieGjHBrGROIB6fYwsy6l0cL+wuL9W7HgpYDRqcbjfvLLMztFMcPQbcisOnxOPxU1zj5IaPlocm7K7IreLbVQU8dX4fyupcRBq12Jwe9Bo1tU4PH/5jKDnl9Tz07Tryqxxkl9SiUEJGrIkxmYnEmDVoVHKlieNPTlk9+yTm4uy+ScRF6Lj+o+WhZct3VvHxop28fOkAHv5mHYU1e6q6e/2BsF4UCM7X8vr8ODxeXvptC0U1Th4a3xOVkrDzKYAAwexgP64tCgtKdssurWN+djkXDU5tiZcshDjCJDBpAdV2N0AoLWKrsRWA1gRaY9jiRJMSD2oKqxzIR7E4Huwor+eFXzfz09piAsD1J2aQEmVEp9GQYNHh8qtYkF1OpFHDkz9uDAUlu/kDMPWnjTx9QR9USgXDO8WwNr+aKKOGZ37eFHYjFW3WUef0cuuoLmFj24U43jQ2XPmCgR249sNlDZbb3T5e/HULlw9P59lfNoeWd44zNyh0ePHgVGYuy+eX9SWhZR8s3MmAtMiw7S4c1IEYk5Yqu5sv96pxsq9Pl+YxtlciFoPMAROivZEyqC2gxuHBoFGhVrbyn7MmH0xxDRYnmYKT/XbWeBusE+JYk1dp54I3/ua71UWhp6+9k634/X7O7pdEpEFNld3Di79tQadWUVrravQ4NqcXvVpFdkktJ3WNZf62crrEmymy7QlKBqVHsb2sjifP60O3hIgj9RKFOCqlRBlCIwO0KiXdE8zsrLQ36AHZbX2hjU5x5tDvCgXcOqoLAf+ebXonWzinXzIzFueG7VtU48Cs2xNYpEYbuGRIGmqVEqVCgWo/hUzVSgUyB16I9kl6TFpAtd2DWX8E/pTVuY0GJrEGBSr85NQqOaH1WyFEm/H5A3y7qoDKendo2RPnZtIz2cLcTSX4AgE8vmBtofvP7EG0Sbvf45l0KgalR/HA1+u4Mqsjf2wuIxAI3kCd3jOBe8/ogV6jJNasQydF3MRxTqOCVy7rT0mNC6tRg9PtazIo2W13gNC3g5UbTupMic2BN+DnxpM7MaJzLDaHh8nvLWlwnMwkCyqVgv6pkZw/IIXTMxNIjgzOG4kyaZk0LJ1/f7220XNekZVOhF56S4RojyQwaQHVDnfrzy8J+KAmD+IzG6xSKRUkquvZXicfxOLYVuv08OuGPcM93pk8iC7xEdz12SpuO60LWpWKu79YzZIdwUQQ/zexP1FGDVWNVHs3alUYtCqm/rSJf43tTo/ECHZU1HNK9zg6RBlIsOjl5kaIvfj9CmLNeh79bgM7K+woFPD+VUNQKCDQSHzSNd5MfISW1y4byLayOmYuy+X+M3oQbdQyMC2SWLOW2z9dSZ2rYW//dSd1wqhR8b+rh2A1aBqkAR7VI46+KRbWFNjClg/LiGZIx+gWfd1CiCNHApMWUOPwYmrtYmu1xeDzNFnZPVHrZIfT2Og6IY4VGpUyNG588vA00qMNbCmp5aGzMvH7/fy5pYwrsjoyaXg687aU8cmSXO45owf//nptgxunh8/KJNqo5YIBKXRLMDN7fTGd4sy4PF6SOka3fpY9IdoZh9vHrTNWhCadBwLwy/pi/jEygzX51Zw/oAMWg5od5Xa+XJHHk+f1ptTmYnV+Nb1TrAzLiMbrD+D0+Lhp+kqmXzuMly7pzwu/bgll74qL0HH7aV0xaJQkWvVN1iVJtBqYNnkIS3dU8smSXJQKBZcPT2dAWiQJFpkLJkR7Jd+8LaDa7m79m5jKnOD/EYmNrk7Qe1hXHdXoOiGOFSadmutO7MRf2eVcd2InfIEAeo2KepeXuAg9C7ZVMHdTCUqFgjN7J3HzKV2Yu6mEaVcM5otleWwuqaVTnJnJWen8sbmUCL2aDtFGPluSR1qsids+XYnHF+CPf50igYkQ+6h1edmxTyasz5bl8+n1w4mP0PHib1soq3XRK9nCo2f3osTmZGBaFGa9hlqnh9d+30pprYvXJw3E5w8wY3EuIzrHMDozgSmndsHrD+Bw+9hSYmNMr4QDFktMtOo5u18yo3oE04Ib5ZoVot2Tq7gFVNk9JEToWvckldtBZwFd4xNwk4x+fqmMxuP1oVHLWHhx7OqVbOGxszPx7Hryev+Xa/jgmqFc8Mbf2By7h4QE+GZVAQu3l/PU+X2489NVvHfVEPQaJbVOLzfPWEG13cNZfZP5ZlUB5XVuqpwenJ7grNx9s3gJIfZkoNzbTad05t35OcxaVxxatr7QxpXvL2XqBX3w+gNMemdx2D4eX/A6+251IS6vj6tHZJBfbafW6WVYRjSn9og/4PywvclDBCGOHZKVqwXUHIkek4pssCQ3uTrJpMCHih2FJU1uI8SxIMaso3eKBbvbR16Vg3euHMyMxbl7BSV7lNhcrCuooWuCGaVSgV6j4rZPV1Jt95Bs1WMxaPh4US4TBqbw89rgjVXXeDMRcqMjRANJkeFFC9VKBQNSI8OCkr29Mic7FITsplQEM3rtNm9LGQatigsHpXL1yAwyk62HFJQIIY4tEpi0gGqHp5UDkwCUbQFrSpNbpFuD59+QK4GJOLZV29289Fs2EXo1kUY1Lp+f3zeXNbn9gq3lnNE7CatBgz8QoLzOjUWv5vXLBzF3YwmPndOLX9aXUOfyolDA4+f2Ira1e0CFaIcsOjXDMvYMGU606tlWVt/k9oU1TuxuX9iy0zMTUCogzqzjrL5JfHHjCDJiZX6kECJIHgseJp8/QK3T27pZuWrywV0H1vQmNzGbTMRRzYZ8Pee2XkuEaHMOp5Mnz+vDip1VVNS7qXF49nv9Reg1nNw1FofbS16VnSfP682IzjEQCHBy93j+77ct/LKhhIHpkTwwLpOeSVKvRIjG2D1e7juzJ2/O28avG0pwenxEHCBV/t4Zt5Kteq4a0ZEA8OkNw4nQqYi3GJreWQhx3Dlmekxee+01OnbsiF6vZ9iwYSxZsuSInNfmCKYhbdXApHgNKJUQldb0NloT6Ypi1hU7Wq8dQhwFTDotv24sITZCx39/2czP64o5b0DTwxyvzEpHr1FRbXfj9gXI6hRNUbWDgAK6JUTw2Lm9+fveUbw7eQiD0qMwauV5jRCN8Qdg0juLSLQaeOuKQTx2Tm/6dYhEr2n8VmJk5xjqXB7O7pvEY+f04qGzM1mRW4VKqaBznFmCEiFEA8dEYDJz5kzuuusuHnnkEVasWEG/fv0YO3YspaWlrX7u3VWlLYZWvJnJWwqR6aDez/ASjZF0ZSnrKwIEGksoL8QxosLh5b35OdS7fLi8fraW1mHWaTilW8PioxcMTKFTnIm1hdWsL6yld5KFRTmVLM6pJNasR6VUkGDRkxRpIErGtQuxX0U1TuxuPx/8vYPrPlzOlBkreOLHDTx5Xm/U+1RiT7DoeOScXgztGIXXH+DDhTv4flUhfVMi0agkQYsQonHHxKPBF154geuuu46rr74agDfffJMff/yR9957j/vuu69Vz51XGUydGB/RSnnT3bVQtAq6jNn/dgoFGVob1Q4luZV20mNMrdMeIdpQjd1FRb2b8jo3e2cSffCbtdxzRg8uHNSB+VvLUSsVnNM/BatBzZ2frqZvqpWxvRKZ9ud2xvRO5MxewTknQoiDZ9Q0DCgWbqtAr1bxzpWD2VRkY0eFnaEZ0fRJsRKhV5NfZefM3olMzkpn/tYKKu1uEq1SZ0QI0bh2H5i43W6WL1/O/fffH1qmVCoZPXo0CxcubHQfl8uFy+UK/W6z2Rrd7mDkVtrRqpREGlvpJmfLbAj4IbnfATftaapF7fTzx+YyrhwhgYk4+hzutWdzeFmXX8OAtEjqXF7izDrK6lx4fAGe+nEjFoOaAalRRBo0WAwqrAY1L1zSD7NWRb3bx7/H9yTSKD0j4vh0uNdfglWPWaduUKn9982lFFU7eP/qIfgCwV57lUKB3enhiR82saW0Dp1Kyd1je3ByIz2bQgixW7sfylVeXo7P5yMhISFseUJCAsXFjacwnDp1KlarNfQvNTW12efPrbQTb9GhPEAhqGaxV8CamZAyqMn6JXszGoz01JYzd1PrD2ETojkO99rTa5UsyqnkmhMyePev7TxyTiY69Z6PMZvDy+KcCiYNT8Pu8jFzaT5JkQaiI/SkxpgkKBHHtcO9/lQKeGZCnwbDtiJ0ap44v/eu3wLUO30U1Tgx6jT8P3v3HR5VmT1w/Du9ZDKT3huh994VEFDAimCBtSD2gq7irmV/u5Zddy1rW/uuomDvqFgQRIrSe+iEGkJ6nUwyfeb3x5CBIQmQEEiA83mePEvuvXPnnaw3N+e+7znn+Wt68eWdg/lm2lAm9EmWa1AIcUwK/xmekJCXl0dycjLLli1j8ODBwe0PPfQQixcvZuXKlXVeU99To9TUVCorKzGbzY16/5tnrqa8xsVDYzo1/UPUx2WDn/8C1cUw5D7QnsAMyI6f+PGAhs9c57Hq/0bJDUC0Os1x7c3bUsBX6w5ySfcEFu0o5vJeSazYU8rekhp6pFgY3TkOn8/P7R+u5dPbB5McIQm2QsDJX397i204PF6qnV7mbSlkf1kN3ZLMjOgYh93tIdliwOX1oVEpSYmSEsBCiMY745dyxcTEoFKpKCwM7d9RWFhIQkJCva/R6XTodM3Tp+BAWQ1tYpp52ZTbDvMfg6p86HfriQUlAMZohnh+4XPFebz92x7+3NzBkhAnqTmuvc6JZjSqPF76JZvrB6Xh8vi4olcyGqUCj9dPebWL4ionn90+mCQJSoQIOtnrLypMw8ZcO/O25HP9oAw0KgXVTi9v/7abO4a3JSnSgOJUrB4QQpwzzvilXFqtlr59+7JgwYLgNp/Px4IFC0JmUE4Fv9/PgbIa4s3NmMjn98KS56B8H/SdCubEE39tWCwRVDGmrYEZv+9lW37Tc2eEaK1So4w8MrYjz03szp7ian7dUUSJzYnH78egU9Et2cxlvZIlKBGimVmMOrolm5gypA2/bi/itYW72HSwkvtHd6BNtFGCEiHESTvjZ0wApk+fzpQpU+jXrx8DBgzg5Zdfprq6Olil61TJLbfj8PiaMTDxw+p3IXcN9LkRLCmNe7kpkGczPrGMzaVRXD9jJa9N7sPgttHNND4hWoeUqDCSIoyHZk+UaFRKlEr5o0iIUy0qzEBUGKRFGQAF4EenOSv+lBBCtAJnxW+Ta6+9luLiYh577DEKCgro1asXc+fOrZMQ39yW7ipBqYBOCU3oFO11wa75ULYXwmIhPBEOrIQ9i6DL5RDbsfHn1BrBGI2hfAcPjZ3Kq79m84e3VzBlSAYPje0ojePEWUWpVGDSS8lfIVqCBCNCiFPhjE9+bw5WqxWLxdLo5Pe7P1rLriIbT17e7fgHH8lWAL8+BRX7wZQA9jJwO0Bnhg5jIbl3Iz/BETZ9CbYiuPItfD4/c7cU8PmaA8SYdPxjfFcu6Bgn0+2i1WjqtSeEOHly/QkhWht55NFETo+X37NLuLDLcWZlKg/Cju+hcAsotWCIgPz1oAmDQdMCOSR+H3icgc7uipNM+4nrCgfXQmk2yuj2XNw9kb7pkcz4fS83z1xDh3gT3ZIsODyBco4Ot5dYk44BbaIY2y2RdnGm4Kk8Xh97SqoprnKiUSlJizISb9ZJYCOEEEIIIZqdBCZN9L/Fe6h2eRmcGVPPXj8U74Ttc2DP4kBVrZiOgcT2mlJIHQxthoHmUG6KQgmaZkrUje0IYTGw4i0Y8xSoDcSb9Tw6rhNZuZUs3V3ClnxrsClkjElHic3J6wt38/y8naRHG8mMCaO8xs32fCsOjy/k9AlmPSM6xjK8QyydE80YtCpqXF48Xh9RYVqiTc1T7UwIIYQQQpxbZCkXUFlZSUREBAcOHDjmdPaekhq+ySpkzf4KNufb6GD2cHVCPgqvC4XLhqKmFGV1UaDc7yG+yEy80R1BqTodHwUARXUR6oOrAu8fngTGaPwaI36lCoXPCz534EClFr9Gh1+pwa0wsJF2bC1yUF7jxqBRkRqpJyPKQKRRg9vnp9DqZGdRNXtL7cd4dwjXqUiPNmLQKKlyeDhY6aDK4Q05Rq9RkhqhJypMi1qpwO/34/UHUimVCvADHq8fu9tLtcuLw+3D6/OjVSsx6VRYDBpMOhUGjQqtWolOpUCvUaFTK1GrFCgVChTA8SZ3/H7w+f14fX5cXj8Otxenx4fv0FXhJ1B97eirRKEAtVKBVq1Er1aiVStRKxUoTvB9T5TfX/uz8OHy+nF6fLg8Pnx+PxqVEt2h99Y04jMffX5v7ef3+ALn9wY+rEalCH42lTJw/hHto2gXe/zy1eHh4Sc0s3ai154Q4sTJ9SdEyznR60/UTwITIDc394Q64CZOfRVtXJvTMCIhWidPZSEH37rluMed6Jr1E732hBAnTq4/IVqO5GydHAlMCPQ9ycvLa1KUW9s590x/4nQ2fI6z4TPA2fE5TvRakmuv5cnPsfm0lp9lc19/reVznayz4XOcDZ8Bzo7P0dBnkBmTkyM5JoBSqSQlpZE9Q45iNpvP2IvrSGfD5zgbPgOcPZ/jWOTaaz3k59h8zpSfZWOvvzPlcx3P2fA5zobPAGfH5zgbPkNrcsZ3fhdCCCGEEEKc+SQwEUIIIYQQQrQ4CUxOkk6n4/HHH0enO7PL5J4Nn+Ns+Axw9nyOU01+Ts1Dfo7N52z9WZ4tn+ts+Bxnw2eAs+NznA2foTWS5HchhBBCCCFEi5MZEyGEEEIIIUSLk8BECCGEEEII0eIkMBFCCCGEEEK0OAlMhBBCCCGEEC1OAhPA7/djtVqROgBCnF5y7QnRcuT6E0K0NhKYAFVVVVgsFqqqqlp6KEKcU+TaE6LlyPUnhGhtJDARQgghhBBCtDgJTIQQQgghhBAtTgITIYQQQgghRIuTwEQIIYQQQgjR4tQtPQAhWrNqp4fSahduj48wvZoEs76lhySEEEKIU6CixkVFjRuf34/FoCHapGvpIZ1zJDARogEHy2t4+qft/LS5AK/PT5JFz18v7cJ57WIwGzQtPTwhhBBCNAO/38+uIht//WYTK/eWA9ApIZx/XdmdbslmtGpVC4/w3CFLuYSoR6HVwY3vrub7rHy8vkCN/7xKB3d/tI6Ve8taeHRCCCGEaC655XYmvrUsGJQAbC+o4tr/LWdvSU0LjuzcI4GJEPXYU2xjd7Gt3n3//GErRVWO0zwiIYQQQjQ3v9/Pj5vysdo9dfa5vX5e+zWbGmfdfeLUkMBEiHqs3lfe4L59pTXYXd7TOBohhBBCnAp2t5cl2cUN7l+zv5wqCUxOGwlMhKhHUoShwX1GrQqNSi6d1m7MS4u55+N1LT0MIYQQrZhGpSTJ0vA9PzZch1bu+aeN/KSFqMeANlEN/iK6fmAaMSbtaR6RaKwdhTZ+yMpv6WEIIYRoxTQqJVOGZDS4/+4RbYkMk3v+6SKBiRD1SLDoeG9qf/Sa0EtkcGYUt5yfKRU6Wjm/3x/8d3GVswVHIoQQorVLjzLy5OVdUSpCt08ZnE7/jKiWGdQ5SsoFC1EPrUpF/4xI5k8fztY8KyVVTnqkWEiMMBAjdc1bvfIad/DfK/eWcmmPpBYcjRBCiNYs3KDhqr4pDO8Qy/qccpweH/0yoogN12GR9gCnlQQmQjRAq1aRGmkkNdLY0kMRjVRoPVw1bd3+CglMhBBCHFOYTk2YTk1GTFhLD+WcJku5hBBnnaJDy7fiwnWUVstSLiGEEOJMIIGJEOKsUztjkhJpoLza1cKjEUIIIcSJkMBECHHWKa5yYtariTBqKZPARAghhDgjSGAihDjrFFodRBq1hOvVIYnwQgghhGi9JDARQpx1iqxOLEYNJp2aihqZMRFCCCHOBBKYCCHOOiU2J2a9hnC9mmqXF5fH19JDEkIIIcRxSGAihDjr2N1e9BolJl2g/nyFXWZNhBBCiNZOAhMhxFnH7vKiVasI1wdaNVVInokQQgjR6rVoYPL000/Tv39/wsPDiYuLY/z48ezYsSPkGIfDwT333EN0dDQmk4mJEydSWFgYckxOTg6XXHIJRqORuLg4/vznP+PxeE7nRxFCtCJ2txedWolJFwhMpDKXEEII0fq1aGCyePFi7rnnHlasWMH8+fNxu91cdNFFVFdXB4954IEHmDNnDl988QWLFy8mLy+PCRMmBPd7vV4uueQSXC4Xy5YtY9asWcycOZPHHnusJT6SEKIVcLi9aNVKTMEZEwlMhBBCiNZO3ZJvPnfu3JDvZ86cSVxcHGvXrmXYsGFUVlYyY8YMPv74Y0aOHAnAe++9R+fOnVmxYgWDBg1i3rx5bN26lV9++YX4+Hh69erFP/7xDx5++GGeeOIJtFptS3w0IUQLCs6YaNUoQEoGCyGEEGeAVpVjUllZCUBUVBQAa9euxe12M3r06OAxnTp1Ii0tjeXLlwOwfPlyunfvTnx8fPCYMWPGYLVa2bJly2kcvRCiNfD7/TjcPrRqJUqlApNeTbnMmAghhBCtXovOmBzJ5/Nx//33M3ToULp16wZAQUEBWq2WiIiIkGPj4+MpKCgIHnNkUFK7v3ZffZxOJ06nM/i91Wptro8hxClTaXdTYnOyr6Qas15DcqSBBLMepVLR0kM7Yafj2nMeKg2sU6sAMOnUVMqMiRDn7L2vyuGm1OZiT0k1Ro2K1CgDceF6NOpW9WxWCEErCkzuueceNm/ezO+//37K3+vpp5/mySefPOXvI0RzKa5y8K8ftzF7fV5wW6RRw4wp/emRYkGtOjNusKfj2rO7vADoDv1MjFoVVocUwxDiXLz3ldqcvLV4N+/8vhe/P7DNpFPz+h/6MCgzCp1G1bIDFEKEaBV/zUybNo3vv/+ehQsXkpKSEtyekJCAy+WioqIi5PjCwkISEhKCxxxdpav2+9pjjvboo49SWVkZ/Dpw4EAzfhohmpfX6+PzNbkhQQkE8iaue2cl+ZWOFhpZ452Oa8/uDgQm2kNPQ/UaFTanBCZCnIv3viXZJbz92+GgBMDm9HDLrNXknUG/O4U4V7RoYOL3+5k2bRqzZ8/m119/pU2bNiH7+/bti0ajYcGCBcFtO3bsICcnh8GDBwMwePBgNm3aRFFRUfCY+fPnYzab6dKlS73vq9PpMJvNIV9CtFZFNidv/7an3n12t5e1+8tO84ia7nRce7WBie5QYGLQqLA5ZCmXEOfava+4ysmrC7Lr3efx+fk+K6/efUKIltOiS7nuuecePv74Y7799lvCw8ODOSEWiwWDwYDFYuGWW25h+vTpREVFYTabuffeexk8eDCDBg0C4KKLLqJLly7ccMMNPPfccxQUFPDXv/6Ve+65B51O15IfT4hm4fb6j9kgcHdxdYP7zkW1S7lqZ0wMWhVVspRLiHOOx+vjYIW9wf07CqpO42iEECeiRWdM3nzzTSorKxkxYgSJiYnBr88++yx4zEsvvcSll17KxIkTGTZsGAkJCXz99dfB/SqViu+//x6VSsXgwYO5/vrrufHGG/n73//eEh9JiGanVytJiTQ0uL93asTpG8wZwBGcMQmsHTdoVFhlxkSIc45eq6JzYsOzQoPbRp/G0QghTkSLzpj4j1z02QC9Xs/rr7/O66+/3uAx6enp/Pjjj805NCFajTiznofGdOK+T9fX2Zdg1h/zxnsuOjrHxKhVS46JEOegSKOWh8d1YvL/VtTZZzaoGd4htgVGJYQ4llaR/C6EOLZhHWL4xxVdMesPP0volxHJp7cPIjGi4dmUc1GwKtcRS7lsspRLiHNStyQzr03uTXTY4WbLXRLNfHHHEJLld6cQrU6rKRcshGhYhFHL5AFpjOwUT6XdjV6jJCpMS4RRe/wXn2OOnjExaFRUO734/X4UijOn54sQ4uSF6zVc3D2RvumRVNjdaFQKIo1aok2SgypEaySBiRBnCLVKSXKkgeRj5JuIwzkmh5dyqfD6/djdXoxa+ZUnxLlGqVSQGGGQ2WUhzgCylEsIcVaxu7xoVUqUh2ZHDNpAErws5xJCCCFaNwlMhBBnFbvbF5wtATAe6uxcJQnwQgghRKsmgYkQ4qxid3uDie9weMZEepkIIYQQrZsEJkKIs4rj6MBEI0u5hBBCiDOBBCZCiLOK3eUNXcp1KOHd5pQmi0IIIURrJoGJEOKsYneHBiZ6beDfspRLCCGEaN0kMBFCnFWODkzUSiU6tVICEyGEEKKVk8BECHFWcbi8aFWqkG1GrUoCEyGEEKKVk8BECHFWCcyYhHZ4N2hUVLskMBFCCCFaM2mDLIQAoNTmpKjKSX6lg7hwHXFmHXHh+pYeVqO5PL5gJa5aBq0Km/QxEaJZFFodFFodlNhcJEfoiTHpiDbpWnpYQoizgAQmQggOVtiZ9vE61udUBLe1izPx7pR+pEWHtdzAmsDp8RGu14Rs02tUUi5YiGawt8TGzTPXsLekOrhtQJso/nNtLxIjDC04MiHE2UCWcglxjqu0u3jkq6yQoARgV5GN295fS3GVs2UG1kRurw+1KnQpl16jolpmTIQ4KYVWB1PfWx0SlACs2lvGk99vocohJbmFECdHAhMhznGlNhe/ZZfUu29HYRWltjMrMHF5fGiUdQMTq/zRJMRJKbQ62FdaU+++eVsKKbW5TvOIhBBnGwlMhDjHVbu8x9xfUXNm/UHv8vpQq0J/tRk0Sqqdx/6cQohjKzlG4OHzIwUmhBAnTQITIc5xZr0a1VEzDEeKDT+zklpdHh8aVd2qXJL8LsTJSY5ouBiGTq2sk9slhBCNJYGJEOe4GJOOq/um1LtvRIdYosK0p3lEJ8ddz4yJXgITIU5ajEnHgDZR9e67bmAacWfYQwwhROsjgYkQ57gwnZrpF3bg+oFpwZkGpQIu7ZHIMxO7E3mGBSYujw/1UTNARq2KGglMhDgp0SYd/7m2F2O6xqM4dIlpVUqmDs3grhFt0R9VplsIIRpLygULIYgz6/m/Sztz+/C22BxuwnRqYkxawnRn3tIMl9eHpp4ZE4fHh6ee2RQhxIlLjDDw/NU9KbW5qHF5MOk1xIXrJCgRQjQLCUyEEAAYNGrSos7sXwl+vx+311+nXLBBG/ijqdrpxWKUwESIkxGu10g+iRDilJA7tBDirOHy+gDQKI+uyhUITKqcZ1aFMSGEEOJcIoGJEOKs4fb6AeqtygVIyWAhhBCiFZPARIhG8vr8ONwe/H5/Sw9FHMXlCcyYqJV1c0wAbDJjIoQ4gsPtxXNoplUI0fLO7AXlQpxGdpeHA+V2Pl2Vw64iG33TI7miVzIpkQZJqG4lgoGJqm5VLgCbzJgIIYC8CjtLsov5aVMBUUYtNwxJJzMmjAjjmVWFUIizjQQmQpwAl9fLb9kl3PnhWnyHJkqWZJfw5uLdfHr7YHqlRrTo+ERAbWBSX1UuAJtDSgYLca47UFbDNf9dTn6lI7ht9oaD3D2iLXcMb4vFIIn9QrQUecwrxAkotjq5/7MNwaCklsPt44HPNlBc5aj/heK0qk1+P3rGRB/MMZHARIhzmd3t4ZUF2SFBSa03Fu2moNLeAqMSQtSSwESIE5BbbqfGVf8yoL0l1ZRVS+5Ca9DQjIlKqUCnVkr3dyHOceXVbr7dkNfg/p82F5zG0QghjiaBiRAnwH2c5EifJMK3CsEZk6M6v0Mgz6RKlnIJcU7zA25fw7/P7Q08gBJCnB4SmAhxAtKijPX+sQsQa9IRaZQ1ya3B4eT3ur/aDFqVVOUS4hxn1qsZ3j62wf1juyWcxtEIIY4mgYkQh1TWuNhdbGPxzmI2HqigoNIeLAkcE67jwYs61Pu6p67sRly4/nQOVTQguJSrgRkTWcolxLktXK/hL5d0DvY2OtIFHWNJjTKe9jEVWh1k5VaweGcxu4tsVNS4TvsYhGgtpCqXEECR1cFTP2zju42H1x4nmPW8e1N/OieGY9SqmTwgjS6JZv6zIJsD5XY6J5qZfmEH2seZUDYwmyJOL7e34RkTvUaFVZZyCXHOy4wJ44f7zuOtRbtZtLMYs0HDree3YWSnOGJMutM6lp2FVdw8czW55YeT7i/qEs8/xncj3iwPvMS5RwITcc5zebzMXLYvJCgBKLA6+MM7K/jhvvNJjjAQYdQyvGMcPVMjcLp9GHUqwvWyhKs1cQaT3+uZMdGopVywEAK1SklmrIknr+iK1eFBpVSc9oAEIL/CzvXvrKSoyhmyfd7WQhIsev5ycedgRUEhzhWylEuc84qrnMxatq/efRU1bnYUWEO2RRi1xFv0EpS0QrXJ70dX5YJAjonVITkmQogAg1ZNvFnfIkEJwL7S6jpBSa3PVh+guIF9QpzNWjQwWbJkCZdddhlJSUkoFAq++eabkP033XQTCoUi5Gvs2LEhx5SVlXHddddhNpuJiIjglltuwWazncZPIc50To+P6mNUYtlXUnMaRyNORjD5vZ6ldQaNSmZMhBCtxoHyhnumOD0+HG6pECbOPU0KTOx2OzU1h/9Y279/Py+//DLz5s1r1Hmqq6vp2bMnr7/+eoPHjB07lvz8/ODXJ598ErL/uuuuY8uWLcyfP5/vv/+eJUuWcPvttzfuA4lzmkGjIipM2+D+zonhp3E04mTU5pioGioXLMnvQohWol2sqcF94To1Rp0s4xLnniblmFxxxRVMmDCBO++8k4qKCgYOHIhGo6GkpIQXX3yRu+6664TOM27cOMaNG3fMY3Q6HQkJ9Zfv27ZtG3PnzmX16tX069cPgFdffZWLL76Y559/nqSkpMZ9MHFOijPruW9UO574bmudfWlRRtoc4+YhWheXx4dGFZhdPZpBKzMmQojWIyXKQLs4E7uK6q7yuHNEplR7FOekJs2YrFu3jvPPPx+AL7/8kvj4ePbv38/777/PK6+80qwDXLRoEXFxcXTs2JG77rqL0tLS4L7ly5cTERERDEoARo8ejVKpZOXKlQ2e0+l0YrVaQ77EuUulVHBZjyT+dFGHkBKS/TMi+fCWASRIZZRmc6qvvUBgUv+vNYNWRbXTg88nzTDFuUnufa1LXLiemVP7M7RtdHCbTq1k2gXtuLZ/WoO/y4Q4mzVpxqSmpobw8MDylnnz5jFhwgSUSiWDBg1i//79zTa4sWPHMmHCBNq0acPu3bv5y1/+wrhx41i+fDkqlYqCggLi4uJCXqNWq4mKiqKgoKDB8z799NM8+eSTzTZOceaLNum4fVgm43snU2l3o9eoiDJqiTzGEi/ReKf62nN5Gw5MjBoVfqDa5ZHCBeKcJPe+1icl0sjr1/WhrNqF3eXFbNAQZ9ahU8syLnFualI43q5dO7755hsOHDjAzz//zEUXXQRAUVERZrO52QY3adIkLr/8crp378748eP5/vvvWb16NYsWLTqp8z766KNUVlYGvw4cONA8AxZnNK1aRUqkka5JFtrGmiQoOQVO9bXn9PjqTXyHQAUeQJosinOW3PtapwijlsxYE12TLaRGGSUoEee0JgUmjz32GH/605/IyMhg4MCBDB48GAjMnvTu3btZB3ikzMxMYmJi2LVrFwAJCQkUFRWFHOPxeCgrK2swLwUCeStmsznkSwhx6p3qa899rBkTbeBmXyV5JuIcJfc+IURr16SlXFdddRXnnXce+fn59OzZM7h91KhRXHnllc02uKPl5uZSWlpKYmIiAIMHD6aiooK1a9fSt29fAH799Vd8Ph8DBw48ZeMQQrROLo8PdT3NFYFg/pAEJkIIIUTr1OTO7wkJCXVmJQYMGNCoc9hstuDsB8DevXvZsGEDUVFRREVF8eSTTzJx4kQSEhLYvXs3Dz30EO3atWPMmDEAdO7cmbFjx3Lbbbfx1ltv4Xa7mTZtGpMmTZKKXEKcg46V/H54xkSaLAohhBCt0QkHJhMmTDjhk3799dcndNyaNWu44IILgt9Pnz4dgClTpvDmm2+SlZXFrFmzqKioICkpiYsuuoh//OMf6HSHu7R+9NFHTJs2jVGjRqFUKpk4cWKzVwYTQpwZXMfMMQkEJpJjIoQQQrROJxyYWCyW4L/9fj+zZ8/GYrEES/WuXbuWioqKRgUwI0aMwO9vuHTnzz//fNxzREVF8fHHH5/wewohzl5ub8NLufSylEsIIYRo1U44MHnvvfeC/3744Ye55ppreOutt1CpAjd7r9fL3XffLcl0QogW4/T6UCvrX8qlVCgC3d9lKZcQQgjRKjWpKte7777Ln/70p2BQAqBSqZg+fTrvvvtusw1OCCEa41hLuQDCtGqsdpkxEUIIIVqjJgUmHo+H7du319m+fft2fD7fSQ9KCCGawn2M5HeAMJ2KSrvMmAghhBCtUZOqck2dOpVbbrmF3bt3BytxrVy5kmeeeYapU6c26wCFEOJEubw+VA3kmACE6dRYZSmXEEII0So1KTB5/vnnSUhI4IUXXiA/Px+AxMRE/vznP/Pggw826wCFEOJEub2+YJJ7fQwaFZU1EpgIIYQQrVGjAxOPx8PHH3/MlClTeOihh7BarQCS9C6EaHEujw+TTtPg/jCdmgpZyiWEEEK0So3OMVGr1dx55504HA4gEJBIUCKEaA1cxygXDBCmVWGVwEQIIYRolZqU/D5gwADWr1/f3GMRQoiT4vb4j12VS6emUnJMhBBCiFapSTkmd999Nw8++CC5ubn07duXsLCwkP09evRolsEJIURjuLzHq8qlpkrKBQshhBCtUpMCk0mTJgFw3333BbcpFAr8fj8KhQKv19s8oxNCiEZwe4/dx8SoVeHy+nC4vcdMkhdCCCHE6dekwGTv3r3NPQ4hhDhpbq8P1XGWcgFY7W4JTIQQQohWpkmBSXp6enOPQwghTprb60d9rKVc2sCvvEq7mziz/nQNSwghhBAnoEmBCcDu3bt5+eWX2bZtGwBdunThj3/8I23btm22wQkhRGO4PMdeyhWmC8ySSJNFIYQQovVpUlWun3/+mS5durBq1Sp69OhBjx49WLlyJV27dmX+/PnNPUYhhDgh7uOVC9YdnjERQgghROvSpBmTRx55hAceeIBnnnmmzvaHH36YCy+8sFkGJ4QQJ8rv9+Px+dEoT2wplxBCCCFalybNmGzbto1bbrmlzvabb76ZrVu3nvSghBCisdxeP8AxZ0y0aiValZKKGglMhBBCiNamSYFJbGwsGzZsqLN9w4YNxMXFneyYhBCi0dxeH8Axc0wAwvVqyiUwEUIIIVqdJi3luu2227j99tvZs2cPQ4YMAWDp0qU8++yzTJ8+vVkHKESNy4PL7SNMrz5m8zxxbnN5agOTY/83Eq5XU1HjOh1DEkI0M6vdjR+wGDQtPRQhxCnQpMDkb3/7G+Hh4bzwwgs8+uijACQlJfHEE0+ENF0U4mRU1LjYVWTjf0v2kF/pYFBmFNcNTCcl0nDMkrDi3FQ7Y6I6xlIuAJNOTVm1BCZCnEkKKh2s3FPKByv24/PDNf1SGN4xlkSLoaWHJoRoRo0KTBYuXMjQoUPRarU88MADPPDAA1RVVQEQHh5+SgYozk02p4dPV+XwzNwdwW2bDlby4YocvrhzMN2SLS04OtEauU5wKZdJr6ZcZkyEOGMUWh3c/dFa1uVUBLetyymnQ7yJWVMHkBghwYkQZ4tGPXYeNWoUERERjBw5kn/84x8sXboUg8EgQYk4KW6vj7wKO/tLqymwOvD7/ZRUOXn25x11jrW7vTzydRZl1c4WGKlozWqT34+33M+k08iMiRBnkNV7y0KCklo7C238vLUQv9/fpPOW2JzsL60mt7wGu9tzkqMUQjSHRs2Y7N27l19//ZXFixczY8YMHn/8cYxGI0OHDuWCCy7gggsuoH///iiPs8ZbiFpFVQ4+XJ7De0v3UuX0kGjR8+cxHUmPNtLQvWbzQSsVNW6iwnSnd7CiVTvR5HezXs1mSX4X4oxgc7r5aGVOg/s/XZXD5T0TG3U/qHF5yMqt5PFvt7CjsAqtSskVvZK4f3QHkiNl9kWIltSoCCI9PZ2pU6cyc+ZM9u3bx65du3jllVeIj4/nzTffZMiQIURFRZ2qsYqzTEWNiyfnbOGVX7OpcgaeVuVXOpj++UbW51QwrH0MKqUCnbruf6YalYIDZTVk5VaQXVQlMyjicPL78WZM9GoqZMZEiFat0OpgW76VPcXV3D4sk0GZ9f9t4ffT4EOshmzJszL57RXsKAwsRXd5fXyxNpcb311FodVxskMXQpyEJiW/18rMzESlUqFQKFAoFHzzzTe4XHLDFyemxObih6yCeve98ms2H986iJyyGpweHxaDhu+z8vh63UFemdSLD1fk8N7SfcG8gp4pFl6Z3Jv06LDT+RFEK3KiOSbheg0Ojw+7y4tBqzodQxNCnCCP10dWbiX3fbqe3HI7EKjA9cCFHWgTE8Ynqw6EHH91vxQijdoTPn9ZtZO/z9labzCzu9jGjoIq4s364LbKGhel1S4KKh2YDRpiw3Uh+4U4l2RkZHD//fdz//33n7L3aHRgkpOTw6JFi1i4cCGLFi2ipKSEIUOGcP755/P9998zcODAUzFOcRbaU2xrcJ/V7iG33M7dH60DAn9s3jQ0g/9c25Ocshr+u2RPyPEbcyu5fsZKvrxjCPEWuWmci9yeE0x+1wV+7ZXXuDBoZdmGEK1JbrmdyW+vwHnoegaotLt54rstvPaH3vyytYhiW2CGPDMmjEu6J6I8zjV/pBqXl00HKxvcv2RnMcM6xAJQZHXwxJwt/Ljp8AO09GgjM6b0o12c5NYKoVAomD17NuPHj2+2czYqMMnMzKS8vJyhQ4cybNgw7rjjDvr164dafVITL+IcZTEeuw79kStyPD4/7/y2l1cn92b+1sJ6jz9QZmdfabUEJueoE+n8DoE+JhAITJKkmo8QrYbf7+ebDQdDgpIjfbhiP3cMz2T2+oNc3S+VMV3jG10uWKVUEK5TB5cPHy3h0P3D6fHyxqLdIUEJwP7SGq5/ZxWz7xkipYpFq+JyudBqT3z2sLVqVI6J3R6YVlUqlajVajQaDSqVLIUQTZMaaSSygeBkUGYU6+upwvLqr9mM65bY4Dl3FlU11/DEGSaY/H6cHJPw2hmTakmAF6I1cXl8bKjn936t7EIbY7om8MEtA5gyOL1JgUGMSceNQ9Lr3adUwKjO8QAUWZ18sqr+pPsCq4P9JTWNfm8hmtOIESOYNm0a999/PzExMYwZM4bNmzczbtw4TCYT8fHx3HDDDZSUlARf8+WXX9K9e3cMBgPR0dGMHj2a6urq4PmOXqI1fvx4brrppnrfPyMjA4Arr7wShUIR/P5kNSowyc/PZ/ny5Vx88cWsXLmSSy65hMjISC699FKef/55Vq9ejc9X/5MOIY6WYNbz3tT+hB21zj8l0sDdI9rVW4klp6wm+ESrPm0kx+Sc1ZgcE4Ay6WUiRKtRUePC4fbSMaHhJVLp0UbC9WqiwnQoFCe+fOtIGpWSGwdn0D8jMmS7UgH/mdSbeHOgupfD7W1w5gYgp1wCE9HyZs2ahVarZenSpTzzzDOMHDmS3r17s2bNGubOnUthYSHXXHMNEPgbfvLkydx8881s27aNRYsWMWHChCaX2169ejUA7733Hvn5+cHvT1aj12B16tSJTp06ceeddwKwbdu2YL7JU089BUBFRUWzDE6c3ZRKBd2TI/j5gWFsOFDB3uJquiVbMBvU3PXhOirtdZ9od4gPJ1xX/yxdrElH21jTqR62aKUOlws+9vMWvUaJRqWgXCpzCdHiiqucLN9Tyru/78Xu8vD0hB7M+H0vHl/dP5buH92BiEYkujck3qznzev6cqC8hmW7Sok2aRncNpq4cB0GbeDPIqNWjUmnxtbAki+514jWoH379jz33HMAPPXUU/Tu3Zt//etfwf3vvvsuqamp7Ny5E5vNhsfjYcKECaSnB2YNu3fv3uT3jo0N5GJFRESQkJBwEp8i1EklhxQWFpKVlUVWVhYbN27EarWi00lvCXHiVEoFKZFGkiMMbDhQwR0frOGZiT2pcXnrPf6hsR3pnGBmQu9kZm84GKyskhYVSEiUDsDnrsPlgo/9JFWhUGAxaCi1SYlpIVpSSZWTR77KYsH2ouC2V3/dxb+v6sETc7YGH07p1EoeGtuRHimWZnvvmHAdMeE6eqdF1rs/zqzltmGZvDR/Z519bWPDSJV+J6IV6Nu3b/DfGzduZOHChZhMdYPm3bt3c9FFFzFq1Ci6d+/OmDFjuOiii7jqqquIjKz/GmgpjQpMioqKWLRoUbAq186dO9FoNAwYMIBJkyZxwQUXMHjw4FM1VnEWK7Q6uPPDtRRVuXhx/g5entSLf/6wjb0lgbWPZoOav13ShR7JEZgNGp64vCv3jmpPUZWDcJ2GGJOWOCnheE6rnTFRnUCFHotBQ7FNZkyEaEl7SmwhQQnAwh1FVNpdvHl9HwwaFR6fnwSznphwHQbN6ctp1ahU/GFAGjVOT0hp+gFtInn+6l5yvxGtQljY4eXrNpuNyy67jGeffbbOcYmJiahUKubPn8+yZcuYN28er776Kv/3f//HypUradOmDUqlss6yLrf79OdiNiowSUhIQKPR0K9fPyZOnMgFF1zAkCFDMBjkyYE4OeU1bgqtgSfYmw9a+fucrdx8XhsSLXq8Pj9tY020jQ0LJjabDRrMBg1tYiSnRAS4vH5USgXKE1h7Hq6XGRMhWtrX6w7Wu31dTgW3zlrDggeHt2jlq9hwHfePbs/1g9KpsLsxalREhWmJDDvzKx+Js0+fPn346quvyMjIaLBarkKhYOjQoQwdOpTHHnuM9PR0Zs+ezfTp04mNjSU/Pz94rNfrZfPmzVxwwQUNvqdGo8HrrX+FS1M1KjD56aefOO+880IiNCGaw9F/SuaU1fDEd1uC339860CcHi9KhYLoMC3xZn2jateLs5/b40NznGVctcx6NSUSmAjRoo71O1ypUFDt9LDxQAXRJi1x4Tq06tNfBdSgVZMapSb1tL+zEI1zzz338PbbbzN58mQeeughoqKi2LVrF59++invvPMOa9asYcGCBVx00UXExcWxcuVKiouL6dy5MwAjR45k+vTp/PDDD7Rt25YXX3zxuDnjGRkZLFiwgKFDh6LT6ZplWVijqnKNGTOGsLAwRo4cWe9grVYrI0eOPOlBiXNPZJiWlAbW7Bo0KmpcHi5/bSmXvvo7l732O8t2l+LyNG+ULs5sbq/vuInvtcwGDSWylEuIFnVVn5QG943rlsB/fsnmiteXctFLS/hq3UGs9RREEUIEJCUlsXTpUrxeLxdddBHdu3fn/vvvJyIiAqVSidlsZsmSJVx88cV06NCBv/71r7zwwguMGzcOgJtvvpkpU6Zw4403Mnz4cDIzM485WwLwwgsvMH/+fFJTU+ndu3ezfA6Fvwl1wpRKJQUFBcTFxYVsLyoqIjk5+YTXpC1ZsoR///vfrF27lvz8/DrdI/1+P48//jhvv/02FRUVDB06lDfffJP27dsHjykrK+Pee+9lzpw5KJVKJk6cyH/+8596k38aYrVasVgsVFZWYjabT/h1onmt3FPK9TNWBhvl1Xr8si4s2lHM4p3FwW1qpYJ5DwwjUyqjnNGa89p77dds3vl9L29e1/e4x36flce3G/LY/OSYk3pPIc5kLX3vK7U5+fucrXy7MS9ke4JZz3NX9eCWWatD7gef3DaIwW2jT/cwhRCnUaOWcmVlZQX/vXXrVgoKDndE9Xq9zJ07l+Tk5BM+X3V1NT179uTmm29mwoQJdfY/99xzvPLKK8yaNYs2bdrwt7/9jTFjxrB161b0+kDi2XXXXUd+fj7z58/H7XYzdepUbr/9dj7++OPGfDTRCvROi+CnPw7j/eX7yMqtJCPayJV9UpizMY8l2cUMbBNFcqSB/EoHK/aU8unqAzw8piOq4zTUE+cGl8d33B4mtSwGDTanB4fbi/40JtQKIcDn8+Pz+4k26fjbpV0Y3yeZGb/tpcblYWSnODolmnnkq6w6D6lenL+DtxP7NUvJYCFE69SowKRXr14oFAoUCkW9S7YMBgOvvvrqCZ9v3LhxwSmko/n9fl5++WX++te/csUVVwDw/vvvEx8fzzfffMOkSZPYtm0bc+fOZfXq1fTr1w+AV199lYsvvpjnn3+epKSkxnw80cK0ahXt4kz89ZLO1Li8uL0+rn5rObHhOt67qT/Ld5eyp6Sarklm7hiWye/ZxTi9PowSmAgCye8nvJTrUJPF0moXyVJiWojTotLu4kCZnY9X7qfE5mJc9wQGtonmgo5xDMiIwuHx8ubCXdw6a029r99TXI3DLU2chTibNSow2bt3L36/n8zMTFatWhVsrgKg1WqJi4tDpWqep4979+6loKCA0aNHB7dZLBYGDhzI8uXLmTRpEsuXLyciIiIYlACMHj0apVLJypUrufLKK+s9t9PpxOk8nPhqtVqbZcwilN/vp9Tmwo+fCKMWzQkGEFq1Cq1ahdXupn9GJCM7x3PHB2tDuvC+v2w/b1zfB00Tu/+KlnEqrz2313fcHia1zIZDgYnNKYGJOGe05L2vyu7mg+X7eX7e4b4g87YWkhJp4JPbBpEaZcSoVQVnMPukRTCqczxqpYLV+8r4dXsRmbFhGLTyIEqIs1mjApPaTpE+36l/YlG7TCw+Pj5ke3x8fHBffXkuarWaqKiokGVmR3v66ad58sknm3nE4kgFlXZ+2lzAhytycHm9XN4jiUkD0tBrVHi8PsJ06uAfhw0xGzTcen4mN723OiQoAXB5fTzyVRZzpp0nTRXPIKfy2nN7fScc/FqCgYkkwItzR0ve+/KtjpCgpFZuuZ1Xf83mwYs64vP7mdAnhW7JFnYUVPH1uoO4vF5GdIhj5tQBmHRqLAZZxiXE2azJnd+zs7NZuHAhRUVFdQKVxx577KQHdio9+uijTJ8+Pfi91WolNVWKATaXgkoHt72/hk0HDz+Ne33Rbj5fm8tL1/Tk1llr6N8miofHdqJdnOmYa/zdXj/5lY5695XYXJRWuyQwOYOcymsvUJXrRGdMAr/6iqukZLA4d7TkvW/+loYfFn6zPo8LOsZx/2cbeP+WAbyxaDdZuZXB/R+s2M/czQV8eZc0cBbibNekwOTtt9/mrrvuIiYmhoSEBBRHLKdRKBTNEpgkJCQAUFhYSGJiYnB7YWEhvXr1Ch5TVBTaNdbj8VBWVhZ8fX10Oh06ne6kxyjqtz6nPCQoqVVc5eTnLYWc3yGW+VsLWbZ7KV/dOZheaQ3XvfYdp2hcbbdvcWY4ldeey+M/oa7vAGqlErNeTbH0MhHnkJa891W7Gi7v7vL68ANxZh27Cm0hQUmtYpuTD5bv56GxHVukn4kQ4vRo0mLNp556in/+858UFBSwYcMG1q9fH/xat25dswysTZs2JCQksGDBguA2q9XKypUrGTw48NRk8ODBVFRUsHbt2uAxv/76Kz6fj4EDBzbLOETjON1ePl+T2+D+33YWMygzCgCvz8+T32+lrLrh5TRRYVrCtPXfhHRqJTEmCTBFgMvrO+HABCDCqKXIWv9snBCieY3uHN/gvsGZ0Ww5WMngzGgW7ihq8Lg5WXmU10gvEyHOZk2aMSkvL+fqq68+6Te32Wzs2rUr+P3evXvZsGEDUVFRpKWlcf/99/PUU0/Rvn37YLngpKSkYK+Tzp07M3bsWG677Tbeeust3G4306ZNY9KkSVKRq4UoFQo06tA/DjUqBTcPbcOgzGhsTg/xZj1Pje/G6wt3sT6ngmqnh6iw+tcNx5kD5SQf+XpTnX0Pj+tEXLgEJiLA5fGecPI7QIRBIzMmQpwmadFGhnWIYcnOkpDtPVMs/O3SLuSW14ACLHoN4XoNs9cfrHMOjUqJlDsR4uzWpMDk6quvZt68edx5550n9eZr1qwJ6SpZu/Z1ypQpzJw5k4ceeojq6mpuv/12KioqOO+885g7d26whwnARx99xLRp0xg1alSwweIrr7xyUuMSJ8bmcFNic7Elz4papaBzQjix4TpuGJjOvC2FAKiUCl66phdzsvL475I9wddmRBt5ZkJ3npyzlWM95NaqVFzcPZHUKCMvzNvBrmIbbaLDmH5hR3qmWtBJDwpxiMvjQ3OC5YIhkABfaJXARIjTIcak4/mre/LTpgJm/L6XSrubGwalMSgzmutnrAzOnKuVCqYMyeChMR157ucdIeeY1D+VaJklF+Ks1qTO708//TQvvvgil1xyCd27d0ejCa2udN999zXbAE+Hlu5+eyYqr3Exc+k+Xvk1m9r/gtRKBX+/oisXdIzj8e+2MG9rIZf3TCJMp+KTVQfqnCPRouffV/Wgb0YkBs3xY+TyahcOjxedWklUmNyczgbNee1d984KvD4/fxzV4YSO/3jlfjbmVrLkoQuOf7AQZ6GWuPf5/X6KbU58PrA53Vzyyu91qi4CPHl5Vz5csZ/sIhsA7eJMzLypPylRxtMyTiFEy2jSjMn//vc/TCYTixcvZvHixSH7FArFGReYiFBFVgfbCqz8kJVPhFHLlb2TSYrQh5Rp3JRbyX8WZIe8zuPz85fZm/nh3vP455Xd+cPANFRKRYPNsvIrHSgVihMKSgAiG1juJQQEZkz0jUiKjTBqKapy4Pf7Qwp4CCFOHYVCQVx4YNXD/xYfrDcoAXh/+X7+OKodn6/JZWSnWHqnRZJbYed/S/bg9fsZ3yuZNjFhxBy1nPdAeQ17iqv5ISsPnVrJ+N4pJEXoSbRI9UYhTqXXX3+df//73xQUFNCzZ09effVVBgwY0OjzNCkw2bt3b1NeJs4A+ZV2bpu1hs15h6tq/W/JHqZf2IEpQ9KxGLRY7W5eW5jd4DlmLN3LMxO64/Z4ibYYGrzxQOAmIkRzcHp8mHTH7o1zpAijBofbR7XLi0nX5MrpQogm2prfcIPHnLJqYkw60qONhOnUzPh9L99n5Qf3f7Qyh9Gd4/jXhO7BQCe3vIY/fb6RlXvLgsd9sCKHPwxI496R7aS0vDhnVNa4KLG5sDrcmA0aYsK0WIyn7uHuZ599xvTp03nrrbcYOHAgL7/8MmPGjGHHjh11+g0ej7RQFUEer49PVuaEBCW1Xpy/k4MVgQpGTo+PgsqG1+bnltspq3bh8oLV7m6wqhZAenTYyQ9cCA7lmDQy+R2QylxCtJCuyZYG97WPC2f9gQp+2VaISqkICUpq/bKtiBV7DgchczcXhAQltT5elcPe0urmGbQQrVxehZ1pn6xn1IuLufKNZYx6YTH3frKevAr7KXvPF198kdtuu42pU6fSpUsX3nrrLYxGI++++26jz9Wkx4Q333zzMfc3ZSCi5ZXYXHy4MqfB/V+vzaXLpV0I06nonRZBebWLK/skM6BNFH4/LNlZzJysPAa2iUKlVKBRKXB6fEwemMY7v9WdZcuMCcN9jNkUIRrD5fGhPsHO7xBYygVQVOUkM9Z0qoYlhDiC2+ul1ObC64ehbaMx6dTYnJ46x00dmsGrv+5idOd45mysG5TUeue3PQxrH4PN4eGTVQ3fvz5ekUOftAj0J7h0WIgzUWWNi4e/yuK37NDqd0uyS3jkqyxendy72WdOXC4Xa9eu5dFHHw1uUyqVjB49muXLlzf6fE0uF3wkt9vN5s2bqaioYOTIkU05pWgF/H4/1fXcIGqV1wSqphi1av44qj0T+6Qwa/k+7vtkPWqlkjFd43n7xn60iQkL5o2U1bjoGB/OdQPT+HzNAdzeQKZ8n7RI7h/dnp8253Ne+xhZ4y9OmsvbyBkT46EZE+n+LsRpUVBpZ9ay/XywYj82p4er+iQz6+b+PPj5RvaVBpb1mnRq7rmgLTsLbeSU1aDXqOoNXGpVOz14fH68fv8xj7M5Pbi9fvQnvtpTiDNOic1VJyiptSS7hBKbq9kDk5KSErxeL/Hxob2K4uPj2b59e6PP16TAZPbs2XW2+Xw+7rrrLtq2bduUU4pWIFyvYViHGOZvrb/B1aU9D/eGUSoU3PPROqoO3QhcXh9zsvJZubeMr+8egkmvpk1sGB8s30dBpZNwvZo3ruuD2+tHo1KyNd/KfZ+u599X9ZSgRDQLl8eHuhHlgg0aFXqNUpZyCXEaFFU5uPPDdWw4UBHc9uW6g6zNqeDVP/SmyOrE6fGhVyuxGDX8fc5WADYcqOD89jGs3V9e73nHdE3AYtCgUysZ1j6WL9bW3+D3oq7xhEtUIs5yVsexG5BWHWd/a9Bsc5pKpZLp06czYsQIHnrooeY6rTiNTHo1f7qoE0t2ltRJWO+cGE6XxEA5SZfHy8xl+6hyejDp1Pj8fmpcXiDw9Hn+1kJuGpJBQriOWJOO0Z0TuP2DNXy1LrRhVod4E92PscZYiMZobI6JQqEgKkxLQaUEJkKcanuKq0OCklp7S6p57JstXNAplhfnZ9M1ycy/ruzGO1P6UeXw4PX50aqVfLrqAAVHPUSINGqYNCANjUqJRqXkjmGZ/LS5oM7MSVqUkaHtYk7lxxOiVTAfJ/g+FcF5TEwMKpWKwsLCkO2FhYUkJCQ0+nzNuthy9+7deDwNT6WK1i8zJozvpg3lubk7WLyzmDCdmj8MSOX6QenEmwOVTyrtbnx+PzOm9KOs2oVSqcCsV/PRihwW7Szmp80FXN03lXCDlusGpZNdaOPjWwfxxqJdLN5ZjEGrYnL/tEDwYtEfZ0RCnBiXt3EzJgCRRi2FspRLiFNu0Y76Z+IB1h+o4IVrejKxbwoGjSrYpyo2/PAxX9w5mP8t3s2a/eX4gW7JZu65oB1qBfyeXYxCoaBdXBhf3zWEl3/ZyS/bitCqlYzvncRt52fWKbRSdahB8L7Sakw6NckRBuLNelTH6vh7SFm1k+IqJwcrHMSYtMSb9cH7oxAtKcakZVj7GJbUs5xrWPsYYkzNX5lLq9XSt29fFixYwPjx44HAKqoFCxYwbdq0Rp+vSYFJbYf2Wn6/n/z8fH744QemTJnSlFOKVkKhAIfbR4cEE5f3SsLp8TF3cwFvLtzN3Re0o9weyDOJMem488O1wZwRnVrJI+M6EROuo9Luwun2oFCA1e4hr9KOw+XjT2M68vhlXdCoVESbtGgakagsxPE0dsYEAgnwBZWnrlKJECIg6hh9qPQaJTUuLyv3lNE7LQKFQkHkUevgI40app7Xhu6pEfj8fvqmRXKw3M7NM9fg8gZm+HVqJS9e3ZO/X9GVh8d2AgXEmrQYjyojXmJz8uL8nXyyKifYIDjCqOGdG/vRKzXimEU08ivtPPDZhpBqYOnRRt67qb8U0RAtzmLU8szEHjzyVVZIcDKsfQzPTuxxykoGT58+nSlTptCvXz8GDBjAyy+/THV1NVOnTm30uZoUmKxfvz7ke6VSSWxsLC+88MJxK3aJ1i2/0sGk/60gNlzHwXIHTo+XVXtLeWZCD56eu50wrZKr+qYya9m+YFACgRLCT87Zyts39sPu9lJY5WTVvnz+PmcrvsOHcePgdP44qr0EJaJZ+Xx+PD5/o6pyQeCPnaxc6aUjxKk2qlM8//qx/kTYK3ol88aiXfy4qQCAS3sk8sRlXYg26fD7weby8MnKHJ6Zuz0YSABcPzCNP45uz79/3gEE7kP3fLKe7+89j24NLBP2+fzM2ZjHx0dVoKyocXP9jJXMe2A4aQ10l7c5PPxjztaQoARgf2kNU2eu5vM7BsvMiWhxSREGXp3cmxKbiyqHm3C9hhjTqe1jcu2111JcXMxjjz1GQUEBvXr1Yu7cuXUS4k9EkwKThQsXNuVl4gywbn85z0zsjtXuYenuEkw6Na/9oQ/xZj2XqBT8sCmfWcv28X+XdKbS7uZfP24LCVB+yMrn4u4JlFa7eOK7rXXO//7y/QxpG83YbonBbTanB/yBHBchmqL2iWljZ0yiwrQUWaX7uxCnmlal4InLu9S5L3SKD2dCn2S+35jHLee1YUNOBZ0SzGwvqGL2+u043F4u75lEVJiWMG1oaeEPV+bw76t6kGjRk39Ertjbv+3huYk90Gnq9tAqrnLyxsLd9Y7R4faxbFcJaQPS6t1fYnMyd0tBvfv2l9ZQUOmQwES0ChbjqQ1E6jNt2rQmLd062kn9JVhcXMyOHYEnFR07diQ2NvakByRaVuckM2v2lbEupwy1UkHnRDPJEQb+8f3WkGnBOVn5DGsfw5OXd+UvszcHtx8or6GsxsXKzXWbXNV6Y9FuBrSJwuXxs2pfGR+v3A/A5P5pDMqMJl7yTkQj1QYmTckxcXh8WO0eLEap2CPEqbK7pBqLQcNntw/CanfjA8K0KswGDYVWB/tLa6h2eRndJY7+GVHc+8n6YLDxw6YCuidbeO6qHtz90bqQ8365NpdLeyTx9m97gtv2lVRjd3vrDUw8Ph/FtobzynYWVjW4r8blDVkBcLRiyVcT4qQ1KTCprq7m3nvv5f3338fnC/xBoFKpuPHGG3n11VcxGuufBhWtV0mVk5V7S/nvkj2UVbsY2i6a6wel8e2Gg6zYU1pvItWS7BIu7JJAWpSRnLLAcpjOCeE43T6KqhqudFRc5aTa6eWPn65nXU5FcPuKPWX0SDbzvxv7S1K8aBSXp+kzJgCFVQ4JTIQ4hcK0avIq7GzJs/L1+lwq7W4eHdeZL9bm8u2GvOBxa/eXk2jR88yE7tz6/prgjPymg5VszbfSLz2SNUeUDi6ucmIxhF67vdMiCNPVDUoAtGoVbWLC2FtSfyf4fumRDX6GcL0anVpZp2plreRIQ4OvFUKcmCYt9J8+fTqLFy9mzpw5VFRUUFFRwbfffsvixYt58MEHm3uM4hQrr3bxrx+3cc/H68nKrSS33M5nq3O57p0VXNU3hdnr8xp87fdZeVzYJbCGUKdWclHXBOZvyWdI2+gGX3NZj0RW7ysLCUpqZR208lt28Ul/JnFucdfOmDQ6xyQQmORLyWAhTim728uv24v4+/db2XzQSmVNoLrjkUFJrfxKB99vymdM19BSo99tyGNMt9Bt/TIiyS46PMuhVSm5YXAGGlX9gUlsuI6Hx3Wqd1+MSUuvtIYDk9hwHTcMTq93X7/0SOLCdQ2+VghxYpoUmHz11VfMmDGDcePGYTabMZvNXHzxxbz99tt8+eWXzT1GcYrlVzr4ev3BOtsdbh9ZuZU43N4GX2t3e9GqlKRHG3l5Ui++XpfL9YPb0DctErOh7oScWqlg0oA0PlyRU8/ZAj5csZ+KQ13mhTgRTZ0xiQzToACpzCXEKaZQwC/bDpcM7t8misU7G34INXdTASM6hi4Pr73f1NKplUwekEZ5deB+kRZl5KNbB5J6nJmLQW2ieHpC95B7VI8UC5/dPpikiIZfq9eouGNYW249vw06tTL4ucZ0jeeVyb2JNklgIsTJatJSrpqamnoz7ePi4qipkQo3Z5rFOxuuL//DpnzGdUtga74VCAQWniMW2V7SPZFRneO4rGciZdUueqdF8smqHB64sD1f3jmEv32zmZV7A/kmnRLC+deV3YkwaPD7G16o6/X7OcZuIeo4HJg07lmLWqkkMkzLwQqZMRHiVFq+uzTke6VCUef3vEqpwHvo/uL1+1EqFCgVBPM6RneOp1uSmbeu7wv4iTBo+GD5Ph67rAten5/IMC1x4cdfBhxh1HJ13xSGd4ilosaNVq0kKkwT7J9yLLHhOv50UUduHJxBlcNNmFZNtEkrXeWFaCZNCkwGDx7M448/zvvvv49eH/glYLfbefLJJxk8eHCzDlCcevUtf1EqAr+AdxRYeeqKbkSFaYm36KlxegjXa1i9r4yVe0sZ1y2BapeXKoeHeLOe1Cgjl3RPJObQlPZ/b+hLpd2N1+fHYtAEnyhd3S+V9fV0AQa4pl8qEbLeXzRC7Zpv9Qk0RztadJiW/AqZMRHiVNIedZ9Zs6+MJy7vytY8K7ee34YwnRq3x4deq2LOxjw0KiVpUUZemdwbnVrJD5vyuaxHIvd8vI7aQpCPjutEpFFHpFHb6NkKtUpJUoThmDMkDdFrVA2WFBZCnJwmBSYvv/wyY8eOJSUlhZ49ewKwceNGdDod8+bNa9YBiqYrrnKQXxmodpIUYSA5wlBvUvmIDrG89usu0qKMWO1uLuwaz9C2MewrrSbBrMPn9/PBiv1sLzi8jnd053hevLoXt3+whu0FNiAwpX15zyT+7+LOweMijFoi6ilZd0GnWNrHmcgusoVsbxsbxoWd46V0q2gUVxNzTCCQAH9QAhMhTlh+pZ2D5XbyKx1kRBtJtBiCD6MaMrpLPC8vyA5+X17jRqlQMP3CDjzydRYltsByLI1Kwc1D23BF72SufH0pTo8PnVrJn8d0xGxQM21ke3x+P6mRRn7YlM+k/qmyhEqIs0iTApPu3buTnZ3NRx99xPbtgYZJkydP5rrrrsNgkKoUrUFueQ23v7+GrfmHg4mUSAOzbh5A26O604bp1LxwdU/W7C9jdOd4vlqby3+X7CbJYmDg+Rnc+eFadheHVjD5ZVshJp2KPmmRhOk0RBo17Cqy8e2GPGJMWh4e2xmtuuE/EhMtBt6/ZQA/by7g09UH8Pvhmv6pXNwtgcQmPMES57bgUq6mzJiYdGzNq2zuIQlxVtpVVMWNM1aRd0TBiIl9krjngvZsybOSW15Dr9RIMmKMeH1+Vu8rp6DSzvntYrhpSAYzl+0Lvi5cr+aOD9aGVLlye/38d8ke2sSEMb53MkVWJxtzK3jqh228MqkXa/eXUV7jZkNOOZMGpLG/tJouiWaMuob/nCm1OcmrsLN8TynhOg2D20YTF6475muEEC2jSVfl008/TXx8PLfddlvI9nfffZfi4mIefvjhZhmcaJqKGhcPf5kVEpQA5JbbuXXWGj67fRBxh5pAHSy3M3XmKnYW2uiRYqFnqoULuyawbFcJVQ4P+0prmDayPX+fs4XyGnfI+aqdHm4blskPWfkUWh1MGZJBvFnP8z9vZ+rQNqREHnuqO9FiYMqQDC7vlYTfH3hyLTMloilqA5OmzJhEh2nJr5Qmi0IcT6HVwU3vrQ4JSnqmWBjVOYFLXvkd+xGFUtrGhvH4ZV356+xNVLu8PMsO/n5FVz68ZQAfrNhPbLiOLXnWekvv3jW8LXFmHUatithwHX+7tAsJZh01Li8mnQadWsU/xnenwOpAq1Fhd3sbDDKKqhw8+tUmFmw/nEupUMAzE7pzSY8kTBKcCNGqNOmK/O9//8vHH39cZ3vXrl2ZNGmSBCYtrKzaxdKjEg1r7S2pptjmJM6sp9rpYeayvVzQMY4LuyRwfvtoNh6o5OmftgeP/2zNAdrGhvHiNb2444O1wSUzQ9tFM7pLApe/tjSYrPjVuoPEm3X8+6qeOI9RyetICoXihBIOhTiWplblAogx6XB6fJTXuIN9TYQQdRVUOsgtD132eOeItjz0RVZIUAKwu7iaWcv3cXW/1OAsSUGlg07x4dwwKA2zXsuy3SUhye0A941qR3GVk5tnrgluaxdnYtH2Qr7dmB/c9unqA4zoEMvkgfV3aQfw+/38kJUfEpQEtsPDX22id1okHeLDG/tjEEKcQk0qF1xQUEBiYmKd7bGxseTn59fzCnE61biOHRRUHJr5KLE5SbDoWb2vjCU7i9CpVSFBSa3dxdXMycpjXPfD9eNvGtKGx77dHAxKahVanby1eDf6ejruCnGqnEyOSbQpEIzkSZ6JEMdUVh1axj3SqKHK4aHK6an3+IXbixh8qKfVLUMz6J8RyZ7Sal5buJuHv86irNrNzKkDaB8XWF5s1qvpEB/OJ6sOBM8RF64jKkwTEpTUWrSzmEKro8GZzuIqJ28v2VPvPoCv1+Ue+wMLIU7IkiVLuOyyy0hKSkKhUPDNN980+VxNCkxSU1NZunRpne1Lly4lKSmpyYMRzcNs0NSpgHKkBLOeIquDP3+ZxT++33ao0aGCX7cfo2xwVj4Xdg6UiI4N11FkdTTY/XbZ7tLgH4pCnA4nM2MSeyhxNrdcSp0LcSxHdzYP06nrBCtH8vnB4/WjUSm4vFcys9fn8chXm1ixp4xt+VX877c93PvJev52aRdMOjXDO8Qyb0thyDku7BLP9/UEJbW+WpuLz1f//cbr81N6jPHJwwhx1rKXQ8lOyF0DJdmB70+h6upqevbsyeuvv37S52rSUq7bbruN+++/H7fbzciRIwFYsGABDz30kHR+bwViTVpuGJzOjN/31tk3unMcseFaVu0rZ9Wh/iIAeo0SWwNPvSBQjlV5KLE4TKvC3cCNoJbHK41IxOlzOPm98c9awvVqDBoVOWUSmAhxLLEmHcPax7AkuwSAIquTtrFhDR4fY9Li8HjplxGFzenhu411u7xX2t3MWr6PCX2Ssbu8wepctfQaVYMzMkDgvtXAjEmYTs2ANlH8dmi8R7uwS0K924U4o1UehG+nwZ5fD29rOwoufxUsyafkLceNG8e4ceOa5VxNCkz+/Oc/U1payt13343LFfglotfrefjhh3n00UebZWCi6QxaNXcOb4teo+Td3/dhd3vRqBRM6JPCA6M7oNOo+GRVDiM6xDKxbwpKhQKjVokfBe8t3VfvOXulRpASaeCN6/oQZdTW29W9VkqkAbNB+pCI08fp9aFUEAyeG0OhUBBn1klgIsRxRIZpee6qHjw/bwffrM/D5fWxt6Sa89tF89uuunmNdwxvy6ercuiaZOa3ncVEGjVcNyidHskW3F4/Lq+PT1flsHB7ET8/MAy/z09WbiULdxyevd94oIIhbaNZu7/+J74XdonH0sD9yGzQ8PDYTizbvbTOsuPkCAN90yNP4qchRCtkL68blADsXgDf3QtXzQBD6/7vvkmBiUKh4Nlnn+Vvf/sb27Ztw2Aw0L59e3Q6SWJuLWLDdfxxVAcm9U+jyuHG4fYRGaYlXK/G5/dzWY9E9pXW8H+zN2F1eFAo4I0/9KF/eiSrj7oBqJQK7hzelumfbeS89jGM75VMpd3NmK4J/LyloM57P3F5V+LNx+++K0RzcXl8je76fqS4cB37SyUwEeJ4EiwG/n55N+4b1R67y0uYTs3F3RN5e8kevlibS43LS5JFz/2j29MxIZznf96BUatmcNso/jOpN68t3MVrv+4CApUY7x7Rlh4pFhSAw+OjX5so0qKMwQcFa/aXc9eItsSbdRRanSFjiTBq+MPAdDSqhnMa28WZ+Oz2QTz27Ra25ltRKRWM7ZrAw+M6Nam5ohCtWnVx3aCk1u4Fgf1nY2BSy2Qy0b9//+YaizgJVQ43pTYXOWU1hOlUJEcYcHp83PvJerJyAz0aVEoFk/unct/o9pTXuHn5l8PNrvx+mP75Rt68vg/r9pfz4cocKmpcDGgTxQMXdsDr9XPvqHYs21WCz+/n+hmreG5iDzonhvPJqhyKqpz0SLbwyLjOdE+xtNSPQZyjTj4w0bPpoPQyEeJEGHVq0g6V2S2ucnLLrFUkRRh5ZkJ31Col5dUu3l+xn0u7JzH//mFUuTzoVEqun7GKAuvhUsNl1S6e+mEbL1zTk582FfDC/J2kRhp464a+fL7mAF+uycXl9fHr9iI+vnUQ7/y2h9kbDuLzwbjuCTwwugOpkccOLvQaFf0yovjglgHYnB6UCgVRYVrCpEywOBs5rCe3vxWQK/MsUGJz8tqvu5i1fB/+Q7PVL1zTk9d+3cXeksONEb0+Px+uzOHiHonBJ1ZHsru9TJ25mu/uGcp57WOIDtOxt8TGP77fSkWNmyt6JnHniHbcMGMFXp+fB7/YSL/0SP44qj1mg4Y9xdUkWvRSF16cdi6PD3UTEt9rxZl15G2x4/X5UTVhOZgQ56r8SjtZuVaycq3M3Rw6g55TWkNihJ4fswq4vHdiSFBypNd+3cXUIRkAHCi3c8VrS/n09kHcObwt+CHcoMak0/D45V25b3R78IPFoGlUg8Rok046xIuzn958cvtbAfkL8gzn9/v5eUtBSDddo1aFTqUMCUqO5HT7GqxU4vfDir1lfLHmANlFNs5rF1i61S8jilcXZFNR4yK3/PDNZc3+ctYcsfSrT1oEGTENJ0MKcSq4vSc/Y+Lx+cmvtB+3MagQ4rBdRbYG99ndXhItBq4flMrCHcUNHre3pDokaPD4/Pz1m818dOvAkO16jYpEiyy/EqJBYbGBRPfdC+ruazsqsL+Va/qdXLQKRVXOOrMf0SYtufWUQeyTFsEHNw8gxqRDp274//q0KCPlNW78fvgtu4SnfthGic3Jgu1FHK/WVqQ0qBMtwOX1oTmJmY6EQzlRe4rrD+aFEPVLtNSfT3hV3xT+e0Nf5m7OZ9HOYtKiGg74I40azHo1U4dm0Cs1AoAalwe7y4vN0XBFrmOxOTzUuJr2WiHOWIbIQPWttqNCt9dW5TpF+SU2m40NGzawYcMGAPbu3cuGDRvIyclp9LlkxuQM5/X5ya8MnR4vr3aTdNTNom2sib9e2oUiq4MdhVVM7JPCx6vq/gdjNqhpH2eixHY4yXBwZjTrcyoAyCltuAJLZkxYsCeEEKdTYCnXySW/a1VKdhZWMaxD63+iJERrkRZlJMakDSnze2mPRNrFmUK6t797U390amW9/a9uHtqGpbtL2JJn5YJOcTw1vhv7Sqr5y+xNuLw+ruydzLD2sSSeQLJ6fqWd37NL+GpdLlqVkhuHZNAzxUJsuBRkEecIS3Kg+lZ1cSCnRG8OzJScwqT3NWvWcMEFFwS/nz59OgBTpkxh5syZjTqXzJicBdrGmkK+75lqISMmjFcm9+L6gWmEaVU8fllnFm0v4s4P1/HMT9s5v0MM57WLCXlddJiWVyb15vfsEt6d0p8Es54uiWbuGJ7J+4eWivn98MzEHnRLDl2nmBpl4J0p/YiTalyiBTg9viY1V6ylVCpIjjSQXdjwshQhRF0K4PmrexIbfvih1MQ+KTw3dzu9UyN4/LIuPH91D3JKa3jp2l6EH5UXckmPRLomW0iJNHJ13xSKrA7u/3Q98RY947onMKFPCmv2lTN15urjNkTMq7Bz/Tsr+fOXWazYU8aS7BJunbWGR77aRHFV/fktQpyVDJEQ0wFS+gX+9xRX4hoxYgR+v7/OV2ODEpAZkzNWtdNDTmkNlQ43D4xuz7RP1hOmVfHCNb3YcKCc295fg83hYWi7GN68vi+JFh2vLgws+fL4/Nz/6QamjWzHTUMzKLQ6aBMdRmy4jq/W5vDWkn0kWfTMurk/y/eU8cdPN1Dl9GAxaOifEUVypJGZNw2gwOogp6yGRIuepAiDlAgWLcbl8aFuQnPFIyVHGNhRWNVMIxLi3LA5z8ozP23n0XGd0KiUwVytf1/Vk4MVdmb8vpdSm4u+6ZFMG9mON67vg88XaKzYNjYMt8/HT5sL+HrdQWqcHs5rH8Njl3Vl5Z5Sckpr+GlzASM6xvKXizvzy9YCrhuYjqqe2VGvz8/X63LZXc9yzAXbi9iWXyWzJkKcASQwOUNtPljB3tIanv1pO6/9oTePjO1EtEnLm4t2sTH3cNnTeVsLWZJdzKe3DyZcp8Z6aL2u0+PjhXk7USsVRIZpeWZCdyrtbsb3SuGtJfuwOjxkF1XRLtbE0xO64/X56ZZsJvlQacaYcB0x4Tq6JUtpYNHyHB4vGvXJVdNKiTTwfVY+fr8fRQOdpIUQgfL0xVVOnB4vCRY9aVFGpn++EaNWRb/0SO4YnsmM3/fx6/bDjRJ/31XC8j2lvDq5N2lRBmpcbsqqXTz783Y2HzxcwvTnLYUs2VnCf2/oS0qkgc/X5jInK5/FO4t56/q+5Jbb8fr9WAyakMT4smonn6050OCYP1yxn0GZ0WiPkV8phGh5rfoKfeKJJ1AoFCFfnTp1Cu53OBzcc889REdHYzKZmDhxIoWFhS044lPL5vCwr6SarNwKwvUaXpq/kwq7G5fHT9bBCiKN2pCgpJbD7ePVBdlM7JtSZ5/H56e4yhnswKtWK0mOCHR4/2ptHje+u5K7P1rH0z9uY2ehjSqnJBOK1sfp9qI9iRwTgJRIIzanp07OlhDisNyyGp75aTvj/vMb4/7zO9fPWEm3FAuPX9aFGpeXGqcXg1YdEpTU8vr8vPprNjqNCq1aRbndHRKU1LK7vXywYn9IBS6rw8NX63KpcXsZ+cJirp+xkg0HynF5vUBgmbHX23B5Fo/Pj/+45VuEEC2tVQcmAF27diU/Pz/49fvvvwf3PfDAA8yZM4cvvviCxYsXk5eXx4QJE1pwtKdOQaWdR77OYuQLi7j8taXsL62h0OrE74fle0oZ3iG23i7stRbvLKZPWv1rDLslmUmPMjK2WwIVNW7emdKP95buYeGOInyHfo/nVTq444O1bDiUBC9Ea1Lj8p70k9A2h8pcZ+VWNMOIhDj7FFTaeXzOFj5amRNMYrfaPbz26y7yKx2M65ZAjFnL6r1l9b4+MyaMKUMysDs9pEUZWLKzbvBSa8nOYtze0ET5JdklwW3b8qu45q0V5JQG8k4iw7Rc3iupwfNN6p+KTt1wh3ghROvQ6gMTtVpNQkJC8CsmJpCwXVlZyYwZM3jxxRcZOXIkffv25b333mPZsmWsWLGihUfdvCpqXDz69Sa+z8oPBgoqpYKx3RKYMaUfGdFhpEUaj1mq16BREW2qu3/K4HT+fVVP1udUUFYTmFp/dcFOJvZJZXBmdJ3jn/pha0jFLiFaA0czzJhEhWmJNelYJ8G3EPUqr3GzYFv9wcQHy/dzdd8U8srt9TbZ7ZJo5l8TuhNt1JJdXM2a/RVc2y+Nu0e0rbepqVGrqjN7adSqQvpzubw+3l6yG4fbi0al5PqB6cSb61aG7J0WQc9DZYiFEK1bq88xyc7OJikpCb1ez+DBg3n66adJS0tj7dq1uN1uRo8eHTy2U6dOpKWlsXz5cgYNGtSCo25epTYXy/eUMrRd9KFeDQqiw7T0z4jkzg/X4vb60amVvPaH3vxvSf3nuKJXEla7m//d0Je3f9tDcZWTR8Z1YvW+ci5+9bdgx3idWsnjl3Xh5y0F3DE8kxV7S4P7AHYW2nC4vaf8MwvRGA63j6iwk3/O0i7OxJp99T/tFeJcd6CspsF9dndgCdeNQzLonGBGqSD4IA3gsUs7U2pz8shXm0KWBI/tlsBzV/Xgwc83hpzvyt7J/LgpdBXAHwak8f7y/SHbVu8rx+b0oNeoSIky8vVdQ/hybS7fbcxDq1Zyw6AMRnaKk+IsQpwhWnVgMnDgQGbOnEnHjh3Jz8/nySef5Pzzz2fz5s0UFBSg1WqJiIgIeU18fDwFBQ0vaQJwOp04nYef+lutdde4tiYuj5dXJvWm1OakQ0I4Xh/48bN2fznjeyezNc/KljwrK/aUcfPQDN5dui/k9e3iTFzRO5lbZq7mrev6cMOgdKpdHmpcXmb8vjfkWKfHx1+/2cyMKf1ZsaeUgW2iWLHn8B9qFoOm3qdbQpyIU3Xt2d1etM2wTKNDvImPV+Xg9Hhl2Yc465zs9Xe8Bro1Lg9/+iKLS3sk8uTlXfnbt1uAwBIuo07NlPdW1+ljMndzAZkxYQxuG83y3YH+WB3iTQxpF8PMZYf7oPRKtdAmJoy1+8tDXh9n1oXMliZHGpl2QTtuGJSOUqkgwnjiTX/zK+1sOWhl0Y4iEi16xnZPJNGix6ht1X8qCXFWadVX27hx44L/7tGjBwMHDiQ9PZ3PP/8cg+H4jZYa8vTTT/Pkk082xxBPucoaF3tKqrE5PTg9PkpsLtpGaTho9aJVqah2erh/VHtizTq+WpuLSadm1tT+/Ly1AGuNh7HdEkiNMrJoRxHPXdUTj9+P3e2jV2okD3y2od739Plh4Y4iYkzaOk+Zbh6aQZw0URRNdKquveZYygXQMcGM2+tnzb5yhh7V50eIM93JXn/RYVoSLXqqnR7GdU8kNlzH/pJq5m0tZESHWLokhrPoweFo1Ar2l9mZObU/i3YU0y42jNX7yuptrgjwyaocXpncmyijlhEdY8mICaPa6eHqfqnUOD1c3jOJsho3ry/cxR3DMlEqFPy+q4RNByu5e0Q7zAZN8FwFlQ42HKjgi7UH0B+aMWkXbyLmOPet3PIarntnJftLD88KPT9/Jy9f24uLusRjkOBEiNNC4ff7z6gyFf3792f06NFceOGFjBo1ivLy8pBZk/T0dO6//34eeOCBBs9R31Oj1NRUKisrMZvNDb7udDtYYef7jXn8kJXPoxd34vWFu3nq0rb8mm2lwu5mWIdYLAYNe0pszN1cgEal5Jp+qTjcXtrHh7M938rHq3IornIytlsi8WYdB8tr6JcRhdfn544P12K1119l68Iu8VzeI5H3V+xn9b7AE6pRneJ4ekJ3aaIomuxUXXt9/j6P0V0SuLJ38kmNz+/3c++n67msRxJPXN71pM4lRGtzstffrvwy/AoVe0rtfLU2l4MVdjomhHPDoHRUCgUv/5JNYZWDXqkR3Dg4g30lNmLCdcSH63lv2b46M/RHWvjgcCJt2SjsZRSqEylRxpIeHYbd7cXt8VHj8pJf6cDp8aFQBPIsUyONtIkJC87kFFQ6uHXWajbnhc4EXdEzib9d1qXB4KTG6eHR2Zv4dkNenX1KBSz80wjSo8OO+/MRQpy8M+oRgM1mY/fu3dxwww307dsXjUbDggULmDhxIgA7duwgJyeHwYMHH/M8Op0Ona51P/U/WG7n2v8tJ7fcTpfEcMqrHbxxRQrFfh3R4Tq+31TAJ6sO0CHexLSR7ZgyJINSm4ub3lvFMxN68M8ftjG0XQxdkiy8NH8n63Iq6JFiYerQNjjcXvaV1tA10cLyPaX1vn+XRDPdUiK4opeHER3j6JJopkOCSYIScVJO1bXn8PjQNUN/AoVCQd+0SH7eUsDjl3WRfibirHKy11+E1sdPOyr523dbg9u25Fn5bkMeL13bi9yKGnYW2tiWb6VrkpmkCAP5FQ5sTg89UyIaPG+bmDBW7SvjxfmlXNI5kilDE9m0tYRHZ2/G6fYxtlsCfxiYxqp95Xy0cj8+n5/RXeKJN+tweXzkV9rBD5sPVpJdZKtz/m835jFpQGqDgUlZtYsfsvLr3efzw8q9ZRKYCHGatOrA5E9/+hOXXXYZ6enp5OXl8fjjj6NSqZg8eTIWi4VbbrmF6dOnExUVhdls5t5772Xw4MFnfOK72+vj45U55Jbb0amVvHF5Mik5X2CNvZKfdxTy3NwdwWOLbU6W7i7lP9f2onuKhc/uGMRdH67jzuHtePirLG47P5OJfZL5at1BsnIrqahxUWpz8lt2CVOGZNRJbgcw69WM7ZbAg59v5GBFDUatmrwKO99OG3qafxJCHJ/f7w9W5WkO/TOimLe1kHU55fRNj2qWcwpxNrB6tTz14/Y62z0+P8/O3c7dI9ryl9mbuW9kezKiwyiqcqDXqLA5vLSNC+OCDrHEhOsY0TEOgEKrg49W7ufW8zN557e9FFqddEuP565PNrM1//Csx8xl+/huYx4vX9uLgkoHHp+fpbtKGNs1gX/9uI2fNhegUMC4bgm8fWM//jJ7E7nl9pAxvr98P33To+otK+7x+/H4Gl48Ul7tauqPTAjRSK06MMnNzWXy5MmUlpYSGxvLeeedx4oVK4iNjQXgpZdeQqlUMnHiRJxOJ2PGjOGNN95o4VGfvIoaF9EmLf+7oS9dLS4Sf3uUgt73U62M5uX5v9f7mifmbGHWzQNYtruUf47vjt0TqJz17tK9vH1jP75adxCAeVsKuW5gGtVODz9tzueVSb3514/bgmUZuyWb+fvl3Xhx3g7W5dQmGQam/r3H+MUtREtxe/34/DRbR+cuSWbizTo+WpEjgYkQR9hXaq83T8SgUTGyUxw9UiJ487o+tI8z4fT6+Hr9QeZszMPp8dE92czzV/fkrcW7uf+z9bi9ftrGmnh4XCcqa9xkF9lIizJS7fSGBCW1yqpd/LKtkE9vH0SJzUVqlIHr3llJRY07eMw3G/JYuruUZyf24OaZq0Neb3d7aWjlulalpEO8iZ2FdWdbAPpl1N8DTAjR/Fp1YPLpp58ec79er+f111/n9ddfP00jOvV8hzqxz15/kD3FNuZPslA48C9Uh6VSdKhDe33Ka9wUWp2kRhpZsbeUC7skAIFgoqjKgcWgodLuxo+fpEgD2/KtrNlfTr/0SP56SWeUCgWpUUZ+yy7mro/WUmgN7VUSFaYlqhHVTYQ4XRyHgvDmWMoFoFQoGNkxjq/XH+Svl3Yh6jiViIQ4V6iUEK5TM/W8DHqkROD1+dGqlUQaNby1aA+Xv/Y7Pn/gmGkj2zKxTzJjusbj9vpJjTLy5dqDzF5/OI9jd7GN299fy6uTe5MaZWBAmygWHaPp4tzNBbSNNbF4ZzFtYsJCgpJaxVVO1u4vZ0CbKFYd0ejx6r4p6DT1V9rz+/3cO7I99326vs4KgkGZUbiP0VFeCNG8Wn2DxXPNwQo7k/63gk0HK+mcaMZvSWWzI5pZy/ZTUXPs6eRYk5Y/f7mBARlR+P3+YFnfcJ0az6GA5pLuSWQXVlHtCvwx1y8ljC4JJrqnWEiLNqBUKOoEJQD/uKKb5JeIVslx6L/l5qjKVeuCToGlJjOX7Wu2cwpxpsuM0vG/G/rSIT4cv9+P1e7GYtCwNc/K4p3Fwb4lFqOGzokW/vH9Nm57fy13f7SOiW8sw+318WQ9RSXeXLSb285rg1mvPuZ1rFUr8fh89E6LYMnO4gaPW7arJCSnpVNCOF2TLCzdVcLa/WXkVdiD90QI5JH8tDmfN67rQ5+0wOsijRpuH5bJDYMy2FNc/0yKEKL5teoZk3PRz1sKsDoClbLG90risy027G4/H67MYUi7GMJ16pDmVLVSowzEaew8NLotX68/yJW9kokO01Ll8JBi0VLt8tIj2UKvNAsT3lgGwM39Y0ncNoOIvldBZDsAru2fSqcEMy/9spMDZTV0SgjnwYs60iHeJP1LRKvkcAf+wGiupVwA4XoNF3SKY+ayvdw+LLPeTtZCnGv0Cg8KZaD61q4jkswHZ0bz6h96c89H63B6fPx5TEce+jKLAuvhzu0ur4+Zy/bxx1HtGdI2mmWHepYM7xDLDYPTqXZ6SPMrGNEhlp8219+L7Oq+yfyytYir+6UQrm/4mjTp1aiUkBJpYPKANIa2i+bKN5ZSfmiGxWLQ8Pof+pAUoWdtTjnt40w43D6e+G4Lk/qncfN5bahxefluQx5v/7aHBdOHN8ePTwhxAuRu24q4Pb7gL2uA7knh7C/X8JfZmwHILqrinxO68cBnG/H6/FgMGga2CSTzXdUnBXVFNle3j+OD1VauH5SO3e3lxSvbk19m5ekJ3emcEM4T321lQEYUd/Yx0rVmJRELnoZOIyA6EJhEGLUM7xhLz1QLDrcPo1YVUiNeiNamdilXcwYmAJd2T2T+1kI+WZnDbcMym/XcQpyJKrw6/m/2WnYXV4dsX76nFLNBzaQBafyQlYfL4wsJSo706aocXrimFxFGDVFhOrokhvPgZxvpmxGJUatiZKaBK7pG8u2W0EaKneLDmNDVwhdrD2JzepjQJ4V1ORX1vsek/qn0SYvk5vPakF1QxfjXl4Xsr7S7mTpzFf+7oR8PfZlFuE7Na3/owwOfbeA/C7JDjv3LxZ2JC2/dVTyFOJtIYNIK+P1+ql0eVAoFKZGBxpEKBTg9HtQqJbZDMySd4s3MXp/Lu1P6YfFVkko+ETtmovR78KmuwWlOR717Aee3HxpotHhTP9rrytnjMtPTX0rU7s95ecJNFFTW0P/32yBnRWAAurr16xvTLVeIluRwn5rAJNqk4/x2Mfx3yW5uHJIuneDFOa/C7q4TlNSav7WQ/97QlzX7ythbUv8xdw2K5Q8dFSTtep4h2iLcmZdRau7CiMnRRO34GK2rEorG8LcRPZjU3cwHmx3Y3X6u6qShr7GYhHm38/zFz2H1+tAaTIzsFMev20NzUi7tkYhKoSDy0IqBx44obXwkt9fPqr1l9E2LZM3+cv727Waeu6oHOWU1LNpRTLxZxw2DM0iPMmLSy8M5IU4XCUxaWG55DT9tLuCXrYXcN7IdIzvF8cGK/ejUSsxGPUW2agwaFXa3F6/fz7ythTwzKhLLb/9Ase3b4HlUGz/BkDkSLnyCazJSKK1ykqKvodytosf6x1Fs+AiUKopjxrJor4P+ikN/xMV1gTDpcC3OXPZTkGNS69KeSSzaWcz3G/OZ2Del2c8vxJmk7Bhlc31+cHn8FFU5SY0y1tl/a/8Y7jQvw/LZ48Ftui1fkRSVCRf/Gza+D14XbP6CmPiuxFz4D/oav8av0qBbswRKd0NYDIP0B2D5azi630D8yPO5qm8KS3YWo1QoOL9DDLuKbCSGK9FrVJRXu8gtr6kzlloHymuIMwdmQ/aX1nDLrDW8fl1v/ntDH9QqJWqlpOEKcbrJVdeC9pVUM/71pfzzh22s3FtGjdvHV2tz+fDmgcyZdh7VTi9xZh3XDUoDAhW7ruufjLlsY0hQUkux51co3EKK0YfZoEKtM6KoKQsEJQBxXdhR4qJXvBoqDkBUJlz7IZjiTufHFqJZOTzNn2NSKznCQK9UCzN+39tgqVEhzhVJFkOD+7QqJWqVguIqJ+F6dUg1O5VSwQ3dtFiWPF73hWV7YNMX0OWKw9sKt0D2z2jthejWvxcISgBvXFdq/FrYswj9t7fQ8adrSFJWkF/pILe8hke+zCJCUU1mwTyw5qPzO+gQH97gmDvEh5NTFhq4rNtfgV6jlqBEiBYiV14LsTncPDt3OyW2wBMopSLwR1CftAhiTBpKq12sz6nAanczeUAab17XhxV7S/jj4AiU6z9o8LyKVW8T5rcRoVfiQU3izg+D+2rO/yufbbXTNTUWrnoPpv4E0W1P+WcV4lQ6VUu5al3UJYGt+VY25laekvMLcaawGNT0TY+od9+k/qm0iw3jm7uH0D7OxIwp/UiNCgQyPVMsROTMb/jEW2ZDx3Gh2zZ9AZ0vD9lU2v/P2KoO9zhR5m+gq20Zd5yXzg3ddMyZFMvEotcJ3/QerJ5B1BcTeHhk/TOd4To13ZItbD4Y2jNlcNvohscphDjlZClXC6mwu5m3tTD4/cNjO7KvpIpRneMprHJgc3goqnLwnwXZVDk9dEoI5y8XdyJC7wTXMUoXumxUuGDYS0uJDtNy1+AbGT/+QtTVhZRbuvPcVWaS4sOB5FP/IYU4DYKBySlYygXQMyWCWJOWT1bm0Cs14pS8hxBnArfXx+OXdWVVdh79YjzocWP1athuM9IpOZKr3lpOeY2btrEmpl/YnqfGdyPSoEbnriR8V/15JwB4nKA86s8RVzWoD5WoD4uhdPjTLCmP5OKS0NUCmvXv0f+iDmiWTIXqQyWEh9wHB1dD3jp67H+PFy67hr//cpBKe6AqV7s4E4+O68TzP+8IOVdKpIGuSXVzLoUQp48EJi3A7vLgdPt4dXJvtColSgWkRRvRqJRU1Lipdnh5d+nekApdhVYHiZSiXPcltB0JB1bVf/JOl7K9KNCHpLTaxVO/5LGzbzJdkzsxQBVO52NMawtxJjqlMybWgyj1FoZ3jOPbjQf522VdpHSwOGf5/OCpzOfG6llol80Ctx0MkfQcMp2fDg4LluPdXWzjno/X8/crupKZaSL1t0eg3y2w7OX6T5w+BAqyQjb521+EO74XeVf9TIHbyCurbfztkiSMS78Ofa3XjSZ35eGgxBAJmcNh+asAmFe9zPj0dQy+9Q3KMaNRKwnXqckusgV7gykUcEGHWJ64ohuJx1iuJoQ49eQOe5oVVzl4Y9FuPlqRg9fv563r+1Bsc6HTqFArFUSbtOg1Bm49P5PrBqZj0KrYVVhFj0gn7efdACXZMPkTsKRAZW7oycNioPtVZGdVhGz+Yt1BLj/U10SIs43D7UOjUqBUNHOfnX2/waJnwBDF8FEv8tVaHz9k5XFt/7TmfR8hzhBadyXd1/8dza4fA7MZpjiwl6Nb8DcuHvYX2t41lZxKLwatit+yi3lr0W5GtOuPc9Q/8SmUaNKGos5ZGnpSlSYwwzHnvsPbNAZc5z/CW+sdvLSolAFt/NwxrC3zNueR3nE8xvUzgof6u05AsWcRKJTQ/kIYcAfMfYQjW7ir9i8haeH9JF37EWgCszCJEQZm3z2UKqcbjUpJVJiWcKm+JUSLk8DkNLK7PLy5aDefrjpAZmwYl3RPxKRVk11oY3NuJaO6xKNVKfnLd5v4fVcpk/qnMqZrAlFhWlxqHbmj3iBu1bNof3gQLn8Vtn4H274Dnxd/1yth8D248jbx9Y6EkPf1+6Ha5ZHO7eKsZHd7T8FsiR/WfwBRGVBVSMzeb+mRMpRPVx+QwEScs+KUVjTFmyi47EPytRkU2jykWjTEV6wjZvk/8ceN456PD6BQBPoAPTS2Ew63h6dW2RndOQ5j/+fpkPYDlo0zwFGBJ20Yvgv+gjcvCwOAxog7czRFfR/krRVuJvTLoH1yLFvzrTz8VWBGZdKFQzByKDCJSMfe5Wp0Pa5FhQ+yPocvbgKnte7gteGB4OUI8RY98ch9UYjWRAKT06jY5iIpwsBL1/ZiR4GVpAgDFqOGzonhDGsfQ5RJx6NfB4KSh8Z0pKjKyS2zVuM79OBHr1Hy0qVPMHz/qxg/vhY6XQIX/gOUSnwpg1B9ew+a8a+Tlbu9zntHhUmDKHF2cri96FTN3GOkfB9UHoS+U6F0J+z+leH9r+CVX3ezq6iKdnGyJFKcezQ1xey+9HOmfF1AbnlOcHvv1Da8fulHmL2Bpop+P8zJysdi0NAvPZNBmdFo1Sq2l4XxxoFhTBp6ISatkhUHXbw/o5BeKe155cYFbM6tYPF+Jx99WIDb6+e8jonc/dG64Pu0jQ1DpQSi22HteDWlba/Er4gjwaTHqFEFenLVF5QADLoL1LJqQIjWTgKT08jn87NgexHLD+WOnN8+hmhTG3YW2li4vZh+GZFc0y8Vu8tDhFHDc0cl5jncPu75Joe5N91Hhx1fw9ZvA19aE8opc2DArbDrV3qmdA6pIBRh1JAcIetmxdnJ4fY1/4xJ/sbAEpOoNqDWwb6l9AsrJlyv5rPVB/i/S7o07/sJcQYoDe/A1FnbyS23h2xff8DKY8s0/HV0MhDI9RjTNYHRXeL5dmM+OWU19EyJIMGi4+ahmdwyaw0ur+/w63OtHHB34brPNwW3JUcYiD3qtnXj4HTKYjLJGjILhSGKeEMYT369iZcn9cKoVUPXK2Hz14HE91oaI8VXf8tuVwY/z9mCRa9hXPdEEi16zAZZuiVEayOByWni9fr4Zv3BYFAyoE0UV/ZO5rb31+D2BqZE3l+xnwSznhlT+vHQV1n1nsfnh8+2Ovm/zFEos+cGNva5AZ9Si+qHB1G0v4gES59gYKLXKJkxpR/xsoxLnKUcp2IpV/F2sCQHghNLKmj0aAqzOL/dIL5cm8ufx3Q6ZeWJhWitCh3qOn0/ai3YWco9I9sBMKpzHMPax3DzzMMz/p+tPkB6tJGXru3FFb2S+GLt4RzJa/ulUlzlDDnfHf0j0XoOV6Ac1iGGUW0MOF0ubOpIvl9zkHlbizi/fQxKDuWXmRNh0odQsBk2fAhqA4Xn/Z17vsxmzf7DwcrLC7J5eGxHrhuYLsGJEK2MBCanULXTg83pQatSYnd7eW/ZvuC+W89rwx8/3RAMSmoVWB3sL6shv9LR4Hn3VPhwR8SjA0gfCr1vxF+0M1CNJLkvN5mjyIjU0i4hgkGZ0SRa9KiUzZwYLEQrYXd50TV3kFCSDVGHevwolRCRDkVbuKDf5fy4uYD5Wwu5pEdi876nEK1cSVXD9yW/Hwqsgapc1w9M59b31wSDklr7S2t457c9/GV0KsOTvPye66Ggxs/F3RN59qfDS5Av6xLFuIRKihTh3HZ+Gy7qFEOSooTkTy9k3uAPuO+bg8FjbxiUjkl/xJ8y4QmBr7Yj8frhqyV7WLO/vM54n527gxEd4yQwEaKVkcDkFHC4vewtqeY/v2Sz/kA5fdMi+ePo9sEa6pFGDWU1LuyHypyqlAom909lfO9kDBoVPr+fronh/LartN7zD0o3oYu7ADpdGFgL//kUlFfPBFcVijbnM3jedAZf/DxEp56mTyxEy6lyujFomjHHxFUNVQWQcf7hbZZUyFlOSqSBjgnhfLxqvwQm4pyTGBnW4D6dWklShIG3b+yLWqUgPlxHXj0P2OZtKeTRfgouXXkd4zJH4hx2H8UqJZP7JXJFew19kvTE5S9E4UonPTmS/9v9b/jmG6jKx9tmJJtLPECgb9E9I9vRJiaMsPpKeCuVlFgdzDzigeDRvlhzgMcu69rYH4MQ4hSSwOQU2HCgguveWYn30OOiQW2jWbG7lD5pEbSNM3FR53iiTFoeHdeJ7zbm8c8ruzNnw0FunrUau8vL2K6J3De6A7/vXn5kxUMATDo149J8sG8joIDfXwRA6a6BCW+DUgPOqkASoBDnAKvdg0HbjIFJ5aGkXtMR1e0sycGA5YKOsfx38R5yy2tIiTQ23/sK0cqF6bUMyoxixZ6yOvuuH5jGV+ty+XDFfronW/jLxZ1ZtLOYL9eGlrX3+Px43C6w5qHa8CHGLV9jmPQjwxX7iNj6T1hVTOXAB6mO60VS8XpY8WbghQoF7hF/oUNFEs9fHU9UmA6DRkXSMfInfT4/Voe7wf2l1a6m/SCEEKeMLJJuZkVWB49+vSkYlADEhes5WGHn2Yk9cLi83P3xOia+uZzZ6w/y76t68ucvNjJj6T6sdg9ur585WXl8smo/b13Xl4QjckM6J4bz+eRUUn65G35/CdIHg/LQH2R+L/z0EP7qYrh6FphiT/dHF6JFVDndGJszMKnIARSh15A5OfC/ZXsY2CYanUbJ7HUH6325EGerSruHp8Z345LuicHlwXqNkpuHZtA+IZwPVuzH54eNuZVM+2Q9/TOi6nRSbxtrwlS1+/AGdw0xy55Cldid3Av+w/bxP5KdPJ7wqt2w+5fAMeZknFd/wgFVGunRBjonhNMpIZz+GZH1z5YcEq7XcH77mAb3X9JdZj2FaG1kxqSZWR0e9pZUk2DWc+v5bUiPNpJo0ZMRncLtH6zFrFfz7MQeGLQqjBo1u4psZBfZ6pzn63V5RBq0fHZLHxzFe1EpIbJsA9E/3XW4sWLBJohsAzWlYD0IpngIiw083RXiHFFl95DcnN2aK3PBGBVIfK+lCw98le1Fnz6UARlRfLkul2kj26Fo7saOQrRSRp2K//ySTaRRw1vX98Hj9ZMeE8abC3fx3rJ9dWb4X1mQzf9u7Mv+0hrUSgXfZ+VzTWcdsb9NDzlOuWcBWo0am6kNFpWLDutfwt17Cq7eN+Pq+geqleHsd1n4auUBHryw4wn35DLp1fzpoo4s3lESUgUMAqWHu6dYTurnIYRofhKYNDOlAtrEhPHEZV3414/bMeqUvHxtb7blW+kQH85FXeJ57dddeHx++qRF4Dk6O/AIn64+wDW94+g4+yLw1jMdrdKCzwvDH4Z1H8CFf0ehln4l4txS5fRg0Dbjr7LKAxBWz1PW8AQo3wvA4LYxLMnezrb8KrokybJJcW6wu3x8tzEfgO825tEp0czYrgnMycqv9/iDFXb2ldRwz8fr0KmV3HZ+G9rHGaF0V+iBSjV+v59O73XG32YEVcMf58+/1HDz8FSu/e+KwCEK+OjWgUSGNa4XSZuYML6dNpR//biN33eVoFeruLZ/CrcPa0ticz7QEEI0CwlMmlmEUcvjl3Vh+ucb6ZJk5tGxnfgxK5/CKgd3Ds/E5vTwpzEdyCmz0yHeBMCS7GKsdk+dc4Xp1CiVSvDV3YdCCYm9YPQTUF0CQ+8DjQmMDU9bC3E2sjk8zbuUq/JgYCbyaKb4QLUuoFuSmTCdih835UtgIs4ZBytqyIg2cv/oDviB4ioHHRPCeWp8N56ft4Moo5bIMC37S6spsQXyNzSqwIyi0+PjtYW7iTR25KZB96Ja8WrwvM6O46lWWdg28XdWHHRj22HkqgFJ6FSHV5v7/PC/JXvolmxBc2i7zeGmxOZi08FKlArolmwhxqQLWd6lVavonGjm9T/0web0oFBAdJgWrbqZm7IKIZqFBCbNLCpMS5hWxXs39UOlUvLjpnzGdElArVayNc/Ktnwr7eJNJEcY+OvszUQYtbwyqTf3fLSOapc35FwT+iRj0SlAHwH2o8odXvTPQKUgay4k9YIfpsOV/wWvE2i4cooQZxOP14fd7W2+5HefB2yFkDKg7j5TPOxbCh47arWBvmmR/LQ5nz+N6dg87y1EK5dg1vPE5V156Mssio7oOzKhdzKf3jaIJdnFFFqdTOqfikqpYN6WQjYcqAg5x+uL9jL21rtJrg1MwhOxDvozHtRc+dHhbvIvXN2TtrGh97JNByupdnoJ12uoqHHx/vJ9vPRLdnAJmUqp4P8u6cxVfZIxG0JnVswGjZQGFuIMIIFJMyqrdlJQ6SDOrOPjlQf475I9dEoIZ3iHWG56e0VI4JFo0fPsxB7c/9kGPli+n0kD0pjx+97g/u7JFq7um0LM/LsC1bZyVsDBtfjCk1F2uRRsRVC8DZa9Br2vh9FPwsfXwOWvQebwlvj4Qpx21c7ANdVsMyZVBYHlkWH1FI8ITwD8UJ4DsR3pkx7JkuwSDpTVkBol1bnE2c9s0HDXh+tCgpI+aRGM7BzHFa8vxek5nMeRHm3k7Rv7cfN7q0LOUVbtohojZF5AWfpYypKG41In4K8OXa78xqJd/O+GviHb4s36YGPTrflWXpyfHbLf6/Pz9zlb6Z0aQe+0xi35EkK0DlKVq5mU2pzMWrYPp9vLwXIH/12yB4C7RrTljg/rzobkVzr4z4JsbhiUzq87ipjYJ5mbh2ZwVd9k3ry+D/++qgcRVTtRbp8DH12FUxPOnI7PsDjjj7BlNqQNhMX/hsv+AzEdYd7/BaoJ/fYCOKwt8SMQ4rSrLQVqbK4ck9rCEsbouvvC4gBFsJxw92QLKqWChTuKmue9hWjlymyuOr1Jbh/Wloe/zAoJSiDQTPFfP27joq4JIdvNejUqlYrZnf7Nqujx7HNHYtEpeOaoICOnrIaj8tWZNrIdUWFaqhxuXl94VJ7KEd7+bQ92dz1LoIUQrZ4EJs1ka76VzBgTseF63l0amPlIiTAQH66nrIFa6Wv3l9Mt2YzfH2jKCJAeHcanq3LYW1hO9Lw/AuBOO5/tMWOY/t0etAYjnP9nKN0Lo/4Ki56FD6+Ewi2Bk1blgafh7rxCnE2qHIE/PpqtwaL1IKh0oK8nb0SthbBoKNsHBIKhTgnhLNgmgYk4N5QcdS+LCtNSaXfXefBWa/HOYgZmhgb5kwakYdSo0Gi1JJqUpFlUbMyr5vfs0IbCHeLDKbAG7mUKBdx2fhsGtIkCAvkqBZVOGpJX4cDp9jW4XwjReslSrmbg9Hj5Zv1B7hvZnrU55USH6Zh992BMOjVZuceevXB5/Bi1KpweH+8u3YdGpeC+ERkMSNJQ0vtu7JZ2LC/S8tgn+4gL19M2zgLZP8LvLwSWnRwtdVCgrKkQ5wCbMxCYNNtSrsrcQP+ShkoAm+KhfF/w254pEXy9LheH24u+ObvPC9EKJUWEluk1alWU1zTcpNDvB483kACiUMAVPZMZ2y0Brx+Sw5QYtBrmbS/h5SPyRGr9cVR7DBolr/+hN12SLMSEaQk/lCNi0qnplx7B7uK6pfYBBraJOmZ/EyFE6yVXbjOwOdyM75XMxtwKVMCdIzLx+vz4Nt6sCAAAq6tJREFU/ByzYo9ZHyiReOewTKKNSj69uQ/xFgMmtZcyj4bbfkskr6IUl9dHr9QIXr62FwlRYdB+NPzyeN0TqrQw5F7QSAlEcW6oCi7laqagoKKBUsG1TPGQty74bY8UCx+vymHNvnLOO0YjNyHOBha9hhEdYzBq1Vx8qMliXHjDJepjw3VkxBj5z6ReWAwa7C4PG3LKOa9dDL2/H4vPnIZ71DvMjjayu7gaCNwXH7yoI21jTbSNM9V7Xr1GxW3D2jJ7fV6d/iQGjYrJA9KClbuEEGcWCUyagVqp4GClnfhwHSmRRqocHr5am8sXa3O5YVA6l3RP5IdNdeu83zYsE4/Px4VdEiiocrKzwEaH8kWEU8Nm86W8O6UvNU43ep2WqDAdUbX12y1pcPNc+O5eyN8Y2BbbCS5/tf4yp0KcpYJLuZolMPEH8kfSz2v4kPAEsFcEvgwRpEUZiTJqWJJdLIGJOOu5PD4eGduZj1fl8OcvsrC7vfzfxZ0Y0TGWRTuK6xz/0JiOaFUKdGolTo+P77MK2FVk4+LOUdRMeB+XNoK1u2u4flA6/TOiqHF5CdOpUOIn4ThNFNOiDXx2xyAe/iqLnYWBmZOuSWaendiDlEh5OCfEmUoCk2bg8vqZszGPZ67sjs3pwWp3M6BNNOd3iGXelgJGdo4jJdLAp6sPUGl3k2TR88fR7RmQEYVRq2LWiv1M7m5haP5TqLZ9A2mD6HX5JUTq7BAXX/cNVWpI7AnXfx0oI+z3gyECTHGn+6ML0aKqnB5USgXa5ng6WlMKrupjX0emQ4m85XvB0BuFQkH3lAgWbi/iLxd3PvkxCNGK1bi9/GdBdkhe1b9/3snr1/XmpiEZ+Px+HG4fJp0apQLcHh8+P9z5YWCWUamAWTf1I+r/2bvr8DaurIHDvxHLtsyMcZgZG2iSpsxJmRm2nPJ223677W633eK23XLKKaTMSTFtGmbmxBAzW5KFM98fspUotoNS8LzPk2fXM9LMlauRdebec47eSdeXyoDAcmS9TuHnycdiNuiItRpJ24PO7ia9ngG5CUy9Zjj1TV4UBeKsRpJipMmwEIczCUz2U2WjCzSNy4bn0uD2cfPUJWypCkxJG3QKFwzNxeH2saa0gf87vSdd0mwsK6pja5WDfjnxbCyq5+rYRSS9+pftBzVGkaB3Q1TWrk8enbzrZSdCHOEaXV6iTXqU9nJC9kZL7ogtvf3HRCUFlkzWboHMAQD0z4ln5vpKttU1kRUvd2rFkUunKK2KPSREGzEb9Pz7+7WsLm1ofhyc2T+T43qkoVMCNw4G5sVz9ah8vl1VTqfE0L9tJ/VKJ8Vm3qe8kGSbmeRdLCcTQhxeZBHmfiiqcXLZG/PxqRppcVYufWN+MCgB8Kka780toMbhweNXuePjZZTUNfHUj+s5rW8mNpOO4+deTtL0v4QeeOh1kJAXmBkRQrSr0eULX3PF6o2B/CxrQvuP0ekCgUvN5uCmPllx6BT4Za1U5xJHttL6plbb7jqhG3/7YmUwKIFAl/bPl5Qwd3MNekXhiXP6MiAngfs+XcGH84twqtv/tiVGm7jrhK6SrC6EACQw2Wc1Djc3T13MYxN70+jys7XK2W5Z4HfnFDBpYDYASTEmpl0/gvgoI+m/3g3FC0If3P10yBrUxlGEEDurc3qICdcXmqoNEJvZfkWuFraMQBDTLNpsoHt6LD+tLg/POIQ4RMVHhTYtjDbpsRj1FNY423z8J4uKUNG4/aOlvDRzE9UOD2aDDp1Oz4CceO4+oRtf3TSS/JS2k9yFEEcfuUWxj2odHh46vScoOv7x9Sq676L6VrXDQ7TZwMDceJKiTSiKgtPjp2zIPaT3PB3dio9AZ0QZfAUkd5VcESH2UFm9q9WXpX2jQcUayBy4+4fGZgZuKPhcYAishR/SIZH35xVQ7/QSF2UMw3iEOPQkRBlJizVT3hDoIZIYY2JbbetZlBYur0pDU2ijw0kDszHpdbx11VBizAb0ujAswxRCHDFkxmSfKUSbDNz0/mI2VTnIT4pu95FJ0SZ8qsoT5/TDrwaaKb7460bKXHp0qd1RznoJZeKr0GGUBCVC7IWyBhcJ4QhM6ovAVQ8JHXb/2Ngs0NRAnkmzofmJ+FWNGavb6C0kxBFC0zQen9SXhObgu8buIWsXFbAsRh2VjdsbIQ7IjeeCoTmYDDrirEYJSoQQrRwxgcmLL75Ihw4dsFgsDBs2jPnz50fsXKqqsanSjsvnZ1tdE6XNd22D5Xx3csPYTgzKTWDVtjoWFdYyf0s1A3IT6JKVgpLUEUxRgbXrQoi9Ul7vCn5J2i/bFoPeuGeBSUwa6AxQtX05V2K0ie7pNr5Yum3/xyLEIarS7uGf367hkbN68/ikvlw7piN5SVHkJUW1+fhLh+eRGG3krhO78cqlg7huTEfirUZ8funKLoRo2xHxbfijjz5i8uTJPPzwwyxevJh+/fpx4oknUlERmWTU0oYmUmLMOD3+4LanZqzj6fP6kZ+8febEqFe4dnRHjumURH2Tj5nrK+mWbqNfdjwn9U4nNloq+Aixrzw+lRqnt90bAnulYDYkdgLDHhxLbwjkmVStC9k8umsKszdWU1zb9np7IQ53To+fDRV2bp66hCenr+O7FaVM/ngpj5zZm54Z25cz6xQ4b3A2FwzNJTshir5ZceQmWsmMszJ/SxXpcfK3TwjRtiMix+Tpp5/m2muv5corrwTg5Zdf5ttvv2XKlCncd999YT+fz6cxa2MlgzskYdQreP0am6scPPD5Sq4d05GseAtev0aX1BjKG1w8/v1aTu6dwVkDstEDp704m4+uH75HtdqFEG2raHQB7P9SroZtUL4K+py358+Jy4bK0MBkRMck3p1TwLSFxdxxfNf9G5MQh6C8xCgUJdA6q9LuptIeWKY1+eOl/GVcZ4blJ9Lo8hFnMeLweKlzeKnHzVMz1lFc4+CGcV2YNDALnSzhEkK047CfMfF4PCxatIgJEyYEt+l0OiZMmMCcOXMic06/SkFNE8uLa7l0eF5w+7a6Jv7vq1Vc+84iNpQ3MntTFd8sL+X/zujFMZ0S6ZwSzfXNjaa+XCJLPoTYHy0JuAn7O2Oy5mswRUN67z1/TnwONJQE8lKaWYx6jumUxNT5hXh8slRFHHncXj8XDslptb3K7sGk12HW66i2eyiqc9Lo8qEoGqmxFv49qS9f3TKaK47pQGK09BwRQrTvsJ8xqaqqwu/3k5YW2iE9LS2NtWvXtvkct9uN2709Ia+hoaHNx7VHr1OYu7maQbkJgMJfT+nB27O3sq2uiewEK7cd14WBeQk0NHmxGPX4/Bp6g44b31/MtrpABROzIUy9F4Q4jOzvtbej8obAjEni/syY2Ctg/Q+Qf2wgx2RPteSiVKyB3OHBzSf2SufntRV8v7KUM/vvpkGqEAfY/l5/RoOOAbkJ5KfE8Orvm6lsdNMxOZpbj+tCUY0TlEC1ba9PJcFmJichihRZGSCE2AuHfWCyLx577DH+/ve/7/Pzo0w6OiRFodMpTF9Vjk9VuXFsJxKjTVTZ3Xy7vJTBHRKIsxoZ3jGRTRUObv5gMU7P9ruoZw+ULy3i6LO/196OyhtcGPUK0eZ9DfI1mPcSGKzQYeTePdUSH2jEWLYiJDDJSYyiT1YcL/22iTP6ZYanI70QYbK/15/VqKeiwc0v6yqYfHxX4qxGyupdvDxzEzeN60ycxUiPDBsmvY6shLYT4oUQYlcO+6VcycnJ6PV6ystDm5uVl5eTnp7e5nPuv/9+6uvrg/+Kior26pypNisPntaTZ35az2Uj8jitbyYfLSjiuZ82UOPw8H9n9OTrpcU43V7e+GMrV729MCQouXhYLjnyoS2OQvt77e2ouLaJpGjzvn35V32w6E0omg89zwz2I9ljigKJHaFkSatdZ/XPZG1Zo3SCF4ec/b3+rEY9Q/MTuHJkB6avLOOpGetZXFjL/Sd3p1NKNCmxFvKTYyQoEULss8N+xsRkMjFo0CB+/vlnzjrrLABUVeXnn3/m5ptvbvM5ZrMZs3nf17nqdAp5iVamXjOM71eWUljTxFUjO9AjM5aUGBOaz8c1YzoTZTKQGGOhZ2YsXy8vIdZi5IpjOtAlLWb/18ULcRja32tvRyuK69stU9ouRyWsmAZbZ4GrAbqdAmk9920AKV1h2yKwl0HM9psgPTJi6ZFu4/Ef1nJs1xQM+sP+/o84Quzv9ZcSa8GvqdgsRk7vl4nPrxJl1pMdbyXRJn/ThBD777APTAAmT57M5ZdfzuDBgxk6dCjPPvssDocjWKUrEiwmIx1TjFw3Op/6Jh96BeKizK2qjWTGW7lgaC5n9M9Er1Mkt0SIMPCrGiu21XPWgL1YErltEcx8HBQdZPSHrIFga3tWdY8kdw3kpWz5A/qcG9ysKAqXjujAA5+vYMqfW7huTKd9P4cQh5j0uCjS4yA73orD4yPOasJikr9rQojwOCICk/PPP5/KykoeeughysrK6N+/Pz/88EOrhPhIMBoMJNt2/2uMMh0Rv2ohDgkbK+w0ef10Tone/YNd9bBhOix+NxBM9D0fjGFIyDVYIK0XrPseek0E3fYvZ/nJ0ZzaN4PHv19H59QYxneP/GeREAdSjNVIjDUMzU2FEGIHR8y35ZtvvrndpVtCiCPLsuI6FCA/OabtB/hcsPIT2PAjOKoCsyQdRkGXE0EXxqVVeaNhzvOw7jvocXrIrguG5FJW7+LqtxZy7uBsTuiZTp/sOOlfJIQQQrTjiAlMhBBHj08XFdMlLQZrW0tI6grg18cCuR9Zg6Dz8RCfB9a48A8kLjNQlWvhG2BLg+yhwV16ncIdE7ry/coypq8q5eOFxQBkxluY0CONk3qnM6RDIsZ2clAqG92sLm3AoFPonRlHXJTcnRZCCHFkk8BECHFYmbu5mnlbarhjwk7d1Z3VgZ4kK6aBNRFG3AwxqZEfULdTA4n0P/0Dup4APc6AhDxAQadTOLVvBqf0SafK7mZLlZPVpQ18t6KUd+YUYDXq6ZUZS7d0G51SYkiINlJS5+KXtRUsKqgNnkKvKIzolMTYbimkxVqwu32U1rtoaPJiNenJS4yif248XVNtIXluHp+K3e3DqFeIMRukfLEQQohDmqJpmnawB3Gw1dfXEx8fT1FREbGxsQd7OEIc9mw22x59Cd7Ta8/p8fPi7wVMX11Jhd0DwA2xc9B7G1E8jpDHagYr/pTuoDuA9100DV3tZnRNNSGbVUs8GKNBZ8CXORAttqVrtsbWmibWljsoqnW1ecjeGTF0SY3Gr2qsLrOzsdIZseEbdApWkx6TXsGo19ES22haoNCAx6/i8Pjx+lv/uYgx67GZDcSY9cSYDZgMOvQ6BZ0CCux3MKRpGuoO43D7Av9UVUNRFAw6BUUJ7PergfEZ9TosRh0mgw6jTgmOQdU0vH4teAy/qqEoYDboMBt0mPSBsSs7jV3TNLTm34emaXhVDY9PxeVV8TWf02TQYTHoMOoVDM2/w129/pZj+tXAmFw+Fc8uxpQdb+EvY/JI2IOZs3Bff0KIPben159omwQmQHFxMTk5Obt/oBBij9TX1+/RF509vfbM2b1Iv/jxcAxNiMNW9ffPYV/+424fF+7rTwix5/b0+hNtk8CEQN+TkpKSfYpyGxoayMnJOezvOB0Jr+NIeA1wZLyOPb2W5No7+OT3GD6Hyu8y3NffofK69teR8DqOhNcAR8braO81yIzJ/pEcE0Cn05Gdnb1fx4iNjT1sL64dHQmv40h4DXDkvI5dkWvv0CG/x/A5XH6Xe3v9HS6va3eOhNdxJLwGODJex5HwGg4l0pJYCCGEEEIIcdBJYCKEEEIIIYQ46CQw2U9ms5mHH34Ys9l8sIeyX46E13EkvAY4cl5HpMnvKTzk9xg+R+rv8kh5XUfC6zgSXgMcGa/jSHgNhyJJfhdCCCGEEEIcdDJjIoQQQgghhDjoJDARQgghhBBCHHQSmAghhBBCCCEOOglMhBBCCCGEEAedBCaApmk0NDQgdQCEOLDk2hPi4JHrTwhxqJHABGhsbCQuLo7GxsaDPRQhjipy7Qlx8Mj1J4Q41EhgIoQQQgghhDjoJDARQgghhBBCHHQSmAghhBBCCCEOOglMhBBCCCGEEAed4WAPQIhDWY3DTbXDg9urEh9lJNVmxmTQH+xhCSGOMBWNLmodXrx+lcRoE2k2M3q93DsUQhxdJDARoh2bK+3c9uFSVmyrB8Bq1HPbcZ05b0gOidHmgzw6IcSRQFU11pQ2cOuHS9hU6QAgzmrkodN6cnzPNGKtxoM8QiGEOHDkdowQbSipa+LC1+YGgxKAJq+ff/+wjh9Xl0vdfyFEWBTXNXH+q3ODQQlAfZOXO6ctY+UOnz9CCHE0kMBEiDasLW2gvMHd5r6nf1xPRTv7hBBib/yyphy729fmvsd/WEutw3OARySEEAePBCZCtGFlSUO7+8ob3Lh8/gM4GiHEkUhVNeZvrWl3//py+yH9WePy+vH41IM9DCHEEUQCEyHa0DElut198VFGTAa5dIQQ+0enU+iREdvu/pxEK8ZDOAH+lg+W8MQPaw/2MIQQR5BD9xNPiIOof048NnPbtSGuH9ORVJvlAI9ICHEkOq1vJka90ua+2yd0JTnm0C20UdHgotIuy1qFEOEjgYkQbciMs/LBdcNJtW3/UqAocOGQHM4ZlINe1/YXCSGE2BtZ8RbeunIocTtU3zLoFG4/rgsjOiYexJHtntev4fNLIRAhRPhIuWAh2qDTKfTKjOWrm0dS3uDG7vaRGW8lKcZErEXKdwohwsNk0DMsP5HvbxtNWb0Lt89PVnwUyTEmotqZtT1U+FQVr19yTIQQ4XNof+oJcRApikJ6nJX0OOvBHooQ4ghm0OvIjLeSGX94fdZ4/Ro+VWZMhBDhI0u5hBBCCLHXfKqKT2ZMhBBhJIGJEEIIIfaaz6/hlRwTIUQYSWAihBBCiL3mUzV8qsyYCCHCRwITIYQQQuw1n1+VHBMhRFhJYCKEEEKIvSZLuYQQ4SaBiRBCCCH2mleS34UQYSaBiRBCCCH2ms+v4ZelXEKIMJLARAghhBB7RdMCPUykwaIQIpwkMBFCCCHEXmmZKZHkdyFEOElgIoQQQoi94pPARAgRARKYCCGEEGKvtCzhkuR3IUQ4SWAihBBCiL3iay4T7JNywUKIMJLARAghhBB7xdvc8V2WcgkhwkkCEyGEEELsle3J77KUSwgRPhKYCCGEEGKvyFIuIUQkSGAihBBCiL0STH5XNTRNghMhRHhIYCKEEEKIvbJjbomkmQghwkUCEyGEEELslR07vkv3dyFEuEhgIoQQQoi9smNuiVTmEkKEiwQmQgghhNgrO1bj8ksCvBAiTCQwEUIIIcRe8e4QjHilZLAQIkwkMBFCCCHEXglZyiUzJkKIMJHARAghhBB7ZcdZEkl+F0KEiwQmQgghhNgrO86S+CX5XQgRJhKYCCGEEGKv+HaYJfFJjokQIkwkMBFCCCHEXvHuMEvilRwTIUSYSGAihBBCiL2y44yJLOUSQoSLBCZCCCGE2Cu+kBkTWcolhAgPCUyEEEIIsVek87sQIhIkMBFCCCHEXtkx4V36mAghwkUCEyGEEELsFW/IjIks5RJChIcEJkIIIYTYKyHlgmXGRAgRJhKYCCGEEGKv7JhXIjkmQohwOaQDk5deeom+ffsSGxtLbGwsI0aM4Pvvvw/ud7lc3HTTTSQlJRETE8OkSZMoLy8/iCMWQgghjnxev4pJH/gK4ZOqXEKIMDmkA5Ps7Gz+/e9/s2jRIhYuXMj48eM588wzWbVqFQB33HEHX3/9NdOmTWPmzJmUlJQwceLEgzxqIYQQ4sjm82uYDYGvEF6ZMRFChInhYA9gV04//fSQn//5z3/y0ksvMXfuXLKzs3njjTeYOnUq48ePB+DNN9+kR48ezJ07l+HDhx+MIQshhBBHPK+qYjLqwC0zJkKI8DmkA5Md+f1+pk2bhsPhYMSIESxatAiv18uECROCj+nevTu5ubnMmTNnl4GJ2+3G7XYHf25oaIjo2IUQAXLtCXHwhPP68/m17Uu5ZMZECBEmh/RSLoAVK1YQExOD2Wzmhhtu4PPPP6dnz56UlZVhMpmIj48PeXxaWhplZWW7POZjjz1GXFxc8F9OTk4EX4EQooVce0IcPOG8/nx+FWMwx0QCEyFEeBzygUm3bt1YunQp8+bN48Ybb+Tyyy9n9erV+3XM+++/n/r6+uC/oqKiMI1WCLErcu0JcfCE8/rzqhp6nYJBp0gfEyFE2BzyS7lMJhOdO3cGYNCgQSxYsIDnnnuO888/H4/HQ11dXcisSXl5Oenp6bs8ptlsxmw2R3LYQog2yLUnxMETzuvP51fR6xT0OkVmTIQQYROxGZOmpiacTmfw54KCAp599llmzJixX8dVVRW3282gQYMwGo38/PPPwX3r1q2jsLCQESNG7Nc5hBBCCNE+X/OMiV5mTIQQYRSxGZMzzzyTiRMncsMNN1BXV8ewYcMwGo1UVVXx9NNPc+ONN+72GPfffz8nn3wyubm5NDY2MnXqVH777TemT59OXFwcV199NZMnTyYxMZHY2FhuueUWRowYIRW5hBBCiAjy+TUMzUu5vDJjIoQIk4jNmCxevJjRo0cD8Mknn5CWlkZBQQHvvPMO//3vf/foGBUVFVx22WV069aN4447jgULFjB9+nSOP/54AJ555hlOO+00Jk2axJgxY0hPT+ezzz6L1EsSQgghBOBTVfRKYMbEL1W5hBBhErEZE6fTic1mA2DGjBlMnDgRnU7H8OHDKSgo2KNjvPHGG7vcb7FYePHFF3nxxRf3e7xCCCGE2DNe/w5LuaSPiRAiTCI2Y9K5c2e++OILioqKmD59OieccAIQmAWJjY2N1GmFEEIIEWE7Jr9L53chRLhELDB56KGHuOuuu+jQoQNDhw4NJqTPmDGDAQMGROq0QgghhIgwn6qh08lSLiFEeEVsKdc555zDqFGjKC0tpV+/fsHtxx13HGeffXakTiuEEEKICPOrGjoF9IqCV5ZyCSHCJKINFtPT07HZbPz44480NTUBMGTIELp37x7J0wohhBAiggKBifQxEUKEV8QCk+rqao477ji6du3KKaecQmlpKQBXX301d955Z6ROK4QQQogIU7VAYKJTFPyaBCZCiPCIWGByxx13YDQaKSwsJCoqKrj9/PPP54cffojUaYUQQggRYaoGOgV0OlAlx0QIESYRyzGZMWMG06dPJzs7O2R7ly5d9rhcsBBCCCEOPX5VQ2mZMZHARAgRJhGbMXE4HCEzJS1qamowm82ROq0QQgghIqwlx0SRpVxCiDCKWGAyevRo3nnnneDPiqKgqipPPPEE48aNi9RphRBCCBFhgRyTwHIuWcolhAiXiC3leuKJJzjuuONYuHAhHo+He+65h1WrVlFTU8Off/4ZqdMKIYQQIsJULdDHJJD8frBHI4Q4UkRsxqR3796sX7+eUaNGceaZZ+JwOJg4cSJLliyhU6dOkTqtEEIIISLMr2oogE5RZMZECBE2EZsxAYiLi+OBBx6I5CmEEEIIcYCpKs0zJkjyuxAibCI2Y/Lmm28ybdq0VtunTZvG22+/HanTCiGEECLCduxjokryuxAiTCIWmDz22GMkJye32p6amsq//vWvSJ1WCCGEEBHmb05+VxQkMBFChE3EApPCwkLy8/Nbbc/Ly6OwsDBSpxVCCCFEhKnqDp3fZSmXECJMIhaYpKamsnz58lbbly1bRlJSUqROK4QQQogIC3Z+l8BECBFGEQtMLrzwQm699VZ+/fVX/H4/fr+fX375hdtuu40LLrggUqcVQgghRIT5tZYGi0iDRSFE2ESsKtcjjzzC1q1bOe644zAYAqdRVZXLLrtMckyEEEKIw5iqaihKoDKXXz3YoxFCHCkiFpiYTCY++ugjHnnkEZYtW4bVaqVPnz7k5eVF6pRCCCGEOAD8O1Tl8vj9B3s4QogjRET7mAB07dqVrl27Rvo0QgghhDhAtGDyeyDfRAghwiFigYnf7+ett97i559/pqKiAlUNnev95ZdfInVqIYQQQkSQX5LfhRARELHA5LbbbuOtt97i1FNPpXfv3iiKEqlTCSGEEOIACuSYSLlgIUR4RSww+fDDD/n444855ZRTInUKIYQQQhwE23NMpMGiECJ8IlYu2GQy0blz50gdXgghhBAHiapp6HSBqlwSmAghwiVigcmdd97Jc889hyYfWEIIIcQRRVVBQUEBWcolhAibiC3lmjVrFr/++ivff/89vXr1wmg0huz/7LPPInVqIYQQQkRQyIyJ9DERQoRJxAKT+Ph4zj777EgdXgghhBAHibpDHxPp/C6ECJeIBSZvvvlmpA4thBBCiINE0zRUjWDyuyzlEkKES8RyTAB8Ph8//fQTr7zyCo2NjQCUlJRgt9sjeVohhBBCREhLHKI09zGR5HchRLhEbMakoKCAk046icLCQtxuN8cffzw2m43HH38ct9vNyy+/HKlTCyGEECJCWmZIdNLHRAgRZhGbMbntttsYPHgwtbW1WK3W4Pazzz6bn3/+OVKnFUIIIUQEtcyQ6BTQ6aSPiRAifCI2Y/LHH38we/ZsTCZTyPYOHTqwbdu2SJ1WCCGEEBG0PTBRmpdyHeQBCSGOGBGbMVFVFb/f32p7cXExNpstUqcVQgghRARtX8qFLOUSQoRVxAKTE044gWeffTb4s6Io2O12Hn74YU455ZRInVYIIYQQEdQSh7RU5VIlMBFChEnElnI99dRTnHjiifTs2ROXy8VFF13Ehg0bSE5O5oMPPojUaYUQQggRQerOye+SYyKECJOIBSbZ2dksW7aMjz76iGXLlmG327n66qu5+OKLQ5LhhRBCCHH4aAlEFCXwT2ZMhBDhErHA5Pfff+eYY47h4osv5uKLLw5u9/l8/P7774wZMyZSpxZCCCFEhMiMiRAiUiKWYzJu3Dhqampaba+vr2fcuHGROq0QQgghIiiYY6JrbrCoHtzxCCGOHBELTDRNQ1GUVturq6uJjo6O1GmFEEIIEUH+HcsFSx8TIUQYhX0p18SJE4FAFa4rrrgCs9kc3Of3+1m+fDnHHHNMuE8rhBBCiAOgZSmXIp3fhRBhFvbAJC4uDgjMmNhstpBEd5PJxPDhw7n22mvDfVohhBBCHAAhnd8VBY32V0kIIcTeCHtg8uabbwKBDu933XWXLNsSQgghjiD+kOT3wDZVA73EJUKI/RSxqlwPP/xwpA4thBBCiINE1UKrckEgWNHrJDIRQuyfiCW/l5eXc+mll5KZmYnBYECv14f82xOPPfYYQ4YMwWazkZqayllnncW6detCHuNyubjppptISkoiJiaGSZMmUV5eHomXJIQQQhz1/M1VuBQFdM3BiCTACyHCIWIzJldccQWFhYU8+OCDZGRk7NPa05kzZ3LTTTcxZMgQfD4ff/3rXznhhBNYvXp1cInYHXfcwbfffsu0adOIi4vj5ptvZuLEifz555/hfklCCCHEUS90xiSwTRLghRDhELHAZNasWfzxxx/0799/n4/xww8/hPz81ltvkZqayqJFixgzZgz19fW88cYbTJ06lfHjxwOBHJcePXowd+5chg8fvj8vQQghhBA72Z5jwvalXDJjIoQIg4gFJjk5OWhh/qCqr68HIDExEYBFixbh9XqZMGFC8DHdu3cnNzeXOXPmtBuYuN1u3G538OeGhoawjlMI0Ta59oQ4eMJ1/bXMmCiKQstiCFVmTIQQYRCxHJNnn32W++67j61bt4bleKqqcvvttzNy5Eh69+4NQFlZGSaTifj4+JDHpqWlUVZW1u6xHnvsMeLi4oL/cnJywjJGIcSuybUnxMETrusv2Pl9xxkTCUyEEGEQscDk/PPP57fffqNTp07YbDYSExND/u2tm266iZUrV/Lhhx/u99juv/9+6uvrg/+Kior2+5hCiN2Ta0+Igydc119ouWBZyiWECJ+ILeV69tlnw3asm2++mW+++Ybff/+d7Ozs4Pb09HQ8Hg91dXUhsybl5eWkp6e3ezyz2RzSkV4IcWDItSfEwROu6y+Y/K7boY+Jut+HFUKIyAUml19++X4fQ9M0brnlFj7//HN+++038vPzQ/YPGjQIo9HIzz//zKRJkwBYt24dhYWFjBgxYr/PL4QQQohQwRkTJPldCBFeEQtMADZt2sSbb77Jpk2beO6550hNTeX7778nNzeXXr167fb5N910E1OnTuXLL7/EZrMF80bi4uKwWq3ExcVx9dVXM3nyZBITE4mNjeWWW25hxIgRUpFLCCGEiICQGZOWPiaSYyKECIOI5ZjMnDmTPn36MG/ePD777DPsdjsAy5Yt2+Ou8C+99BL19fWMHTuWjIyM4L+PPvoo+JhnnnmG0047jUmTJjFmzBjS09P57LPPIvKahBBCiKNdy7KtQPJ78zaZMRFChEHEZkzuu+8+Hn30USZPnozNZgtuHz9+PC+88MIeHWNPyg1bLBZefPFFXnzxxX0eqxAtKhpcOD1+jHqFZJsZs0F/sIckhNhBjcNNo8uHXlFIiDYRbY7oxL9og19rI/ldZkyEEGEQsU/0FStWMHXq1FbbU1NTqaqqitRphdgnDU1e5m6u5tFv11BY48Rs0HHekBz+MrYTGXHWgz08IY56Lq+f1SUNPPjlSlaVNKDXKZzQM437T+lBbmLUwR7eUWXHPiYtgYnMmAghwiFiS7ni4+MpLS1ttX3JkiVkZWVF6rRC7JM5m6u57t1FFNY4AXD7VN6dU8BN7y+mqtG9m2cLISJtU6Wdc1+Zw6qSQFNAv6rx/coyzn9lDiV1TQd5dEcXNaTze2CbX6pyCSHCIGKByQUXXMC9995LWVkZiqKgqip//vknd911F5dddlmkTivEXitvcPHIN6vb3Le4sI7iWucBHpEQYkeNLi9PTl/X5nKh0noX87dUH4RRHb1C+pjoZCmXECJ8IhaY/Otf/6J79+7k5ORgt9vp2bMnY8aM4ZhjjuFvf/tbpE4rxF5zuH0U17Z/x3VxUd2BG4wQohW728e8LTXt7p+xulyqQh1A25dygbLTNiGE2B8RyzExmUy89tprPPTQQ6xYsQK73c6AAQPo0qVLpE4pxD4x6nUY9Qpef9t/WFNt0hBQiINJr1NIjDbh9LR9AyEjzhq8cy8iryUGlBkTIUS4RbycSU5ODjk5Ofh8PlwuV6RPJ8ReS7aZOKt/FtMWFbfaZzbo6Jcdf+AHJYQISokxc92Yjjz05ao29583OPsAj+joFrKUSxosCiHCKOxLub7++mveeuutkG3//Oc/iYmJIT4+nhNOOIHa2tpwn1aIfWY1Grjj+K70zLCFbDcbdLxx+WDS4mTGRIiDSVEUTuqdzvE9U3faDv86uzeZ8VI570Da3mBxhz4mMmMihAiDsM+YPP3005xzzjnBn2fPns1DDz3EP/7xD3r06MEDDzzAI488wtNPPx3uUwuxzzLjrbx11VAKqp0sKqglPc7CoNwE0uLMmPTSy0SIgy3VZuHxSX257TgXszdVE2PWc0ynZFJsZullcoAFc0zYsVxwYN/oJ37hodN6cXzPtIM1PCHEYSzsn+arVq0KCTo++eQTjj/+eB544AEg0BDxtttuk8BEHHJSbRZSbRaGdEg82EMRQrQhMdpMYrSZ3llxB3soR7WW0sCBGZPtOSY+v0pRTRNbquyABCZCiL0X9qVcjY2NJCUlBX+eNWsWxx13XPDnXr16UVJSEu7TCiGEEOIAUENyTJq3aRouXyBisbt8B2toQojDXNgDk6ysLNasWQOA3W5n2bJlHHPMMcH91dXVREVJl14hhBDicNSS6L5zVS631w9Ao1sCEyHEvgl7YHLuuedy++238+6773LttdeSnp7O8OHDg/sXLlxIt27dwn1aIYQQQhwAqqYFZ0p2rMolMyZCiP0V9hyThx56iG3btnHrrbeSnp7Oe++9h36H5OEPPviA008/PdynFUIIIcQBoKpaMCDZsSqXq3nGxOGRwEQIsW/CHphYrVbeeeeddvf/+uuv4T6lEEIIIQ4Qf0hgsn0pV0tg0igzJkKIfRT2pVwtxo8fT11dXavtDQ0NjB8/PlKnFUIIIUQEqVqghwywQ7lgDXfzUi4JTIQQ+ypigclvv/2Gx+Nptd3lcvHHH39E6rRCCCGEiKBAjkkgIGkJUPwqwRkTyTERQuyrsC/lWr58efD/r169mrKysuDPfr+fH374gaysrHCfVgghhBAHgF/V0DXf1twx+d3tbU5+l6pcQoh9FPbApH///iiKgqIobS7ZslqtPP/88+E+rRBCCCEOAL+moW/JMWkOUDRte46JBCZCiH0V9sBky5YtaJpGx44dmT9/PikpKcF9JpOJ1NTUkCpdQgghhDh8aBoobSW/a81Vudw+NE0LPkYIIfZU2AOTvLw8AFRVDfehhRBCCHGQBapyBf7/joGJv7kjvAY4PX6izWH/iiGEOMJF9FNjw4YN/Prrr1RUVLQKVB566KFInloIIYQQEeBvq4/JDku5ILCcSwITIcTeitinxmuvvcaNN95IcnIy6enpIVO6iqJIYHIIa2jyUlLfxKeLiilvcHFy7wz658aTEWc92EMTQjSrsrvZXGnnk4XFoMC5g3LIT4kmOcZ8sIcmjnCapqHTtVTlUlBorsrl234DstHlIy32IA1QCHHYilhg8uijj/LPf/6Te++9N1KnEBHQ6PLy6eJi/v716uC2r5aV0iEpivevGU5WggQnQhxslY0uHvh8JTNWlwe3fbywmJN6pfHIWX1IsUlwIiLHr2nsmD2i0yn425gxEUKIvRWxPia1tbWce+65kTq8iJCKBndIUNJia7WTF37ZEPKHRwhxcCzcWhsSlLT4YVU5SwprD8KIxNHEr27PLYHAci5VDTRYbFna5ZDARAixDyIWmJx77rnMmDEjUocXEfLjmtZfdlp8tmQbNY7WTTOFEAdOQ5OXN2ZtaXf/lD+30OjyHsARiaONqm3vYwKBIMWvBmZM4qxGQLq/CyH2TcSWcnXu3JkHH3yQuXPn0qdPH4xGY8j+W2+9NVKnFvuhsan9PyZun4qqaQdwNEKInflVjaZdzFza3T58qlynInJUVUNhxxkTpTn5XcVmMVDr9MqMiRBin0QsMHn11VeJiYlh5syZzJw5M2SfoigSmByixnVP4cXfNra5b2iHBGIOYJWV8noX1Q43Xr9GUoyJVJsZk0F64IijW6zVyMm901lV0tDm/tP6ZBJnMba5b19V2d3U2D00ef0kRBlJjjETJRWXjlr+VjMmgVkUt9eP1Rh4X3j90jJACLH3IvaXZcuW9pcaiENXh6RojumUyOxNNSHbjXqFh07vRXyUKeJj8PlVVm6r5y/vL6ak3gWA1ajnvpO7c2b/zAMyBiEOVXqdwlkDsnh7TgGVje6Qfak2M6f1ywhWTAqHLVV2bnxvMWvLGgEw6BQuGZ7LTeO6SJL9UUrdoVwwNCe/q4FZdZNBh0Gn4JVZOyHEPohYjok4PCXbzDxz/gDuP7k7abFmzAYd47un8NXNo+iaFnNAxlBS7+LC1+YFgxKAJq+fh79axZKiugMyBiEOZdkJUXx24zFcMjwXm9lArMXApcNz+fTGY8hOiArbeUrrm7j4tXnBoATAp2q8NbuAD+cX4pO74kclVds5+V0J9jEx6nUY9Apen7w3hBB7L2IzJlddddUu90+ZMiVSpxb7KS3WwrWjO3LWgCxUVSPGYsAW5qUhuzJ9VVm7a+ifnL6OftlxJEbLnVpxdMtJjOLB03py07jOKCgkRBsxh3mp45ZKR8gNgh299sdmJg3KJjNeSogfbfza9s7vEFjK1ZL7ZDIoGHQ6WcolhNgnEQtMamtDS1Z6vV5WrlxJXV0d48ePj9RpRZjodAppsZYDfl5N03ZZ7nRTpR23V/7gCQFgNugj2vh0Y6W93X0NLt8uk/DFkavVUq4dqnLFmA2BGRMJTIQQ+yBigcnnn3/eapuqqtx444106tQpUqc9Yvn8KtUOD5oGRj14/BpWo/6Iy7dQFIV+2fF8t6Kszf35ydGYjLICURxa6pyBxHCzQYfHpwIKidEmTIbD+73aKaX95ZsxZgMWuRaPSn5VQ9lxxkS3vSpXQlQgx8TjlxwTIcTeO6BlVXQ6HZMnT2bs2LHcc889B/LUh7WSuiamzivko4VFeP0qx3VP5ewB2Xw4v4CLhufROzOOWOuBW2oVaSf1TufpH9fjbmON8uTju5Eky7jEIaLB5WVNSQOvz9rCpcPz+GlNOd+tKEXV4PS+GVwzuiM5ieHL+TjQOiZHkxZrprzB3Wrf1aM6kGo78LOq4uBrnWMSCFbcPn9z8rss5RJC7JsDfrtr06ZN+HxS33xPldY3ccnr83jh141UNrqpc3r5dPE2bvlgMecNyeWyN+YzY3X5EZWEmhVvZeo1w0Iq/pgNOh44pQdDOiQcxJEJsZ3Pr/LrmgrOf3Uu5w3O5q+fr+CdOQVU2T3UODy8PaeAiS/NprjWebCHus8y4q1MvWZ4yMyJToGLh+ZyyfA8jHqZMTkaqdpOMyaKgr95xsRkkOR3IcS+i9iMyeTJk0N+1jSN0tJSvv32Wy6//PJInfaIM3tTNZurHK221zq9/LCyjON6pPGPr1cxolMSWUdIEqpBr2NgXgJf3zySKrsHr18lOcZMis2MxSh9TMShoaLRzcNfr2JATjyrSxoorm1q9ZjKRjefLirm5nGd0R+mX+I7pcbw4XXDqba7cXr9JEabSI42EXMAC2KIQ4t/pxwTg07B69Nw+fyY9M3lgo+gm2VCiAMnYoHJkiVLQn7W6XSkpKTw1FNP7bZilwhwenx8sWRbu/tnrq/kipEdmL6qjFqH54gJTCCQa5IeZyU9gom9QuyPOqeHOqeXgQMTmLm+qt3HfbO8lIuH55Ecc/guQUyxmaVniQhStdDAxKjX4fb5cXvVYLlgyTERQuyLiAUmv/76a6QOfdQw6HREmdqfIbAY9cHpcoM+fA3VhBC7p29ufe31q1hN7c+GWE169GFseCjEwbbzUi6jQYfLq+LyBnJM9JJjIoTYRxFPfq+srGTdunUAdOvWjZSUlEif8ohhMui4fEQHpq8qb3P/Gf0zmbG6nNzEKBIPcHWuGoebbbVNzFhdjlGn4/heaWTEWfa6SpjPr1JS72LOpio2VzoYlJdA76y4Q7I3gs+vUlrvYu7majZW2OmfG0+/7PhDcqwiMkrrm1i1rYEFW2s4oVc6+cnR/LymgpvGdebPjdVtPufKkR1IiMD1WevwUFLfxIzmz4cTeqWRGWclITpynwUVDS42Vzr4bX0FyTFmjuueSlqshSjzAa2j0kppXRMrS+pZuLWW/ORojumcTEasBeNhXhXtUOXza+hDZkwUmrw+fKomS7mEEPslYn9NHA4Ht9xyC++88w6qGviA0uv1XHbZZTz//PNERR2+lWoOpA7J0ZzeL4Ovl5WGbB+QE0+n5GheKW9k6rXDST2APUcqG108+s0avlxWEtz29E/ruWpkPjeP70ziHn4x8vlVlhTVccnr80IqcKXFmvnwuuHkJx+YTvN7QlU1Vmyr56LX5oX0bkiJCYy1U+qhM1YRGQXVDi58dW6w4eD3K8t48LQe3P7hUvyqxrhuqfy6riLkOaM6JzOyU3LYx1Jtd/PE9HV8tKAouO25nzdw4dAc7jqhG0kRWDZWVt/Ede8sZPm2huC2f363hv+c04+Te6cTfZCCk61VDi58bS6lOzSCNBt0vHP1UAblJmA4THN7DmU+VQuZBTTpdTQ0BYraBKpySWAihNg3EfvEnjx5MjNnzuTrr7+mrq6Ouro6vvzyS2bOnMmdd94ZqdMeccrqXfTMiOX5Cwdwdv8sTu2TzgsXDeDm8Z3ZVufkh9vH0Dsz9oCOaf6W2pCgpMWUP7ewvrxxj49T3ujm6rcXtCoLXN7g5u5PllPn9Oz3WMOlrMHF1W8vbNVQrtLu5vaPllLjaF1OVRw56ps83P/ZipAu6IU1Tv7780ZeumQQLp+Pcwdn8fplgzmrfyan983gvWuG8cz5/SJy02BZcX1IUNLig/lFrNxWH/bzeXx+pszaEhKUAGga3P3JMsob2u4OH2l1Tg/3fbY8JCgBcPtUrnlrIeWNcl1Ggs+votOF5pjUNQU+r036wFIuj09yTIQQey9it7g+/fRTPvnkE8aOHRvcdsopp2C1WjnvvPN46aWXInXqI4bHp/LW7C18tayUOKuRYzolYdApfL+iDINewaBTOGeQ/oDeEaxzenj9j83t7p8yawv9cuKwGnf/1iqqcQbvsu1s4dZaahyeQ6aBZFm9ixpH24HSim311Dq8JEp/lSNWjcPL7E2tl2qt2FbPZVPm8+VNI+mVFYtBp2N891SAkC9u4dTo8vLa7+1fg6/9sZlBeYnEWML38V7t8PD+vMI292ka/Li6nOuPPfCzhrUOD3M317S5r9HtY2uV44gqCnKo8Ppbz5iUOL1AIN9EOr8LIfZVxAITp9NJWlpaq+2pqak4nYdvXf8Dya9qVDd/Ga5v8vL9ytBu6BlxFnzqgb0r5fWr1DV5291f4/Dg82uwB5VEG13tHwdo7qB9aLC7d917x+3z73K/OLztridDUa2TfjnxQOQCkuBY/Cr1u7gGa53esH8pVFUNh6f993il/eDMTHh28zobdvF7EvvOp6pYDNsLsxgNuuB7smUp16H0+S2EOHxELDAZMWIEDz/8MO+88w4WS2ApQ1NTE3//+98ZMWLEHh/n999/5z//+Q+LFi2itLSUzz//nLPOOiu4X9M0Hn74YV577TXq6uoYOXIkL730El26dAn3SzrgrCY9Fw7N5YZjO2EzG/BrgcTCz5dsY8qfWxnbNYW4CHV896sa5Q0u6pu8GPUKCVEmkmLMxFmNHNs1hS1t9FaBQAJutGnP3lYdU9q/wxofZTykutnnJEahKIG7wzuzmQ0R+++wI69fpaLRTUOTF5NBR2