Task 1 - Data Visualization using Matplotlib and Seaborn.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "#loading necessary libraries\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "LOAD IRIS DATASET USING SCIKIT LEARN LIBRARY"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
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       "        [6.7, 3. , 5.2, 2.3],\n",
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       "        [6.2, 3.4, 5.4, 2.3],\n",
       "        [5.9, 3. , 5.1, 1.8]]),\n",
       " 'target': array([0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
       "        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
       "        0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
       "        1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
       "        1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2,\n",
       "        2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2,\n",
       "        2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2]),\n",
       " 'frame': None,\n",
       " 'target_names': array(['setosa', 'versicolor', 'virginica'], dtype='<U10'),\n",
       " 'DESCR': '.. _iris_dataset:\\n\\nIris plants dataset\\n--------------------\\n\\n**Data Set Characteristics:**\\n\\n    :Number of Instances: 150 (50 in each of three classes)\\n    :Number of Attributes: 4 numeric, predictive attributes and the class\\n    :Attribute Information:\\n        - sepal length in cm\\n        - sepal width in cm\\n        - petal length in cm\\n        - petal width in cm\\n        - class:\\n                - Iris-Setosa\\n                - Iris-Versicolour\\n                - Iris-Virginica\\n                \\n    :Summary Statistics:\\n\\n    ============== ==== ==== ======= ===== ====================\\n                    Min  Max   Mean    SD   Class Correlation\\n    ============== ==== ==== ======= ===== ====================\\n    sepal length:   4.3  7.9   5.84   0.83    0.7826\\n    sepal width:    2.0  4.4   3.05   0.43   -0.4194\\n    petal length:   1.0  6.9   3.76   1.76    0.9490  (high!)\\n    petal width:    0.1  2.5   1.20   0.76    0.9565  (high!)\\n    ============== ==== ==== ======= ===== ====================\\n\\n    :Missing Attribute Values: None\\n    :Class Distribution: 33.3% for each of 3 classes.\\n    :Creator: R.A. Fisher\\n    :Donor: Michael Marshall (MARSHALL%PLU@io.arc.nasa.gov)\\n    :Date: July, 1988\\n\\nThe famous Iris database, first used by Sir R.A. Fisher. The dataset is taken\\nfrom Fisher\\'s paper. Note that it\\'s the same as in R, but not as in the UCI\\nMachine Learning Repository, which has two wrong data points.\\n\\nThis is perhaps the best known database to be found in the\\npattern recognition literature.  Fisher\\'s paper is a classic in the field and\\nis referenced frequently to this day.  (See Duda & Hart, for example.)  The\\ndata set contains 3 classes of 50 instances each, where each class refers to a\\ntype of iris plant.  One class is linearly separable from the other 2; the\\nlatter are NOT linearly separable from each other.\\n\\n.. topic:: References\\n\\n   - Fisher, R.A. \"The use of multiple measurements in taxonomic problems\"\\n     Annual Eugenics, 7, Part II, 179-188 (1936); also in \"Contributions to\\n     Mathematical Statistics\" (John Wiley, NY, 1950).\\n   - Duda, R.O., & Hart, P.E. (1973) Pattern Classification and Scene Analysis.\\n     (Q327.D83) John Wiley & Sons.  ISBN 0-471-22361-1.  See page 218.\\n   - Dasarathy, B.V. (1980) \"Nosing Around the Neighborhood: A New System\\n     Structure and Classification Rule for Recognition in Partially Exposed\\n     Environments\".  IEEE Transactions on Pattern Analysis and Machine\\n     Intelligence, Vol. PAMI-2, No. 1, 67-71.\\n   - Gates, G.W. (1972) \"The Reduced Nearest Neighbor Rule\".  IEEE Transactions\\n     on Information Theory, May 1972, 431-433.\\n   - See also: 1988 MLC Proceedings, 54-64.  Cheeseman et al\"s AUTOCLASS II\\n     conceptual clustering system finds 3 classes in the data.\\n   - Many, many more ...',\n",
       " 'feature_names': ['sepal length (cm)',\n",
       "  'sepal width (cm)',\n",
       "  'petal length (cm)',\n",
       "  'petal width (cm)'],\n",
       " 'filename': 'iris.csv',\n",
       " 'data_module': 'sklearn.datasets.data'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#import scikit learn library\n",
    "from sklearn.datasets import load_iris\n",
    "#load the iris dataset\n",
    "iris = load_iris()\n",
    "iris"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(150, 4)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "iris.data.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(150,)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "iris.target.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "CONVERTING DATA INTO PANDAS DATAFRAME"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "      <th>sepal length (cm)</th>\n",
       "      <th>sepal width (cm)</th>\n",
       "      <th>petal length (cm)</th>\n",
       "      <th>petal width (cm)</th>\n",
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       "      <th>0</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.5</td>\n",
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       "      <th>2</th>\n",
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      "text/plain": [
       "   sepal length (cm)  sepal width (cm)  petal length (cm)  petal width (cm)  \\\n",
       "0                5.1               3.5                1.4               0.2   \n",
       "1                4.9               3.0                1.4               0.2   \n",
       "2                4.7               3.2                1.3               0.2   \n",
       "3                4.6               3.1                1.5               0.2   \n",
       "4                5.0               3.6                1.4               0.2   \n",
       "\n",
       "   target  \n",
       "0       0  \n",
       "1       0  \n",
       "2       0  \n",
       "3       0  \n",
       "4       0  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#converting data into pandas dataframe\n",
    "df = pd.DataFrame(iris.data, columns = iris.feature_names)\n",
    "#including the target\n",
    "df['target'] = iris.target\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>sepal length (cm)</th>\n",
       "      <th>sepal width (cm)</th>\n",
       "      <th>petal length (cm)</th>\n",
       "      <th>petal width (cm)</th>\n",
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       "      <th>145</th>\n",
       "      <td>6.7</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.2</td>\n",
       "      <td>2.3</td>\n",
       "      <td>2</td>\n",
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       "      <td>6.3</td>\n",
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       "      <td>2</td>\n",
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       "      <td>6.2</td>\n",
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       "      <td>2.3</td>\n",
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       "      <td>5.9</td>\n",
       "      <td>3.0</td>\n",
       "      <td>5.1</td>\n",
       "      <td>1.8</td>\n",
       "      <td>2</td>\n",
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      "text/plain": [
       "     sepal length (cm)  sepal width (cm)  petal length (cm)  petal width (cm)  \\\n",
       "145                6.7               3.0                5.2               2.3   \n",
       "146                6.3               2.5                5.0               1.9   \n",
       "147                6.5               3.0                5.2               2.0   \n",
       "148                6.2               3.4                5.4               2.3   \n",
       "149                5.9               3.0                5.1               1.8   \n",
       "\n",
       "     target  \n",
       "145       2  \n",
       "146       2  \n",
       "147       2  \n",
       "148       2  \n",
       "149       2  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "sepal length (cm)    float64\n",
       "sepal width (cm)     float64\n",
       "petal length (cm)    float64\n",
       "petal width (cm)     float64\n",
       "target                 int32\n",
       "dtype: object"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      ".. _iris_dataset:\n",
      "\n",
      "Iris plants dataset\n",
      "--------------------\n",
      "\n",
      "**Data Set Characteristics:**\n",
      "\n",
      "    :Number of Instances: 150 (50 in each of three classes)\n",
      "    :Number of Attributes: 4 numeric, predictive attributes and the class\n",
      "    :Attribute Information:\n",
      "        - sepal length in cm\n",
      "        - sepal width in cm\n",
      "        - petal length in cm\n",
      "        - petal width in cm\n",
      "        - class:\n",
      "                - Iris-Setosa\n",
      "                - Iris-Versicolour\n",
      "                - Iris-Virginica\n",
      "                \n",
      "    :Summary Statistics:\n",
      "\n",
      "    ============== ==== ==== ======= ===== ====================\n",
      "                    Min  Max   Mean    SD   Class Correlation\n",
      "    ============== ==== ==== ======= ===== ====================\n",
      "    sepal length:   4.3  7.9   5.84   0.83    0.7826\n",