K0KSJJ1Ucjn1+lfBe/W5vFQHKMiUaXj/OH5DC6SzJev4ZBp/Dj6nK6pdnCOp4qu5tahwefqhEfZSTNZgkGPLEWI+O6p7K6tKHN507okYYtjLMlAFFmAwNy41lSWNfm/nHdUsN6vj1lsxhJjDa1O5vZJcz/XXbU6PJSbffg9PiJsRhIPYr6LHn9GtGm0KVcjc03bwJLuRSadhHICiFEeyIWmDz77LOcdNJJZGdn069fPwCWLVuG2WxmxowZe3wch8NBv379uOqqq5g4cWKr/U888QT//e9/efvtt8nPz+fBBx/kxBNPZPXq1cGA6HDl86tkxlu5e9oyNlUGAoFUm5m/ndqDly4eSPd0W0T+EDY0eflpTTmPfLOa2ubp+Z4ZsTxzfn+6psVwxTEd+GRRcatZhOQYE6f0ydjjO8bJMWYmDczi08Wte7Xcd3J30g6hvglJMSYuHJrL1DaWs9x9YreIFx+odXj4alkJT05fF/wCMCA3nqfP63dIFQk4HNU5PXy1tIT/7OJ3mxZr4aHTemE16fh08Tauf3cRqhaoRjRpYHbYEr9VVWNNWQN3fLSU9eV2IHBdPXJmb0Z3SSbGYsSg13H+kBzem1vQauYkzmpk0qDssC/vTIgy8dBpPZn00mx2nqTtmWGj80Eq/pAWa+Gvp/TgrmnLWu07s38myTGRCdxL6pr4+9ermLG6HE0LJNtfOiKP68d0Oir6vbROfleCN20CMyY6PH6ZrRJC7D1F09q6BxweTqeT999/n7Vr1wLQo0cPLr74YqzWfVvzqyhKyIyJpmlkZmZy5513ctdddwFQX19PWloab731FhdccMEeHbehoYG4uDjq6+uJjT2wieS7sqnCzmnPz2qVcK0o8MG1wxmcG4/BEP7A5I8NlVz6xvxW2+OjjHxzyygy46xsrrLz2Pdr+WVtBTpF4eTe6dx1Yjc6JEXv1bkqG918vmQbL8/cRI3DQ4ekKO47uTvDOyYdMvklLaoa3Xy1rIT//baRKruH3MQo7jmpG6M6J0d8rF8u2cZtHy1ttT091sLnfzmGjMN0Hf2hcO19tbSEWz9c0mp7WqyZL/4yMvi7LW9wcfcny/l9fWWrx140NIe/ndpzv8vmFtU4Ofm5P9pcOvjJDSMY3CERCHz2baly8PgP6/hxdWCJ5wm90rnnxG7kJ0ejKOFfTtbk9bOmpIFHvl3NksI6rEY9Fw7N4doxHck4iI1Q65u8zNtczWPfr2VLlYOEKCPXj+nIpEE5EQkSqu1urn93EQsLalvtu25MRyYf3/WwmTnZ1+vvpGd/JzcxiitH5gMwbVERnzXfYHrmvP58t7KU4lon3982JiLjFkIcuSI2Y/LYY4+RlpbGtddeG7J9ypQpVFZWcu+99+73ObZs2UJZWRkTJkwIbouLi2PYsGHMmTNnjwOTQ5GqanyxdFuroAQCy4le+m0T/57Ym4z48JZdrnG4+ff3a9vcV+f0MmdTNecOzqFzqo1nz+8fXMOdEG0iag+XcO0oxWbm6lH5nNEvA69fw2zUkWo7NGe6km1mrjimA6f0ycDrVzEbdAekTHN5g4v/zFjX5r6yBherSxsO28DkYKtocPHE9Lbf7+UNblaVbP/dNrp8bQYlAB8vLOb6YzuRt5+ByfRVZe3mMz0xfS2vXjqY+CgTiqLQMSWGp87rS72zJygQZzUQY47ckkKrUc/AvATeuHwITo8PnaKQHGPCFIGbI3sjzmrkhF7pDMhNwOX1Y9TrSLGZI9bUsqLR3WZQAvD27K1cOjyPnMQjuxy+r43k9+D/bykXLFW5hBD7IGKBySuvvMLUqVNbbe/VqxcXXHBBWAKTsrLAncKdk+zT0tKC+9ridrtxu7cnazY0tL1W+2By+9R213MDrCltoMkb/uRCt09lTTtr1wHmbg4EJhBY322z7P8XIb1OIf0g3nHdGzqdQnrcgQ2c3D6V4tqmdvcvLarjuB6tC00cig61a293v9slRXVM6Bn43VY2tl8S16dq7VaY21M+VWX+lrYrTAGsLW2kyesnfodtMWZjRIORtiRGm/a4V9GBdKCWUO3q/eL2qTS69u99EEnhuv68qhoSmBh3DEyaGyzurjCBEEK0JWJ1ZsvKysjIyGi1PSUlhdLS0jaeceA89thjxMXFBf/l5OQc1PG0xaRX6JDc/l23YfmJGHUKlXX2faoI5fL6qWh0teoVotcpZCW0HyR0S9+3ZNJGl5fKRhcOt6w73ltGvUJ8VPtfPjvtoojAoeZQu/YMeoWEXf5uo8Fjh8Yy4q27vo8TH2WkxuGmstHdbkWi7ddB6y+vBp2Ormnt/7fMjLeG3JnenVqHh6Iaxy4DKrH3UmztB2U6BaLNh+4yrnBdf/6dc0wM29+XRoOCQa+TcsFCiH0SscAkJyeHP//8s9X2P//8k8zMzLCcIz09HYDy8vKQ7eXl5cF9bbn//vupr68P/isqat2o7GDT63VcNDSXnZeK63UK/zyrN+O6pXLTB0uY9OoCHvlqJVsqG/HvQelgr09lU4Wdh75cyaSXZnPlmwuYsaqM6uZynykxZm4a17nN5xr1Cif0bP/32pbGJi8Lt9Zw0/uLmfjSbG77cCnLi+va/GIm2pYaY+b6MR3b3Bdl0jMoL+EAj2jfHWrXXqrNssvf7ZAsK3xyFbxxAsk1i9sMHAw6hdcuG8zCghoumzKfSS/N5p/frmZrlQO1+Zqsb/Iyd3M1N7y7iIkvzWbyx8tYua0epyf0Ojh7YHa7S5Bum9Bljzq61zndLC2s5Z5Pl3HR6/O49cOlzFxfScVBaoJ4pMmIs5LbzlKtk3qlkxShhPtwCNf1t/NSrh1nTIx66fwuhNh3EQtMrr32Wm6//XbefPNNCgoKKCgoYMqUKdxxxx2t8k72VX5+Punp6fz888/BbQ0NDcybN2+XJYnNZjOxsbEh/w5FeUnRPH/BAKw7JFJOntCF2ZuqmDxtGcuL6ymscfLe/GJOff5PNlXsvuv6uvJGTvnvH3y8sJiimiaWFNVx3buLePrH9dQ5PRRUO/GrGhcMyQkJimItBqZcMYTM+D1fxuT2+vl2ZSnnvDyH3zdUUVTTxE9rKjjjhT/5fX0lPvnDtUf0eh3nDMrm3EHZIdsTo028f80wMg+j/JJD7drT6xQmDcpp9btNiDLy/uX9yPjyfFg/HeoKSPnhel47PanVDNVjE/swbWERd3y0jJXbGiiscfL2nAJOe34WW6ocNHn9fL5kGxe8Opc/N1VTVNPE9FVlnP7CLOZsqmbH+iNZ8VZeu3QQ0abt17xep3DzuM4My0/c7etRVZX5W2o5+6XZ/Li6gqKaJuZsqubyKfP5bMk2Gpxtl9UVey4t1sJbVw4hLyk0OBnWMZEHT+95wJfW7Y1wXX9ev4peCa3KBYGbVzpFaQ5MJMdECLH3IpZjcvfdd1NdXc1f/vIXPJ7AH0OLxcK9997L/fffv8fHsdvtbNy4Mfjzli1bWLp0KYmJieTm5nL77bfz6KOP0qVLl2C54MzMzJBeJ4eraLOBE3qm0evWURTVNuH1qSTGGPnPjPWtHuv0+Hn02zW8cNHAdvt/1Dg8/O2LFbjbWGby/rxCLhuRx+t/bOaTxdu4eFgeUy4fQnmjC6tRj16nEGsx7FWia2Wjm//7alWb+/76+Qr65cQfVl+qD6YUm4W/ndaTG8d2oqDaic1iIDPeSnqsJeIN/Y50KTZz699tjI70Ly9EV7Jg+wPtFeR9MZEPjn2c8vQxVDp8ZMVbsbt9zFhd3uq4drePJ6av46HTevCvb9e02q9pcN9nK/jq5pHBqlYWo57RXVKYfscYimubcHv9dEiOJinGTMweJNYX1Tbxty9Wttlv5+kZ6zm+Zxqxh1i1u8NRx5QYPr5+BOUNLqrsbrLiraTYzCRGH/mlgiGQU2XYccakeSlXy5Iug14nN56EEPskYoGJoig8/vjjPPjgg6xZswar1UqXLl0wm/fug3vhwoWMGzcu+PPkyZMBuPzyy3nrrbe45557cDgcXHfdddTV1TFq1Ch++OGHw76HSQuTUU9+Sgz5KTFQsZbn5tvbfewfG6tocHnbDUwamrwsLapv9/mzN1WzvtyOpsF7cwt4b24BsVYDHp+Ky6ty/pAc+uXs+bKhikY3rnYS9GudXmocHglM9kKc1Uic1bjLxpRi37T63ZYshaLZrR9oLyf12ytIveYX6D4IgH991zroaPHj6jImH9+l3UTgykY3dU5vSLldo0FHdkIU2Ql7X9mpzumlorHtLuwev0phtfOwykk6lKXFWkg7AFX5DkWBHJPQhHcAsz5w40pmTIQQ+ypigUmLmJgYhgwZss/PHzt2LLtqtaIoCv/4xz/4xz/+sc/nOGyoPgw7Lb7LSbQSbTJQUO3E41fZ1b3z3d1YN+p0rZ6/Y6Uh417emd9dK4UItFoQIjzae3MarZCQD8btX0ijTDq6p9uwu32tKjbpdcpue4qE8zrY3SUaqRK64uji86vsWIehJTBpmTHR6wM5JpqmRaSnjhDiyBXxwEQEqKpGaUMTa0sbKahx0isjlg7J0Xt3x80Sx4RuUfzn93JGd0nmimM6UFDtpK7JQ8+MODRN22Wjv/goE6M6JzNrY1Wb+0d0TmJjRSNLi9ueVTlncHarbXVOD5WNbuZtqcGo1zE0P5GUGBMxFiOpsRZiLQYa2iifmR5rIekoWfYgDj6/qlFa38TqkgaK65rokxVHXmJU+31oopMhJhXsFYGf9SYY9wAkdYLylTgaG6hS6qhxaRzTKQW/Gsj5yUmM4o1ZW5izqRqAM/tnYbMYiDLpcXpaV8/LSbSSuI9LqxqavMFrDwI5DnFWI7mJURTWOFs93mrUk5MoM5Ri/+3c+b1lKZfRENhm0OnQCFx3Br0EJkKIPSeByQGgaRprShu46PV51DdtL5ebnxzNO1cN3eNmXG5rKm5jIw+f3pMYs4Eb31scskTkmE5JDMy2EW1ue6lGrNXI/53Ri0kvzQ4ZB8A9J3Yj1WbmmjEd+XFNBdvqQu/8njs4u1Ulmmq7m2d/2sC7cwuC2xQF7j+5B+cPySHNZubp8/tz3TsL2bFgmFGv8Mz5/UiLlcBERJ5f1VheXMelb8wPaV7YLT2GKZcPIautJVMxGXD2q/D+OaD64OyXYcl78NPDNA6+mS+KrKSlunjl980s2qHZntmg47GJfdApsKHczq3HdSEp2sST5/bjpqmLQ3I/THodz5zXf5+adNY6PLz2x2b+99umkO1PnduPJ87py+VT5ofkkikK/POs3qQdoF4f4silaVpzYBJaiQu2z5y05J94/RoHuf+mEOIwI4HJAVBa7+LyN+e3Cga2VDm4/7PlvHjRQOL24K5pmd3HpFfm8/H1Izj35Tn4dioPPHtTNe/OLeC2E3qElG/cUaeUaL65ZRTfLCvht/WVpMaauWpkPh1TYoINE6fdMIJf11bw9fISYswGrhyZT/d0W6vEzoUFtSFBCQQSev/13RqG5ifQPyeBkZ2S+OH2Mbw7p4B15Y30yYrjomG55CRYZYpfHBBl9U1cPmV+q47q68rsPPrtGp48ty/RO1dS0ukgdwTcOAc2/wblq2DTL2CMorDThcxe5CahtjIkKIFAg717P13OpzceQ1K0OdgTaGy3FL6/bTRvz97KpkoH/XPiuWBIDtn7OIOxprShVVACcOe0ZUy/bTRf3zKKD+cXsrKkgdzEKC4fkUd2QhRRh3DFKHF4aClL31bn9+3J74F9Hr+KFYlMhBB7TgKTA6C0vokqe9tlOmdtrKbG4dmjwGTOpmq6pNr4fUNVq6Ckxdtzi7l4WC4ZiW03QlQUhZzEKK4/thOXjuiA0aBg3umWVma8lYuH53HmgEwMOgWLsfXbpM7p4aU2vhi1eHPWVv5zbhxWk4GuaTYeOr0HLq+K1ajHsBdN4oTYX5urHG0uJwSYvqqM+07u3jowgUAeSUpXMEXDK6MB8Hc6nndXNHFy70zu/XRFm8f0+jXWlTVy7uD44LYok4Hu6bH8/YzeuH3+/boO7G4vL89s/9p77Ie1vHjRQO49qTt2t48okx6rST7qRXj42ghMjMFywS0zJoH/lV4mQoi9JX+tDoAax667nbva6RK9s5K6JmKtBqraqboD0Oj2tRu07EinU4ix7Po//67q8Xt8KlX29sdR3ujC6/cH76AZ9XqMerlzJg68yl1cL6pGu13at9PAGcgZ8VqTKK3WMOh1NHlb54y0KKtvu5mhyaAL6ZK9Lzw+lcpdXHstneejo02YjXLNifBqCTZC+pgY2lvKJYGJEGLvSGByAOQnt59DEmM2ELtDgFDn9FDv9KIogXXhLq+KX9OIsxgZ3CGRDxYUcf7gnFZLqFp0S7O1ujuqaRplDS7sLh9mo47EaNMugw67y0d5owuXN3BnN9qkp8nrx6dqxFiMpMdasFkMDMtPpLh2W5vHGNMlBavRQK3TQ53Tg6oG1t/7NQ1Ng4RoE3HtlDXekdPto8rhwePzE2UykBZrkcpCYq90z2i/iVxitInonfqD2F2BUtZOrx89kGk1EX3iY5DWG701ib+7LSys8tExOZrNVY42jzukQ6AZYn2Th1qHF5+qEWsx7FE+icPto9rhwenxYdLr0OsUNE3DpNdjNCjUOb08elZvahweFBQ8fpVah4f35hWwprSRkZ2TsZp0bKttosnrw2zQk2IzYwlzkGJ3+ahxuPH4VWLMgWtTlmce+XzNZYANbXR+N+60lMvrk5LBQoi9I4HJAZAcY+aEnmltNmG79bjOpDYngW+qsPPot6u5cmQ+VpOe1//Ywk9ryrllfGcsBh1D8hO5oH8Sg9No90vR307piqZsvyNb3+Tht3WV/PPbNVQ0utEpcHzPdB48rUebfRIKq538/ZtV/Lq2AlULVM+6fUIXemTYuGnqElRV4//O6MWITkncOLYz3ywvbdWwMc5q5KwBmWyosHPfZ8tZUlgHQOfUGG6f0IVPFhbj9vn559l9dtmTo7SuiSemr+XrZaX4VI3EaBN3Ht+VU/pkkBAtTeLEnkm3WRjZKYk/mytl7ejuE7uFVMYrqW1iS7WDx39YS3mDiw+vG467voqo9dNRpt+PEeiQ0IH4E/6LaUIXbv1waatjdk2LIdlmoqDawb2fLmfu5kDVrLykKB45szeDOyQQ1c7SqpK6Jv713Rq+X1mGX9VIjjFx3ZhOGPUKeUlRLC2so19OPCaDjjf/3Mrs5teUnWDl9gldmL+lhkuG5TJl1lZe+m0TjW4fZoOO8wbncPP4zmHru1FU4+SRb1bz05pyVA3SYs387dSeHNs1pd0+SuLI4FWbZ0zayjHZaSlXe/17hBCiPbLY/wCIjzLx6Fm9uW5MR6zNdy2TYwLbzhmUjVGvp7jWybmvzGFCjzTqmzw8+MVKpq8qY3BeAhaDnt83VLG2tJGbe7rJmXos754Rzxm9k4N3rfKSophy2QA6Jxi4/cOl1DgCSz3mbq7htg+XBpuuqVpgXf1lb8ynfKflJmX1TVw6ZR4/r6kIVtEqa3Bx32crWF9u59+T+lBS7+K6dxexvLie3CQr024YQZ+suOAxRnZO4pMbRuBT4dyXZweDEoCNFXZu/3Aplx/TgeXF9Zz3yhy21bYuawpQ1ejmxvcX8fmSkuDStBqHhwe+WMn3K0uDCZhC7E5ijImnzuvPZSPyMDff0U21mXny3H6c1Cs9+AWrrN7FlmoH172zkOXF9bxw4QD8tUUkfnwWypbfth+wdivxH5/JsEQnT0zqS3ZzgrtRr3BW/0z+dmpPnv95AxvK7SEBSEG1k8vfnM/6ssY2x1nR6OKatxfwzfLt7+8quyfYwPG13zczKC+B9+YUsKa0IRiUABTXNnHXtOVMHJjNDyvLeGL6Ohqbk/3dPpV35xbw4BcrqXO2neu2N8rqm7j0jXnMWF0e/Jwob3BzywdLgqWLxZGr5b2p2yEw0ekUDDple46JXpZyCSH2jcyYHCCpsRbuOqErl43Iw+NTsZr0pNkswQ/3mesq8fhUkqJNeFWNtc1fXs4bnMO/vlvD307rSWNtBcZf/g8cVWRNO5l/97mEuy8+G6+mI8ZRSKqvCq9hGAsLailvcOPza/zz27a7Um+ucrCx0k5a3PY7qGvKGimobjtQeOm3TfxrYh86p8awscLOP79dw7tXD6VvdjxvXzWEhiYfihIIwmxmA6/8vrnNhGOfqvHhgkLO7J/F1PmFzN5UzbmDW8/clNQ3tdul/skZ6xnXLZUM6Rov9lB6nIUHTu3BdWM64vGpRJn0rZYeldQ5+WVtBQ6Pn/goA2ajnviSBWBvPdOJppH6482MPPUdul88ELdXpb7Jy9ZqB7+ureDLZaWcPTCbiQOy+GVtxY5P4/Ef1vLypYNbLWUsrHayurTtoOXlmZu44/iu/L6hCq+q0SklBp0CO8fnj3+/lnHdU9o8xozV5dxj9+yy19Ge2FBuZ2s7nxP//HY1/XLiSLUdnR3RjwZtLeWCwHKuYFUuyTERQuwjCUwOIJNB3+byKZ+q8vuGSrITrFTZPZQ3bp/JsJr0VDs8mPQ6uiYa0M1eHNjhdRK1+FWiFr8afKzWexJK5kCSY8xsrrRjs8S32WitxcKtNYzsnBz8ecEu7nZurnKgNn8h2lhhZ3VpAy5v4I9OYrQ5pJSw0+Nj1sbKdo+1rKie68Z0BOC3dRWcMyi71dr0NaUN7T6/xuFpVfpViN0xt3P9tSitd7GsqA6APlnxVNvd9Cr5vd3HKyWLKS4r5/wPi4LbkmNM3DK+CwBVdjc2S+tlTUuL6nF6fK0Ck+Xb2g7EITAjYTMbWV5cR++sOMrqXcRZjdQ6QwtrLN9Wz1Wj8ts9zrZaJ51T218+uScWbG3/c2JrtTP4uSCOTMHk950CE5NB12oplwQmQoi9JYHJQeJwe/H6NaKMejx+ldzEKJYV1RNt1jM0IY7XL+yJR9PTMTmKv4ztSGa8hfoqHcSkg7MaV/eJuDqeiCkhA529HMuSKRDfAachnlP6uMmIs6IA0SY9jjY6Tp89IJMz+mVSWtdEqs2EXq8PLklpS6zFgM1iYFy3FHISrSwrqqOl2mm13YXbp5IYHUiwNel1ZO1iNiMt1kxdU2BJSX5ydJsJs+lx7d9xNeoVLEY9Xr+Kwx1IEI4yy1tZ7DlV1WhweTHoFWLMRhxuL9EmA3lJUXRPNtIr1UROvAlXx+PxxnXF7K7CuuYT/Km9acwZizUxC7O7FrPFSozZwLFdU8hNjEKvU3B4AkGzzWKkpen16C5JnNkvi9ykKBwuH6Y2umHv6poxG3QY9AppsRbsLi9d02xcPCyXbXUuflhZFqwQlmozU+dsvwpgS26W3e3D51eJtRiDs7aNLi+qFrjW20tit7t8HNMpmdmbqlm4Uw8XAJvZ0OpOujiytFUuGOD0vpl0zwiUqQ/2MZHkdyHEXpJvcwdYld3Nym31vP7HFuxuH+O6pXBS73RO7ZvBnxsrGJVjZGt1E1+uq+PMAdn8tr6SOZtqWFxYx7mDstl23g/U2R28ttjO5lkOeqdpXDmoG+kj7sEQn0FjXRV1Ti81Tg9mg45Lhufxyu+bg+ePtxr55MYRrNzWwP2fr8DjUzmpdwYn9ExjVOdkTHpdmwmL5w3OYeaGSnpmxFLn9HJW/yy8fpU5m6p488+tlDW4GJibwEXDcslLtHLJ8Dw+Xljc5u/gvME5vPL7ZhQFzhqQ3eZjuqTaiLUaaGhqPTNyQ/NynKdmrGP2pmrSYi1cN6YjXVJj9nuZijjyFdc6+XZ5Kd+vLCParOeS4Xn4/BqD0/UMG+bDMOdF8HahQLmZFyr68OemLHplxHDVpfdTUlFFz6g6Ypa+CrUb6dpL4dPrzuWNOUX8uamKvKQoJg7I5ppR+SjA2rJGPrpuOHO3BJqfxlqNTByYzeLCOvISo+mQHIWpuY9Q78zYXdxIyCLWbODGsZ2oc3r4eGER68obyUuM4vmLBvDV0hK+WlbC9cd2ZGN527ONWfFWYi0Gfl5TzhuztuD0+Dm1b+Da31Rp59XfN+PxqZw9IIsJPdJClkpWNrpZWlTHlD+34PL4Gd01mRvGduLBL1ZSukOu2mXH5JEi3eWPaC1LuXYOTE7tmxH8//qdlnJpmiYV24QQe0TRNO2ov6XR0NBAXFwc9fX1xMa2X1p0f9U43Dz6zRo+W7K9xO4Dp/ZgzqZq0mPN3HlMAh8sqeTp30t5/fIhPPzVSopqmoKPHd0lmZN7p/PXz1eGHNegU3j7/A4MLvkQf78LqHL4OfndbZzQK53rxuTzr+/W8seGKgBm3DGGf3y9ilkbQysU5SRamXrNMLZUObn+3UUhPRpGd0nm/CE53PrBElQtUMmoS2o068vtPDljfchxLEYdH1w7nK1VDsoaXDw5Y31IovoFQ3LomBLDf6av5Znz+zO+e2qbFYr8qsbKbfVcOmVeSHAyrlsKtx3XhYten4dzpy9wdx7flStGdmhz+Yw4NB2oa69FUY2TiS/NbtXb5JULejLOMxPTd7dBak9WnP4NF7y2AIfHj8Wo49VLB/Pp/M083GULid9fH3hSWi/mHPM6l360tVXvoP+c05fh+Ylsq2viL1OXUOMITTo/s38m+cnRDO2QyDHNyykbmjwsLarnL+8vDlmqODgvgccm9uGyN+YzrnsKidFmXvh1Y3C/osCjZ/amqtHNRcPzcHv9XPHWAjZW2IOPSbGZeeWSQXyyqJip8wtDxpIea+HxSX245p2FeJu/dOYlRfHBtcPJjLdSZXfzwOcrmL4qNNcmM87CYxP7cNXbC/GrGmO7pfDEpL57VBJZHBr25fpbXlzHGS/8yWMT+9AhKbrNx9Q5Pdz4/mLeuHwweUlRTHj6d765ZRS9dyiUIoQQbZEZkwOoqKYpJCiJjzKSajPzy9oK7h6TRr3TxVO/l3Js1xR+X18ZEpQAXDwsj8kfL211XJ+qcee3pXxx4hBiHDVkFM7iwgHH8fq8bVw0NJexXVO4+8Ru1DrcFFY7WwUlLWN7b14ht4zrzA+3j2ZNaQOF1U7yU2JYX97I5I+WBRNtn/1pPd/eOpob3lvc6jgur8rfvljJ/Sd358c15bx22WAKqh0YdAoDcxOodnhwuH38fOdYUnfRW0GvU+iZEctbVwxlY6WdqkY3+SnRxFmM/P3r1a2CEoCnf1rPaf0yJTARbXJ5/bz468Y2Gy4ek+bH9PrdAJQf9yz/98264MzF6X0z+XhhEdcPiCLxy8nB55QPuY/J35W22dD0oS9X8e2to3hvXmGroATgy6UlvHLpIP72xUqmXjec9FgLlXYPT85YxxPn9KXB5aXG7qFTagxFNU7+/vUqJg3O5oVfNvLaZYMxG3TBMt2aBv/+fi3f3joqOFvxyiWDAtdwjZO0OAtmvY46p6dVUAKBynvfrCjlhJ7pfLuiFAhUEJu2sIibx3VmU4W9VVACUFLv4tf1lbx5xWCSbRbSY0NzzcSRqSV41e9iBsTQvM7X41PZXBkoa//18hIJTIQQuyWByQH01bLQZoTD8pP4bV0gSfz4zjEsLmpA0+DYrim8usPyKwjkVfj8aptfyCHw5aLWkkvS6ik05R/PqakWXp8HP6wqo7DGQY/MWIbmJ3H7R8vaH9/SEi4YkkN+cgxun8pj36+ltM7VamlX78xYlhXVtaoI1GJVSQM2i5HvVpTx3YoyMuMs6PUK5fUuBuQl8OJFA0iO2f1d1bomL3d8vJRGl49Yi4GyBhfPnj+AJc0JyjvTNFi0tYb85Lbv4omjW63DwxdLWzcEzYq3oK/bAv5AAFEf3ZFFBfOD+0d3Sea+T1fw1z4W8GzvHVRjzaW0vu0Go01eP2X1rpCKXDub07wMsc7hIT3WwvwtNSwvDsyYJEWbsFkMlNa7ggHIJcM7ADBvSzV9suJCcjwa3T5qnF5ykwI/f7l0G2/M2kKKzUyt08vQ/MSQRq47m76yjAdP6xkMTACmLSrm8hF5fLSgqN3nfbW0hBvGdNplTpg4svia/x7sKpfI0lydy+nxByt1bdphBk8IIdojgckBFGc1MbRDAsW1Tbi8KrkJ1mCvAYtBF/yirygKavMKO5vZQJRZT0OTN7itPZqmgaaioKDX68mIs2Az6xmenxislqJpGjFmA9FmPTUOT/DuFxA4fvOPPr/aqnRwlElPrMWIyaDb7Vh2VNK8Bt2oV/D4VLQ9LtSioWoaNQ5P8K6zxq7PK+1NRLuUQPCak2AlISrw0Vfr9BFl0qPgAp0eolNBUYi1Gogy6kFRMBl0aGjoFCA6BdDAUbXb0+34NtfrFJKiTSgEru9apydwDSnBSw51hzdvtcND9U4zLS3vfQVIigmU5W7cYcnXjqty/Ro4PH4czddwrMVAzC4CE1ULLAnbUYzJgKKwy2t9bz4HxJGhrT4mOzPoA8UanB4fLa1zVu+i0qIQQrSQwOQAqG/yUmN3c1z3VPKTozHoFDqlxlDe0ES02cDVo/PxNNUzKEcBypi1oZJLhuXRITkan6pR6/CQnxxNToIZi1HXZjnOFJuZBH0T7p7n4ozOpbzewr0nxdItPRafX2VTpYPkGCO3T+jCyX0yqHV4yEmMYkN5I8/9vAG3T+W0vhnBztAJUSbykqIoqHaSmxjFbRO6YNLrqGx0k5Vgba6mFfiit7Pu6TYcO3xhshr13DahC51Soqm2e1hX3kij20e81YDd7WddeSOaBt3SbVgMeioaXRTUOMmItfDUuf2446NlbKsLLGvbVOGgT1YcK9oprTq4Q8L+/wcTRxxN09ADX988iqJaJ3a3j04pMViNOkrrXejiG+HK6VRbO5CjNTLjshwaDYmsq/KgU+D3WweRrNXC2PsD3+Bjs0jAR6rNHGxeuiOzQUdmnIWx3ZLpkBTD8I5JVDQGSvym2iw43D5sVgMPfLYSj09l/pbqXb53B+bGkxFn4d8T+9A93cbiojpO6p2BUafw4m8bKax2khi9vfDDSb3SePHXjZzYK53zBmdT0egmyqRnbNdUvl1RyieLQgtTnNArjd/XB4KtwXkJXDO6I5qmMX9rLRMHZvPF0pI2x3Vmv8yQ84ojn1dtu4/JzqxGPXa3PzjDUlLnoqLBJTlIQohdksAkwiob3cxcV8G2ehfP/7whpNTiq5cOYv6WSl78dSMJUSa+vKILNx2TxsytTfxlbDJXvb0gWPrTpNfx6Y3Dufek7vz969Uh59Ap8J+TM0nTb8OV3Itxzy4PWfJ1Zv9Mju+RxsZKJ/d8sjxkzfuITkn898IBPPrNai4Z3oHyRhf55hgy4q38e2IfHvh8JQ+f3pN7P11BWcP26jt3TOjCbeO78OzPG0LGYjboeOTM3nzdvGzNpNfx3wsH8Nofm/n399v7HyTHmPjfxQN58IuVrCu3B38nt47vjN3t57U/AkvZshOsPD6pL/d8soySehfvzyvgH2f25uapi4NLXFr8ZWwnUmJkjbsIpWkahdUO1pXbuf2jpSHXxln9M7l/TCLGFR+yrde1WMpW4HRU8GpxR95cuAVNg7vHpDG8/A+UWY+A2vxcnYG0U5/mP2eM5sqpa1rN1D18Wg+M3gbumNCNZ39az/9+2xTcF2M28K+ze/Pl0hIeP6cvD365koVba7l9QheuHZ3Pa39sCTmWxajjL+M6M/mjZdx7cnce+35tsMN6fJSR/5zTF59fZcaqMs4ekE2yzUyMxcA/zuiJ06Nyw3uLgjOjOgWuG9ORm8d35oVfAgn0yTEmzuqfxTVvL2Rk5yTOHZTDnR8vDebY/P2MXozunMQfO+WmpdjMXDO6Y3Cpjjg6+NrpY7Izi1GP0+PD4d5+vVXa3RKYCCF2Sf6iRJCmafy0phyrycAzP64PSZJNijZR3+Tl+V82omqBpRs3fVHI+YOzeOa8vlw+ZX5IP4IzB2Ty+qytNLp8fHZNP07skUSX1BjO6pPMd1fkM2z9f9B9eD51tdUhFbUgkGhbaXfz5qwtrRJx52yq5rd1lbx39TBq7G7u/HgZVc0NHgfmJvDa5YO5/7PQoATgmZ82kJ1g5e2rhjCqczJdUmM4f3A2X908kl6Zsdw0vgv/Ors3N43rxLcrSpi/U/PGKruHG95bzE3jOge3+VWNZ37aQL/sOBKiAgnsxbVNPPDFCp69oD89Mmyk2szo0PjmllFcOiKPrmkxjOycxPvXDOPa0R2xWSXxXYQqrXfh8Kj85f3FrXK06hwuktZ9SEXXC/A0VJA062H+9PVgyoJKNC1wnU7KbiD29//bHpQAqD6Ur29laFwd39w0nLP6Z9IlNYbx3VP538UDKal3Y3VXM2NVGd+uKAs5p93t465pyzmxdzr//HY1g/MCMyXP/rSBnIQo3rpyCCM6JdE1LYbzBufw6qWDefGXjWyucnDrB0uCzUkB6pxe7vhoGQnRZv753VpmrC6jyu7muncW0jUtln//sHan5Zrw8szNdEuzMaJjEteMzmfqtcNxun30yLDxl7GdufuTZSEli//13RpO75/Ff87py8DceLqn27jz+K58fuMx5CS237BSHJm87ZQL3pnFoMPh9lPX5AnmNzW6pDGuEGLXZMYkgiob3WytcrCpsnXS3xn9A5V+drRsWyMXvbOGv57aI2TtOMD47qnc+sESnjk1g4E/XcnTWaNw5eYSVbcO6ycfgzewljyp4HsG541iwdbQ5mev/b6ZG8Z24s9NrStyfba4mFGdk5m1oZLEaBOVdg/JNgtmo556pzeYI7Kzez5dzjtXDuX+k7tjsxhIjDERYw4EBk6Pn1/XVXL9mI4hpU131JLjEmc1Ut+0PQj7ZHExp/bJ4L15gQpCBdVOrEY97109DL1OCfYqefDUnjS6vJgMOqnEJdrV5PHx4+qyNqtnXTsgGsPM96jtfCWppT9R1esKnp9XF9x/Xt8EUpY91u6xTXOe5SvrHVw4NJeFW2soqXdx/2crqG/yclbvoUz5c2mbz/P4VVZuq6fW6WVQXiIQmCF86KtV/HrXWAbkxGM26FhX3sjVby8Ifhl0+1TWlTXSNS2G9c0zjXa3j40VdtJjLfzvt00MykugV2Y8780raHfcU+cXctWoDrwzp4DTn5/FzLvH8t7Vw/hkcXFIINNyzns+Wc6QDgm8cNEAzAY98VYjer3c1zoa+dtpsLizlhmTOoeHFJuZBpcPuwQmQojdkMAkgvyqhl6nhDQga5EYZWpzu81qoLjW2Wq7qgbuVKVEG6BiDdFlK2ir9pSxdgOJ0ce12l7a4CKxneaDLUuiSupdpMVacHq2//GotLdePx8ckwb1Lh+/rKvgodN7hezzqipzN1Vz9oCsVl90dlTR6CI+KjQwKa1z0Tc7tKxkrdNLn+z4kG0mg44kWboldsPr1yioaX1NAdhMgMGMw+3D0rCFhoyRlO1wXWZEg7647UahAPr6QuLj/Kwsqee9eYUh17RPU1olsO+otL6JxGhTsAldC7fPH7L0q/XzXCRFmwF7yLbEaBPryhvxqxpJMSaWtlO9DqC0rokN5fZgfyO720d6nJWtVY52nxO42aHINXeU86l7vpTL4fFT2+Ql1WZhU6WDRrd3l88RQggJTCLIaFDw+lV6ZsayqiRQkUSnwHmDsxnTNYWx3VLQNDDoAx/wsRYDXr9GcW0TwzsmMmlQNnmJ0cRbDaTpG/ju0mySbGbI6AvVm2HAxZAzPHCykiWw5B2c2aPZMrv1DE3PjFi2VId+6eiaFsNVI/ODHdMfObMXjW4vNrORwubHZu3Q/XlnVqOetFgzkwZlB3uVqGhEm4xEmw30zorF61dbzYjsKC8pmoqG0OCnV1YsWypDx5qfHEVpfRMen4rJoCPVZtntH0Yh7C4f0WY9x3RK5rPFgbyn7AQrD5/Wg94Z0ejRaLpgGn00Jwy+HL3XwLD8GnpnxTG2eyrJFg3VMQSdoxIGXApZgwIHLp4PS97DmT6YlZV+Lu8ez8l9Mpi2oIisBCsXDs1FbzTz6qWD+GzJNn5cXR7SaBQC16ReUchLiuJ/Fw/E61PR6xX0isIrlwzisyXF/LSmotXzemTY+HlNaF+RLqkxVDa6uPOErhj1OoZ2SMCvaiwqCJ05bdE7M47OqTH87+KB6JRA3gvA0PxE3p7T9kxLtzQbZsknOert6VIus0GHw+Wl1uGhZ2Ycep0iMyZCiN2SwCRCSuqaWFJYS7+ceGItRr5aWoKqabx15VBmbaziwlfn0uj2kRln4ebxnRnZKYlFhXU88+N6njy3H2O7ppAcbaa2ppJOrCbuz38QV7MZkruinvwUOs0Dc/4Hc/8XKI3VYRSc/QrV+lzWl29oNZ7Jx3flrdnbk2ovHZ5H/5x4/vvLhuBSqbMGZHJm/yzcXhVVCzSkA4UhHRJaLQ0DuHpUB35bV8kLv25EUeDYLilcObIDHy0o4vpjO/HQ6T157Lu1XHFMB577ufWYemXGUtnoDsmJMel1wUTcFi9eNICf11bwwi8bqbJ7SIw28ZexnThrQBbJcvdWtGNTpZ1/fbuGX9dVMOWKISTHmBiQm8Bfj+9Ak6pHcVZhW/w/rCveA28TJHXCcuwjPHbaEFZVB5okritr5I9r/kJqz7Pgz2cD/xQF8sfCpDdoMGRT+n01y4rq2Frl4O2rh1Jc08STM9bx8FeriDLpOXtAFi9eNJDbPlwSnJ3MTrAwpEMiBdVOzn9lLna3j+wEK9cf25HPFm/jnTlbOXtgNi9cNIDbP1wafF5mnIVYizFkeWWnlGj6ZMUxe1M1N01djMur0jklmmcvGMCHCwpbVfEz6BSuHdORh79aydKieox6hTP7Z3HHhC4Myktot9LYX0/pLrMlYnvy+y4aLAKYm2dM6pu82MwGok16GiQwEULshtz+igC7y8uPq8u5aeoSZm+sxunx8fyFA/jHmb15Z85WXvptUzCHpKTexRuztrKmrJGbpy6hf048XyzZhtVk4JvlpQz2LyPp6yugprnhYvUGdCYLfHoNbPp5e73erbPg48vIjIZh+YnBsaTazDx6Vm9mbaziutGdOK57Kr2zYumZGcud05YFe5U0ef18ML+IJ6evY21ZIw1N3uambR5uHd+FU/tkBO+QRZv03HpcFzLircH8EU2D39ZXcvtHSzl3cA6TXpqNpilcMyqflBgTt4zvjK35rqxOgRN6pvHcBf35bMn2ZTKdUqJ57fJBTJm1BY9fxaBTeOTMXqwqaeD/vlpNlT2wLKbG4eHRb9fwv183hpQlFqJFca2T816ew89rK1A16Bfv5pNLOnLn8Z0pd/jxNlaS/N11WBe/FghKAKo3EfvZRcRVLOQ/09exvLh+e17KtMth6x+B/69psPlX+ORKTIZANbhnflzPL2sruO6dhUSb9RQ2Lx1zevy8P6+QKX9u4c4TugGB6/OVSwbzxPR1vD5rC/bm93BxbRMPfrGKhGgTvbPieG9uAe/OKeCOCV0BGNExiZcuGcR/fwkE+YoCY7um8Oqlg/n7Vyv5eGFRMAjZWOngoS9X8fZVQ+mWZgv+XjokRTHliiE88+N6lhYFSm57/RqfLCrm0jfmAwofXT885DMkJcbMfy/oz4BcKcUtwNe8RFnZTWBiMehodPmob/ISYzFgNemD73UhhGiPzJhEQKXdzX+bZwimzi9kTWkDt0/oTP+ceO7/bEWrx188LJf/TF8HwMl9Mrh72jIePasPp+ZD0h//F/rg/GNhzVfQ1MYSDY8D49wX+d/Z97GoMp/kKD3pSg0NJhsJUSbsbh9ju6VwTKckLpuyoM2xLyyo5erR+WypchAfZeK7laWM6pxMnNXI/y4eiM+vkRxjorHJyzXvLmr1/FqnlwVbaxiUl8AzP63jmfMG0C09FpfXz1n9M3F6VcwGHTFmA2mxFl6/bAh1zR244qNMxFkNdEqJwe4ONL5TVTjhmd/bHOvbcwq4/JgORJvlbSy20zSN71eWBfM7hnRIIKpiCUpNEZVdzsePnhRfOYaStq8B008PcPOQN7nxywZO6pFI9Iq3wdNG12pXPVGrP+bj0hOCVayq7B5WbqtnQE48S3bI8Zi/pYZ7T+rGjNtHoyiBRqPtdYV/eeYm/nZqD+ZtqWH2pmruPrEbU68dxqwNVbz02yZuGtcZg06HUa8wb0sNCwtqqGwjl2VxYS3P/LieVy4dRJPXj15RsJr0PDF9Lb+tr2z1+M1VDtaUNjCueyqvXjqIaqcHr08l1mokzWbZZUM9cfTw+dXdzpZAIMekotGFqgWWCkaZDDS6JMdECLFr8o0uAuqc3pCk1yVFdXyxtJTx3VPbfHxabCAxEMDjU8mMt7K6tIEzsnzQsG2nB/eGwjntn7zwT6J6b+WhL51M6BrHo1Ef8Z3+fB79dfua9M//ckywYWFb1pU1UuvwoAHRJgOpNgt//3o1U+cHqmR1TYvh3ME57T5/YUEtPTNi+WxxMY1uLxlx7eeppNjMpNhCl4dkJ2wvQbq0qA6Pv+1W8X5Vo9ruIS+prTIA4mjl8Pj4Zc32L/1juqZg3PQ+1Z3Owe1V8algKWs7KAGgZjO5MYH33LAMA9HrZ7b7UMvWX+ifczLT12zftrCglu4ZtpDABGD2pmoG5MTzn+nruHBYbvund3gwG/TBn1duq+fDBUXBPLUfVoWWHz6+Zxrd02NZU9rY6lhzN9egAT0yYgHYVtfE18tK2z33b+sqGNc9lbgoE3HtFMsQR7eWGZPdsRh1wVnuGLMBi1EnOSZCiN2SwCTMXF4fOfFWfpk8hlSbGT9gUBT8qsr6Cgf3nNiN7hmBGQyH28ey4joGZtv46bbhlDe4MZnNNLp8JEYb8SlG0OlD+ye4GyEquf0BRCWhRiUzpEMDGdEKKkZqdlgurlPAatJj0Cltlk+FQNf3Jo8fk17B4/Oj7tTefXednltmZ+KjTPudoG4x7nq1ocWk3+V+cXTx+lX0wIsX9kOv12PUaehVH279s0T5VKLRyNDAkHQhnvTOmOb+F4qbg5SMfrjSB2PwOoiOisaoV6hxKRCV1O751KhkzJbQwDtwbftbPTYhykSs1ciFQ3NI3UWuhqKAUa+EPG9XSefJMSaq7W1X/zLpdSHH0ivsshhFujS/E7vh9WvBgi27YjFu/2xOiDZhNRqkj4kQYrckMAmT0vomNlU0khRtpsbpwePTeHz6Onyqxim9Mxicl0CM2cDAvARK6pr4YH6gh8n5g7PZUOXknTkFDMk0c3KfDJ48LYdGXTRfra2hS9czMK39fPuJ1n6Devpz6Nb/0OY4vMNv5dPNBmIsRsb1yaLCeQ6fTAs0NxzRKYkbxnSktN7FaX0z+GJpSavnmw06MuOtZMZb0CsKidF2pu90h/aqkfnERbXfN+S0vhk88MUK7jmx+353Yk+KNtM5NYaNFa2X0uQkWknaTZAkjg7VdjflDS5sFgMOt58fV5exsKCOQTkxnNonkz82lBAXbaVnZmBm4dsVpUAm5494l74JbryNlcwsMTBji5ekaD3nksSnN6bx4fxCyvvcQNrWWW2et67/9fhrrbx22WAe+WY1hTVOTu6Tzt3Tloc8zmLUkRVvpbzeRVqslaQYEzazoVW/IoDRnZOZvzVwzUaZ9CTGmDh7QBaLC+vaHMO5g3K44s35be47e0BmyDWSHGNutxiFosAJvdPbPI4QLXx+dQ9nTLYHJikxZqwmPQ2ylEsIsRuS/B4GpfVNPPbtGpq8KosL65gyaytXvrWA6avK+XlNBRajjoIaJ2vLGnlqxjomf7yMH1eX8+Pqcq55ZxEvzdzMCb3SeeznIk57eTGxZh2pukZ6dMigYOC9qMndg+fyJvdgm7UH9iG3tBqHb8AVzHTmoSiB3imnvjiXufYUuqTF0D3dxsXDcrlr2nIMClw1Kp+uqTEhzzfpdTw+qS81DjeaFpgZOa5Hakhgcs6gbLZWOymta+K+k7q1GsOVIzuwtqyRYfmJnNArbbcJkruTYjPz8iUDSY4JDUASooy8dtlg0uQO71Gv2uHmhZ83EGM2sLXaycSXZvPUjxtYUlRLv9xkznttAZVOlbRYCw9+uYrbP1q6/fp7dzG3fVPKYlcmf51ewm/rK/l0SRkXvDaPr5aVcHLvDNbqOuPsd2Wr89oH3ch3FYn889s13P/Zch45sxeTj+8anDFsYTbo+M85/bBZ9Pzf16u58q0F/Lmxiv9eNACrMXTGLy8pimtGd+Sj+UWYDTqePLcfJr1CepyVE3qmtRrDbcd1YeW2Op48t1/IzAhAzwwbt0/oitW0/f6TQa/jomG5DO+YGPJYnQLPnNefjDi5nsSu+VRtj3NMIFBW3mTQEWXSy4yJEGK3FE3T2u9+d5RoaGggLi6O+vp6YmNj9+q5fr/Kf3/ZQM+MOJ75aT3XjO7IXdOWBfd3SonmX2f34fVZmxmWn8Sj365p8zh/P6MXb83eypYqB/2y43jjrDRWOeJIiDaRrNVic2zBWjqfsi4XcdJra7h6cCKTuuixbZuJovppzBnLn+VGvKZ4Hv12NS9cNIBr31mE1ahn6rVDAbj+3cWcNSCLVSX1rNzWwAsXDgAFFhXUkhRtom92PCaDDpfXz3tzC+iREcuAnHh+WVeJDhjbPZWfVpfz8u+bMBt0/HDbGJq8fmaur0SvKAzukEBVo5v0eCuZcZawlhbdVtfEmpIG1pQ20C3dRq+sWDLjrPsd+IiDa3+uvRaLCmpxur04PSpPzljHhubZtatH5bOhvJEFW2uZcsVg1pY18vevV7d5jH+e3Zsps7ayqTJ0Zu7NK4aQGG0ix9JEvKsEbessGtx+GrPH8sVGP0/P2p7LcnyPNE7unY7NaiTapGfB1hqSok30y4mn3uXloS9WsXmHBoYfXDsMh9tPaYOLqkYXA3ITSI+18Ou6CmwWI/2y46hzenjwy1UU1zbx2uWDSYwyMWtDFWajjoF5Cbg8fqwmPbEWPYqiY1FBLRUNbobkJ9AhKZrUdgL3qkY3RbVOZm+sJiHayDGdkkmNNRNlkkn0o8m+XH//mb6WaQuLee6CAbt83MKtNTz143pSbWaeu2AAH8wvZHFhLbPuHR+OoQshjlDyV2g/VTk8fLSgiCfPTWRQXgJfLQ1NVh/XPRWX10+nlBi+Xd5+0uk3y0sY3z2VN2ZtYVlxPQ2uJMqrqnlrdiNPjvRjjE3DsGgRZSlnYXf7eO7PCl6co9A9YzA6RWHtb5V4/CqvXJqG26dS7fAQH2WkzumluDbQ9b2i0c3A3ARe/T1QevjSKfNJjjExoUcqflXj3TlbGdYxkZd/28ymKgedUurx+FRmrq9AQaFPThwvzQx0pHZ5VYpqnYzukhJMrI2krHgrWfFWJrRx11gcvTRNY+q8Am4c24ktVY5gUAIwpEMiU/7cwujOyVTZ3Xyzi+vvs8XbOK5HaqvAZMHWGib0TMPRWEfi8tf5NvM2XlpaydpfylrlaP28tpyJg7KYtrCIcwZlc2rfDP736yZe/G1TSEf4Fj+tqWDFtnqqGt08d0F/flxVRk2Tl/J6Fya9jhd+2UhZw/bn3ffpcr66eRQ3je/c7uvomBLT7r4dJdvMJNvMUgJY7DWfX8OwF0u5Wpp3yoyJEGJPSGCynzRNw+fX8KkaBr0Oj19FUQLLogw6BbNeh6oR3Gc26ILN0nbk8alYDTpMzY/zqxqaFij56R2oB8ULW37H13N7kqtP1Vi5rSHkOC2J6h6filEXWKnncPuwWQL/qTVCv0xV2T18uGB7L5GcxCj0zUtCPH4/ep0SPIfPH/pcTxuvQ4gDSQs2AoWWOMGoV9C0wPIkk16HyaBH0wLv17auv8A2f5tfttw+Fb9fxedpgpotbLM6Wl1zLVrO7/apuL0qjS4v368qpcnT9nXi9qkY9Qqbqxxsq2tia00TXr/Kj80VxfQ6BaNeCXbadvtUZH5bHGxe/55W5WoOTJr/9lhNehxuH5qmyUy3EKJdEpjsp/goE1ePzKdrahS9MztSXOvC5VPx+FRSbGYMOjAb9KiaxujOyWyrayIhysSy4jpenrkJl1elb3Yc/3dGL9w+lSEdk4gxG7CZm8gzmHn36kxqFRWnXkfy0NvJtHpDvqzsKCnahNWgR1EgJyGKSrsbvU6hf248Bp2O8d1TKKhy0iszNlh6dGfHdkslLdbCC79uZHz3tGASblK0KRiIRJn03HhsJzLjrczZVBVYbhZjli7s4oDT6RTumNAVq1FHj3Qbb105BGPzTYG4KCNf3TwSnQIKCg+f3pPCGiexViPbaptQFMiMt9LQ5CUvKZqNFY3EmA0h+SGn9snAbIAGQwc2nvIRQz1++LWszbEMyIlnfVkjY7ulkBBtxGY2MrRDIjPXV7X5+OH5iXy1dBtD8xNIjjFzzqBsYq0GKhtcXD4yH71OwetXiTEb+HJpCTFmA/G7KDohxIHgV9U96mljaq4kZwvOmBjwqRour4pVqikKIdohgcl+8vj8nNI3DZ1OR3GdmxvfXxxctqEoMHFAFtcf24nHf1jL+vLty0RGdU7m+QsH8N7cAs4bnMNVby2g1hmoWGLUK81N1Jw8OWMd/bLjmHx8V95sPJmbDRp3jUnnsV9bL0uZfHxXnB4vT5/bjxmrA1+erhzZgdf/2ML3K0p59KzeLC2q45bxXbjlg8Wtgpsz+mUyY1UZ3ywv5bGJfTDpdVz42tzgsd+dW4DFqOO/Fw7gjVlbeOrH9cHn9syI5eVLB5GbGIUQB0pxrROfpmF3+VlYUMs/vlkdnBGJMRv46ynd6ZUZx7++W828LdubkvbNiuOvp/bghvcWUdd83Q3pkMB/LxzAzVMX4/T4Gdsthflbatha7aBXZhyv/L6Jly8ZyMm90/l+ZWhwYtLruPukbmypdJCdaMWnaliMev4ytjPzt9TS5A0tHzyycxLljS7cPpXrxnTixvcWU2l3c+v4ztw0vgu3f7Q0WNLXqFe4dnRHLhiaE1LpSIiDwavu4VKu5sCkW3pgqW9LoYdGl1cCEyFEu6Qq136qbHRjNhhoaPJz2ZR5IWvJNQ0+XbyNr5aWkGoLTUKdtbGKz5ds44FTe3LHR8uCQQkEpsqf/WkDyTEmOqVEs6y4nud+3khaQgzvbTRzbq6dKZcNZGBuPCkxZkZ2TuLlSwaxpKiOv0xdSma8laKaJt64qBf5SdF8sqgYh8fP5GnLOHtgNksKa3jj8iGc2CuNFJuZHhk2Hj69J4M7JPDSzE0U1ji58+NlNLi8jOiYxIfXDqPR5aWw2smdx3flowVFzNlUHfJ6Vpc2cP27C6lqdCPEgVBa18SGcjsOl48ap4cHvlgZskzL7vbxwBcraXT7WFpUH/Lc5dvqeey7NdxwbKfgtgVba3nzzy3cMaEL953cnVP7ZPDkjHV8uKCIuiYPabEWrn5rIfec1I2/ndqDbmk2UmxmTuqdzmuXDeK/P28gM95KRqyFhQW1PPXjevKSrLx/zTDOGZhFii1Q+vr+k7tz4ZBcVhbX89plg3ll5iYq7W50CgzMS+C6dxeG9Bnx+jX+99umkBsbQhwse1ouODXWwpPn9mNCj0Bj4Thr4D5oVTs9d4QQAiQw2S9er5/yBjdev8qasgYamtpO7HtvXgFnD8xqtX36qnIam7ztdjZ/88+tnDMoGwjkmvTIsPHmnCJKbX34fWM1Izolc/P4zvTIiOWvn6/gk0WBXJHX/tjMsyOcHDf/WlLYfpdY0+C9uQWc1jcTu9vH5OO7cs+J3Ti5dwbvzyvkoS9XBdewVzS6MRv1PHV+P7qk2bhoWC5f3zKKcd3T+GlNeauxAqwpbaTSLoGJODAaXD6izHoURQkWZdiZpsFni4s5vo2iCcuK6+myU8nsPzZUMahDIl8tLeHuT5YHE9zfnVPAOYOyKW90s2pbAz+uLuf0fpncPK4z8VYjN76/mLmba3j+l438vLaCF37ZyNfLSmh0+bn702Wc0T+LJyb15YlJfRmcl0heUhRGg57r313Egq2Ba3R4xyT+2FDV5jJNgGd+XE+NQ64vcXDtaY4JBIqWtOSTxFkDyxCr7G7qnB6+XLqNGocEKUKIULKUaz80+VSiTIGcjp2r+eyozult1a8AwK9qbTZYa1FY4wyZaXF5VRweH3aPypLCOpYV17f5vC1VTqhcC8XzSR0e+p94c6WdL5eV8PofW/jfxQO5+5PlbR4DYFtNE2O6pAR/jrXCym31u0zArZbARBwgbp8fu8tHQpSRgmpnu48rrHbSNzuuzX0Otw+9TsG/Q4WtsnoXq0tDc7AqGt3BL1Zbqh3UOb08OWNd63PVOIIld32qhtPjJ95qYub6St6YtQUIfFm7cmQHPl5YFPLctFgLRTXtv46iGmebhTOEOJAaXW3/PdudOGugF1Vlo5sP5hfx+A9r6ZAUxW93jwv3EIUQhzEJTPZDtElPis1MlFFPn6y2v/gApNrMbXa8Nel1u0xm7Z8TR6zFwAsXDsCnamTGWzijTxq9Yx28NSmLWm8HllbBB/MLg3ddAXpl2PDlj6ci7kMa/KGNCXtlxXLNiGzO7h5FpU/fbvdpnRI4f1m9C1XTiDbribOasFkMrb7IhbxWaXh4WKtqDMwA6nXKIf/fMiPORFKUCRTonm5rNzjpkhZDcW1Tm/tiLMaQ9/KAnHjyEqN4+ZKBWPUqiYode5OHGVt9VDfPVgzOSyAp2kR8lIltdU18OL8oeGOiW5qN3EQruYlRlDe4iDEbuHpUB7ITArlX0xYVUe1wkxlvbTWWohonQ/MTmbG67RnJLmm2ffpCKFrz+PxUOzxoGtgsBmwWKSqwp+qcXqL3od9NS5PFKrubDRWNAGytdlLv9BInRR2EEM0kMNlHZXVOSutdxEebmbu5EpvFQKrNTEUbORbXjM5n2sLiVtsnDswCDa4Zlc/rzXdTW/TNjuOvp/Tk6R/X8/uGSkx6HecMzOTuY9OI/nAi0dUbiMseTswxD2IeksH5Q3K499MVaJrGpSM6MP6N+cRbTVx+jJ5/nNmLh79ahUGnMKF7Gqf/bx6XDEln4pBkLhuRx4u/hS6DiTLp+d/FA/lmRSnvzi2g0eVjWH4iD5zSk9xEK5MGZvFxG69nWMfEVh3axeGhzulh3pYanvhhHZsq7WQnWLntuC6M754a1kaZ4VJQ7aC03kVFgxsFjQuG5DJjdXmr2TyjXuHsAdlc1FzEYUejOyfR5AkE5YoCj57ZG4fHxzXvLKS03kW3NBv3j0lkQNXXDDbWsi3lGp4+tx+FNU7+99smimub6JQSw9Wj8imuDWy7cmQ+r/6xmdsmdEGvKCwqrOHvX62myetnVOdk/nvBAJ7/ZSM1Dg9d02JC8kYWFtRy8/jOvDV7K06Pv9V4Jx/flfgoub72V0ldE6/+vpmPFxbh8gaKHNx7Ug86pURj0Mvq5t2pb/LucwXG+CgjlY1uNpbbyUuMoqDGSUGNg75R8eEdpBDisCWfwvvA4/WzvsJBtMXAp4uLuXPaMv7xzWqePLcfvTK3Nxu0GHXccGxHRnZODrnTadApTBqYxfCOSUx6eQ7dM2I5vW9GcH+qzcQjZ/bm/Ffn8Ou6CvyqRpPXz7vzirjo/Y2UjH0KNA1d0RxSPz6NwZYilhTWMXlCV167dBBvzd6C0+OnpN7FY9+vZcW2em48thNPnduPKX9updLu4ZlfC7lr2grGdU/lshF5mA3b3wr/Oacfz/20nhd/3URDkw9Ng7mbazjrf39SUO3k7hO7ce6g7JB1xuO7p/LMef1JjD70vsSKXfP6/Xy1tITr310UvPNfXNvE3Z8s5/U/tuDYxXLDg6Gw2k5BtZOPFxSxucrOLR8u5bPFxTx5br+QwDgzzsIz5/XHr6qc3CedlrerosBxPVK5fGQ+drefPllxXHFMB5YX1/Gv79YGC1isK2/kimkF/BxzOrqKVXT47kKGJLm499MVwRmYTZV2/vr5CqLNBt65aggLttYwZ1MNd368DL+q8fGCQOEJVYPfN1Rx/buLuHV8Z17+bSMPntqTYfmJwfEa9QobKxp57+ph5CVtr24XZzXy0Gk9mbWhim217S/1ErtXWt/EJa/PCwZ/qga/rK3kzBdnsXUXywHFdvVNXqLN+zZzF2c1Uml3s6nSzsC8QHPPLVWOcA5PCHGYkxmTfVDR6OKjBYXccGwnXp0Z6KJeXNvEndOW8eYVQyitb8LjCyQIfrl0G+e/MpfLRuRx1ah8ok16Glw+fllbzp3TAl9eHvtuDe9dM4zT+mXiVzWSY0y8MWtzm3dNC2uczKvL4uyU7oE8Ek0lbdaD9O72HP27JJHSsJIHC0MTCj9ZVMxXN4/ink+Wsaa0Mbh93pYaKhrduL1+nr9wAF5/YMmWUa9jSVHr/BW/qvGPb1fz+mWD+b8zenHz+M40NPmIMetJijETa5Xp+MNRRYObx39Y2+a+V//YzAVDc4g2HxofFU0eP+sr7Lw3t5DLR3Tg+ncXAfD18lImDszmodN6YjToUFCob/Lywq8b2Vzp4IKhOXxzyyi2VDkxG3XM21zDzVMXkxBl4tVLB6HTKZz2/Kw2z/noL2UMP2MymZ9Pwly+mA5JKa2+xL702yZev2wwidHbA6N/f7+W+07pzsKC7css3T6VDxYU8tZVQ7E2z0zWNXlxuv3EWQ0kxZh4a/ZWrhnVkdRYM35VQ1U13p9fyJxN1aTHWbhsRJ40qNtHSwrr2NzGF2GXV+XZn9bz+KS+h8x7/VAVCEz27XcUazGycls9Do+fzikxxFl3nR8mhDj6yCfwPnB4/HRKsfH/7d15XFVl/gfwz90vcOFe9kU2RdyVEBSRFBUKHafUccyMRrLGJpfCLLesrGmxfmXrNP3KKZ1m+oU149LkLgK5oqCAiiIQiMoOsm+Xe7+/PxhOXFlF9N6L3/frxevFfZ6zPM8553vufc45z3OKqxsNRtSqqtcis7gGz29LaTfPX+OzAWTjr5FjsfTbMwZ5ZbVNqG1sFn5kvTFrFI7fNBxvW//J0uK3buMgK/nvj8mCVIwKEeNSzhX4Vu/FaPffIf+mYYsv5FfiekX75+xTr1bgUmE1tv330azgQfYY0eauz82Scm+gprEZ7raW/AXeT9yo06K2g0Yw0NIYLaxsgJe91V0uVcdKahqg1wMnssvwxERvg/ir1+rwXExKh/N9c+IKhjpb4/0DGQZDcxdUNqCwqgEl1Y2dDupQXtuEKokr3AA45f4H97mvaNcwqWlsRlltEzzavMenpKaxwz4hRy6XYt2M4RigaZm27aNyJdUN+D7pWqc/1vacK8DcAHeoOPZumV5P+E9qfqf5P18uQXVD73903wsatDo0NutvrY9JaQaQGgM4DYfGchwSc1pe2jvA1gLONgrk8h0TxlgbfAbuBalYjHpts/Bm21YtL1Xr+uk4maTjK52yNs8212t1UCmknY73bqsUQaxtczKXyNFMYqiVQFOdFeo7+JFpJZcKb25vy1opM3j5W4NW12WHfKVMDAlfre1X5N08V29KL/VTSMTQE7UMwnDTcdhZbLWyUkg7HNVKLBIJI2l1pnXZTXJb1FV3PDKWTCIShhfuqkwqZefrkohFXTY6rJXSHr3cjrUnEgG2Vp330VEppBDzua1LVf99v06PG2+V14ADrwBSJXD1FNRu9gCsoLaQwVGlgLO1Ejll3DBhjP2q3/Qx+eyzz+Dt7Q2lUomgoCCcOnXqjq3LWilBeW0THFUKuKp/HblIpyc0aPUGj3O05euk6vBK6H0eGoPhhveeK8Ac//bvPWn1+EgFJNmHhM8Nw3+PHZcb4GtZhzKPB4QrUq1s/vtiqwat4Q8qsQgY6WZj0AE3vaASD3bwzodW8wM9TLIzNOs9Wys5fBxVHeY5qORwsjad/e2stoCjSoHZ/gNQUNVgEH+XCqs7HRbYWiGFVCJq93hk8CB7JOXegFQignUnP7bGuKthW5wIACgdugBHMtvfzRzspIKeCHEZxULaWE8Nzl+vajftY0FeHY7KBQB2Vgr8cdLADvMA4Kn7B5pUQ9GciEQiLBjn0Wl+1ETvXnfqvldUCg2TTo7B0svA7heBnUuB5C3AwVcAuQoIXg54ToAs/zQA4LdjXCEWi+CqsUB2cQ2oqzHoGWP3lH7RMNm2bRtWrlyJDRs24MyZM/Dz80NERASKi4u7n7kXnGwssHzaYBRU1mHTI36wkv96kt788y94e87odndO1BYyvD/PD9+cyDVId1DJ8e7c0fhrXJaQdvZqBXwcVZgwyA43e2aCE7yLDwGN//3BY++Da2Oew7TBGjg25OHHXInBVWGFVIy/LBiLn1KvGyxHJAJefWiEwbsUxCLgo0f94WytxFtzRrVb9xBnFf4U6tPuThEzb47WCvzlMX+hAdtKKRPjyz8EwtnEhg12tFEgYoQL4i4V4aP598Hyv/H3zfErWPnAENjfdGFALhHjkwX+2HLTyHfONgosmeKD707nYcvRHHyywL/d3SN7Kzk+eNAOdqc/QO2EldDaeIJg+COqtXO6xkImPCrkqFLgld+OwD9PXjGYdqynBnP9BxjcIb1ZyGAH4W3ZbT023gNDnK272TqsKx52lnhu2uB26eO8bDHbfwDEfDeqS0LDpPUOY1MNUJIBNNcDBSnAvnVAUzVg5QBc3t/SKAl4ApApAd8IjJPnYKrVFTw4RAMA8LKzRFVDM/IrG3D+eiVmf3YML+84Z5S6McZMg4j6waWKoKAgjBs3Dn/5y18AAHq9Hh4eHnj22Wexdu3abuevqqqCWq1GZWUlbGw671/Rlk5PuFpeB61OB5FIhJO/lONCfiV8nawxYaAdZDIxjmaWIqOwGsNdbeDnoYajlRy1Wj0OpRcht6wO47xtEeBli8yianjaWyH1WgVS8iow0MEKIT72UCmlyCmtxeFLJbCQS/CbUc5wkTXAIeOfEFUVoNZrGqpth0Mns4a9uAaFDVKILe1wJq8Cp3JuYLCzChMG2SP5Sjn83DUoqmrAkcslcLUSYcZIRygtLJGWX4ujWaVwt7VExEhnuKqVsJBLUdOgRWFVA35KK0BpdSPCRzhjmIsNXNSm9SOV9Q0iwvWKepz8pRxnrtzAcFdrhA5xgptGeUeHUO1N7AHA9fJa1Gn1KK9phK2VHIk55UgvqEKgly3GuGuQeq0CZ67cgLudJcZ720EpFUMuk+BQehHyyusw0ccePk4q/JSaD6VcgilDnWAlk0BHhKOZxcguqUWQpw0CHJvhdHUfatxCcKXZFrZ2jmjWA0cyS3CpoBoj3Gww3tsW1nIREjJLcS6/BmO9NBjnqYECWpQ2SbD3XCGqGrSIGOmCQY5WwjtNulJa04grZXX4KTUfUokYs+5zg5tGyaPe9YGK+iYUVDTgp9R8VDVoMXO0GwY5WRm8zPZecavxF3uxCE/9PQmfPTYWdo3XgP0vAY3VgFgC6HWAgy/g/zgg6eSRubJfgDNbW/5XOaHMayaWJzvjyz8E4H8TspF6rRJSsQhnXnmA+/owdo8y+4ZJU1MTLC0t8a9//QuzZ88W0qOiolBRUYFdu3a1m6exsRGNjb++b6SqqgoeHh63/OOIMXZrOPYYM57bjb/tZ65h5fep+PtCf8j3PAeQHhgxG6jKB+QWgNMoQNzNhYzaspYO8VX5oGvJeIbWYob/QGxLuoZ5Ae74IfkaPlngj4f93G6ztowxc2T2z+SUlpZCp9PB2dmwX4SzszMKCws7nGfjxo1Qq9XCn4dH588dM8b6DsceY8Zzu/FXWa+FXCKGPOcgUHkdGPV7QOMBeAYBLmO6b5QAgJU94DURGP17iPwegaf+KrYlXYNMTJhuV4jBDpb4qc3oacVVDdDqOh5wgjHW/5h9w6Q31q1bh8rKSuHv6tWr3c/EGLttHHuMGc/txl9lvRYqhaRl+N8B/oCNa/czdcXNHyPd7QEAs0QJsIzfgODqfTh8qQgVdU3YdCADwRsPY9m3Z6DXm/XDHYyxHjL7hzgdHBwgkUhQVFRkkF5UVAQXF5cO51EoFFAo+Fltxu42jj3GjOd246+yXgtLfU1LvxKfsD4p0+z7XPGwH0GsfxCoD8TE9Dh8W6RD9Gc/IKFMg/sHO+BAehG+OpqDxZMHQa8n/FJai4EOVpDwYAWM9Ttm3zCRy+UICAhAbGys0MdEr9cjNjYWy5cvN27hGGOMsX5Ce+MaZI3lwNBJgGX7USN7SywSARIpoHKCZtw8hB+7goNljpgovoClVWdgYzsN7+0jUEkGvrsM5FTq4W0rx6b5AQjw7rtyMMaMz+wbJgCwcuVKREVFITAwEOPHj8dHH32E2tpaLFq0qEfzt/b/r6pq/84Bxtits7a2hqgHL6vj2GOs7/V1/Ekz98LyP08D2kXIoQewvbQRKL3YJ2XtiFoCPKzOgby+ErtKB0CJbDTpB+Dt0y19TQaiADk3XDH3f0/csTJ0RSoWQac3HDhcIRVDIhbhVu/hEFpG+Ww7zL9YBMilYohFt7481juElnho1hO0ul/3rFQsgkwiwjOTvLBognuPltXT+GMd6xcNk/nz56OkpASvvvoqCgsLcd9992Hfvn3tOsR3prq6GgC4Iy5jfaSno/xw7DHW9/o6/v73t0r8KUCO4aIrsEIdDpTY90k5u/fr+3zUqEajSA4lmlABFaxRh2p0P/T2ndDcQX+Xtg2L26Wn9i9EZsbRrG9prLy3KwkrZoxpGRa7GzzK5O0x++GC+4Jer0d+fn6vWrmtwy1evXrVrA/E/lCP/lAHoH/Uo6exxLFnfLwd+46pbMu+jj9Tqdft6g/16A91APpHPTqrA98xuT394o7J7RKLxXB379ktus7Y2NiYbXC11R/q0R/qAPSfenSFY8908HbsO+ayLW81/sylXt3pD/XoD3UA+kc9+kMdTMk9OVwwY4wxxhhjzLRww4QxxhhjjDFmdNwwuU0KhQIbNmww+3cz9Id69Ic6AP2nHncab6e+wdux7/TXbdlf6tUf6tEf6gD0j3r0hzqYIu78zhhjjDHGGDM6vmPCGGOMMcYYMzpumDDGGGOMMcaMjhsmjDHGGGOMMaPjhgljjDHGGGPM6Lhhcps+++wzeHt7Q6lUIigoCKdOnTJ2kQQbN27EuHHjYG1tDScnJ8yePRsZGRkG00yZMgUikcjg75lnnjGYJi8vDzNnzoSlpSWcnJywatUqNDc335U6vPbaa+3KN2zYMCG/oaEBy5Ytg729PVQqFebOnYuioiKTKX8rb2/vdvUQiURYtmwZANPfD6bIlGPPFPz888946KGH4ObmBpFIhJ07dxrkExFeffVVuLq6wsLCAuHh4cjMzDSYpry8HJGRkbCxsYFGo8FTTz2Fmpqau1gL4+vJedRczkO9ZW6x1hfHvjH11TFnbJ9//jnGjBkjvIAwODgYe/fuFfLNoQ43e+eddyASibBixQohzRzrYdKI9VpMTAzJ5XL6+uuv6cKFC7R48WLSaDRUVFRk7KIREVFERARt2bKFzp8/TykpKfSb3/yGPD09qaamRpgmNDSUFi9eTAUFBcJfZWWlkN/c3EyjRo2i8PBwOnv2LO3Zs4ccHBxo3bp1d6UOGzZsoJEjRxqUr6SkRMh/5plnyMPDg2JjYykpKYkmTJhAEydONJnytyouLjaow8GDBwkAxcXFEZHp7wdTY+qxZwr27NlD69evp+3btxMA2rFjh0H+O++8Q2q1mnbu3Empqan08MMP08CBA6m+vl6YZvr06eTn50cnT56kI0eO0ODBg2nBggV3uSbG1ZPzqLmch3rDHGOtL459Y+qLY84U/Pjjj7R79266fPkyZWRk0EsvvUQymYzOnz9PROZRh7ZOnTpF3t7eNGbMGIqOjhbSza0epo4bJrdh/PjxtGzZMuGzTqcjNzc32rhxoxFL1bni4mICQAkJCUJaaGioQYDdbM+ePSQWi6mwsFBI+/zzz8nGxoYaGxvvZHGJqKVh4ufn12FeRUUFyWQy+uGHH4S0ixcvEgA6ceIEERm//J2Jjo4mHx8f0uv1RGT6+8HUmFvsGdvNP870ej25uLjQe++9J6RVVFSQQqGg7777joiI0tPTCQCdPn1amGbv3r0kEono+vXrd63spubm86g5n4d6wtxjrTfHvqnpzTFnqmxtbelvf/ub2dWhurqafH196eDBgwbf1+ZWD3PAj3L1UlNTE5KTkxEeHi6kicVihIeH48SJE0YsWecqKysBAHZ2dgbp3377LRwcHDBq1CisW7cOdXV1Qt6JEycwevRoODs7C2kRERGoqqrChQsX7kq5MzMz4ebmhkGDBiEyMhJ5eXkAgOTkZGi1WoN9MGzYMHh6egr7wBTKf7Ompib885//xJNPPgmRSCSkm/p+MBXmGHumJicnB4WFhQbbUK1WIygoyCB2NBoNAgMDhWnCw8MhFouRmJh418tsKm4+j5rreagn+mOs9eTYNzW9OeZMjU6nQ0xMDGpraxEcHGx2dVi2bBlmzpxpUF7APPeFqZMauwDmqrS0FDqdzuCLBgCcnZ1x6dIlI5Wqc3q9HitWrEBISAhGjRolpD/22GPw8vKCm5sb0tLSsGbNGmRkZGD79u0AgMLCwg7r2Jp3pwUFBWHr1q0YOnQoCgoK8Prrr2PSpEk4f/48CgsLIZfLodFo2pWvtWzGLn9Hdu7ciYqKCjzxxBNCmqnvB1NibrFnilqPmY62YdvYcXJyMsiXSqWws7O75465Vh2dR831PNQT/THWenLsm5LeHnOm4ty5cwgODkZDQwNUKhV27NiBESNGICUlxWzqEBMTgzNnzuD06dPt8sxpX5gLbpjcI5YtW4bz58/j6NGjBulPP/208P/o0aPh6uqKsLAwZGdnw8fH524Xs50ZM2YI/48ZMwZBQUHw8vLC999/DwsLCyOWrPe++uorzJgxA25ubkKaqe8Hxljn51HG7hRzP+aGDh2KlJQUVFZW4l//+heioqKQkJBg7GL12NWrVxEdHY2DBw9CqVQauzj3BH6Uq5ccHBwgkUjajbxQVFQEFxcXI5WqY8uXL8dPP/2EuLg4uLu7dzltUFAQACArKwsA4OLi0mEdW/PuNo1GgyFDhiArKwsuLi5oampCRUVFu/K1ls3Uyn/lyhUcOnQIf/zjH7ucztT3gzGZU+yZqtbt1NU2dHFxQXFxsUF+c3MzysvL78nt3Nl51BzPQz3VH2OtJ8e+qbidY85UyOVyDB48GAEBAdi4cSP8/Pzw8ccfm00dkpOTUVxcjLFjx0IqlUIqlSIhIQGffPIJpFIpnJ2dzaIe5oQbJr0kl8sREBCA2NhYIU2v1yM2NhbBwcFGLNmviAjLly/Hjh07cPjwYQwcOLDbeVJSUgAArq6uAIDg4GCcO3fO4AfKwYMHYWNjgxEjRtyRcnelpqYG2dnZcHV