      "    sepal width:    2.0  4.4   3.05   0.43   -0.4194\n",
      "    petal length:   1.0  6.9   3.76   1.76    0.9490  (high!)\n",
      "    petal width:    0.1  2.5   1.20   0.76    0.9565  (high!)\n",
      "    ============== ==== ==== ======= ===== ====================\n",
      "\n",
      "    :Missing Attribute Values: None\n",
      "    :Class Distribution: 33.3% for each of 3 classes.\n",
      "    :Creator: R.A. Fisher\n",
      "    :Donor: Michael Marshall (MARSHALL%PLU@io.arc.nasa.gov)\n",
      "    :Date: July, 1988\n",
      "\n",
      "The famous Iris database, first used by Sir R.A. Fisher. The dataset is taken\n",
      "from Fisher's paper. Note that it's the same as in R, but not as in the UCI\n",
      "Machine Learning Repository, which has two wrong data points.\n",
      "\n",
      "This is perhaps the best known database to be found in the\n",
      "pattern recognition literature.  Fisher's paper is a classic in the field and\n",
      "is referenced frequently to this day.  (See Duda & Hart, for example.)  The\n",
      "data set contains 3 classes of 50 instances each, where each class refers to a\n",
      "type of iris plant.  One class is linearly separable from the other 2; the\n",
      "latter are NOT linearly separable from each other.\n",
      "\n",
      ".. topic:: References\n",
      "\n",
      "   - Fisher, R.A. \"The use of multiple measurements in taxonomic problems\"\n",
      "     Annual Eugenics, 7, Part II, 179-188 (1936); also in \"Contributions to\n",
      "     Mathematical Statistics\" (John Wiley, NY, 1950).\n",
      "   - Duda, R.O., & Hart, P.E. (1973) Pattern Classification and Scene Analysis.\n",
      "     (Q327.D83) John Wiley & Sons.  ISBN 0-471-22361-1.  See page 218.\n",
      "   - Dasarathy, B.V. (1980) \"Nosing Around the Neighborhood: A New System\n",
      "     Structure and Classification Rule for Recognition in Partially Exposed\n",
      "     Environments\".  IEEE Transactions on Pattern Analysis and Machine\n",
      "     Intelligence, Vol. PAMI-2, No. 1, 67-71.\n",
      "   - Gates, G.W. (1972) \"The Reduced Nearest Neighbor Rule\".  IEEE Transactions\n",
      "     on Information Theory, May 1972, 431-433.\n",
      "   - See also: 1988 MLC Proceedings, 54-64.  Cheeseman et al\"s AUTOCLASS II\n",
      "     conceptual clustering system finds 3 classes in the data.\n",
      "   - Many, many more ...\n"
     ]
    }
   ],
   "source": [
    "#full dataset description\n",
    "print(iris.DESCR)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length (cm)</th>\n",
       "      <th>sepal width (cm)</th>\n",
       "      <th>petal length (cm)</th>\n",
       "      <th>petal width (cm)</th>\n",
       "      <th>target</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>5.843333</td>\n",
       "      <td>3.057333</td>\n",
       "      <td>3.758000</td>\n",
       "      <td>1.199333</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.828066</td>\n",
       "      <td>0.435866</td>\n",
       "      <td>1.765298</td>\n",
       "      <td>0.762238</td>\n",
       "      <td>0.819232</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>4.300000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.100000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>5.100000</td>\n",
       "      <td>2.800000</td>\n",
       "      <td>1.600000</td>\n",
       "      <td>0.300000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>5.800000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>4.350000</td>\n",
       "      <td>1.300000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>6.400000</td>\n",
       "      <td>3.300000</td>\n",
       "      <td>5.100000</td>\n",
       "      <td>1.800000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>7.900000</td>\n",
       "      <td>4.400000</td>\n",
       "      <td>6.900000</td>\n",
       "      <td>2.500000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       sepal length (cm)  sepal width (cm)  petal length (cm)  \\\n",
       "count         150.000000        150.000000         150.000000   \n",
       "mean            5.843333          3.057333           3.758000   \n",
       "std             0.828066          0.435866           1.765298   \n",
       "min             4.300000          2.000000           1.000000   \n",
       "25%             5.100000          2.800000           1.600000   \n",
       "50%             5.800000          3.000000           4.350000   \n",
       "75%             6.400000          3.300000           5.100000   \n",
       "max             7.900000          4.400000           6.900000   \n",
       "\n",
       "       petal width (cm)      target  \n",
       "count        150.000000  150.000000  \n",
       "mean           1.199333    1.000000  \n",
       "std            0.762238    0.819232  \n",
       "min            0.100000    0.000000  \n",
       "25%            0.300000    0.000000  \n",
       "50%            1.300000    1.000000  \n",
       "75%            1.800000    2.000000  \n",
       "max            2.500000    2.000000  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#seeing statistical information\n",
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "target\n",
      "0    50\n",
      "1    50\n",
      "2    50\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "print(df.groupby('target').size())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**DATA VISUALIZATION**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1200 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#data visualization\n",
    "#box and whisker plots\n",
    "#box plot - gives information about outliers\n",
    "df.plot(kind='box', subplots = True, layout = (3,2), figsize = (8,12));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#scatterplot - to get insights from data\n",
    "df.plot(kind='scatter', x = 'petal length (cm)', y = 'petal width (cm)', layout = (3,2));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.plot(kind='scatter', x = 'sepal length (cm)', y = 'sepal width (cm)', layout = (3,2));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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7dho6dKj+93//V/v373eb54t37G3dulV9+/b1+qN/wMVwJRtB68SJE+rYsaN++MMf6sorr1TLli21evVqbd682fXsw7CwMP31r39VVlaW+vbtq5/+9Ke67LLL9NVXX+m9995TTEyMli9f7tbv3r17dcstt2jUqFHauHGjXnrpJd1xxx2u/+JmZGQoIiJCY8aM0d13362TJ0/qL3/5i+Lj43Xw4EFTxvarX/1Kb731lm6++WZNnjxZ/fv3V2VlpbZv367XX39d+/bt8/htTL/97W81duxYDR48WD/96U/13Xff6U9/+pOSk5PdTh4iIyPVp08fvfbaa7r88ssVFxen5ORkUx53NXbsWM2dO1dlZWXKyMhwi23VqlUaNmyYpk6dqiuuuEIHDx7UkiVLtGHDBrVq1crrbVcrLS11PUMUABCamtI5RFRUlPr3769Nmza5/X0bOnSoKisrVVlZecki22q16tFHH9Xdd9+t4cOH67bbbtPevXu1aNGiGp/J7t69u1q1aqXnnntO0dHRatGihQYNGuR2Bb+hxo4dq7/97W/6z3/+43Yl+ZlnntENN9yga665RlOnTlXXrl21b98+vfPOOyovL/d6u9UcDofKysp07733mtYnUBuuZCNoRUVF6d5771V5ebkefvhhzZo1Szt37tSzzz6r3Nxc13JpaWnauHGjBgwYoD/96U+aMWOGFi9erISEBM2aNatGv6+99ppsNptmz56td955R9OnT9fChQtd83v16qXXX39dFotFv/zlL/Xcc89p6tSpuu+++0wdW1lZmX71q19p7dq1uu+++zRv3jzt2rVLBQUFDfrv6pgxY/TKK6/o9OnTmj17tt544w0tXrxYvXr1UvPmzd2W/etf/6rLLrtMs2bN0u23367XX3/dlHH1799fKSkp+vvf/+7Wftlll+nDDz/UD3/4Q7388sv6xS9+oRdffFFpaWmuK+tm+Oyzz7Rjxw5NnjzZtD4BAI1PUzuHqC6ib7jhBldbQkKC64an9fk89tSpU/Xss8/qwIED+tWvfqX169frrbfeqnFjUavVqhdeeEHh4eGaNm2abr/9dpWVlXkVf7UxY8aobdu2Nc4TrrzySm3atElDhw5VUVGRfvGLX+gf//iH6zngZlmzZo2+/fbbi97sDjCDxfDF+zCAIJSfn6+CggJ9/fXXIXWzi6uuukrt2rVTaWmpX7b3t7/9TTk5Odq/f7+pV6jrY+bMmVq3bp22bt3KlWwAgGlC9RzCF+bOnatFixZp165dXt1stSHGjRsni8WipUuX+nW7CD1cyQaaCIfDUeOz3GvXrtXHH3+stLQ0v8Vx5513qlOnTjU+t+ZrR48e1V//+lc9+uijFNgAAASpWbNm6eTJk3r11Vf9ut1///vfevvttzV37ly/bhehic9kA03EV199pZEjR+rHP/6xEhMT9dlnn+m5555TQkKCpk2b5rc4wsLC/HaH0PO1adOm1hvXAACA4NGyZUsdOXLE79u94oorPL6xLNBQFNlAE9G6dWv1799ff/3rX/X111+rRYsWGj16tObNm6c2bdoEOjwAAAAgJPCZbAAAAAAATMJnsgEAAAAAMAlFNgAAAAAAJgm6z2Q7nU4dOHBA0dHR3CEYAOAVwzB04sQJJSYmKiyM/ys3RZw3AADMYOY5Q9AV2QcOHFBSUlKgwwAANCFffPGFOnbsGOgw4AOcNwAAzGTGOUPQFdnR0dGSzg0uJiYmwNG4czgcWrVqlTIyMmS1WgMdjlcYS3BiLMGJsQSvS42noqJCSUlJrr8taHrMOm9oaseGP5Azz5Ezz5Avz5Ezz5yfr++//960c4agK7Kr3+oVExMTlEV2VFSUYmJiGv1Oy1iCE2MJTowleNV3PLyNuOky67yhqR0b/kDOPEfOPEO+PEfOPFNbvsw4Z+ADagAAAAAAmIQiGwAAAAAAk1BkAwAAAABgEopsAAAAAABMQpENAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmKRZoAMAatNl9jv1XtYWbmj+QCk5v0T2sxafxbRv3mif9Q0AAJqOus5j/HXOUhvOYwD/4Uo2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AADwiaKiIqWkpCgmJkYxMTFKTU3Vu+++65qflpYmi8Xi9jVt2rQARgwAgPeaBToAAA3XZfY7gQ7Bzb55owMdAoAg0rFjR82bN089e/aUYRh64YUXNHbsWP3rX/9S3759JUl33XWXHnnkEdc6UVFRgQoXAABTUGQDAACfGDNmjNv0Y489pqKiIm3atMlVZEdFRSkhISEQ4QEA4BO8XRwAAPjc2bNn9eqrr6qyslKpqamu9pdffllt27ZVcnKy8vLyVFVVFcAoAQDwHleyAQCAz2zfvl2pqak6deqUWrZsqaVLl6pPnz6SpDvuuEOdO3dWYmKitm3bpgceeEA7d+7UG2+8UWd/drtddrvdNV1RUSFJcjgccjgcDY6zel1v+gg15KxutnCj9vYww+27PzXG3xP7mOfImWfOz5eZOfOoyC4sLNQbb7yhzz77TJGRkbr++uv1+OOPq1evXq5l0tLSVFZW5rbe3Xffreeee86ciAEAQKPRq1cvlZeX6/jx43r99dc1adIklZWVqU+fPpo6dapruX79+qlDhw4aMWKE9uzZo+7du9faX2FhoQoKCmq0r1q1ypTPc5eWlnrdR6ghZzXNH3jx+XMHOP0TyHlWrFjh922ahX3Mc+TMM6Wlpaa+k8qjIrusrEw5OTm69tprdebMGf36179WRkaGPv30U7Vo0cK1HDcxAQAAkhQREaEePXpIkvr376/Nmzfr6aef1vPPP19j2UGDBkmSdu/eXWeRnZeXp9zcXNd0RUWFkpKSlJGRoZiYmAbH6XA4VFpaqvT0dFmt1gb3E0rIWd2S80tqbbeFGZo7wKk5W8Jkd1r8GtOO/Ey/bs8M7GOeI2eeOT9f33//vWn9elRkr1y50m168eLFio+P19atWzV06FBXOzcxAQAAtXE6nW5v9z5feXm5JKlDhw51rm+z2WSz2Wq0W61WU04ozeonlJCzmuxnL15A252WSy5jtsb8O2If8xw584zVatWZM2dM68+rG58dP35ckhQXF+fWzk1MAABAXl6e1q1bp3379mn79u3Ky8vT2rVrdeedd2rPnj2aO3eutm7dqn379umtt97SxIkTNXToUKWkpAQ6dAAAGqzBNz5zOp2aOXOmBg8erOTkZFe7pzcx8dUNTHyhKd1IINjHUtcNQ2pd1k83EfFHrjz9vXiSJ384P+5g38c8wViC16XG01TG2VgdOXJEEydO1MGDBxUbG6uUlBSVlJQoPT1dX3zxhVavXq2nnnpKlZWVSkpKUnZ2th588MFAhw0AgFcaXGTn5ORox44d2rBhg1u7pzcx8fUNTHyhKd1IIFjHcqkbhtTG1zcR8ecNQ+r7e2lInnypthwF6z7WEIwleNU1Ht5JFVgLFy6sc15SUlKNG6UCANAUNKjInj59ut5++22tW7dOHTt2vOiyl7qJia9uYOILTelGAsE+lrpuGFIbf91ExB83DPH09+JJnvzh/BwF+z7mCcYSvC41nup3RwEAAPiLR0W2YRiaMWOGli5dqrVr16pr166XXOdSNzHx9Q1MfCGYY/NUsI6lITcD8fVNRPyZp/r+Xvx905RLqS3mYN3HGoKxBK+6xtOUxggAABoHj4rsnJwcFRcX680331R0dLQOHTokSYqNjVVkZKT27Nmj4uJi3XTTTWrTpo22bdumWbNmcRMTAAAAAEBI8KjILioqkiSlpaW5tS9atEiTJ09WREQENzEBAAAAAIQsj98ufjHcxAQAAAAAEMq8ek42AAAAAAD4fyiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkzQIdQKjpMvudQIcgSbKFG5o/UErOL9HOx24OdDgAAAAA0CRwJRsAAAAAAJNQZAMAAAAAYBLeLg4AAAA0ccHykcXz7Zs3OtAhAD7BlWwAAAAAAExCkQ0AAHyiqKhIKSkpiomJUUxMjFJTU/Xuu++65p86dUo5OTlq06aNWrZsqezsbB0+fDiAEQMA4D2KbAAA4BMdO3bUvHnztHXrVm3ZskXDhw/X2LFj9cknn0iSZs2apeXLl2vJkiUqKyvTgQMHNH78+ABHDQCAd/hMNgAA8IkxY8a4TT/22GMqKirSpk2b1LFjRy1cuFDFxcUaPny4JGnRokW64oortGnTJl133XWBCBkAAK9xJRsAAPjc2bNn9eqrr6qyslKpqanaunWrHA6HRo4c6Vqmd+/e6tSpkzZu3BjASAEA8A5XsgEAgM9s375dqampOnXqlFq2bKmlS5eqT58+Ki8vV0REhFq1auW2fPv27XXo0KE6+7Pb7bLb7a7piooKSZLD4ZDD4WhwnNXretNHqCFndbOFG7W3hxlu30PdpfYd9jHPkTPPnJ8vM3NGkQ0AAHymV69eKi8v1/Hjx/X6669r0qRJKisra3B/hYWFKigoqNG+atUqRUVFeROqJKm0tNTrPkINOatp/sCLz587wOmfQILcihUr6rUc+5jnyJlnSktLVVVVZVp/FNkAAMBnIiIi1KNHD0lS//79tXnzZj399NO67bbbdPr0aR07dsztavbhw4eVkJBQZ395eXnKzc11TVdUVCgpKUkZGRmKiYlpcJwOh0OlpaVKT0+X1WptcD+hhJzVLTm/pNZ2W5ihuQOcmrMlTHanxc9RBZ8d+ZkXnc8+5jly5pnz8/X999+b1i9FNgAA8Bun0ym73a7+/fvLarVqzZo1ys7OliTt3LlT+/fvV2pqap3r22w22Wy2Gu1Wq9WUE0qz+gkl5Kwm+9mLF9B2p+WSy4SC+u437GOeI2eesVqtOnPmjGn9UWQDAACfyMvLU1ZWljp16qQTJ06ouLhYa9euVUlJiWJjYzVlyhTl5uYqLi5OMTExmjFjhlJTU7mzOACgUaPIBgAAPnHkyBFNnDhRBw8eVGxsrFJSUlRSUqL09HRJ0pNPPqmwsDBlZ2fLbrcrMzNTzz77bICjBgDAOxTZAADAJxYuXHjR+c2bN9eCBQu0YMECP0UEAIDv8ZxsAAAAAABMQpENAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmMSjIruwsFDXXnutoqOjFR8fr3Hjxmnnzp1uy5w6dUo5OTlq06aNWrZsqezsbB0+fNjUoAEAAAAACEYeFdllZWXKycnRpk2bVFpaKofDoYyMDFVWVrqWmTVrlpYvX64lS5aorKxMBw4c0Pjx400PHAAAAACAYNPMk4VXrlzpNr148WLFx8dr69atGjp0qI4fP66FCxequLhYw4cPlyQtWrRIV1xxhTZt2qTrrrvOvMgBAAAAAAgyXn0m+/jx45KkuLg4SdLWrVvlcDg0cuRI1zK9e/dWp06dtHHjRm82BQAAAABA0PPoSvb5nE6nZs6cqcGDBys5OVmSdOjQIUVERKhVq1Zuy7Zv316HDh2qtR+73S673e6arqiokCQ5HA45HI6GhucT1fF4E5ct3DArHK/YwgzX92DLs+RZns4fiy/5I0+e7mPBsj9VOz9uM46XYMFYgtelxtNUxgkAABqPBhfZOTk52rFjhzZs2OBVAIWFhSooKKjRvmrVKkVFRXnVt6+UlpY2eN35A00MxARzBzi1YsWKQIdRQ0PyNHeA0/xAzuPPPNV3Hwu2/am2HHlzvAQbxhK86hpPVVWVnyMBAAChrkFF9vTp0/X2229r3bp16tixo6s9ISFBp0+f1rFjx9yuZh8+fFgJCQm19pWXl6fc3FzXdEVFhZKSkpSRkaGYmJiGhOczDodDpaWlSk9Pl9VqbVAfyfklJkfVMLYwQ3MHODVnS5i2PjQq0OHU4Emezh+L3WnxWUw78jN91nc1T/exYNmfqp2fIzOOl2DBWILXpcZT/e4oAAAAf/GoyDYMQzNmzNDSpUu1du1ade3a1W1+//79ZbVatWbNGmVnZ0uSdu7cqf379ys1NbXWPm02m2w2W412q9UatCeA3sRmP+u7IrAh7E5LUOa5IXmyOy0+za8/81TffSzY9qfaYg7mY9lTjCV41TWepjRGAADQOHhUZOfk5Ki4uFhvvvmmoqOjXZ+zjo2NVWRkpGJjYzVlyhTl5uYqLi5OMTExmjFjhlJTU7mzOAAAAACgyfOoyC4qKpIkpaWlubUvWrRIkydPliQ9+eSTCgsLU3Z2tux2uzIzM/Xss8+aEiwAAAAAAMHM47eLX0rz5s21YMECLViwoMFBAQAAAADQGHn1nGwAAAAAAPD/UGQDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAA8InCwkJde+21io6OVnx8vMaNG6edO3e6LZOWliaLxeL2NW3atABFDACA9yiyAQCAT5SVlSknJ0ebNm1SaWmpHA6HMjIyVFlZ6bbcXXfdpYMHD7q+5s+fH6CIAQDwnkfPyQYAAKivlStXuk0vXrxY8fHx2rp1q4YOHepqj4qKUkJCgr/DAwDAJ7iSDQAA/OL48eOSpLi4OLf2l19+WW3btlVycrLy8vJUVVUViPAAADAFV7IBAIDPOZ1OzZw5U4MHD1ZycrKr/Y477lDnzp2VmJiobdu26YEHHtDOnTv1xhtv1NqP3W6X3W53TVdUVEiSHA6HHA5Hg+OrXtebPkINOaubLdyovT3McPse6i6177CPeY6ceeb8fJmZM4psAADgczk5OdqxY4c2bNjg1j516lTXz/369VOHDh00YsQI7dmzR927d6/RT2FhoQoKCmq0r1q1SlFRUV7HWVpa6nUfoYac1TR/4MXnzx3g9E8gQW7FihX1Wo59zHPkzDOlpaWmvouKIhsAAPjU9OnT9fbbb2vdunXq2LHjRZcdNGiQJGn37t21Ftl5eXnKzc11TVdUVCgpKUkZGRmKiYlpcIwOh0OlpaVKT0+X1WptcD+hhJzVLTm/pNZ2W5ihuQOcmrMlTHanxc9RBZ8d+ZkXnc8+5jly5pnz8/X999+b1i9FNgDTdJn9jutnW7ih+QPPnWjYzwbuRGLfvNEB2zYQ6gzD0IwZM7R06VKtXbtWXbt2veQ65eXlkqQOHTrUOt9ms8lms9Vot1qtppxQmtVPKCFnNV3q757daQno38ZgUd/9hn3Mc+TMM1arVWfOnDGtP4psAADgEzk5OSouLtabb76p6OhoHTp0SJIUGxuryMhI7dmzR8XFxbrpppvUpk0bbdu2TbNmzdLQoUOVkpIS4OgBAGgYimwAAOATRUVFkqS0tDS39kWLFmny5MmKiIjQ6tWr9dRTT6myslJJSUnKzs7Wgw8+GIBoAQAwB0U2AADwCcO4+B2Uk5KSVFZW5qdoAADwD4psAAAANGrn3xMEAAItLNABAAAAAADQVFBkAwAAAABgEopsAAAAAABMQpENAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmIQiGwAAAAAAk1BkAwAAAABgEopsAAAAAABMQpENAAAAAIBJKLIBAAAAADBJs0AHADQWXWa/4/Nt2MINzR8oJeeXyH7W4vPtAQDgqeq/h/zNAoDacSUbAAAAAACTUGQDAAAAAGASimwAAAAAAExCkQ0AAAAAgEk8LrLXrVunMWPGKDExURaLRcuWLXObP3nyZFksFrevUaNGmRUvAAAAAABBy+Miu7KyUldeeaUWLFhQ5zKjRo3SwYMHXV+vvPKKV0ECAAAAANAYePwIr6ysLGVlZV10GZvNpoSEhAYHBQAAAABAY+ST52SvXbtW8fHxat26tYYPH65HH31Ubdq0qXVZu90uu93umq6oqJAkORwOORwOX4TXYNXxeBOXLdwwKxyv2MIM1/dgy7PkWZ7OH0tjx1jMZ8b+bcaxHyya0likS4+nqYyzsSosLNQbb7yhzz77TJGRkbr++uv1+OOPq1evXq5lTp06pf/5n//Rq6++KrvdrszMTD377LNq3759ACMHAKDhTC+yR40apfHjx6tr167as2ePfv3rXysrK0sbN25UeHh4jeULCwtVUFBQo33VqlWKiooyOzxTlJaWNnjd+QNNDMQEcwc4tWLFikCHUUND8jR3gNP8QAKEsZjHzP3bm2M/2DSlsUh1j6eqqsrPkeB8ZWVlysnJ0bXXXqszZ87o17/+tTIyMvTpp5+qRYsWkqRZs2bpnXfe0ZIlSxQbG6vp06dr/Pjxev/99wMcPQAADWN6kT1hwgTXz/369VNKSoq6d++utWvXasSIETWWz8vLU25urmu6oqJCSUlJysjIUExMjNnhecXhcKi0tFTp6emyWq0N6iM5v8TkqBrGFmZo7gCn5mwJ09aHgu/GdJ7k6fyx2J0WH0ble4zFfDvyM73uw4xjP1g0pbFIlx5P9bujEBgrV650m168eLHi4+O1detWDR06VMePH9fChQtVXFys4cOHS5IWLVqkK664Qps2bdJ1110XiLABAPCKT94ufr5u3bqpbdu22r17d61Fts1mk81mq9FutVqD9gTQm9jsZ4OrcLI7LUGZ54bkye60BF1+G4qxmMfM/TuYX5c81ZTGItU9nqY0xqbg+PHjkqS4uDhJ0tatW+VwODRy5EjXMr1791anTp20ceNGimwAQKPk8yL7yy+/1NGjR9WhQwdfbwoAAAQpp9OpmTNnavDgwUpOTpYkHTp0SBEREWrVqpXbsu3bt9ehQ4dq7cdX93Jpavcr8KXq+6YEy703GhNy5u5SxxvHpefImWfOz5eZOfO4yD558qR2797tmt67d6/Ky8sVFxenuLg4FRQUKDs7WwkJCdqzZ4/uv/9+9ejRQ5mZ3r9lEwAANE45OTnasWOHNmzY4FU/vr6XS1O7X4EvXHjflEDfe6MxImfn1Pe+KRyXniNnniktLTX1Pi4eF9lbtmzRjTfe6Jqu/jz1pEmTVFRUpG3btumFF17QsWPHlJiYqIyMDM2dO7fWt4QDAICmb/r06Xr77be1bt06dezY0dWekJCg06dP69ixY25Xsw8fPlzno0B9dS+Xpna/Al+qvm9KsNx7ozEhZ+4udd8UjkvPkTPPnJ+v77//3rR+PS6y09LSZBh1v8WlpCQ4buwFAAACyzAMzZgxQ0uXLtXatWvVtWtXt/n9+/eX1WrVmjVrlJ2dLUnauXOn9u/fr9TU1Fr79PW9XJra/Qp84cL7bAT63huNETk7p77HGsel58iZZ6xWq86cOWNafz7/TDYAAAhNOTk5Ki4u1ptvvqno6GjX56xjY2MVGRmp2NhYTZkyRbm5uYqLi1NMTIxmzJih1NRUbnoGAGi0KLIBAIBPFBUVSTr3LrjzLVq0SJMnT5YkPfnkkwoLC1N2drbsdrsyMzP17LPP+jlSAADMQ5ENdZn9TqBDAAA0QRf7eFm15s2ba8GCBVqwYIEfIgIAwPfCAh0AAAAAAABNBUU2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAA4BPr1q3TmDFjlJiYKIvFomXLlrnNnzx5siwWi9vXqFGjAhMsAAAmocgGAAA+UVlZqSuvvFILFiyoc5lRo0bp4MGDrq9XXnnFjxECAGC+ZoEOAAAANE1ZWVnKysq66DI2m00JCQl+iggAAN/jSjYAAAiYtWvXKj4+Xr169dI999yjo0ePBjokAAC8wpVsAAAQEKNGjdL48ePVtWtX7dmzR7/+9a+VlZWljRs3Kjw8vNZ17Ha77Ha7a7qiokKS5HA45HA4GhxL9bre9BEqbOHGue9h7t9xaeTM3aWON45Lz5Ezz5yfLzNzRpENAAACYsKECa6f+/Xrp5SUFHXv3l1r167ViBEjal2nsLBQBQUFNdpXrVqlqKgor2MqLS31uo+mbv5A9+m5A5yBCaQRI2fnrFixol7LcVx6jpx5prS0VFVVVab1R5ENAACCQrdu3dS2bVvt3r27ziI7Ly9Pubm5rumKigolJSUpIyNDMTExDd62w+FQaWmp0tPTZbVaG9xPKEjOL5F07mrs3AFOzdkSJrvTEuCoGgdy5m5HfuZF53Nceo6ceeb8fH3//fem9UuRDQAAgsKXX36po0ePqkOHDnUuY7PZZLPZarRbrVZTTijN6qcps591Lw7tTkuNNlwcOTunvscax6XnyJlnrFarzpw5Y1p/FNkAAMAnTp48qd27d7um9+7dq/LycsXFxSkuLk4FBQXKzs5WQkKC9uzZo/vvv189evRQZubFr24BABDMPL67+Lp16zRmzBglJibKYrFo2bJlbvMNw9BDDz2kDh06KDIyUiNHjtSuXbvMihcAADQSW7Zs0dVXX62rr75akpSbm6urr75aDz30kMLDw7Vt2zbdcsstuvzyyzVlyhT1799f69evr/VKNQAAjYXHV7IrKyt15ZVX6mc/+5nGjx9fY/78+fP1zDPP6IUXXlDXrl01Z84cZWZm6tNPP1Xz5s1NCRoAAAS/tLQ0GUbdd1EuKSnxYzQAAPiHx0V2VlaWsrKyap1nGIaeeuopPfjggxo7dqwk6cUXX1T79u21bNkyt7uIAgAAAADQ1Jj6mey9e/fq0KFDGjlypKstNjZWgwYN0saNG2stsn31vEtfMOO5c9XPlgy0pvScRsYSnIJlLGa8jjSlZ042pbFIlx5PUxknAABoPEwtsg8dOiRJat++vVt7+/btXfMu5OvnXfqCN8+du/DZkoHWlJ7TyFiCU6DHUt9ncNZHU3rmZFMai1T3eMx85iUAAEB9BPzu4r563qUvmPHcuepnSwZaU3pOI2MJTsEylks9g7M+mtIzJ5vSWKRLj6f63VEAAAD+YmqRnZCQIEk6fPiw2zMuDx8+rKuuuqrWdXz9vEtf8Ca2YHsmYlN6TiNjCU6BHouZryPB/LrkqaY0Fqnu8TSlMQIAgMbB40d4XUzXrl2VkJCgNWvWuNoqKir04YcfKjU11cxNAQAAAAAQdDy+kn3y5Ent3r3bNb13716Vl5crLi5OnTp10syZM/Xoo4+qZ8+erkd4JSYmaty4cWbGDQAAAABA0PG4yN6yZYtuvPFG13T156knTZqkxYsX6/7771dlZaWmTp2qY8eO6YYbbtDKlSt5RjYAAAAAoMnzuMhOS0uTYdT9SB6LxaJHHnlEjzzyiFeBAQAAAADQ2Jj6mWwAAAAAAEIZRTYAAAAAACYJ+HOyfa3L7HdM68sWbmj+wHPPum4qj1cCAAAAAJiHK9kAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkzQIdAAAAAAAEgy6z3wl0CG72zRsd6BDQAFzJBgAAAADAJBTZAADAJ9atW6cxY8YoMTFRFotFy5Ytc5tvGIYeeughdejQQZGRkRo5cqR27doVmGABADAJRTYAAPCJyspKXXnllVqwYEGt8+fPn69nnnlGzz33nD788EO1aNFCmZmZOnXqlJ8jBQDAPHwmGwAA+ERWVpaysrJqnWcYhp566ik9+OCDGjt2rCTpxRdfVPv27bVs2TJNmDDBn6ECAGAarmQDAAC/27t3rw4dOqSRI0e62mJjYzVo0CBt3LgxgJEBAOAdrmQDAAC/O3TokCSpffv2bu3t27d3zauN3W6X3W53TVdUVEiSHA6HHA5Hg+OpXtebPkKFLdw49z3M/TsujZy5u9TxFojjsnr/Dhaejp3XMs+cny8zc0aRDQAAGo3CwkIVFBTUaF+1apWioqK87r+0tNTrPpq6+QPdp+cOcAYmkEaMnJ2zYsWKei3nz+Pywv070OqbowvxWuaZ0tJSVVVVmdYfRTYAAPC7hIQESdLhw4fVoUMHV/vhw4d11VVX1bleXl6ecnNzXdMVFRVKSkpSRkaGYmJiGhyPw+FQaWmp0tPTZbVaG9xPKEjOL5F07mrs3AFOzdkSJrvTEuCoGgdy5hnyJe3Iz/RoeV7LPHN+vr7//nvT+qXIBgAAfte1a1clJCRozZo1rqK6oqJCH374oe65554617PZbLLZbDXarVarKSeUZvXTlNnPuhc7dqelRhsujpx5JpTz1dDXI17LPGO1WnXmzBnT+qPIBgAAPnHy5Ent3r3bNb13716Vl5crLi5OnTp10syZM/Xoo4+qZ8+e6tq1q+bMmaPExESNGzcucEEDAOAlimwAAOATW7Zs0Y033uiarn6b96RJk7R48WLdf//9qqys1NSpU3Xs2DHdcMMNWrlypZo3bx6okAEA8BpFNgAA8Im0tDQZRt136rVYLHrkkUf0yCOP+DEqAAB8i+dkAwAAAABgEopsAAAAAABMQpENAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQ8wgtAk9Zl9jte92ELNzR/oJScXyL7WYvX/e2bN9rrPsxmRp7MFIw5AgAAqA+uZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASUwvsvPz82WxWNy+evfubfZmAAAAAAAIOj658Vnfvn21evXq/7eRZtxfDQAAAADQ9Pmk+m3WrJkSEhJ80TUAAAAAAEHLJ5/J3rVrlxITE9WtWzfdeeed2r9/vy82AwAAAABAUDH9SvagQYO0ePFi9erVSwcPHlRBQYGGDBmiHTt2KDo6usbydrtddrvdNV1RUSFJcjgccjgcXsdjCze87sPVV5jh9r0xYyzBibEEJ7PHYsZrm7fbvjAGM18rzVDfHNU1Hk/7AYJVsD3DHgBwaaYX2VlZWa6fU1JSNGjQIHXu3Fl///vfNWXKlBrLFxYWqqCgoEb7qlWrFBUV5XU88wd63UUNcwc4ze80QBhLcGIswcmssaxYscKUfrxRWlrqNu2L10pveJqjC8dTraqqyoxwAAAA6s3ndyRr1aqVLr/8cu3evbvW+Xl5ecrNzXVNV1RUKCkpSRkZGYqJifF6+8n5JV73Uc0WZmjuAKfmbAmT3Wkxrd9AYCzBibEEJ8bifzvyM+u1nMPhUGlpqdLT02W1WmvMr353FAAAgL/4vMg+efKk9uzZo5/85Ce1zrfZbLLZbDXarVZrrSdMnrKfNf8k0u60+KTfQGAswYmxBCfG4j+evv7X9TfDjL8jAAAAnjD9xme//OUvVVZWpn379umDDz7QD37wA4WHh+v22283e1MAAAAAAAQV069kf/nll7r99tt19OhRtWvXTjfccIM2bdqkdu3amb0pAAAAAACCiulF9quvvmp2lwAAAAAANAo+eU42AAAAAAChiCIbAAAETH5+viwWi9tX7969Ax0WAAAN5vO7iwMAAFxM3759tXr1atd0s2acngAAGi/+igEAgIBq1qyZEhISAh0GAACm4O3iAAAgoHbt2qXExER169ZNd955p/bv3x/okAAAaDCuZAMAgIAZNGiQFi9erF69eungwYMqKCjQkCFDtGPHDkVHR9dY3m63y263u6YrKiokSQ6HQw6Ho8FxVK/rTR++YAs3Ah1CnWxhhtt3XBo58wz58vw1KVhfy4LV+fkyM2cU2QAAIGCysrJcP6ekpGjQoEHq3Lmz/v73v2vKlCk1li8sLFRBQUGN9lWrVikqKsrreEpLS73uw0zzBwY6gkubO8AZ6BAaHXLmmVDO14oVKxq0XrC9lgW70tJSVVVVmdYfRTYAAAgarVq10uWXX67du3fXOj8vL0+5ubmu6YqKCiUlJSkjI0MxMTEN3q7D4VBpaanS09NltVob3I/ZkvNLAh1CnWxhhuYOcGrOljDZnZZAh9MokDPPkC9pR36mR8sH62tZsDo/X99//71p/VJkAwCAoHHy5Ent2bNHP/nJT2qdb7PZZLPZarRbrVZTTijN6scs9rPBX1jYnZZGEWcwIWeeCeV8NfT1KNhey4Kd1WrVmTNnTOuPG58BAICA+eUvf6mysjLt27dPH3zwgX7wgx8oPDxct99+e6BDAwCgQbiSDQAAAubLL7/U7bffrqNHj6pdu3a64YYbtGnTJrVr1y7QoQEA0CAU2QAAIGBeffXVQIcAAICpeLs4AAAAAAAm4Uo2AADA/y85vyRkb7AEADAHV7IBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmIQiGwAAAAAAk1BkAwAAAABgEopsAAAAAABMQpENAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmKRZoAMAAAAAANTUZfY7Hi1vCzc0f6CUnF8i+1mLj6IKPvvmjQ50CG64kg0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASimwAAAAAAEzisyJ7wYIF6tKli5o3b65Bgwbp//7v/3y1KQAA0IhxzgAAaEp8UmS/9tprys3N1cMPP6yPPvpIV155pTIzM3XkyBFfbA4AADRSnDMAAJoanxTZf/jDH3TXXXfppz/9qfr06aPnnntOUVFR+t///V9fbA4AADRSnDMAAJqaZmZ3ePr0aW3dulV5eXmutrCwMI0cOVIbN26ssbzdbpfdbndNHz9+XJL07bffyuFweB1PszOVXvfh6stpqKrKqWaOMJ11WkzrNxAYS3BiLMGJsfjf0aNH67Wcw+FQVVWVjh49KqvVWmP+iRMnJEmGYZgaH8zh6TmD5Lvzhup9KdiPjWDSWF5Pggk58wz58lyo5qy+5w0XOv884tSpU5LMOWcwvcj+5ptvdPbsWbVv396tvX379vrss89qLF9YWKiCgoIa7V27djU7NFPcEegATMRYghNjCU6Mxb/a/t7c/k6cOKHY2FhzO4XXPD1nkBrfeUNT1xheT4INOfMM+fJcKObMzPMGM84ZTC+yPZWXl6fc3FzXtNPp1Lfffqs2bdrIYgmu/75UVFQoKSlJX3zxhWJiYgIdjlcYS3BiLMGJsQSvS43HMAydOHFCiYmJAYgOvuCr84amdmz4AznzHDnzDPnyHDnzzPn5io6ONu2cwfQiu23btgoPD9fhw4fd2g8fPqyEhIQay9tsNtlsNre2Vq1amR2WqWJiYprMTstYghNjCU6MJXhdbDxcwQ5enp4zSL4/b2hqx4Y/kDPPkTPPkC/PkTPPVOfLrHMG0298FhERof79+2vNmjWuNqfTqTVr1ig1NdXszQEAgEaKcwYAQFPkk7eL5+bmatKkSRowYIAGDhyop556SpWVlfrpT3/qi80BAIBGinMGAEBT45Mi+7bbbtPXX3+thx56SIcOHdJVV12llStX1rixSWNjs9n08MMP13ibWmPEWIITYwlOjCV4NbXxhKJgOWdgX/IcOfMcOfMM+fIcOfOMr/JlMXiuCQAAAAAApjD9M9kAAAAAAIQqimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFdh3mzZsni8WimTNn1rnM4sWLZbFY3L6aN2/uvyDrkJ+fXyOu3r17X3SdJUuWqHfv3mrevLn69eunFStW+Cnai/N0LMH6O6n21Vdf6cc//rHatGmjyMhI9evXT1u2bLnoOmvXrtU111wjm82mHj16aPHixf4J9hI8HcvatWtr/G4sFosOHTrkx6hr16VLl1pjy8nJqXOdYD1mPB1LMB8zZ8+e1Zw5c9S1a1dFRkaqe/fumjt3ri51v85gPWYQOIWFhbr22msVHR2t+Ph4jRs3Tjt37rzkesF6nPtDQ3IWzK8n/lBUVKSUlBTFxMQoJiZGqampevfddy+6TijvY57mK9T3rwvVp1aRQnsfu5A/6zuK7Fps3rxZzz//vFJSUi65bExMjA4ePOj6+vzzz/0Q4aX17dvXLa4NGzbUuewHH3yg22+/XVOmTNG//vUvjRs3TuPGjdOOHTv8GHHdPBmLFLy/k++++06DBw+W1WrVu+++q08//VS///3v1bp16zrX2bt3r0aPHq0bb7xR5eXlmjlzpn7+85+rpKTEj5HX1JCxVNu5c6fb7yc+Pt4PEV/c5s2b3WIqLS2VJP3oRz+qdflgPmY8HYsUvMfM448/rqKiIv3pT3/Sv//9bz3++OOaP3++/vjHP9a5TrAeMwissrIy5eTkaNOmTSotLZXD4VBGRoYqKyvrXCeYj3N/aEjOpOB9PfGHjh07at68edq6dau2bNmi4cOHa+zYsfrkk09qXT7U9zFP8yWF9v51vvrWKqG+j53P7/WdATcnTpwwevbsaZSWlhrDhg0z7rvvvjqXXbRokREbG+u32Orr4YcfNq688sp6L3/rrbcao0ePdmsbNGiQcffdd5scmec8HUuw/k4MwzAeeOAB44YbbvBonfvvv9/o27evW9ttt91mZGZmmhmaxxoylvfee8+QZHz33Xe+CcpE9913n9G9e3fD6XTWOj+Yj5kLXWoswXzMjB492vjZz37m1jZ+/HjjzjvvrHOdYD1mEFyOHDliSDLKysrqXKYxHef+UJ+cBfPrSaC0bt3a+Otf/1rrPPaxmi6WL/avczypVdjHzglEfceV7Avk5ORo9OjRGjlyZL2WP3nypDp37qykpKRL/vfNn3bt2qXExER169ZNd955p/bv31/nshs3bqwx3szMTG3cuNHXYdaLJ2ORgvd38tZbb2nAgAH60Y9+pPj4eF199dX6y1/+ctF1gvV305CxVLvqqqvUoUMHpaen6/333/dxpJ47ffq0XnrpJf3sZz+TxWKpdZlg/b1cqD5jkYL3mLn++uu1Zs0a/ec//5Ekffzxx9qwYYOysrLqXKex/G4QWMePH5ckxcXF1bkM+5K7+uRMCt7XE387e/asXn31VVVWVio1NbXWZdjH/p/65Eti/5I8q1XYx84JRH1HkX2eV199VR999JEKCwvrtXyvXr30v//7v3rzzTf10ksvyel06vrrr9eXX37p40gvbtCgQVq8eLFWrlypoqIi7d27V0OGDNGJEydqXf7QoUNq3769W1v79u2D4rOyno4lWH8nkvTf//5XRUVF6tmzp0pKSnTPPffoF7/4hV544YU616nrd1NRUaHvv//e1yHXqSFj6dChg5577jn94x//0D/+8Q8lJSUpLS1NH330kR8jv7Rly5bp2LFjmjx5cp3LBPMxc776jCWYj5nZs2drwoQJ6t27t6xWq66++mrNnDlTd955Z53rBOsxg+DhdDo1c+ZMDR48WMnJyXUu11iOc3+ob86C+fXEX7Zv366WLVvKZrNp2rRpWrp0qfr06VPrsuxjnuWL/cvzWoV9LID1ndfXwpuI/fv3G/Hx8cbHH3/sarvU2wkudPr0aaN79+7Ggw8+6IMIG+67774zYmJi6nz7jdVqNYqLi93aFixYYMTHx/sjPI9caiwXCqbfidVqNVJTU93aZsyYYVx33XV1rtOzZ0/jt7/9rVvbO++8Y0gyqqqqfBJnfTRkLLUZOnSo8eMf/9jM0LyWkZFh3HzzzRddprEcM/UZy4WC6Zh55ZVXjI4dOxqvvPKKsW3bNuPFF1804uLijMWLF9e5TrAeMwge06ZNMzp37mx88cUXF12usRzn/lDfnF0omF5P/MVutxu7du0ytmzZYsyePdto27at8cknn9S6LPuYZ/m6UKjtXw2pVUJ9HwtkfdfM438HNFFbt27VkSNHdM0117jazp49q3Xr1ulPf/qT7Ha7wsPDL9pH9ZWW3bt3+zpcj7Rq1UqXX355nXElJCTo8OHDbm2HDx9WQkKCP8LzyKXGcqFg+p106NChxn9nr7jiCv3jH/+oc526fjcxMTGKjIz0SZz10ZCx1GbgwIGXvJGdP33++edavXq13njjjYsu1xiOmfqO5ULBdMz86le/cl3NlqR+/frp888/V2FhoSZNmlTrOsF6zCA4TJ8+XW+//bbWrVunjh07XnTZxnCc+4MnObtQML2e+EtERIR69OghSerfv782b96sp59+Ws8//3yNZdnHPMvXhUJt/2pIrRLq+1gg6zveLv7/GzFihLZv367y8nLX14ABA3TnnXeqvLz8kr8A6dwvbfv27erQoYMfIq6/kydPas+ePXXGlZqaqjVr1ri1lZaWXvQzMYFyqbFcKJh+J4MHD67x+JP//Oc/6ty5c53rBOvvpiFjqU15eXlQ/G6qLVq0SPHx8Ro9evRFlwvW38v56juWCwXTMVNVVaWwMPc/U+Hh4XI6nXWu0xh+N/A/wzA0ffp0LV26VP/85z/VtWvXS64T6vtSQ3J2oWB6PQkUp9Mpu91e67xQ38dqc7F8XSjU9q+G1Cqhvo8FtL7z6Lp3iLnw7QQ/+clPjNmzZ7umCwoKjJKSEmPPnj3G1q1bjQkTJhjNmzev99tcfOV//ud/jLVr1xp79+413n//fWPkyJFG27ZtjSNHjhiGUXMc77//vtGsWTPjd7/7nfHvf//bePjhhw2r1Wps3749UENw8XQswfo7MQzD+L//+z+jWbNmxmOPPWbs2rXLePnll42oqCjjpZdeci0ze/Zs4yc/+Ylr+r///a8RFRVl/OpXvzL+/e9/GwsWLDDCw8ONlStXBmIILg0Zy5NPPmksW7bM2LVrl7F9+3bjvvvuM8LCwozVq1cHYgg1nD171ujUqZPxwAMP1JjXmI4Zw/BsLMF8zEyaNMm47LLLjLffftvYu3ev8cYbbxht27Y17r//ftcyjeWYQWDdc889RmxsrLF27Vrj4MGDrq/zP0LQ2I5zX2tIzoL59cQfZs+ebZSVlRl79+41tm3bZsyePduwWCzGqlWrDMNgH7uQp/kK9f2rNpeqVUJ9H6uNv+o7iuyLuPCXMGzYMGPSpEmu6ZkzZxqdOnUyIiIijPbt2xs33XST8dFHH/k/0AvcdtttRocOHYyIiAjjsssuM2677TZj9+7drvkXjsMwDOPvf/+7cfnllxsRERFG3759jXfeecfPUdfO07EE6++k2vLly43k5GTDZrMZvXv3Nv785z+7zZ80aZIxbNgwt7b33nvPuOqqq4yIiAijW7duxqJFi/wX8EV4OpbHH3/c6N69u9G8eXMjLi7OSEtLM/75z3/6Oeq6lZSUGJKMnTt31pjXmI4Zw/BsLMF8zFRUVBj33Xef0alTJ6N58+ZGt27djN/85jeG3W53LdOYjhkEjqRav87fNxrbce5rDclZML+e+MPPfvYzo3PnzkZERITRrl07Y8SIEa6C0TDYxy7kab5Cff+qzaVqFcMI7X2sNv6q7yyGYRieXfsGAAAAAAC14TPZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbaCCLxaL8/PyLLrNv3z5ZLBYtXrzYLzF5o0uXLrr55pu96uOLL75Q8+bN9f7775sUVf2sXLlSLVu21Ndff+3X7QIA0BD1OYdoqPz8fFksFtPjsFgsmj59uheRSf/3f/+niIgIff75517146nnnntOnTp1kt1u9+t2EbooshGSiouL9dRTTwU6DL/79NNPlZ+fr3379vmk/0ceeUSDBg3S4MGDfdJ/XUaNGqUePXqosLDQr9sFAISepnwO8cEHHyg/P1/Hjh3zSf+/+c1vdPvtt6tz584+6b8ukydP1unTp/X888/7dbsIXRTZCElN+Q/kxXz66acqKCjwSZH99ddf64UXXtC0adNM77s+7r77bj3//PM6ceJEQLYPAAgNwX4O8eCDD+r7779v0LoffPCBCgoKfFJkl5eXa/Xq1QE5T2jevLkmTZqkP/zhDzIMw+/bR+ihyAZgipdeeknNmjXTmDFjArL97Oxs2e12LVmyJCDbBwAgGDRr1kzNmzcPdBg1LFq0SJ06ddJ1110XkO3feuut+vzzz/Xee+8FZPsILRTZCHrVny367LPPdOuttyomJkZt2rTRfffdp1OnTtVY/qWXXlL//v0VGRmpuLg4TZgwQV988YVrflpamt555x19/vnnslgsslgs6tKliyTp9OnTeuihh9S/f3/FxsaqRYsWGjJkiOkvyJ999pl++MMfKi4uTs2bN9eAAQP01ltvuS2zePFiWSwWvf/++8rNzVW7du3UokUL/eAHP6jx2WOn06n8/HwlJiYqKipKN954oz799FN16dJFkydPdvX3ox/9SJJ04403usa+du1at742bNiggQMHqnnz5urWrZtefPHFeo1p2bJlGjRokFq2bFlj3ocffqibbrpJrVu3VosWLZSSkqKnn37aNX/y5Mlq2bKl9u/fr5tvvlktW7bUZZddpgULFkiStm/fruHDh6tFixbq3LmziouLa2wjPj5eKSkpevPNN+sVLwCg6Wus5xCGYaht27bKzc11tTmdTrVq1Urh4eFuV5off/xxNWvWTCdPnnQb8/nsdrtmzZqldu3aKTo6Wrfccou+/PLLGrn61a9+JUnq2rWra3wXvvtt2bJlSk5Ols1mU9++fbVy5cp6jWnZsmUaPnx4rZ8Xf/fddzVs2DBFR0crJiZG1157rdvf+rS0NCUnJ2vbtm0aNmyYoqKi1KNHD73++uuSpLKyMg0aNEiRkZHq1auXVq9eXWMb/fv3V1xcHOcJ8AuKbDQat956q06dOqXCwkLddNNNeuaZZzR16lS3ZR577DFNnDhRPXv21B/+8AfNnDlTa9as0dChQ11/kH7zm9/oqquuUtu2bfW3v/1Nf/vb31xv+6qoqNBf//pXpaWl6fHHH1d+fr6+/vprZWZmqry83JRxfPLJJ7ruuuv073//W7Nnz9bvf/97tWjRQuPGjdPSpUtrLD9jxgx9/PHHevjhh3XPPfdo+fLlNW48kpeXp4KCAg0YMEBPPPGEevbsqczMTFVWVrqWGTp0qH7xi19Ikn7961+7xn7FFVe4ltm9e7d++MMfKj09Xb///e/VunVrTZ48WZ988slFx+RwOLR582Zdc801NeaVlpZq6NCh+vTTT3Xffffp97//vW688Ua9/fbbbsudPXtWWVlZSkpK0vz589WlSxdNnz5dixcv1qhRozRgwAA9/vjjio6O1sSJE7V3794a2+rfv78++OCDi8YKAAg9je0cwmKxaPDgwVq3bp2rbdu2bTp+/Lgkud1gdP369br66qtr/Sd3tZ///Od66qmnlJGRoXnz5slqtWr06NFuy4wfP1633367JOnJJ590ja9du3auZTZs2KB7771XEyZM0Pz583Xq1CllZ2fr6NGjFx3PV199pf3799d6nrB48WKNHj1a3377rfLy8jRv3jxdddVVNYr37777TjfffLMGDRqk+fPny2azacKECXrttdc0YcIE3XTTTZo3b54qKyv1wx/+sNaPj11zzTV+vzkrQpQBBLmHH37YkGTccsstbu333nuvIcn4+OOPDcMwjH379hnh4eHGY4895rbc9u3bjWbNmrm1jx492ujcuXONbZ05c8aw2+1ubd99953Rvn1742c/+5lbuyTj4Ycfvmjse/fuNSQZixYtcrWNGDHC6Nevn3Hq1ClXm9PpNK6//nqjZ8+errZFixYZkoyRI0caTqfT1T5r1iwjPDzcOHbsmGEYhnHo0CGjWbNmxrhx49y2nZ+fb0gyJk2a5GpbsmSJIcl47733asTauXNnQ5Kxbt06V9uRI0cMm81m/M///M9Fx7l7925DkvHHP/7Rrf3MmTNG165djc6dOxvfffed27zzxzRp0iRDkvHb3/7W1fbdd98ZkZGRhsViMV599VVX+2effVZn7n/7298akozDhw9fNF4AQGhozOcQTzzxhBEeHm5UVFQYhmEYzzzzjNG5c2dj4MCBxgMPPGAYhmGcPXvWaNWqlTFr1qwaY65WXl5uSDLuvfdet/7vuOOOGnE88cQThiRj7969NeKRZERERBi7d+92tX388ce1/v2/0OrVqw1JxvLly93ajx07ZkRHRxuDBg0yvv/+e7d5558nDBs2zJBkFBcXu9qqzwfCwsKMTZs2udpLSkpqnHtVmzp1qhEZGXnRWAEzcCUbjUZOTo7b9IwZMyRJK1askCS98cYbcjqduvXWW/XNN9+4vhISEtSzZ896vV0rPDxcERERks69Levbb7/VmTNnNGDAAH300Udej+Hbb7/VP//5T9166606ceKEK8ajR48qMzNTu3bt0ldffeW2ztSpU93eWjVkyBCdPXvW