1RUBAAGQymcE+yMjIQF5enrAPTK38W7ZsgZOTE2bOnNnldKa+H4zJHGLP1A0cOBAuLi4G27CqqgqJiYkGsVNRUYHk5GRhmsOHD0Ov1wsN53tBd+dRczwP9VR/jLWeHPvG1hfHnKnS6/VobGw0mzqEhYXh3LlzSElJEf4CAwMRGRkp/G8O9TArRu58b9ZiYmJIoVDQ1q1bKT09nZ5++mnSaDQGI68Y05IlS0itVlN8fLzBMLR1dXVERJSVlUV//vOfKSkpiXJycmjXrl00aNAgmjx5srCM1mEuH3zwQUpJSaF9+/aRo6PjXRvm8oUXXqD4+HjKycmhY8eOUXh4ODk4OFBxcTERtQzT5+npSYcPH6akpCQKDg6m4OBgkyl/Wzqdjjw9PWnNmjUG6eawH0yNqceeKaiurqazZ8/S2bNnCQB98MEHdPbsWbpy5QoRtQyZqtFoaNeuXZSWlkazZs3qcLhgf39/SkxMpKNHj5Kvr+89N1xwd+dRIvM6D90qc4y1vjj2jakvjjlTsHbtWkpISKCcnBxKS0ujtWvXkkgkogMHDhCRedShIzePommu9TBV3DC5TZ9++il5enqSXC6n8ePH08mTJ41dJAGADv+2bNlCRER5eXk0efJksrOzI4VCQYMHD6ZVq1YZvD+DiCg3N5dmzJhBFhYW5ODgQC+88AJptdq7Uof58+eTq6sryeVyGjBgAM2fP5+ysrKE/Pr6elq6dCnZ2tqSpaUlzZkzhwoKCkym/G3t37+fAFBGRoZBujnsB1NkyrFnCuLi4jqM/6ioKCJqGTb1lVdeIWdnZ1IoFBQWFtbu2CwrK6MFCxaQSqUiGxsbWrRoEVVXVxuhNsbT3XmUyLzOQ71hbrHWF8e+MfXVMWdsTz75JHl5eZFcLidHR0cKCwsTGiVE5lGHjtzcMDHXepgqERHRXbgxwxhjjDHGGGOd4j4mjDHGGGOMMaPjhgljjDHGGGPM6LhhwhhjjDHGGDM6bpgwxhhjjDHGjI4bJowxxhhjjDGj44YJY4wxxhhjzOi4YcIYY4wxxhgzOm6YMJPi7e2Njz76yNjFYIyZkCeeeAKzZ882djEYY4zdYdwwYX0qNzcXIpEIKSkp7fKqqqqwfv16DBs2DEqlEi4uLggPD8f27dthDu/5fO2113DfffcZuxiM3TEdxe++ffsgEolQWFhoMK2rqyu8vb07nD82NvYulJYx09PZd2BdXR3WrVsHHx8fKJVKODo6IjQ0FLt27erT9XMjnpk7qbELwO4NFRUVuP/++1FZWYk333wT48aNg1QqRUJCAlavXo1p06ZBo9HckXU3NTVBLpffkWX3hqmVh7Gu3H///ZBKpYiPj8ejjz4KALh48SLq6+tRV1eH3NxcoYESFxcHhUKBkJCQXq1Lq9VCJpP1VdEZMxnPPPMMEhMT8emnn2LEiBEoKyvD8ePHUVZWZuyiMWZaiPUrOp2O3n33XfLx8SG5XE4eHh705ptvEhFRWloaTZ06lZRKJdnZ2dHixYupurpamDc0NJSio6MNljdr1iyKiooSPnt5edFbb71FixYtIpVKRR4eHvTFF18I+QAM/kJDQ4mIaMmSJWRlZUXXr19vV+bq6mrSarU9Wj4R0erVq8nX15csLCxo4MCB9PLLL1NTU5OQv2HDBvLz86PNmzeTt7c3iUQiIiLau3cvhYSEkFqtJjs7O5o5cyZlZWUZLPvq1av06KOPkq2tLVlaWlJAQACdPHmStmzZ0q5uW7ZsISKiGzdu0FNPPUUODg5kbW1NU6dOpZSUlG7L88MPP9CoUaOE/REWFkY1NTWd7lvW/5lq/AYHB9Of/vQnYbq//vWvNHPmTJoxY4YQB0RECxcuFObR6XT0+uuv04ABA0gul5Ofnx/t3btXmDYnJ4cAUExMDE2ePJkUCgVt2bKFmpub6fnnnxfidNWqVbRw4UKaNWuWMC/HDuuMqcaQWq2mrVu3dln2hoYGeuGFF8jNzY0sLS1p/PjxFBcXJ+Rv2bKF1Go17du3j4YNG0ZWVlYUERFB+fn5RNTyXXPz+lvnz8vLo3nz5pFarSZbW1t6+OGHKScnR1h2VFQUzZo1i9577z1ycXEhOzs7Wrp0qcF3a0NDA61evZrc3d1JLpeTj48P/e1vfxPyz507R9OnTycrKytycnKixx9/nEpKSoR8jlvWE/woVz+zbt06vPPOO3jllVeQnp6O//u//4OzszNqa2sREREBW1tbnD59Gj/88AMOHTqE5cuX3/I6Nm3ahMDAQJw9exZLly7FkiVLkJGRAQA4deoUAODQoUMoKCjA9u3bodfrERMTg8jISLi5ubVbnkqlglQq7dHyAcDa2hpbt25Feno6Pv74Y2zevBkffvihwTKzsrLw73//G9u3bxduqdfW1mLlypVISkpCbGwsxGIx5syZA71eDwCoqalBaGgorl+/jh9//BGpqalYvXo19Ho95s+fjxdeeAEjR45EQUEBCgoKMH/+fADAvHnzUFxcjL179yI5ORljx45FWFgYysvLOy1PQUEBFixYgCeffBIXL15EfHw8fve735nFI23szjHF+AWAqVOnIi4uTlhGXFwcpkyZgtDQUIP0+Ph4TJ06FQDw8ccfY9OmTXj//feRlpaGiIgIPPzww8jMzDQoz9q1axEdHY2LFy8iIiICmzZtwtatW/H111/j6NGjKC8vx44dO4TpOXZYV0w1hlxcXLBnzx5UV1d3utzly5fjxIkTiImJQVpaGubNm4fp06cbxExdXR3ef/99/OMf/8DPP/+MvLw8vPjiiwCAF198EY888gimT58ufE9NnDgRWq0WERERsLa2xpEjR3Ds2DGoVCpMnz4dTU1NwrLj4uKQnZ2NuLg4/P3vf8fWrVuxdetWIX/hwoX47rvv8Mknn+DixYv44osvoFKpALQ8FTFt2jT4+/sjKSkJ+/btQ1FRER555BEAHLfsFhi5YcT6UFVVFSkUCtq8eXO7vC+//JJsbW0Nrk7s3r2bxGIxFRYWElHPrxY9/vjjwme9Xk9OTk70+eefE9GvV0HPnj0rTFNUVEQA6IMPPui2Dt0tvyPvvfceBQQECJ83bNhAMpmMiouLu1xXSUkJAaBz584REdEXX3xB1tbWVFZW1uH0rXc+2jpy5AjZ2NhQQ0ODQbqPj49wFa2j8iQnJxMAys3N7bKM7N5hqvFLRHTw4EECIFyZdXJyolOnTtHx48fJy8uLiIiys7MJACUkJBARkZubG7311lsGyxk3bhwtXbrUYF0fffSRwTSurq70P//zP8JnrVZL7u7uwh0Tjh3WGVOOoYSEBHJ3dyeZTEaBgYG0YsUKOnr0qJB/5coVkkgk7Z4qCAsLo3Xr1hERCXfu297p/+yzz8jZ2Vn43Hrno61//OMfNHToUNLr9UJaY2MjWVhY0P79+4X5vLy8qLm5WZhm3rx5NH/+fCIiysjIIAB08OBB6sgbb7xBDz74oEHa1atXCQBlZGRw3LIe4zsm/cjFixfR2NiIsLCwDvP8/PxgZWUlpIWEhECv1xvcjeiJMWPGCP+LRCK4uLiguLi40+npFq+IdLf8bdu2ISQkBC4uLlCpVHj55ZeRl5dnsAwvLy84OjoapGVmZmLBggUYNGgQbGxshOfiW+dNSUmBv78/7OzselzW1NRU1NTUwN7eHiqVSvjLyclBdnZ2p+Xx8/NDWFgYRo8ejXnz5mHz5s24ceNGj9fL+h9TjV8AmDhxIuRyOeLj45Geno76+nqMHTsWgYGBKCkpQU5ODuLj42FhYYEJEyagqqoK+fn57fqahISE4OLFiwZpgYGBwv+VlZUoKChAUFCQkCaVSg2m4dhhnTHlGJo8eTJ++eUXxMbG4ve//z0uXLiASZMm4Y033gAAnDt3DjqdDkOGDDH4LklISDD4LrG0tISPj4/w2dXVtdt1p6amIisrC9bW1sJy7ezs0NDQYLDskSNHQiKRdLjslJQUSCQShIaGdrqOuLg4g7IPGzYMAJCdnc1xy3qMO7/3IxYWFrc1v1gsbteI0Gq17aa7uXOqSCQSHofqiKOjIzQaDS5dutSjcnS1/BMnTiAyMhKvv/46IiIioFarERMTg02bNhnM0/bLp9VDDz0ELy8vbN68GW5ubtDr9Rg1apRwK7s326+mpgaurq6Ij49vl9e2M//N5ZFIJDh48CCOHz+OAwcO4NNPP8X69euRmJiIgQMH3nI5mPkz1fgFWn4MjR8/HnFxcSgvL8f9998PiUQCiUSCiRMnIi4uDnFxcQgJCYFcLkdDQ0OPy91RrHaFY4d1xpRjqHW+SZMmYdKkSVizZg3efPNN/PnPf8aaNWtQU1MDiUSC5ORkg8YBAOFxqc7W3d3Fv5qaGgQEBODbb79tl9f2gllX9epu29bU1OChhx7Cu+++2y7P1dWV45b1GN8x6Ud8fX1hYWHR4VCdw4cPR2pqKmpra4W0Y8eOQSwWY+jQoQBaTlAFBQVCvk6nw/nz52+pDK2jTel0OiFNLBbj0Ucfxbfffov8/Px289TU1KC5ublHyz9+/Di8vLywfv16BAYGwtfXF1euXOl2vrKyMmRkZODll19GWFgYhg8f3u5qzZgxY5CSkmLQN+TmurWtFwCMHTsWhYWFkEqlGDx4sMGfg4NDl2USiUQICQnB66+/jrNnz0Iulxs8S8/uLaYav62mTp2K+Ph4xMfHY8qUKUL65MmTER8fj4SEBKF/iY2NDdzc3HDs2DGDZRw7dgwjRozodP1qtRqurq5ITEwU0pqbm5GcnGwwHccO64ipx9DNRowYgebmZjQ0NMDf3x86nQ7FxcXtvktcXFxuaf0dfU9lZmbCycmp3bLVanWPljt69Gjo9XokJCR0mD927FhcuHAB3t7e7dbRevGB45b1BDdM+hGlUok1a9Zg9erV+Oabb5CdnY2TJ0/iq6++QmRkJJRKJaKionD+/HnExcXh2WefxR/+8Ac4OzsDAKZNm4bdu3dj9+7duHTpEpYsWYKKiopbKoOTkxMsLCyEjm+VlZUAgLfeegseHh4ICgrCN998g/T0dGRmZuLrr7+Gv78/ampqerR8X19f5OXlISYmBtnZ2fjkk096dGKztbWFvb09vvzyS2RlZeHw4cNYuXKlwTQLFiyAi4sLZs+ejWPHjuGXX37Bv//9b5w4cQJAy8sfc3JykJKSgtLSUjQ2NiI8PBzBwcGYPXs2Dhw4gNzcXBw/fhzr169HUlJSp+VJTEzE22+/jaSkJOTl5WH79u0oKSnB8OHDe7QdWP9jyvELtDRMMjMzsX//foPHOUJDQ7Fz505cvXpVaJgAwKpVq/Duu+9i27ZtyMjIwNq1a5GSkoLo6OguyxAdHY133nkHO3fuxKVLl7B06VKDenDssM6YcgxNmTIFX3zxBZKTk5Gbm4s9e/bgpZdewtSpU2FjY4MhQ4YgMjISCxcuxPbt25GTk4NTp05h48aN2L17d4/X7+3tjbS0NGRkZKC0tBRarRaRkZFwcHDArFmzcOTIEeHRy+eeew7Xrl3r8XKjoqLw5JNPYufOncIyvv/+ewDAsmXLUF5ejgULFuD06dPIzs7G/v37sWjRIuh0Oo5b1nNG7eHC+pxOp6M333yTvLy8SCaTkaenJ7399ttE1P1QiU1NTbRkyRKys7MjJycn2rhxY4cd/z788EODdfr5+dGGDRuEz5s3byYPDw8Si8XCUIlERBUVFbR27Vry9fUluVxOzs7OFB4eTjt27BA65fVk+atWrSJ7e3tSqVQ0f/58+vDDD0mtVgv5HXVSJ2rpwDt8+HBSKBQ0ZswYio+PJwC0Y8cOYZrc3FyaO3cu2djYkKWlJQUGBlJiYiIRtQyVOHfuXNJoNAbDBVdVVdGzzz5Lbm5uJJPJyMPDgyIjIykvL6/T8qSnp1NERAQ5OjqSQqGgIUOG0KefftquzOzeYsrxW19fTwqFglQqlTC8N1FLXCiVynbpOp2OXnvtNRowYADJZLJOhwu+uZOwVqul6OhosrGxIY1GQytXrjQYLphjh3XFVGPo7bffpuDgYLKzsyOlUkmDBg2i5557jkpLSw3W/+qrr5K3tzfJZDJydXWlOXPmUFpaGhH9OlxwWzt27KC2P+WKi4vpgQceIJVKZTBccEFBAS1cuJAcHBxIoVDQoEGDaPHixVRZWUlEHXeaj46ObncOeP7558nV1ZXkcjkNHjyYvv76ayH/8uXLNGfOHNJoNGRhYUHDhg2jFStWkF6v57hlPSYi4rHaGGOMMcYYY8bFj3IxxhhjjDHGjI4bJowxxhhjjDGj44YJY4wxxhhjzOi4YcIYY4wxxhgzOm6YMMYYY4wxxoyOGyaMMcYYY4wxo+OGCWOMMcYYY8zouGHCGGOMMcYYMzpumDDGGGOMMcaMjhsmjDHGGGOMMaPjhgljjDHGGGPM6LhhwhhjjDHGGDO6/weTm0dFCDXeWQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 808.875x750 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#finding relationship between the columns\n",
    "sns.pairplot(x, hue='result')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b916c85d",
   "metadata": {
    "id": "b916c85d"
   },
   "source": [
    "## Data Preprocessing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "78770422",
   "metadata": {
    "id": "78770422"
   },
   "outputs": [],
   "source": [
    "#peforming preprocessing such as tokenization (converting the text into tokens or words), removing special characters,\n",
    "#removing stop words and punctuation and finallying stemming the data.\n",
    "#also, converting to lower case first and then pre-processing the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "727bd8e8",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "727bd8e8",
    "outputId": "7b9c142f-b729-44b6-9e44-40feaa21031e"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[nltk_data] Downloading package stopwords to\n",
      "[nltk_data]     C:\\Users\\jayra\\AppData\\Roaming\\nltk_data...\n",
      "[nltk_data]   Package stopwords is already up-to-date!\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#downloading the package which contains the stopwords\n",
    "nltk.download('stopwords')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "fb37349b",
   "metadata": {
    "id": "fb37349b"
   },
   "outputs": [],
   "source": [
    "def transform_text (text):\n",
    "    \n",
    "    #converting to lower case\n",
    "    text = text.lower()\n",
    "    \n",
    "    #tokenization\n",
    "    text = nltk.word_tokenize(text)\n",
    "    \n",
    "    #removing special characters\n",
    "    removedSC = list()\n",
    "    for i in text:\n",
    "        if i.isalnum():\n",
    "            removedSC.append(i)\n",
    "            \n",
    "    #updating the text after removed special characters\n",
    "    text = removedSC[:]\n",
    "    \n",
    "    #removing stop words and punctuation characters\n",
    "    removedSWPC = list()\n",
    "    for i in text:\n",
    "        #stopwords.words('english') is a function of 'nltk', returns list of english stop words\n",
    "        #string.punctuation is a part of 'string' module, containing the ASCII punctuation characters\n",
    "        if i not in stopwords.words('english') and i not in string.punctuation:\n",
    "            removedSWPC.append(i)\n",
    "            \n",
    "    #updating the text after removed stop words and punctuation characters\n",
    "    text = removedSWPC[:]\n",
    "    \n",
    "    #stemming the data using 'PorterStemmer' algorithm.\n",
    "    #nltk module provides this class to use.\n",
    "    ps = PorterStemmer()\n",
    "    stemmed = list()\n",
    "    for i in text:\n",
    "        stemmed.append(ps.stem(i))\n",
    "    text = stemmed[:]\n",
    "    return \" \".join(text)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "6589a86c",
   "metadata": {
    "id": "6589a86c"
   },
   "outputs": [],
   "source": [
    "#function for transforming the text is ready"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "id": "2096abcc",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 310
    },
    "id": "2096abcc",
    "outputId": "f2545dda-3cec-4297-8411-738065335a30",
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\jayra\\AppData\\Local\\Temp\\ipykernel_18732\\2432381459.py:2: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  x['processed'] = x['input'].apply(transform_text)\n"
     ]
    },
    {
     "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>result</th>\n",
       "      <th>input</th>\n",
       "      <th>countCharacters</th>\n",
       "      <th>countWords</th>\n",
       "      <th>countSentences</th>\n",
       "      <th>processed</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>Go until jurong point, crazy.. Available only ...</td>\n",
       "      <td>111</td>\n",
       "      <td>24</td>\n",
       "      <td>2</td>\n",
       "      <td>go jurong point crazi avail bugi n great world...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>Ok lar... Joking wif u oni...</td>\n",
       "      <td>29</td>\n",
       "      <td>8</td>\n",
       "      <td>2</td>\n",
       "      <td>ok lar joke wif u oni</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>Free entry in 2 a wkly comp to win FA Cup fina...</td>\n",
       "      <td>155</td>\n",
       "      <td>37</td>\n",
       "      <td>2</td>\n",
       "      <td>free entri 2 wkli comp win fa cup final tkt 21...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>U dun say so early hor... U c already then say...</td>\n",
       "      <td>49</td>\n",
       "      <td>13</td>\n",
       "      <td>1</td>\n",
       "      <td>u dun say earli hor u c alreadi say</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>Nah I don't think he goes to usf, he lives aro...</td>\n",
       "      <td>61</td>\n",
       "      <td>15</td>\n",
       "      <td>1</td>\n",
       "      <td>nah think goe usf live around though</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   result                                              input  countCharacters  \\\n",
       "0       0  Go until jurong point, crazy.. Available only ...              111   \n",
       "1       0                      Ok lar... Joking wif u oni...               29   \n",
       "2       1  Free entry in 2 a wkly comp to win FA Cup fina...              155   \n",
       "3       0  U dun say so early hor... U c already then say...               49   \n",
       "4       0  Nah I don't think he goes to usf, he lives aro...               61   \n",
       "\n",
       "   countWords  countSentences  \\\n",
       "0          24               2   \n",
       "1           8               2   \n",
       "2          37               2   \n",
       "3          13               1   \n",
       "4          15               1   \n",
       "\n",
       "                                           processed  \n",
       "0  go jurong point crazi avail bugi n great world...  \n",
       "1                              ok lar joke wif u oni  \n",
       "2  free entri 2 wkli comp win fa cup final tkt 21...  \n",
       "3                u dun say earli hor u c alreadi say  \n",
       "4               nah think goe usf live around though  "
      ]
     },
     "execution_count": 105,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#will create a new column to store the transformed text -> 'processed'\n",
    "x['processed'] = x['input'].apply(transform_text)\n",
    "\n",
    "#displaying the edited dataframe with a new column 'processed'\n",
    "x.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "52148949",
   "metadata": {
    "id": "52148949"
   },
   "outputs": [],
   "source": [
    "#will be creating word cloud for data visualization to display the most frequently occurring words in the processed dataset.\n",
    "#using 'WordCloud' class\n",
    "\n",
    "wc = WordCloud(width=500, height=500, min_font_size=10, background_color='white')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "475f1006",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 544
    },
    "id": "475f1006",
    "outputId": "4549babd-62f6-46e0-f39d-55bd50eb6f32"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1a9280d4260>"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#creating a wordcloud for the SPAM messages\n",
    "spamWC = wc.generate(x[x['result'] == 1]['processed'].str.cat(sep=\" \"))\n",
    "\n",
    "#creating figure and displaying\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.imshow(spamWC)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "KKjzvZxw9fA7",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 544
    },
    "id": "KKjzvZxw9fA7",
    "outputId": "a2b023fb-f675-4209-c84b-22895c8d2088"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1a928cbaed0>"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#creating a wordcloud for the not SPAM messages\n",
    "spamWC = wc.generate(x[x['result'] == 0]['processed'].str.cat(sep=\" \"))\n",
    "\n",
    "#creating figure and displaying\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.imshow(spamWC)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "kjNkfXx793fG",
   "metadata": {
    "id": "kjNkfXx793fG"
   },
   "outputs": [],
   "source": [
    "#extracting the most common words used in both SPAM and not SPAM messages"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "0GM55U9i-rfk",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "0GM55U9i-rfk",
    "outputId": "5071b249-15f8-4def-8882-0fb5d763bea0"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['free',\n",
       " 'entri',\n",
       " '2',\n",
       " 'wkli',\n",
       " 'comp',\n",
       " 'win',\n",
       " 'fa',\n",
       " 'cup',\n",
       " 'final',\n",
       " 'tkt',\n",
       " '21st',\n",
       " 'may',\n",
       " 'text',\n",
       " 'fa',\n",
       " '87121',\n",
       " 'receiv',\n",
       " 'entri',\n",
       " 'question',\n",
       " 'std',\n",
       " 'txt',\n",
       " 'rate',\n",
       " 'c',\n",
       " 'appli',\n",
       " '08452810075over18',\n",
       " 'freemsg',\n",
       " 'hey',\n",
       " 'darl',\n",
       " '3',\n",
       " 'week',\n",
       " 'word',\n",
       " 'back',\n",
       " 'like',\n",
       " 'fun',\n",
       " 'still',\n",
       " 'tb',\n",
       " 'ok',\n",
       " 'xxx',\n",
       " 'std',\n",
       " 'chg',\n",
       " 'send',\n",
       " 'rcv',\n",
       " 'winner',\n",
       " 'valu',\n",
       " 'network',\n",
       " 'custom',\n",
       " 'select',\n",
       " 'receivea',\n",
       " 'prize',\n",
       " 'reward',\n",
       " 'claim',\n",
       " 'call',\n",
       " 'claim',\n",
       " 'code',\n",
       " 'kl341',\n",
       " 'valid',\n",
       " '12',\n",
       " 'hour',\n",
       " 'mobil',\n",
       " '11',\n",
       " 'month',\n",
       " 'u',\n",
       " 'r',\n",
       " 'entitl',\n",
       " 'updat',\n",
       " 'latest',\n",
       " 'colour',\n",
       " 'mobil',\n",
       " 'camera',\n",
       " 'free',\n",
       " 'call',\n",
       " 'mobil',\n",
       " 'updat',\n",
       " 'co',\n",
       " 'free',\n",
       " '08002986030',\n",
       " 'six',\n",
       " 'chanc',\n",
       " 'win',\n",
       " 'cash',\n",
       " '100',\n",
       " 'pound',\n",
       " 'txt',\n",
       " 'csh11',\n",
       " 'send',\n",
       " 'cost',\n",
       " '6day',\n",
       " 'tsandc',\n",
       " 'appli',\n",
       " 'repli',\n",
       " 'hl',\n",
       " '4',\n",
       " 'info',\n",
       " 'urgent',\n",
       " '1',\n",
       " 'week',\n",
       " 'free',\n",
       " 'membership',\n",
       " 'prize',\n",
       " 'jackpot',\n",
       " 'txt',\n",
       " 'word',\n",
       " 'claim',\n",
       " '81010',\n",
       " 'c',\n",
       " 'lccltd',\n",
       " 'pobox',\n",
       " '4403ldnw1a7rw18',\n",
       " 'xxxmobilemovieclub',\n",
       " 'use',\n",
       " 'credit',\n",
       " 'click',\n",
       " 'wap',\n",
       " 'link',\n",
       " 'next',\n",
       " 'txt',\n",
       " 'messag',\n",
       " 'click',\n",
       " 'http',\n",
       " 'england',\n",
       " 'v',\n",
       " 'macedonia',\n",
       " 'dont',\n",
       " 'miss',\n",
       " 'news',\n",
       " 'txt',\n",
       " 'ur',\n",
       " 'nation',\n",
       " 'team',\n",
       " '87077',\n",
       " 'eg',\n",
       " 'england',\n",
       " '87077',\n",
       " 'tri',\n",
       " 'wale',\n",
       " 'scotland',\n",
       " 'poboxox36504w45wq',\n",
       " 'thank',\n",
       " 'subscript',\n",
       " 'rington',\n",
       " 'uk',\n",
       " 'mobil',\n",
       " 'charg',\n",
       " 'pleas',\n",
       " 'confirm',\n",
       " 'repli',\n",
       " 'ye',\n",
       " 'repli',\n",
       " 'charg',\n",
       " '07732584351',\n",
       " 'rodger',\n",
       " 'burn',\n",
       " 'msg',\n",
       " 'tri',\n",
       " 'call',\n",
       " 'repli',\n",
       " 'sm',\n",
       " 'free',\n",
       " 'nokia',\n",
       " 'mobil',\n",
       " 'free',\n",
       " 'camcord',\n",
       " 'pleas',\n",
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       " 'special',\n",
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       " 'take',\n",
       " 'partner',\n",
       " 'trip',\n",
       " 'lifetim',\n",
       " 'send',\n",
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       " '500',\n",
       " 'pound',\n",
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       " 'cc',\n",
       " '08708800282',\n",
       " 'xma',\n",
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       " 'per',\n",
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       " 'unsubscrib',\n",
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       " 'call',\n",
       " 'custom',\n",
       " 'servic',\n",
       " '09057039994',\n",
       " 'doubl',\n",
       " 'min',\n",
       " 'txt',\n",
       " '4',\n",
       " '6month',\n",
       " 'free',\n",
       " 'bluetooth',\n",
       " 'orang',\n",
       " 'avail',\n",
       " 'soni',\n",
       " 'nokia',\n",
       " 'motorola',\n",
       " 'phone',\n",
       " 'call',\n",
       " 'mobileupd8',\n",
       " '08000839402',\n",
       " '4mth',\n",
       " 'half',\n",
       " 'price',\n",
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       " 'line',\n",
       " 'rental',\n",
       " 'latest',\n",
       " 'camera',\n",
       " 'phone',\n",
       " '4',\n",
       " 'free',\n",
       " 'phone',\n",
       " '11mth',\n",
       " 'call',\n",
       " 'mobilesdirect',\n",
       " 'free',\n",
       " '08000938767',\n",
       " 'updat',\n",
       " 'or2stoptxt',\n",
       " 'free',\n",
       " 'rington',\n",
       " 'text',\n",
       " 'first',\n",
       " '87131',\n",
       " 'poli',\n",
       " 'text',\n",
       " 'get',\n",
       " '87131',\n",
       " 'true',\n",
       " 'tone',\n",
       " 'help',\n",
       " '0845',\n",
       " '2814032',\n",
       " '16',\n",
       " '1st',\n",
       " 'free',\n",
       " 'tone',\n",
       " 'txt',\n",
       " 'stop',\n",
       " '100',\n",
       " 'date',\n",
       " 'servic',\n",
       " 'cal',\n",
       " 'l',\n",
       " '09064012103',\n",
       " 'box334sk38ch',\n",
       " 'free',\n",
       " 'entri',\n",
       " 'weekli',\n",
       " 'competit',\n",
       " 'text',\n",
       " 'word',\n",
       " 'win',\n",
       " '80086',\n",
       " '18',\n",
       " 'c',\n",
       " 'send',\n",
       " 'logo',\n",
       " '2',\n",
       " 'ur',\n",
       " 'lover',\n",
       " '2',\n",
       " 'name',\n",
       " 'join',\n",
       " 'heart',\n",
       " 'txt',\n",
       " 'love',\n",
       " 'name1',\n",
       " 'name2',\n",
       " 'mobno',\n",
       " 'eg',\n",
       " 'love',\n",
       " 'adam',\n",
       " 'eve',\n",
       " '07123456789',\n",
       " '87077',\n",
       " 'yahoo',\n",
       " 'pobox36504w45wq',\n",
       " 'txtno',\n",
       " '4',\n",
       " 'ad',\n",
       " '150p',\n",
       " 'someon',\n",
       " 'contact',\n",
       " 'date',\n",
       " 'servic',\n",
       " 'enter',\n",
       " 'phone',\n",
       " 'fanci',\n",
       " 'find',\n",
       " 'call',\n",
       " 'landlin',\n",
       " '09111032124',\n",
       " 'pobox12n146tf150p',\n",
       " 'urgent',\n",
       " 'mobil',\n",
       " 'number',\n",
       " 'award',\n",
       " 'prize',\n",
       " 'guarante',\n",
       " 'call',\n",
       " '09058094455',\n",
       " 'land',\n",
       " 'line',\n",
       " 'claim',\n",
       " 'valid',\n",
       " '12hr',\n",
       " 'congrat',\n",
       " 'nokia',\n",
       " '3650',\n",
       " 'video',\n",
       " 'camera',\n",
       " ...]"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#extracting all the words used in SPAM messages\n",
    "spamWords = list()\n",
    "\n",
    "for msg in x[x['result'] == 1]['processed'].tolist():\n",
    "  for word in msg.split():\n",
    "    spamWords.append(word)\n",
    "\n",
    "spamWords"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "Us_mXRt5-ySp",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "Us_mXRt5-ySp",
    "outputId": "672e4846-6246-4585-a7e7-2ff600e21de9"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[('call', 320),\n",
       " ('free', 191),\n",
       " ('2', 155),\n",
       " ('txt', 141),\n",
       " ('text', 122),\n",
       " ('u', 119),\n",
       " ('ur', 119),\n",
       " ('mobil', 114),\n",
       " ('stop', 104),\n",
       " ('repli', 103),\n",
       " ('claim', 98),\n",
       " ('4', 97),\n",
       " ('prize', 82),\n",
       " ('get', 74),\n",
       " ('new', 64),\n",
       " ('servic', 64),\n",
       " ('tone', 63),\n",
       " ('send', 60),\n",
       " ('urgent', 57),\n",
       " ('nokia', 57),\n",
       " ('contact', 56),\n",
       " ('award', 55),\n",
       " ('phone', 52),\n",
       " ('cash', 51),\n",
       " ('pleas', 51),\n",
       " ('week', 49),\n",
       " ('win', 48),\n",
       " ('c', 45),\n",
       " ('collect', 45),\n",
       " ('min', 45),\n",
       " ('custom', 42),\n",
       " ('messag', 42),\n",
       " ('guarante', 42),\n",
       " ('per', 41),\n",
       " ('chat', 38),\n",
       " ('tri', 37),\n",
       " ('msg', 35),\n",
       " ('draw', 35),\n",
       " ('number', 35),\n",
       " ('cs', 35)]"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#to count the frequency of the words, we will be using the Counter class to create a dictionary\n",
    "spamWordsDictionary = Counter(spamWords)\n",
    "\n",
    "#to extract the most common words\n",
    "spamWordsDictionary.most_common(40)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "fDKbm3uH_Nph",
   "metadata": {
    "id": "fDKbm3uH_Nph"
   },
   "outputs": [],
   "source": [
    "#converting this dictionary to a dataframe\n",
    "mostCommonSPAM = pd.DataFrame(spamWordsDictionary.most_common(40))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "jBblxZIk_30g",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 591
    },
    "id": "jBblxZIk_30g",
    "outputId": "35d21f65-22df-42ee-e307-d6ca39b06c7e"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#plotting a bar plot of the mostCommonSPAM dataframe\n",
    "plt.figure(figsize=(12, 6))\n",
    "sns.barplot(data = mostCommonSPAM, x=0, y=1)\n",
    "plt.xticks(rotation='vertical')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "iHYyTWYDAO2p",
   "metadata": {
    "id": "iHYyTWYDAO2p"
   },
   "outputs": [],
   "source": [
    "#words like 'CALL', 'FREE', '2', 'TXT', 'TEXT', 'UR', 'MOBIL' are the most common words in SPAM texts"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "hD1ryYyPDoUS",
   "metadata": {
    "id": "hD1ryYyPDoUS"
   },
   "source": [
    "## Model Building"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "g4CYS7lVD02K",
   "metadata": {
    "id": "g4CYS7lVD02K"
   },
   "outputs": [],
   "source": [
    "#NaiveBayes classifier works BEST on textual data, so will firstly perform it on the dataset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "-WxWmcFCEAFI",
   "metadata": {
    "id": "-WxWmcFCEAFI"
   },
   "outputs": [],
   "source": [
    "#we need to give numerical inputs to the classifier model, so will have to convert the 'processed' column into vectors.\n",
    "#using 'bag of words'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "id": "GXzUN--UEznA",
   "metadata": {
    "id": "GXzUN--UEznA"
   },
   "outputs": [],
   "source": [
    "#converting the collection of text into a matrix of token counts\n",
    "cv = CountVectorizer()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "id": "zdPlxYWXE-vm",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "zdPlxYWXE-vm",
    "outputId": "72f25fec-fdb9-416e-e396-d42079ea16ea"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5169, 6708)"
      ]
     },
     "execution_count": 98,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#transforming the data of processed column\n",
    "X = cv.fit_transform(x['processed']).toarray()\n",
    "\n",
    "#printing size of X\n",
    "X.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "id": "UaAee-QhFDdf",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "UaAee-QhFDdf",
    "outputId": "a345bad7-d8e7-42c6-d819-afc691eb5e5a"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0, 0, 1, ..., 0, 0, 0])"
      ]
     },
     "execution_count": 99,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#storing the values of the 'result' column\n",
    "y = x['result'].values\n",
    "y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "id": "2LZrgCI0FY8y",
   "metadata": {
    "id": "2LZrgCI0FY8y"
   },
   "outputs": [],
   "source": [
    "#splitting the training and testing dataset\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.2, random_state = 49)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "id": "0_3FTO2RHQuv",
   "metadata": {
    "id": "0_3FTO2RHQuv"
   },
   "outputs": [],
   "source": [
    "#creating the objects for the models\n",
    "gnb = GaussianNB()\n",
    "mnb = MultinomialNB()\n",
    "bnb = BernoulliNB()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "A3-_9K4ZH3nO",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "A3-_9K4ZH3nO",
    "outputId": "d328caf1-48cc-404f-ac19-4ed4ab7da539"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.8617021276595744\n",
      "[[774 125]\n",
      " [ 18 117]]\n",
      "0.4834710743801653\n"
     ]
    }
   ],
   "source": [
    "#training the dataset for GaussianNB\n",
    "gnb.fit(X_train, y_train)\n",
    "y_pred1 = gnb.predict(X_test)\n",
    "print(accuracy_score(y_test, y_pred1))\n",
    "print(confusion_matrix(y_test, y_pred1))\n",
    "print(precision_score(y_test, y_pred1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "id": "nt9Ox6u6IDeC",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "nt9Ox6u6IDeC",
    "outputId": "01abc5e4-75b1-4040-f49c-cc79ce0ec76b"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.9700193423597679\n",
      "[[882  17]\n",
      " [ 14 121]]\n",
      "0.8768115942028986\n"
     ]
    }
   ],
   "source": [
    "#training the dataset for MultinomialnNB\n",
    "mnb.fit(X_train, y_train)\n",
    "y_pred2 = mnb.predict(X_test)\n",
    "print(accuracy_score(y_test, y_pred2))\n",
    "print(confusion_matrix(y_test, y_pred2))\n",
    "print(precision_score(y_test, y_pred2))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "-Qiq7GWJJSLo",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "-Qiq7GWJJSLo",
    "outputId": "49278f39-e22a-4559-dd8a-2263cba8c19c"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.9642166344294004\n",
      "[[893   6]\n",
      " [ 31 104]]\n",
      "0.9454545454545454\n"
     ]
    }
   ],
   "source": [
    "#training the dataset for BernoulliNB\n",
    "bnb.fit(X_train, y_train)\n",
    "y_pred3 = bnb.predict(X_test)\n",
    "print(accuracy_score(y_test, y_pred3))\n",
    "print(confusion_matrix(y_test, y_pred3))\n",
    "print(precision_score(y_test, y_pred3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "BVi02ol7JYYb",
   "metadata": {
    "id": "BVi02ol7JYYb"
   },
   "outputs": [],
   "source": [
    "#we have to focus mainly on 'precision' value\n",
    "#the max precision we got is 9.45 with 9.64 as accuracy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "m3_35xosKV9Y",
   "metadata": {
    "id": "m3_35xosKV9Y"
   },
   "outputs": [],
   "source": [
    "#using 'TfidfVectorizer' for vectorization \n",
    "tf = TfidfVectorizer()\n",
    "\n",
    "#transforming the data of processed column\n",
    "X = tf.fit_transform(x['processed']).toarray()\n",
    "\n",
    "#storing the values of the 'result' column\n",
    "y = x['result'].values\n",
    "\n",
    "#splitting the training and testing dataset\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.2, random_state = 49)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "2S1dzhqsKjG0",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "2S1dzhqsKjG0",
    "outputId": "2f4b100a-91da-4412-8d58-bf6d01c86c8f"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.8597678916827853\n",
      "[[775 124]\n",
      " [ 21 114]]\n",
      "0.4789915966386555\n"
     ]
    }
   ],
   "source": [
    "#training the dataset for GaussianNB\n",
    "gnb.fit(X_train, y_train)\n",
    "y_pred1 = gnb.predict(X_test)\n",
    "print(accuracy_score(y_test, y_pred1))\n",
    "print(confusion_matrix(y_test, y_pred1))\n",
    "print(precision_score(y_test, y_pred1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "id": "9DsDpIpNK0PX",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "9DsDpIpNK0PX",
    "outputId": "168910f4-2071-49dc-b4a3-340d3065b88a"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.9574468085106383\n",
      "[[899   0]\n",
      " [ 44  91]]\n",
      "1.0\n"
     ]
    }
   ],
   "source": [
    "#training the dataset for MultinomialnNB\n",
    "mnb.fit(X_train, y_train)\n",
    "y_pred2 = mnb.predict(X_test)\n",
    "print(accuracy_score(y_test, y_pred2))\n",
    "print(confusion_matrix(y_test, y_pred2))\n",
    "print(precision_score(y_test, y_pred2))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "0qkJKFHZK065",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "0qkJKFHZK065",
    "outputId": "53381466-a601-4735-8730-ca52ad72e152"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.9642166344294004\n",
      "[[893   6]\n",
      " [ 31 104]]\n",
      "0.9454545454545454\n"
     ]
    }
   ],
   "source": [
    "#training the dataset for BernoulliNB\n",
    "bnb.fit(X_train, y_train)\n",
    "y_pred3 = bnb.predict(X_test)\n",
    "print(accuracy_score(y_test, y_pred3))\n",
    "print(confusion_matrix(y_test, y_pred3))\n",
    "print(precision_score(y_test, y_pred3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "74aa58ec",
   "metadata": {},
   "outputs": [],
   "source": [
    "#model is PREPARED.\n",
    "#now we have to host the website, for that pipeling needs to be done\n",
    "#the text which we will get, has to be transformed first, then vectorized and then apply the algorithm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "id": "75dd2f73",
   "metadata": {},
   "outputs": [],
   "source": [
    "#we will pickle 2 files\n",
    "import pickle\n",
    "pickle.dump(tf,open('vectorizer.pkl','wb'))\n",
    "pickle.dump(mnb,open('model.pkl','wb'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ba83f737",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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