9fiLNWvW6MyZM7r33nvd1qvOjyf69OmjIUOGuKbbtWunXr166b///e9F16v+D3br1q3d2v/1r39p7969mjlzplq1auU2r7a3i/385z93/dyqVSv16tVLLVq00K233upq79Wrl1q1alVrTNXb/+abby4aLwAgtDTGc4jqv/fV79Bav369hgwZoiFDhmj9+vWSpB07dujYsWNuf7svVD3G6nezVZs5c6bHMY0cOVLdu3d3TaekpCgmJqbB5wmlpaU6ceKEZs+eXeNz5BeeJ7Rs2VITJkxwTVefD1xxxRUaNGiQq73657rOE77//ntVVVVdNF7AW80CHQBQXz179nSb7t69u8LCwlyfFdq1a5cMw6ixXDWr1Vqv7bzwwgv6/e9/r88++0wOh8PV3rVr14YFfp7du3fLMAzNmTNHc+bMqXWZI0eO6LLLLnNNd+rUyW1+9R+o7777TpJcxXaPHj3clouLi6vxx+xSLtxW9faqt3UpxgV37NyzZ48kKTk5+ZLrNm/e3O0taZIUGxurjh071vhDGxsbW2tM1duv7/NBAQChoTGeQ1xzzTWKiorS+vXrlZmZqfXr16ugoEAJCQn64x//qFOnTrmK7RtuuKHOfj7//HOFhYW5FcfSuSLVU4E8T6jrfCApKalGmyTOExBQFNlotC58gXQ6nbJYLHr33XcVHh5eY/mLfVap2ksvvaTJkydr3Lhx+tWvfqX4+HiFh4ersLDQ9YfAG06nU5L0y1/+UpmZmbUuc2GxXNtYpJp/qMzQ0G21adNGUu1/0LzdticxVW+/bdu2DY4DAND0NYZzCKvVqkGDBmndunXavXu3Dh06pCFDhqh9+/ZyOBz68MMPtX79evXu3bvGP6l9pSmcJ0RFRSkyMrLBcQD1QZGNRmPXrl1u/wnevXu3nE6n666e3bt3l2EY6tq1qy6//PKL9lXXfzBff/11devWTW+88YbbMg8//LD3A5DUrVs3Sef+cI4cOdKUPjt37izpXD7Oz8/Ro0dr/DHz1X9uO3XqpMjIyBo3I6v+r/mOHTtMG+/F7N27V23btvXbyQYAoHForOcQQ4YM0eOPP67Vq1erbdu26t27tywWi/r27av169dr/fr1uvnmmy/aR+fOneV0OrVnzx63q9c7d+6ssayvzhN69+4tSRc9T7jwIoMv7N271+2Gr4Cv8JlsNBrVj3Oq9sc//lGSlJWVJencXTHDw8NVUFBQ47+XhmG43fmyRYsWrjt0nq/6v6Hnr//hhx9q48aNpowhPj5eaWlpev7553Xw4MEa8y98NFd9jBgxQs2aNVNRUZFb+5/+9Kcay7Zo0UKS3B79YQar1aoBAwZoy5Ytbu3XXHONunbtqqeeeqrGNn1xJX7r1q1KTU01vV8AQOPWWM8hhgwZIrvdrqeeeko33HCDqwgeMmSI/va3v+nAgQMX/Ty29P/G+Mwzz7i1V98V/Xy+Ok+47LLLlJSUVOM8ISMjQ9HR0SosLKzxSDVfnCd89NFHuv76603vF7gQV7LRaOzdu1e33HKLRo0apY0bN+qll17SHXfcoSuvvFLSuf+GPvroo8rLy9O+ffs0btw4RUdHa+/evVq6dKmmTp2qX/7yl5LOPerptddeU25urq699lq1bNlSY8aM0c0336w33nhDP/jBDzR69Gjt3btXzz33nPr06eN6/qS3FixYoBtuuEH9+vXTXXfdpW7duunw4cPauHGjvvzyS3388cce9de+fXvXo7Gq8/Pxxx/r3XffVdu2bd3+K33VVVcpPDxcjz/+uI4fPy6bzabhw4crPj7e63GNHTtWv/nNb1RRUaGYmBhJUlhYmIqKijRmzBhdddVV+ulPf6oOHTros88+0yeffKKSkhKvt1vtyJEj2rZtW42b2wAA0FjPIVJTU9WsWTPt3LnT7ZFjQ4cOdf1z/VJF9lVXXaXbb79dzz77rI4fP67rr79ea9as0e7du2ss279/f0nnHlU2YcIEWa1WjRkzxlV8e2Ps2LFaunSpDMNwnZvExMToySef1M9//nNde+21uuOOO9S6dWt9/PHHqqqq0gsvvOD1dqtt3bpV3377rcaOHWtan0Cd/Hgnc6BBqh9F8emnnxo//OEPjejoaKN169bG9OnTazzuwTAM4x//+Idxww03GC1atDBatGhh9O7d28jJyTF27tzpWubkyZPGHXfcYbRq1cqQ5HoUh9PpNH77298anTt3Nmw2m3H11Vcbb7/9tjFp0qQaj+tQAx/hZRiGsWfPHmPixIlGQkKCYbVajcsuu8y4+eabjddff921TPUjvDZv3uy27nvvvVfjMVxnzpwx5syZYyQkJBiRkZHG8OHDjX//+99GmzZtjGnTprmt/5e//MXo1q2bER4e7tZP586djdGjR9cYw7Bhw4xhw4ZddJyGYRiHDx82mjVrZvztb3+rMW/Dhg1Genq6ER0dbbRo0cJISUlxe9zHpEmTjBYtWtS67b59+9Zory3WoqIiIyoqyvWoEwAAGvM5RLVrr73WkGR8+OGHrrYvv/zSkGQkJSXVOebzff/998YvfvELo02bNkaLFi2MMWPGGF988UWtccydO9e47LLLjLCwMLfHeUkycnJyamyvc+fObo8LrctHH31kSDLWr19fY95bb71lXH/99UZkZKQRExNjDBw40HjllVdc8z05H6gr1gceeMDo1KmT26PBAF+xGIYP3osBmCg/P18FBQX6+uuvuaGVB44dO6bWrVvr0Ucf1W9+8xu/bHPKlCn6z3/+47rbqT9dffXVSktL05NPPun3bQMAghPnEMFlxIgRSkxM1N/+9je/btdut6tLly6aPXu27rvvPr9uG6GJz2QDTcD3339fo636s1ZpaWl+i+Phhx/W5s2b9f777/ttm5K0cuVK7dq1S3l5eX7dLgAAqL/f/va3eu2111yPH/WXRYsWyWq1atq0aX7dLkIXn8kGmoDXXntNixcv1k033aSWLVtqw4YNeuWVV5SRkaHBgwf7LY5OnTrVuHGJP4waNcq0z8wDAADfGDRokE6fPu337U6bNo0CG35FkQ00ASkpKWrWrJnmz5+viooK183QHn300UCHBgAAAIQUPpMNAAAAAIBJ+Ew2AAAAAAAmocgGAAAAAMAkQfeZbKfTqQMHDig6Otr1oHoAABrCMAydOHFCiYmJCgvj/8pNEecNAAAzmHnOEHRF9oEDB5SUlBToMAAATcgXX3yhjh07BjoM+ADnDQAAM5lxzhB0RXZ0dLSkc4OLiYnxqi+Hw6FVq1YpIyNDVqvVjPAaBcYdWuOWQnfsjDu0xi15PvaKigolJSW5/rag6Tn/vCEyMjJkj42GCuXXk4YgX54jZ54hX54zK2dmnjMEXZFd/VavmJgYU4rsqKgoxcTEhNROyrhDa9xS6I6dcYfWuKWGj523ETdd5583REZGhuyx0VCh/HrSEOTLc+TMM+TLc2bnzIxzBj6gBgAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASZoFOgB/SM4vkf2sJdBhSJL2zRsd6BAAAEAtusx+J9Ah1MB5AwA0PlzJBgAAAADAJBTZAADA5+bNmyeLxaKZM2e62k6dOqWcnBy1adNGLVu2VHZ2tg4fPhy4IAEAMAFFNgAA8KnNmzfr+eefV0pKilv7rFmztHz5ci1ZskRlZWU6cOCAxo8fH6AoAQAwB0U2AADwmZMnT+rOO+/UX/7yF7Vu3drVfvz4cS1cuFB/+MMfNHz4cPXv31+LFi3SBx98oE2bNgUwYgAAvBMSNz4DAACBkZOTo9GjR2vkyJF69NFHXe1bt26Vw+HQyJEjXW29e/dWp06dtHHjRl133XW19me322W3213TFRUVkiSHw6FmzZq5fm4IW7jRoPV8qaFj8bR/X2+nqSBfniNnniFfnjMrZ2bmnCIbAAD4xKuvvqqPPvpImzdvrjHv0KFDioiIUKtWrdza27dvr0OHDtXZZ2FhoQoKCmq0r1q1SlFRUZKk0tLSBsU7f2CDVvOpFStW+GU7Dc1ZqCJfniNnniFfnvM2Z1VVVSZFQpENAAB84IsvvtB9992n0tJSNW/e3LR+8/LylJub65quqKhQUlKSMjIyFBkZqdLSUqWnp8tqtXrcd3J+iWlxmmVHfqZP+3c4HF7lLNSQL8+RM8+QL8+ZlbPqd0aZgSIbAACYbuvWrTpy5IiuueYaV9vZs2e1bt06/elPf1JJSYlOnz6tY8eOuV3NPnz4sBISEurs12azyWaz1Wi3Wq2uk6vzf/aE/azF43V8zV8n2Q3NWagiX54jZ54hX57zNmdm5tujG58VFRUpJSVFMTExiomJUWpqqt59913X/LS0NFksFrevadOmmRYsAABoHEaMGKHt27ervLzc9TVgwADdeeedrp+tVqvWrFnjWmfnzp3av3+/UlNTAxg5AADe8ehKdseOHTVv3jz17NlThmHohRde0NixY/Wvf/1Lffv2lSTdddddeuSRR1zrVH8+CgAAhI7o6GglJye7tbVo0UJt2rRxtU+ZMkW5ubmKi4tTTEyMZsyYodTU1DpvegYAQGPgUZE9ZswYt+nHHntMRUVF2rRpk6vIjoqKuujbvAAAACTpySefVFhYmLKzs2W325WZmalnn3020GEBAOCVBn8m++zZs1qyZIkqKyvd3tb18ssv66WXXlJCQoLGjBmjOXPmXPRq9sUexWHWbdhtYcHzSA5/3I4/VG/9H6rjlkJ37Iw7tMYteT72UMxRMFu7dq3bdPPmzbVgwQItWLAgMAEBAOADHhfZ27dvV2pqqk6dOqWWLVtq6dKl6tOnjyTpjjvuUOfOnZWYmKht27bpgQce0M6dO/XGG2/U2V99HsXhrbkDnKb0YwZ/PYpDCt1b/4fquKXQHTvjDj31HbuZj+MAAACoD4+L7F69eqm8vFzHjx/X66+/rkmTJqmsrEx9+vTR1KlTXcv169dPHTp00IgRI7Rnzx5179691v4u9iiOmJiYBgzp/6m+nfucLWGyO4PjjqG+fhSHFLq3/g/VcUuhO3bGHVrjljwfu5mP4wAAAKgPj4vsiIgI9ejRQ5LUv39/bd68WU8//bSef/75GssOGjRIkrR79+46i+z6PIrDW3anJWgey+HPE+JQvfV/qI5bCt2xM+7QU9+xh2p+AABA4Hj0CK/aOJ1Ot89Un6+8vFyS1KFDB283AwAAAABA0PPoSnZeXp6ysrLUqVMnnThxQsXFxVq7dq1KSkq0Z88eFRcX66abblKbNm20bds2zZo1S0OHDlVKSoqv4gcAAAAAIGh4VGQfOXJEEydO1MGDBxUbG6uUlBSVlJQoPT1dX3zxhVavXq2nnnpKlZWVSkpKUnZ2th588EFfxQ4AAAAAQFDxqMheuHBhnfOSkpJUVlbmdUAAAAAAADRWXn8mGwAAAAAAnEORDQAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAkFNkAAAAAAJiEIhsAAAAAAJNQZAMAAAAAYBKKbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AADwiaKiIqWkpCgmJkYxMTFKTU3Vu+++65qflpYmi8Xi9jVt2rQARgwAgPeaBToAAADQNHXs2FHz5s1Tz549ZRiGXnjhBY0dO1b/+te/1LdvX0nSXXfdpUceecS1TlRUVKDCBQDAFBTZAADAJ8aMGeM2/dhjj6moqEibNm1yFdlRUVFKSEgIRHgAAPgEbxcHAAA+d/bsWb366quqrKxUamqqq/3ll19W27ZtlZycrLy8PFVVVQUwSgAAvMeVbAAA4DPbt29XamqqTp06pZYtW2rp0qXq06ePJOmOO+5Q586dlZiYqG3btumBBx7Qzp079cYbb9TZn91ul91ud01XVFRIkhwOh5o1a+b6uSFs4UaD1vOlho7F0/59vZ2mgnx5jpx5hnx5zqycmZlzimwAAOAzvXr1Unl5uY4fP67XX39dkyZNUllZmfr06aOpU6e6luvXr586dOigESNGaM+ePerevXut/RUWFqqgoKBG+6pVq1yf5y4tLW1QrPMHNmg1n1qxYoVfttPQnIUq8uU5cuYZ8uU5b3Nm5jupKLIBAIDPREREqEePHpKk/v37a/PmzXr66af1/PPP11h20KBBkqTdu3fXWWTn5eUpNzfXNV1RUaGkpCRlZGQoMjJSpaWlSk9Pl9Vq9TjW5PwSj9fxtR35mT7t3+FweJWzUEO+PEfOPEO+PGdWzqrfGWUGimwAAOA3TqfT7e3e5ysvL5ckdejQoc71bTabbDZbjXar1eo6uTr/Z0/Yz1o8XsfX/HWS3dCchSry5Tly5hny5Tlvc2ZmvimyAQCAT+Tl5SkrK0udOnXSiRMnVFxcrLVr16qkpER79uxRcXGxbrrpJrVp00bbtm3TrFmzNHToUKWkpAQ6dAAAGowiGwAA+MSRI0c0ceJEHTx4ULGxsUpJSVFJSYnS09P1xRdfaPXq1XrqqadUWVmppKQkZWdn68EHHwx02AAAeIUiGwAA+MTChQvrnJeUlKSysjI/RgMAgH949JzsoqIipaSkKCYmRjExMUpNTdW7777rmn/q1Cnl5OSoTZs2atmypbKzs3X48GHTgwYAAAAAIBh5VGR37NhR8+bN09atW7VlyxYNHz5cY8eO1SeffCJJmjVrlpYvX64lS5aorKxMBw4c0Pjx430SOAAAAAAAwcajt4uPGTPGbfqxxx5TUVGRNm3apI4dO2rhwoUqLi7W8OHDJUmLFi3SFVdcoU2bNum6664zL2oAAAAAAIJQgz+TffbsWS1ZskSVlZVKTU3V1q1b5XA4NHLkSNcyvXv3VqdOnbRx48Y6i2y73e72KI/q55M5HA45HI6GhufqQ5JsYYZX/ZjJ2zF5sg1/bCuYhOq4pdAdO+MOrXFLno89FHMEAAACy+Mie/v27UpNTdWpU6fUsmVLLV26VH369FF5ebkiIiLUqlUrt+Xbt2+vQ4cO1dlfYWGhCgoKarSvWrVKUVFRnoZXq7kDnKb0Y4YVK1b4bVulpaV+21YwCdVxS6E7dsYdeuo79qqqKh9HAgAA4M7jIrtXr14qLy/X8ePH9frrr2vSpEle3R00Ly9Pubm5rumKigolJSUpIyNDMTExDe5XOncFo7S0VHO2hMnutHjVl1l25Gf6fBvV405PTw+ph9iH6ril0B074w6tcUuej7363VEAAAD+4nGRHRERoR49ekiS+vfvr82bN+vpp5/WbbfdptOnT+vYsWNuV7MPHz6shISEOvuz2Wyy2Ww12q1Wq2knj3anRfazwVFk+/OE2MwcNiahOm4pdMfOuENPfcceqvkBgAt1mf1OQLZrCzc0f6CUnF9S43x837zRAYkJ8DWP7i5eG6fTKbvdrv79+8tqtWrNmjWueTt37tT+/fuVmprq7WYAAAAAAAh6Hl3JzsvLU1ZWljp16qQTJ06ouLhYa9euVUlJiWJjYzVlyhTl5uYqLi5OMTExmjFjhlJTU7mzOAAAAAAgJHhUZB85ckQTJ07UwYMHFRsbq5SUFJWUlCg9PV2S9OSTTyosLEzZ2dmy2+3KzMzUs88+65PAAQAAAAAINh4V2QsXLrzo/ObNm2vBggVasGCBV0EBAAAAANAYNfg52QBwIX/fVOViN1Opxk1VAAAA4E9e3/gMAAAAAACcQ5ENAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmIQiGwAAAAAAk1BkAwAAnygqKlJKSopiYmIUExOj1NRUvfvuu675p06dUk5Ojtq0aaOWLVsqOztbhw8fDmDEAAB4jyIbAAD4RMeOHTVv3jxt3bpVW7Zs0fDhwzV27Fh98sknkqRZs2Zp+fLlWrJkicrKynTgwAGNHz8+wFEDAOCdZoEOAAAANE1jxoxxm37sscdUVFSkTZs2qWPHjlq4cKGKi4s1fPhwSdKiRYt0xRVXaNOmTbruuusCETIAAF7jSjYAAPC5s2fP6tVXX1VlZaVSU1O1detWORwOjRw50rVM79691alTJ23cuDGAkQIA4B2uZAMAAJ/Zvn27UlNTderUKbVs2VJLly5Vnz59VF5eroiICLVq1cpt+fbt2+vQoUN19me322W3213TFRUVkiSHw6FmzZq5fm4IW7jRoPV8qaFj8bR/X2+nqWjM+QrU/m0LM9y+n68x5tHXGvM+Fihm5czMnFNkAwAAn+nVq5fKy8t1/Phxvf7665o0aZLKysoa3F9hYaEKCgpqtK9atUpRUVGSpNLS0gb1PX9gg8PymRUrVvhlOw3NWahqjPkK9P49d4CzRpu/9u/GqDHuY4Hmbc6qqqpMioQiGwAA+FBERIR69OghSerfv782b96sp59+WrfddptOnz6tY8eOuV3NPnz4sBISEursLy8vT7m5ua7piooKJSUlKSMjQ5GRkSotLVV6erqsVqvHsSbnl3i8jq/tyM/0af8Oh8OrnIWaxpyvQO3ftjBDcwc4NWdLmOxOi9s8X+/fjVFj3scCxaycVb8zygwU2QAAwG+cTqfsdrv69+8vq9WqNWvWKDs7W5K0c+dO7d+/X6mpqXWub7PZZLPZarRbrVbXydX5P3vCftZy6YX8zF8n2Q3NWahqjPkK9P5td1pqxNDYcuhPjXEfCzRvc2ZmvimyAQCAT+Tl5SkrK0udOnXSiRMnVFxcrLVr16qkpESxsbGaMmWKcnNzFRcXp5iYGM2YMUOpqancWRwA0KhRZAMAAJ84cuSIJk6cqIMHDyo2NlYpKSkqKSlRenq6JOnJJ59UWFiYsrOzZbfblZmZqWeffTbAUQMA4B2KbAAA4BMLFy686PzmzZtrwYIFWrBggZ8iAgDA93hONgAAAAAAJuFKNtCIdZn9jqRzz76cP/DcnUMDfWMTAAAAIJRxJRsAAAAAAJN4VGQXFhbq2muvVXR0tOLj4zVu3Djt3LnTbZm0tDRZLBa3r2nTppkaNAAAAAAAwcijIrusrEw5OTnatGmTSktL5XA4lJGRocrKSrfl7rrrLh08eND1NX/+fFODBgAAAAAgGHn0meyVK1e6TS9evFjx8fHaunWrhg4d6mqPiopSQkKCORECAAAAANBIeHXjs+PHj0uS4uLi3NpffvllvfTSS0pISNCYMWM0Z84cRUVF1dqH3W6X3W53TVdUVEiSHA6HHA6HN+G51reFGV71YyZvx+TJNvyxrWASiuO2hZ/bt6v38WDa1/2hPuNuivtDKO7r1TwdeyjmCAAABFaDi2yn06mZM2dq8ODBSk5OdrXfcccd6ty5sxITE7Vt2zY98MAD2rlzp954441a+yksLFRBQUGN9lWrVtVZmHtq7gCnKf2YYcWKFX7bVmlpqd+2FUxCadzzB7pPB9O+7k8XG7c/jzl/C6V9/UL1HXtVVZWPIwEAAHDX4CI7JydHO3bs0IYNG9zap06d6vq5X79+6tChg0aMGKE9e/aoe/fuNfrJy8tTbm6ua7qiokJJSUnKyMhQTExMQ8OTdO4KRmlpqeZsCZPdGRyPNdqRn+nzbVSPOz09XVar1efbCxahOO7k/BJJ567kzh3gDKp93R/qM25/HHP+For7ejVPx1797igAAAB/aVCRPX36dL399ttat26dOnbseNFlBw0aJEnavXt3rUW2zWaTzWar0W61Wk07ebQ7LUHz7GB/nhCbmcPGJJTGfeF+HUz7uj9dbNxNeV8IpX39QvUde6jmBwAABI5HRbZhGJoxY4aWLl2qtWvXqmvXrpdcp7y8XJLUoUOHBgUIAAAAAEBj4VGRnZOTo+LiYr355puKjo7WoUOHJEmxsbGKjIzUnj17VFxcrJtuuklt2rTRtm3bNGvWLA0dOlQpKSk+GQAAAAAAAMHCoyK7qKhIkpSWlubWvmjRIk2ePFkRERFavXq1nnrqKVVWViopKUnZ2dl68MEHTQsYAAAAAIBg5fHbxS8mKSlJZWVlXgUEAAAAAEBjFRboAAAAAAAAaCoosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAD4RGFhoa699lpFR0crPj5e48aN086dO92WSUtLk8VicfuaNm1agCIGAMB7FNkAAMAnysrKlJOTo02bNqm0tFQOh0MZGRmqrKx0W+6uu+7SwYMHXV/z588PUMQAAHjPo+dkAwAA1NfKlSvdphcvXqz4+Hht3bpVQ4cOdbVHRUUpISHB3+EBAOATXMkGAAB+cfz4cUlSXFycW/vLL7+stm3bKjk5WXl5eaqqqgpEeAAAmIIr2QAAwOecTqdmzpypwYMHKzk52dV+xx13qHPnzkpMTNS2bdv0wAMPaOfOnXrjjTdq7cdut8tut7umKyoqJEkOh0PNmjVz/dwQtnCjQev5UkPH4mn/vt5OU9GY8xWo/dsWZrh9P19jzKOvNeZ9LFDMypmZOafIBgAAPpeTk6MdO3Zow4YNbu1Tp051/dyvXz916NBBI0aM0J49e9S9e/ca/RQWFqqgoKBG+6pVqxQVFSVJKi0tbVCM8wc2aDWfWrFihV+209CcharGmK9A799zBzhrtPlr/26MGuM+Fmje5szMd1FRZAMAAJ+aPn263n77ba1bt04dO3a86LKDBg2SJO3evbvWIjsvL0+5ubmu6YqKCiUlJSkjI0ORkZEqLS1Venq6rFarx3Em55d4vI6v7cjP9Gn/DofDq5yFmsacr0Dt37YwQ3MHODVnS5jsTovbPF/v341RY97HAsWsnFW/M8oMFNkAAMAnDMPQjBkztHTpUq1du1Zdu3a95Drl5eWSpA4dOtQ632azyWaz1Wi3Wq2uk6vzf/aE/azl0gv5mb9Oshuas1DVGPMV6P3b7rTUiKGx5dCfGuM+Fmje5szMfFNkAwAAn8jJyVFxcbHefPNNRUdH69ChQ5Kk2NhYRUZGas+ePSouLtZNN92kNm3aaNu2bZo1a5aGDh2qlJSUAEcPAEDDUGQDAACfKCoqkiSlpaW5tS9atEiTJ09WRESEVq9eraeeekqVlZVKSkpSdna2HnzwwQBECwCAOSiyAQCATxjGxe9mnJSUpLKyMj9FAwCAf/CcbAAAAAAATEKRDQAAAACASSiyAQAAAAAwCUU2AAAAAAAmocgGAAAAAMAk3F0cAAAAACR1mf1OQLdvCzc0f6CUnF8i+1mL9s0bHdB40DAeXckuLCzUtddeq+joaMXHx2vcuHHauXOn2zKnTp1STk6O2rRpo5YtWyo7O1uHDx82NWgAAAAAAIKRR0V2WVmZcnJytGnTJpWWlsrhcCgjI0OVlZWuZWbNmqXly5dryZIlKisr04EDBzR+/HjTAwcAAAAAINh49HbxlStXuk0vXrxY8fHx2rp1q4YOHarjx49r4cKFKi4u1vDhwyVJixYt0hVXXKFNmzbpuuuuMy9yAAAAAACCjFefyT5+/LgkKS4uTpK0detWORwOjRw50rVM79691alTJ23cuLHWIttut8tut7umKyoqJEkOh0MOh8Ob8Fzr28IMr/oxk7dj8mQb/thWMAnFcdvCz+3b1ft4MO3r/lCfcTfF/SEU9/Vqno49FHMEAAACq8FFttPp1MyZMzV48GAlJydLkg4dOqSIiAi1atXKbdn27dvr0KFDtfZTWFiogoKCGu2rVq1SVFRUQ8NzM3eA05R+zLBixQq/bau0tNRv2womoTTu+QPdp4NpX/eni43bn8ecv4XSvn6h+o69qqrKx5EAAAC4a3CRnZOTox07dmjDhg1eBZCXl6fc3FzXdEVFhZKSkpSRkaGYmBiv+nY4HCotLdWcLWGyOy1e9WWWHfmZPt9G9bjT09NltVp9vr1gEYrjTs4vkXTuSu7cAc6g2tf9oT7j9scx52+huK9X83Ts1e+OAgAA8JcGFdnTp0/X22+/rXXr1qljx46u9oSEBJ0+fVrHjh1zu5p9+PBhJSQk1NqXzWaTzWar0W61Wk07ebQ7LbKfDY7Cw58nxGbmsDEJpXFfuF8H077uTxcbd1PeF0JpX79QfcceqvkBAACB49HdxQ3D0PTp07V06VL985//VNeuXd3m9+/fX1arVWvWrHG17dy5U/v371dqaqo5EQMAAAAAEKQ8upKdk5Oj4uJivfnmm4qOjnZ9zjo2NlaRkZGKjY3VlClTlJubq7i4OMXExGjGjBlKTU3lzuIAAAAAgCbPoyK7qKhIkpSWlubWvmjRIk2ePFmS9OSTTyosLEzZ2dmy2+3KzMzUs88+a0qwAAAAAAAEM4+KbMO49OOBmjdvrgULFmjBggUNDgoAAAAAgMbIo89kAwAAAACAulFkAwAAAABgEopsAADgE4WFhbr22msVHR2t+Ph4jRs3Tjt37nRb5tSpU8rJyVGbNm3UsmVLZWdn6/DhwwGKGAAA71FkAwAAnygrK1NOTo42bdqk0tJSORwOZWRkqLKy0rXMrFmztHz5ci1ZskRlZWU6cOCAxo8fH8CoAQDwjkc3PgMAAKivlStXuk0vXrxY8fHx2rp1q4YOHarjx49r4cKFKi4u1vDhwyWde2LJFVdcoU2bNvH4TwBAo0SRDQAA/OL48eOSpLi4OEnS1q1b5XA4NHLkSNcyvXv3VqdOnbRx48Zai2y73S673e6arqiokCQ5HA41a9bM9XND2MIv/RQVf2voWDzt39fbaSoac74CtX/bwgy37+cLxjwG+nXgwnwFY46CjVnHpZm5psgGAAA+53Q6NXPmTA0ePFjJycmSpEOHDikiIkKtWrVyW7Z9+/Y6dOhQrf0UFhaqoKCgRvuqVasUFRUlSSotLW1QjPMHNmg1n1qxYoVfttPQnIWqxpivQO/fcwc4a7T5a//2RKDzVK06X8GYo2Dl7XFZVVVlUiQU2QCauC6z3wl0CDXsmzc60CEAfpeTk6MdO3Zow4YNXvWTl5en3Nxc13RFRYWSkpKUkZGhyMhIlZaWKj09XVar1eO+k/NLvIrNF3bkZ/q0f4fD4VXOQk1jzleg9m9bmKG5A5yasyVMdqfFbZ6v9++GCPTrwIX5CsYcBRuzjsvqd0aZgSIbAAD41PTp0/X2229r3bp16tixo6s9ISFBp0+f1rFjx9yuZh8+fFgJCQm19mWz2WSz2Wq0W61W18nV+T97wn7WcumF/MxfhVxDcxaqGmO+Ar1/252WGjEEYw4Dnadq1fkKxhwFK2+PSzNzzd3FAQCATxiGoenTp2vp0qX65z//qa5du7rN79+/v6xWq9asWeNq27lzp/bv36/U1FR/hwsAgCm4kg0AAHwiJydHxcXFevPNNxUdHe36nHVsbKwiIyMVGxurKVOmKDc3V3FxcYqJidGMGTOUmprKncUBAI0WRTYAAPCJoqIiSVJaWppb+6JFizR58mRJ0pNPPqmwsDBlZ2fLbrcrMzNTzz77rJ8jBQDAPBTZAADAJwzj0o/Cad68uRYsWKAFCxb4ISIAAHyPz2QDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASj4vsdevWacyYMUpMTJTFYtGyZcvc5k+ePFkWi8Xta9SoUWbFCwAAAABA0PK4yK6srNSVV16pBQsW1LnMqFGjdPDgQdfXK6+84lWQAAAAAAA0Bs08XSErK0tZWVkXXcZmsykhIaHBQQEAAAAA0Bj55DPZa9euVXx8vHr16qV77rlHR48e9cVmAAAAAAAIKh5fyb6UUaNGafz48eratav27NmjX//618rKytLGjRsVHh5eY3m73S673e6arqiokCQ5HA45HA6vYqle3xZmeNWPmbwdkyfb8Me2gkkojtsWfm7frt7Hg2lf94fGOm6zXttCaV+v5unYQzFHAAAgsEwvsidMmOD6uV+/fkpJSVH37t21du1ajRgxosbyhYWFKigoqNG+atUqRUVFmRLT3AFOU/oxw4oVK/y2rdLSUr9tK5iE0rjnD3SfDqZ93Z8a27jNeh0IpX39QvUde1VVlY8jAQAAcGd6kX2hbt26qW3bttq9e3etRXZeXp5yc3Nd0xUVFUpKSlJGRoZiYmK82rbD4VBpaanmbAmT3Wnxqi+z7MjP9Pk2qsednp4uq9Xq8+0Fi1Acd3J+iaRzV3LnDnAG1b7uD4113N6+DoTivl7N07FXvzsKAADAX3xeZH/55Zc6evSoOnToUOt8m80mm81Wo91qtZp28mh3WmQ/Gxwn4P48ITYzh41JKI37wv06mPZ1f2ps4zZr/wylff1C9R17qOYHAAAEjsdF9smTJ7V7927X9N69e1VeXq64uDjFxcWpoKBA2dnZSkhI0J49e3T//ferR48eysz0/RVcAAAAAAACyeMie8uWLbrxxhtd09Vv9Z40aZKKioq0bds2vfDCCzp27JgSExOVkZGhuXPn1nq1GgAAAACApsTjR3ilpaXJMIwaX4sXL1ZkZKRKSkp05MgRnT59Wvv27dOf//xntW/f3hexAwCAILZu3TqNGTNGiYmJslgsWrZsmdv8yZMny2KxuH2NGjUqMMECAGASnzwnGwAAoLKyUldeeaUWLFhQ5zKjRo3SwYMHXV+vvPKKHyMEAMB8Pr/xGQAACE1ZWVnKysq66DI2m00JCQl+iggAAN+jyAYAAAGzdu1axcfHq3Xr1ho+fLgeffRRtWnTps7l7Xa77Ha7a7r6MW0Oh0PNmjVz/dwQtnCjQev5UkPH4mn/vt5OU9GY8xWo/dsWZrh9P18w5jHQrwMX5isYcxRszDouzcw1RTYAAAiIUaNGafz48eratav27NmjX//618rKytLGjRsVHh5e6zqFhYUqKCio0b5q1SpFRUVJkkpLSxsUz/yBDVrNp1asWOGX7TQ0Z6GqMeYr0Pv33AHOGm3+2r89Eeg8VavOVzDmKFh5e1xWVVWZFAlFNgAACJAJEya4fu7Xr59SUlLUvXt3rV27ViNGjKh1nby8PNeTTaRzV7KTkpKUkZGhyMhIlZaWKj09vUHPSE/OL/F8ED62I9+3j0B1OBxe5SzUNOZ8BWr/toUZmjvAqTlbwmR3Wtzm+Xr/bohAvw5cmK9gzFGwMeu4rH5nlBkosgEAQFDo1q2b2rZtq927d9dZZNtstlofC2q1Wl0nV+f/7An7WculF/IzfxVyDc1ZqGqM+Qr0/m13WmrEEIw5DHSeqlXnKxhzFKy8PS7NzDV3FwcAAEHhyy+/1NGjR9WhQ4dAhwIAQINxJdvPusx+x+fbsIUbmj/w3Ntd6vPfuH3zRvs8JgBA6Dl58qR2797tmt67d6/Ky8sVFxenuLg4FRQUKDs7WwkJCdqzZ4/uv/9+9ejRQ5mZvD0SANB4UWQDAACf2LJli2688UbXdPVnqSdNmqSioiJt27ZNL7zwgo4dO6bExERlZGRo7ty5tb4dHACAxoIiGwAA+ERaWpoMo+7H4ZSUBN+NxgAAF+ePd+Z6ovpdvMGEz2QDAAAAAGASimwAAAAAAExCkQ0AAAAAgEkosgEAAAAAMAlFNgAAAAAAJqHIBgAAAADAJBTZAAAAAACYhCIbAAAAAACTUGQDAAAAAGASimwAAAAAAEzSLNABAECo6TL7Ha/Wt4Ubmj9QSs4vkf2sxZSY9s0bbUo/AAAAoY4r2QAAAAAAmMTjInvdunUaM2aMEhMTZbFYtGzZMrf5hmHooYceUocOHRQZGamRI0dq165dZsULAAAAAEDQ8rjIrqys1JVXXqkFCxbUOn/+/Pl65pln9Nxzz+nDDz9UixYtlJmZqVOnTnkdLAAAAAAAwczjz2RnZWUpKyur1nmGYeipp57Sgw8+qLFjx0qSXnzxRbVv317Lli3ThAkTvIsWAAAAAIAgZupnsvfu3atDhw5p5MiRrrbY2FgNGjRIGzduNHNTAAAAAAAEHVPvLn7o0CFJUvv27d3a27dv75p3IbvdLrvd7pquqKiQJDkcDjkcDq/iqV7fFmZ41U9jUz3e+o7b2zwHi+pxNJXx1Ict3P13zb4eGnwx7sZy3Hh6nDeWcQEAgKYj4I/wKiwsVEFBQY32VatWKSoqypRtzB3gNKWfxqa+416xYoWPI/Gv0tLSQIfgN/MHuk+zr4cWM8fd2F4H6nucV1VV+TgSAAAAd6YW2QkJCZKkw4cPq0OHDq72w4cP66qrrqp1nby8POXm5rqmKyoqlJSUpIyMDMXExHgVj8PhUGlpqeZsCZPdac6zZBsDW5ihuQOc9R73jvxMP0Tle9W/7/T0dFmt1kCH4xfJ+SWSPP+dNxWM27xxN5bXAU+P8+p3RwEAAPiLqUV2165dlZCQoDVr1riK6oqKCn344Ye65557al3HZrPJZrPVaLdaraYVSnanRfazoXMCXq2+425qBamZ+06wu/D3y74eWswcd2M7Zup7nDe2cTU169at0xNPPKGtW7fq4MGDWrp0qcaNG+eabxiGHn74Yf3lL3/RsWPHNHjwYBUVFalnz56BCxoAAC95fOOzkydPqry8XOXl5ZLO3eysvLxc+/fvl8Vi0cyZM/Xoo4/qrbfe0vbt2zVx4kQlJia6/VEFAABNH4/9BACEIo+vZG/ZskU33nija7r6rd6TJk3S4sWLdf/996uyslJTp07VsWPHdMMNN2jlypVq3ry5eVEDAICgx2M/AQChyOMiOy0tTYZR9x1tLRaLHnnkET3yyCNeBQYAAJquSz32s64i+2JPJWnWrJnr54aofmJDMPH1HfJD8ckc3mjM+QrU/n2xJ2IEYx4D/TpwYb7I0aWZlSszcx3wu4sDAIDQ05DHfkr1eypJQ58yceETG4KBv+78H0pP5jBDY8xXoPfv2p6IEYxPtgh0nqpV54sc1Z+3x6WZTyShyAYAAI3GxZ5KEhkZ6dVTJqqf2BBMfH3n/1B8Moc3GnO+ArV/X+yJGMH4ZItAvw5cmC9ydGnVOfP2uDTziSQU2QAAwO8a8thPqX5PJWnoUyaC8SkF/irkQunJHGZojPkK9P5d2xMxgjGHgc5Ttep8kaP68/a4NDPXHt9dHAAAwFvnP/azWvVjP1NTUwMYGQAA3uFKNgAA8ImTJ09q9+7drunqx37GxcWpU6dOrsd+9uzZU127dtWcOXN47CcAoNGjyAYAAD7BYz8BAKGIIhsAAPgEj/0EAO90mf1OoENAA1BkA/XEixwAAACAS+HGZwAAAAAAmIQiGwAAAAAAk1BkAwAAAABgEopsAAAAAABMwo3PAAAAgpSvb7ppCzc0f6CUnF8i+1lLvdbZN2+0T2NqCrhZKhDauJINAAAAAIBJKLIBAAAAADAJRTYAAAAAACahyAYAAAAAwCQU2QAAAAAAmIS7iwMAAKBR89fdvBtyN3YAoYcr2QAAAAAAmIQiGwAAAAAAk1BkAwAAAABgEtOL7Pz8fFksFrev3r17m70ZAAAAAACCjk9ufNa3b1+tXr36/22kGfdXAwAAAAA0fT6pfps1a6aEhARfdA0AAACgCfDXXeEBf/PJZ7J37dqlxMREdevWTXfeeaf2/3/t3Xt0VOWh/vFncpuAkERuCdEQLioICCg0MajlFoiUQ6GyKqKllKL1eIIHSLXKOtUktT1A6wHbnghWEdpqRK0Fi1UwRhKPELwEWAUvCJiCCgkFJQmJDHMy7++P/jLHMdwmeeeWfD9rZensvLPn2e/sbPfjzJ45dCgQDwMAACIcl5kBANob669kZ2Zmau3atRo4cKCOHDmiwsJC3XDDDdqzZ4+6du3aYrzL5ZLL5fLerqurkyS53W653e42ZWm+vzPKtGk9kaZ5ey90u9s6z+GieTsCtT3O6PDdj/x9ztsLttvedkfKccDfv/NI2a6OjsvMAADtifX/ik2ePNn778OGDVNmZqbS09P13HPPad68eS3GL1myRIWFhS2Wv/rqq+rcubOVTA+N8lhZT6S50O1++eWXA5wkuEpKSgKy3l9mBGS1VrGvdyw2tzvSjgMX+nfe2NgY4CSwgcvMAADtScD/V3FSUpKuuOIK7d+//4y/X7x4sfLy8ry36+rqlJaWpkmTJikhIaFNj+12u1VSUqIH3o2Sy+No07oiiTPK6KFRngve7j0FOUFIFXjNz/fEiRMVGxtrff1DCzZbX6ct/j7n7QXb3X63+2zHJX//zpvfHYXw1nyZWXx8vLKysrRkyRL16dMn1LEAAGiVgJfskydP6sCBA5o9e/YZf+90OuV0Olssj42NtVaUXB6HXE3t80T0XC50uwNRSEPJ5r7zVZGwD7GvdyztebvP9zd8oX/n7e341h7ZvMys+W3mrb1MIJwvCwqU1lx+Eo6XYQTrueuolym1BXPmH+bLf81zZetSYxusl+x77rlHU6dOVXp6ug4fPqz8/HxFR0dr1qxZth8KAABEuEBcZtbay4Yi4bKgQPHn8pNwvLwk2M9dR71MqS2YM/8wX/5r6yWjNi8xs16yP/30U82aNUvHjx9Xz549df3112v79u3q2bOn7YcCAADtTFsuM+vUqVObLhsK58uCAqU1l5+E42VmwXruOsLlOrYxZ/5hvvzXPGdtvWTU5iVm1kv2unXrbK8SAAB0EDYuM2vtZUPt9fKLC+HP5SfheBlGsJ+79ny5TqAwZ/5hvvzX1ktGbR7bAvI92QAAABfinnvuUXl5uf7+979r27Zt+s53vsNlZgCAiMYXUQIAgJDhMjMAQHtDyQYAACHDZWYAgPaGt4sDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEj74DGGp7/1/9fs+zmijX2ZIQws2872CAAAAAEKCV7IBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAAS2JCHQAAAACRo+/9fw11BAAIawF7JbuoqEh9+/ZVfHy8MjMz9fbbbwfqoQAAQATjnAEA0J4EpGQ/++yzysvLU35+vnbs2KHhw4crJydHR48eDcTDAQCACMU5AwCgvQlIyV6+fLnuuOMOzZ07V4MHD9aqVavUuXNnPfnkk4F4OAAAEKE4ZwAAtDfWS/bp06dVWVmp7Ozs/3uQqChlZ2eroqLC9sMBAIAIxTkDAKA9sv7BZ8eOHVNTU5OSk5N9licnJ+vDDz9sMd7lcsnlcnlv19bWSpI+//xzud3uNmVxu91qbGxUjDtKTR5Hm9YVSWI8Ro2Nngve7uPHjwchlX9i/rfB//v4ud3tSUfddra7/W732Y5Lzcf148ePKzY29rzrqa+vlyQZY6zmgx3+njNI5z5viI+P92v/+LrW/Lcn0nWE44lNzJf/mDP/MF/+a56z1h77m9k8Zwj5p4svWbJEhYWFLZb369cvBGnaj1v9GNvjvwIWI+j82e72pqNuO9vdPtk+LtXX1ysxMdHuShESnDfY196PJ7YxX/5jzvzDfPnP5pzZOGewXrJ79Oih6Oho1dTU+CyvqalRSkpKi/GLFy9WXl6e97bH49Hnn3+u7t27y+Fo2/+9qaurU1pamj755BMlJCS0aV2RhO3uWNstddxtZ7s71nZL/m+7MUb19fVKTU0NQjr4y99zBunc5w319fUd9m+jtTry8aQ1mC//MWf+Yb78Z2vObJ4zWC/ZcXFxGjlypEpLSzV9+nRJ//wPYGlpqebPn99ivNPplNPp9FmWlJRkNVNCQkKH3EnZ7o6no247293x+LPtvIIdvvw9Z5DOfd7Q/D/nO/LfRmsxZ/5hvvzHnPmH+fKfjTmzdc4QkLeL5+Xlac6cORo1apQyMjL0yCOPqKGhQXPnzg3EwwEAgAjFOQMAoL0JSMmeOXOm/vGPf+jBBx9UdXW1RowYoU2bNrX4YBMAANCxcc4AAGhvAvbBZ/Pnzz/rW72Cxel0Kj8/v8Xbyto7trtjbbfUcbed7e5Y2y117G1vz2ydM7B/+I858w/z5T/mzD/Ml//Ccc4chu81AQAAAADAiqhQBwAAAAAAoL2gZAMAAAAAYAklGwAAAAAAS9plyX7jjTc0depUpaamyuFwaMOGDaGOFBRLlizRN77xDXXt2lW9evXS9OnTtXfv3lDHCriVK1dq2LBh3u/Gy8rK0iuvvBLqWEG3dOlSORwOLVy4MNRRAq6goEAOh8PnZ9CgQaGOFRSfffaZvve976l79+7q1KmTrrrqKr377ruhjhVQffv2bfF8OxwO5ebmhjoaQqCoqEh9+/ZVfHy8MjMz9fbbb59z/PPPP69BgwYpPj5eV111lV5++eUgJQ0f/szZ2rVrW/ytxcfHBzFtaLXmHLKsrEzXXHONnE6nLrvsMq1duzbgOcOFv/NVVlZ2xuN5dXV1cAKHWGvP1Tvycaw1cxYOx7F2WbIbGho0fPhwFRUVhTpKUJWXlys3N1fbt29XSUmJ3G63Jk2apIaGhlBHC6hLL71US5cuVWVlpd59912NHz9e06ZN03vvvRfqaEHzzjvv6LHHHtOwYcNCHSVohgwZoiNHjnh/3nzzzVBHCrgvvvhC1113nWJjY/XKK6/o/fff13/913/p4osvDnW0gHrnnXd8nuuSkhJJ0ne/+90QJ0OwPfvss8rLy1N+fr527Nih4cOHKycnR0ePHj3j+G3btmnWrFmaN2+edu7cqenTp2v69Onas2dPkJOHjr9zJkkJCQk+f3MHDx4MYuLQ8vccsqqqSlOmTNG4ceO0a9cuLVy4ULfffrs2b94c4KThobXn3Hv37vXZx3r16hWghOGlNefqHf041tp+E/LjmGnnJJn169eHOkZIHD161Egy5eXloY4SdBdffLF54oknQh0jKOrr683ll19uSkpKzJgxY8yCBQtCHSng8vPzzfDhw0MdI+juu+8+c/3114c6RsgtWLDADBgwwHg8nlBHQZBlZGSY3Nxc7+2mpiaTmppqlixZcsbxN998s5kyZYrPsszMTHPnnXcGNGc48XfO1qxZYxITE4OULrxdyDnkT37yEzNkyBCfZTNnzjQ5OTkBTBaeLmS+tmzZYiSZL774IiiZwt2FnKtzHPN1IXMWDsexdvlKNv6ptrZWktStW7cQJwmepqYmrVu3Tg0NDcrKygp1nKDIzc3VlClTlJ2dHeooQbVv3z6lpqaqf//+uu2223To0KFQRwq4v/zlLxo1apS++93vqlevXrr66qv1+OOPhzpWUJ0+fVpPPfWUfvjDH8rhcIQ6DoLo9OnTqqys9DnWRUVFKTs7WxUVFWe8T0VFRYtjY05OzlnHtzetmTNJOnnypNLT05WWltbh3hnmr46+j7XWiBEj1Lt3b02cOFFbt24NdZyQuZBzdfYxXxfab0J9HKNkt1Mej0cLFy7Uddddp6FDh4Y6TsDt3r1bXbp0kdPp1L/+679q/fr1Gjx4cKhjBdy6deu0Y8cOLVmyJNRRgiozM1Nr167Vpk2btHLlSlVVVemGG25QfX19qKMF1Mcff6yVK1fq8ssv1+bNm3XXXXfp3//93/X73/8+1NGCZsOGDTpx4oR+8IMfhDoKguzYsWNqampScnKyz/Lk5OSzXs9ZXV3t1/j2pjVzNnDgQD355JN68cUX9dRTT8nj8Wj06NH69NNPgxE54pxtH6urq9OXX34ZolThq3fv3lq1apVeeOEFvfDCC0pLS9PYsWO1Y8eOUEcLugs9V+/ox7GvutA5C4fjWEzQHglBlZubqz179nSI61Slf/4x7dq1S7W1tfrTn/6kOXPmqLy8vF0X7U8++UQLFixQSUlJh/pQGkmaPHmy99+HDRumzMxMpaen67nnntO8efNCmCywPB6PRo0apf/8z/+UJF199dXas2ePVq1apTlz5oQ4XXCsXr1akydPVmpqaqijAO1SVlaWzzvBRo8erSuvvFKPPfaYHnrooRAmQ3swcOBADRw40Ht79OjROnDggFasWKE//vGPIUwWfB3tXN2GC52zcDiO8Up2OzR//ny99NJL2rJliy699NJQxwmKuLg4XXbZZRo5cqSWLFmi4cOH69e//nWoYwVUZWWljh49qmuuuUYxMTGKiYlReXm5fvOb3ygmJkZNTU2hjhg0SUlJuuKKK7R///5QRwmo3r17t/gfR1deeWWHeKu8JB08eFCvvfaabr/99lBHQQj06NFD0dHRqqmp8VleU1OjlJSUM94nJSXFr/HtTWvm7OtiY2N19dVXt/vja2udbR9LSEhQp06dQpQqsmRkZHS4/cufc/WOfhxr1pZ+E4rjGCW7HTHGaP78+Vq/fr1ef/119evXL9SRQsbj8cjlcoU6RkBNmDBBu3fv1q5du7w/o0aN0m233aZdu3YpOjo61BGD5uTJkzpw4IB69+4d6igBdd1117X42oqPPvpI6enpIUoUXGvWrFGvXr00ZcqUUEdBCMTFxWnkyJEqLS31LvN4PCotLT3rZ3BkZWX5jJekkpKSDvOZHa2Zs69ramrS7t272/3xtbU6+j5mw65duzrM/tWac/WOvo/Z6DchOY6F9GPXAqS+vt7s3LnT7Ny500gyy5cvNzt37jQHDx4MdbSAuuuuu0xiYqIpKyszR44c8f40NjaGOlpA3X///aa8vNxUVVWZv/3tb+b+++83DofDvPrqq6GOFnQd5dPFf/zjH5uysjJTVVVltm7darKzs02PHj3M0aNHQx0toN5++20TExNjfvGLX5h9+/aZp59+2nTu3Nk89dRToY4WcE1NTaZPnz7mvvvuC3UUhNC6deuM0+k0a9euNe+//7750Y9+ZJKSkkx1dbUxxpjZs2eb+++/3zt+69atJiYmxjz88MPmgw8+MPn5+SY2Ntbs3r07VJsQdP7OWWFhodm8ebM5cOCAqaysNLfccouJj4837733Xqg2IajOdw55//33m9mzZ3vHf/zxx6Zz587m3nvvNR988IEpKioy0dHRZtOmTaHahKDyd75WrFhhNmzYYPbt22d2795tFixYYKKiosxrr70Wqk0Iqgs5V+c45qs1cxYOx7F2WbKbvx7g6z9z5swJdbSAOtM2SzJr1qwJdbSA+uEPf2jS09NNXFyc6dmzp5kwYUKHLNjGdJySPXPmTNO7d28TFxdnLrnkEjNz5kyzf//+UMcKio0bN5qhQ4cap9NpBg0aZH73u9+FOlJQbN682Ugye/fuDXUUhNhvf/tb06dPHxMXF2cyMjLM9u3bvb8bM2ZMi//WP/fcc+aKK64wcXFxZsiQIeavf/1rkBOHnj9ztnDhQu/Y5ORk861vfcvs2LEjBKlD43znkHPmzDFjxoxpcZ8RI0aYuLg4079//3Z/3vVV/s7XsmXLzIABA0x8fLzp1q2bGTt2rHn99ddDEz4ELuRcneOYr9bMWTgcxxz/PzwAAAAAAGgjrskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULKBANq2bZsKCgp04sSJUEc5r0jKCgAAAIQrSjYQQNu2bVNhYWFEFNdIygoAAACEK0o2EEGMMfryyy9DHQMAAADAWVCygQApKCjQvffeK0nq16+fHA6HHA6H/v73v2vNmjUaP368evXqJafTqcGDB2vlypUt1tG3b1/9y7/8izZv3qxRo0apU6dOeuyxxyRJBw8e1Le//W1ddNFF6tWrlxYtWqTNmzfL4XCorKzMZz1vvfWWbrzxRiUmJqpz584aM2aMtm7dekFZAQAAAFy4mFAHANqrm266SR999JGeeeYZrVixQj169JAk9ezZUytXrtSQIUP07W9/WzExMdq4caP+7d/+TR6PR7m5uT7r2bt3r2bNmqU777xTd9xxhwYOHKiGhgaNHz9eR44c0YIFC5SSkqLi4mJt2bKlRY7XX39dkydP1siRI5Wfn6+oqChvyf+f//kfZWRknDMrAAAAgAvnMMaYUIcA2quHH35Y9957r6qqqtS3b1/v8i+//FKdOnXyGXvjjTdq3759OnDggHdZ3759dfDgQW3atEk5OTne5cuXL9ePf/xjbdiwQdOmTZMknTp1SldffbU+/PBDbdmyRWPHjpUxRgMHDlT//v31yiuvyOFweB9/yJAhuuyyy/Tqq6+eMysAAACAC8fbxYEQ+GrBrq2t1bFjxzRmzBh9/PHHqq2t9Rnbr18/n4ItSZs2bdIll1yib3/7295l8fHxuuOOO3zG7dq1S/v27dOtt96q48eP69ixYzp27JgaGho0YcIEvfHGG/J4PAHYQgAAAKBj4u3iQAhs3bpV+fn5qqioUGNjo8/vamtrlZiY6L3dr1+/Fvc/ePCgBgwY4H1lutlll13mc3vfvn2SpDlz5pw1S21trS6++GK/twEAAABAS5RsIMgOHDigCRMmaNCgQVq+fLnS0tIUFxenl19+WStWrGjxyvLX31buj+Z1/epXv9KIESPOOKZLly6tXj8AAAAAX5RsIIC+/kqzJG3cuFEul0t/+ctf1KdPH+/yM31o2dmkp6fr/ffflzHG5zH279/vM27AgAGSpISEBGVnZ/udFQAAAIB/uCYbCKCLLrpIknTixAnvsujoaEn//M7rZrW1tVqzZs0FrzcnJ0efffaZ/vKXv3iXnTp1So8//rjPuJEjR2rAgAF6+OGHdfLkyRbr+cc//nHOrAAAAAD8wyvZQACNHDlSkvQf//EfuuWWWxQbG6tvfvObiouL09SpU3XnnXfq5MmTevzxx9WrVy8dOXLkgtZ755136r//+781a9YsLViwQL1799bTTz+t+Ph4Sf/3qnRUVJSeeOIJTZ48WUOGDNHcuXN1ySWX6LPPPtOWLVuUkJCgjRs3njXr1KlTveUbAAAAwPnxFV5AgP385z/XqlWrdOTIEXk8HlVVVWn37t366U9/qo8++kgpKSm666671LNnT/3whz/0+Qqtvn37aujQoXrppZdarLeqqkp33323Xn/9dXXp0kXf//73NXr0aM2YMUPbt29XZmamd+yuXbv00EMPqby8XCdPnlRKSooyMzN15513avz48efMytd5AQAAABeOkg20I4888ogWLVqkTz/9VJdcckmo4wAAAAAdDiUbiFBffvmlzyePnzp1SldffbWampr00UcfhTAZAAAA0HFxTTYQoW666Sb16dNHI0aMUG1trZ566il9+OGHevrpp0MdDQAAAOiwKNlAhMrJydETTzyhp59+Wk1NTRo8eLDWrVunmTNnhjoaAAAA0GHxdnEAAAAAACzhe7IBAAAAALCEkg0AAAAAgCWUbAAAAAAALAm7Dz7zeDw6fPiwunbtKofDEeo4AIAIZoxRfX29UlNTFRXF/1cGAACBF3Yl+/Dhw0pLSwt1DABAO/LJJ5/o0ksvDXUMAADQAYRdye7ataukf54QJSQktGldbrdbr776qiZNmqTY2Fgb8YKC3MFF7uCJxMwSuYPNZu66ujqlpaV5/9sCAAAQaGFXspvfIp6QkGClZHfu3FkJCQkRd4JJ7uAhd/BEYmaJ3MEWiNxcfgQAAIKFC9QAAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgiV8lu6CgQA6Hw+dn0KBB3t+fOnVKubm56t69u7p06aIZM2aopqbGemgAAAAAAMKR369kDxkyREeOHPH+vPnmm97fLVq0SBs3btTzzz+v8vJyHT58WDfddJPVwAAAAAAAhCu/v8IrJiZGKSkpLZbX1tZq9erVKi4u1vjx4yVJa9as0ZVXXqnt27fr2muvbXtaAAAAAADCmN+vZO/bt0+pqanq37+/brvtNh06dEiSVFlZKbfbrezsbO/YQYMGqU+fPqqoqLCXGAAAAACAMOXXK9mZmZlau3atBg4cqCNHjqiwsFA33HCD9uzZo+rqasXFxSkpKcnnPsnJyaqurj7rOl0ul1wul/d2XV2dJMntdsvtdvsTr4Xm+7d1PcFG7uAid/BEYmaJ3MFmM3ekbTsAAIh8DmOMae2dT5w4ofT0dC1fvlydOnXS3LlzfQqzJGVkZGjcuHFatmzZGddRUFCgwsLCFsuLi4vVuXPn1kYDAECNjY269dZbVVtbq4SEhFDHAQAAHYDf12R/VVJSkq644grt379fEydO1OnTp3XixAmfV7NramrOeA13s8WLFysvL897u66uTmlpaZo0aVKbT4jcbrdKSkr0wLtRcnkcbVqXLXsKcs47pjn3xIkTFRsbG4RUdpA7uCJx/470uW7PuYcWbA5SqvNzRhk9NMpjZb6b3x0FAAAQLG0q2SdPntSBAwc0e/ZsjRw5UrGxsSotLdWMGTMkSXv37tWhQ4eUlZV11nU4nU45nc4Wy2NjY62dzLo8DrmawqOE+LNNNucgmMgdXJG4f0fqXLfn3OGyD32VjfmOxOcLAABENr9K9j333KOpU6cqPT1dhw8fVn5+vqKjozVr1iwlJiZq3rx5ysvLU7du3ZSQkKC7775bWVlZfLI4AAAAAKBD8Ktkf/rpp5o1a5aOHz+unj176vrrr9f27dvVs2dPSdKKFSsUFRWlGTNmyOVyKScnR48++mhAggMAAAAAEG78Ktnr1q075+/j4+NVVFSkoqKiNoUCAAAAACAS+f092QAAAAAA4Mwo2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAlbSrZS5culcPh0MKFC73LTp06pdzcXHXv3l1dunTRjBkzVFNT09acAAAAAACEvVaX7HfeeUePPfaYhg0b5rN80aJF2rhxo55//nmVl5fr8OHDuummm9ocFAAAAACAcNeqkn3y5Enddtttevzxx3XxxRd7l9fW1mr16tVavny5xo8fr5EjR2rNmjXatm2btm/fbi00AAAAAADhqFUlOzc3V1OmTFF2drbP8srKSrndbp/lgwYNUp8+fVRRUdG2pAAAAAAAhLkYf++wbt067dixQ++8806L31VXVysuLk5JSUk+y5OTk1VdXX3G9blcLrlcLu/turo6SZLb7Zbb7fY3no/m+zujTJvWY9OFbFPzmLZuf7CRO7gicf+O9Lluz7md0eGzHzXv0zbmO9KeMwAAEPkcxpgLPrP65JNPNGrUKJWUlHivxR47dqxGjBihRx55RMXFxZo7d65PaZakjIwMjRs3TsuWLWuxzoKCAhUWFrZYXlxcrM6dO/u7PQAAeDU2NurWW29VbW2tEhISQh0HAAB0AH6V7A0bNug73/mOoqOjvcuamprkcDgUFRWlzZs3Kzs7W1988YXPq9np6elauHChFi1a1GKdZ3olOy0tTceOHWvzCZHb7VZJSYkeeDdKLo+jTeuyZU9BznnHNOeeOHGiYmNjg5DKDnIHVyTu35E+1+0599CCzUFKdX7OKKOHRnmszHddXZ169OhByQYAAEHj19vFJ0yYoN27d/ssmzt3rgYNGqT77rtPaWlpio2NVWlpqWbMmCFJ2rt3rw4dOqSsrKwzrtPpdMrpdLZYHhsba+1k1uVxyNUUHiXEn22yOQfBRO7gisT9O1Lnuj3nDpd96KtszHckPl8AACCy+VWyu3btqqFDh/osu+iii9S9e3fv8nnz5ikvL0/dunVTQkKC7r77bmVlZenaa6+1lxoAAAAAgDDk9wefnc+KFSsUFRWlGTNmyOVyKScnR48++qjthwEAAAAAIOy0uWSXlZX53I6Pj1dRUZGKioraumoAAAAAACJKq74nGwAAAAAAtETJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACzxq2SvXLlSw4YNU0JCghISEpSVlaVXXnnF+/tTp04pNzdX3bt3V5cuXTRjxgzV1NRYDw0AAAAAQDjyq2RfeumlWrp0qSorK/Xuu+9q/PjxmjZtmt577z1J0qJFi7Rx40Y9//zzKi8v1+HDh3XTTTcFJDgAAAAAAOEmxp/BU6dO9bn9i1/8QitXrtT27dt16aWXavXq1SouLtb48eMlSWvWrNGVV16p7du369prr7WXGgAAAACAMNTqa7Kbmpq0bt06NTQ0KCsrS5WVlXK73crOzvaOGTRokPr06aOKigorYQEAAAAACGd+vZItSbt371ZWVpZOnTqlLl26aP369Ro8eLB27dqluLg4JSUl+YxPTk5WdXX1Wdfncrnkcrm8t+vq6iRJbrdbbrfb33g+mu/vjDJtWo9NF7JNzWPauv3BRu7gisT9O9Lnuj3ndkaHz37UvE/bmO9Ie84AAEDkcxhj/DqzOn36tA4dOqTa2lr96U9/0hNPPKHy8nLt2rVLc+fO9SnMkpSRkaFx48Zp2bJlZ1xfQUGBCgsLWywvLi5W586d/YkGAICPxsZG3XrrraqtrVVCQkKo4wAAgA7A75L9ddnZ2RowYIBmzpypCRMm6IsvvvB5NTs9PV0LFy7UokWLznj/M72SnZaWpmPHjrX5hMjtdqukpEQPvBsll8fRpnXZsqcg57xjmnNPnDhRsbGxQUhlB7mDKxL370if6/ace2jB5iClOj9nlNFDozxW5ruurk49evSgZAMAgKDx++3iX+fxeORyuTRy5EjFxsaqtLRUM2bMkCTt3btXhw4dUlZW1lnv73Q65XQ6WyyPjY21djLr8jjkagqPEuLPNtmcg2Aid3BF4v4dqXPdnnOHyz70VTbmOxKfLwAAENn8KtmLFy/W5MmT1adPH9XX16u4uFhlZWXavHmzEhMTNW/ePOXl5albt25KSEjQ3XffraysLD5ZHAAAAADQIfhVso8eParvf//7OnLkiBITEzVs2DBt3rxZEydOlCStWLFCUVFRmjFjhlwul3JycvToo48GJDgAAAAAAOHGr5K9evXqc/4+Pj5eRUVFKioqalMoAAAAAAAiUau/JxsAAAAAAPiiZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACW+FWylyxZom984xvq2rWrevXqpenTp2vv3r0+Y06dOqXc3Fx1795dXbp00YwZM1RTU2M1NAAAAAAA4civkl1eXq7c3Fxt375dJSUlcrvdmjRpkhoaGrxjFi1apI0bN+r5559XeXm5Dh8+rJtuusl6cAAAAAAAwk2MP4M3bdrkc3vt2rXq1auXKisr9c1vflO1tbVavXq1iouLNX78eEnSmjVrdOWVV2r79u269tpr7SUHAAAAACDMtOma7NraWklSt27dJEmVlZVyu93Kzs72jhk0aJD69OmjioqKtjwUAAAAAABhz69Xsr/K4/Fo4cKFuu666zR06FBJUnV1teLi4pSUlOQzNjk5WdXV1Wdcj8vlksvl8t6uq6uTJLndbrnd7tbG865DkpxRpk3rselCtql5TFu3P9jIHVyRuH9H+ly359zO6PDZj5r3aRvzHWnPGQAAiHwOY0yrzqzuuusuvfLKK3rzzTd16aWXSpKKi4s1d+5cn9IsSRkZGRo3bpyWLVvWYj0FBQUqLCxssby4uFidO3duTTQAACRJjY2NuvXWW1VbW6uEhIRQxwEAAB1Aq17Jnj9/vl566SW98cYb3oItSSkpKTp9+rROnDjh82p2TU2NUlJSzriuxYsXKy8vz3u7rq5OaWlpmjRpUptPiNxut0pKSvTAu1FyeRxtWpctewpyzjumOffEiRMVGxsbhFR2kDu4InH/jvS5bs+5hxZsDlKq83NGGT00ymNlvpvfHQUAABAsfpVsY4zuvvturV+/XmVlZerXr5/P70eOHKnY2FiVlpZqxowZkqS9e/fq0KFDysrKOuM6nU6nnE5ni+WxsbHWTmZdHodcTeFRQvzZJptzEEzkDq5I3L8jda7bc+5w2Ye+ysZ8R+LzBQAAIptfJTs3N1fFxcV68cUX1bVrV+911omJierUqZMSExM1b9485eXlqVu3bkpISNDdd9+trKwsPlkcAAAAANDu+VWyV65cKUkaO3asz/I1a9boBz/4gSRpxYoVioqK0owZM+RyuZSTk6NHH33USlgAAAAAAMKZ328XP5/4+HgVFRWpqKio1aEAAAAAAIhEbfqebAAAAAAA8H8o2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAlfpfsN954Q1OnTlVqaqocDoc2bNjg83tjjB588EH17t1bnTp1UnZ2tvbt22crLwAAAAAAYcvvkt3Q0KDhw4erqKjojL//5S9/qd/85jdatWqV3nrrLV100UXKycnRqVOn2hwWAAAAAIBwFuPvHSZPnqzJkyef8XfGGD3yyCP66U9/qmnTpkmS/vCHPyg5OVkbNmzQLbfc0ra0AAAAAACEMb9L9rlUVVWpurpa2dnZ3mWJiYnKzMxURUXFGUu2y+WSy+Xy3q6rq5Mkud1uud3uNuVpvr8zyrRpPTZdyDY1j2nr9gcbuYMrEvfvSJ/r9pzbGR0++1HzPm1jviPtOQMAAJHPYYxp9ZmVw+HQ+vXrNX36dEnStm3bdN111+nw4cPq3bu3d9zNN98sh8OhZ599tsU6CgoKVFhY2GJ5cXGxOnfu3NpoAACosbFRt956q2pra5WQkBDqOAAAoAOw+kp2ayxevFh5eXne23V1dUpLS9OkSZPafELkdrtVUlKiB96NksvjaGtUK/YU5Jx3THPuiRMnKjY2Ngip7CB3cEXi/h3pc92ecw8t2BykVOfnjDJ6aJTHynw3vzsKAAAgWKyW7JSUFElSTU2NzyvZNTU1GjFixBnv43Q65XQ6WyyPjY21djLr8jjkagqPEuLPNtmcg2Aid3BF4v4dqXPdnnOHyz70VTbmOxKfLwAAENmsfk92v379lJKSotLSUu+yuro6vfXWW8rKyrL5UAAAAAAAhB2/X8k+efKk9u/f771dVVWlXbt2qVu3burTp48WLlyon//857r88svVr18/PfDAA0pNTfVetw0AAAAAQHvld8l+9913NW7cOO/t5uup58yZo7Vr1+onP/mJGhoa9KMf/UgnTpzQ9ddfr02bNik+Pt5eagAAAAAAwpDfJXvs2LE61weSOxwO/exnP9PPfvazNgUDAAAAACDSWL0mGwAAAACAjoySDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFhCyQYAAAAAwBJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJZRsAAAAAAAsoWQDAAAAAGAJJRsAAAAAAEso2QAAAAAAWELJBgAAAADAEko2AAAAAACWULIBAAAAALCEkg0AAAAAgCWUbAAAAAAALKFkAwAAAABgCSUbAAAAAABLKNkAAAAAAFgSsJJdVFSkvn37Kj4+XpmZmXr77bcD9VAAAAAAAISFgJTsZ599Vnl5ecrPz9eOHTs0fPhw5eTk6OjRo4F4OAAAAAAAwkJASvby5ct1xx13aO7cuRo8eLBWrVqlzp0768knnwzEwwEAAAAAEBZibK/w9OnTqqys1OLFi73LoqKilJ2drYqKihbjXS6XXC6X93Ztba0k6fPPP5fb7W5TFrfbrcbGRsW4o9TkcbRpXbYcP378vGOacx8/flyxsbFBSGUHuYMrEvfvSJ/r9pw75n8bgpTq/GI8Ro2NHivzXV9fL0kyxtiIBgAAcF7WS/axY8fU1NSk5ORkn+XJycn68MMPW4xfsmSJCgsLWyzv16+f7Whhocd/hToBEDjs37DlVsvrq6+vV2JiouW1AgAAtGS9ZPtr8eLFysvL8972eDz6/PPP1b17dzkcbXt1rq6uTmlpafrkk0+UkJDQ1qhBQ+7gInfwRGJmidzBZjO3MUb19fVKTU21lA4AAODcrJfsHj16KDo6WjU1NT7La2pqlJKS0mK80+mU0+n0WZaUlGQ1U0JCQkSdYDYjd3CRO3giMbNE7mCzlZtXsAEAQDBZ/+CzuLg4jRw5UqWlpd5lHo9HpaWlysrKsv1wAAAAAACEjYC8XTwvL09z5szRqFGjlJGRoUceeUQNDQ2aO3duIB4OAAAAAICwEJCSPXPmTP3jH//Qgw8+qOrqao0YMUKbNm1q8WFogeZ0OpWfn9/i7ejhjtzBRe7gicTMErmDLVJzAwAASJLD8L0mAAAAAABYYf2abAAAAAAAOipKNgAAAAAAllCyAQAAAACwhJINAAAAAIAlEVWyi4qK1LdvX8XHxyszM1Nvv/32Occ///zzGjRokOLj43XVVVfp5Zdf9vm9MUYPPvigevfurU6dOik7O1v79u0Lae7HH39cN9xwgy6++GJdfPHFys7ObjH+Bz/4gRwOh8/PjTfeGNLca9eubZEpPj7eZ0w4zvfYsWNb5HY4HJoyZYp3TDDm+4033tDUqVOVmpoqh8OhDRs2nPc+ZWVluuaaa+R0OnXZZZdp7dq1Lcb4+zcT6Nx//vOfNXHiRPXs2VMJCQnKysrS5s2bfcYUFBS0mO9BgwaFNHdZWdkZ95Pq6mqfceE232fadx0Oh4YMGeIdE+j5XrJkib7xjW+oa9eu6tWrl6ZPn669e/ee937hcvwGAADwV8SU7GeffVZ5eXnKz8/Xjh07NHz4cOXk5Ojo0aNnHL9t2zbNmjVL8+bN086dOzV9+nRNnz5de/bs8Y755S9/qd/85jdatWqV3nrrLV100UXKycnRqVOnQpa7rKxMs2bN0pYtW1RRUaG0tDRNmjRJn332mc+4G2+8UUeOHPH+PPPMM9Yytya3JCUkJPhkOnjwoM/vw3G+//znP/tk3rNnj6Kjo/Xd737XZ1yg57uhoUHDhw9XUVHRBY2vqqrSlClTNG7cOO3atUsLFy7U7bff7lNYW/McBjr3G2+8oYkTJ+rll19WZWWlxo0bp6lTp2rnzp0+44YMGeIz32+++aa1zK3J3Wzv3r0+uXr16uX9XTjO969//WufvJ988om6devWYv8O5HyXl5crNzdX27dvV0lJidxutyZNmqSGhoaz3idcjt8AAACtYiJERkaGyc3N9d5uamoyqampZsmSJWccf/PNN5spU6b4LMvMzDR33nmnMcYYj8djUlJSzK9+9Svv70+cOGGcTqd55plnQpb76/73f//XdO3a1fz+97/3LpszZ46ZNm2atYxn4m/uNWvWmMTExLOuL1Lme8WKFaZr167m5MmT3mXBmO+vkmTWr19/zjE/+clPzJAhQ3yWzZw50+Tk5Hhvt3Uu/HUhuc9k8ODBprCw0Hs7Pz/fDB8+3F6w87iQ3Fu2bDGSzBdffHHWMZEw3+vXrzcOh8P8/e9/9y4L9nwfPXrUSDLl5eVnHRMux28AAIDWiIhXsk+fPq3KykplZ2d7l0VFRSk7O1sVFRVnvE9FRYXPeEnKycnxjq+qqlJ1dbXPmMTERGVmZp51ncHI/XWNjY1yu93q1q2bz/KysjL16tVLAwcO1F133aXjx49bydyW3CdPnlR6errS0tI0bdo0vffee97fRcp8r169Wrfccosuuugin+WBnO/WON/+bWMugsHj8ai+vr7F/r1v3z6lpqaqf//+uu2223To0KEQJfQ1YsQI9e7dWxMnTtTWrVu9yyNlvlevXq3s7Gylp6f7LA/mfNfW1kpSi+f8q8Lh+A0AANBaEVGyjx07pqamJiUnJ/ssT05ObnFNZLPq6upzjm/+pz/rDEbur7vvvvuUmprqczJ544036g9/+INKS0u1bNkylZeXa/LkyWpqagpZ7oEDB+rJJ5/Uiy++qKeeekoej0ejR4/Wp59+Kiky5vvtt9/Wnj17dPvtt/ssD/R8t8bZ9u+6ujp9+eWXVva9YHj44Yd18uRJ3Xzzzd5lmZmZWrt2rTZt2qSVK1eqqqpKN9xwg+rr60OWs3fv3lq1apVeeOEFvfDCC0pLS9PYsWO1Y8cOSXb+1gPt8OHDeuWVV1rs38Gcb4/Ho4ULF+q6667T0KFDzzouHI7fAAAArRUT6gA4u6VLl2rdunUqKyvz+RCxW265xfvvV111lYYNG6YBAwaorKxMEyZMCEVUZWVlKSsry3t79OjRuvLKK/XYY4/poYceCkkmf61evVpXXXWVMjIyfJaH43y3B8XFxSosLNSLL77oc23z5MmTvf8+bNgwZWZmKj09Xc8995zmzZsXiqgaOHCgBg4c6L09evRoHThwQCtWrNAf//jHkGTy1+9//3slJSVp+vTpPsuDOd+5ubnas2eP9WvsAQAAwklEvJLdo0cPRUdHq6amxmd5TU2NUlJSzniflJSUc45v/qc/6wxG7mYPP/ywli5dqldffVXDhg0759j+/furR48e2r9/f5szS23L3Sw2NlZXX321N1O4z3dDQ4PWrVt3QaXC9ny3xtn274SEBHXq1MnKcxhI69at0+23367nnnuuxduCvy4pKUlXXHFFSOf7TDIyMryZwn2+jTF68sknNXv2bMXFxZ1zbKDme/78+XrppZe0ZcsWXXrppeccGw7HbwAAgNaKiJIdFxenkSNHqrS01LvM4/GotLTU59XTr8rKyvIZL0klJSXe8f369VNKSorPmLq6Or311ltnXWcwckv//NTchx56SJs2bdKoUaPO+ziffvqpjh8/rt69e4c091c1NTVp9+7d3kzhPN/SP78uyOVy6Xvf+955H8f2fLfG+fZvG89hoDzzzDOaO3eunnnmGZ+vSjubkydP6sCBAyGd7zPZtWuXN1M4z7f0z0/43r9//wX9TyTb822M0fz587V+/Xq9/vrr6tev33nvEw7HbwAAgFYL9SevXah169YZp9Np1q5da95//33zox/9yCQlJZnq6mpjjDGzZ882999/v3f81q1bTUxMjHn44YfNBx98YPLz801sbKzZvXu3d8zSpUtNUlKSefHFF83f/vY3M23aNNOvXz/z5Zdfhiz30qVLTVxcnPnTn/5kjhw54v2pr683xhhTX19v7rnnHlNRUWGqqqrMa6+9Zq655hpz+eWXm1OnToUsd2Fhodm8ebM5cOCAqaysNLfccouJj4837733ns+2hdt8N7v++uvNzJkzWywP1nzX19ebnTt3mp07dxpJZvny5Wbnzp3m4MGDxhhj7r//fjN79mzv+I8//th07tzZ3HvvveaDDz4wRUVFJjo62mzatOmC5yIUuZ9++mkTExNjioqKfPbvEydOeMf8+Mc/NmVlZaaqqsps3brVZGdnmx49epijR4+GLPeKFSvMhg0bzL59+8zu3bvNggULTFRUlHnttde8Y8Jxvpt973vfM5mZmWdcZ6Dn+6677jKJiYmmrKzM5zlvbGz0jgnX4zcAAEBrREzJNsaY3/72t6ZPnz4mLi7OZGRkmO3bt3t/N2bMGDNnzhyf8c8995y54oorTFxcnBkyZIj561//6vN7j8djHnjgAZOcnGycTqeZMGGC2bt3b0hzp6enG0ktfvLz840xxjQ2NppJkyaZnj17mtjYWJOenm7uuOMOqyfyrcm9cOFC79jk5GTzrW99y+zYscNnfeE438YY8+GHHxpJ5tVXX22xrmDNd/NXRH39pznrnDlzzJgxY1rcZ8SIESYuLs7079/frFmzpsV6zzUXocg9ZsyYc4435p9fRda7d28TFxdnLrnkEjNz5kyzf//+kOZetmyZGTBggImPjzfdunUzY8eONa+//nqL9YbbfBvzz6+26tSpk/nd7353xnUGer7PlFeSz/4azsdvAAAAfzmMMSZgL5MDAAAAANCBRMQ12QAAAAAARAJKNgAAAAAAllCyAQAAAACwhJINAAAAAIAllGwAAAAAACyhZAMAAAAAYAklGwAAAAAASyjZAAAAAABYQskGAAAAAMASSjYAAAAAAJZQsgEAAAAAsISSDQAAAACAJf8PMbtO/m8bLLAAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1200x1200 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#histogram to see distribution of data\n",
    "df.hist(figsize = (12,12))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length (cm)</th>\n",
       "      <th>sepal width (cm)</th>\n",
       "      <th>petal length (cm)</th>\n",
       "      <th>petal width (cm)</th>\n",
       "      <th>target</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>sepal length (cm)</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.117570</td>\n",
       "      <td>0.871754</td>\n",
       "      <td>0.817941</td>\n",
       "      <td>0.782561</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>sepal width (cm)</th>\n",
       "      <td>-0.117570</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.428440</td>\n",
       "      <td>-0.366126</td>\n",
       "      <td>-0.426658</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>petal length (cm)</th>\n",
       "      <td>0.871754</td>\n",
       "      <td>-0.428440</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.962865</td>\n",
       "      <td>0.949035</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>petal width (cm)</th>\n",
       "      <td>0.817941</td>\n",
       "      <td>-0.366126</td>\n",
       "      <td>0.962865</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.956547</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>target</th>\n",
       "      <td>0.782561</td>\n",
       "      <td>-0.426658</td>\n",
       "      <td>0.949035</td>\n",
       "      <td>0.956547</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   sepal length (cm)  sepal width (cm)  petal length (cm)  \\\n",
       "sepal length (cm)           1.000000         -0.117570           0.871754   \n",
       "sepal width (cm)           -0.117570          1.000000          -0.428440   \n",
       "petal length (cm)           0.871754         -0.428440           1.000000   \n",
       "petal width (cm)            0.817941         -0.366126           0.962865   \n",
       "target                      0.782561         -0.426658           0.949035   \n",
       "\n",
       "                   petal width (cm)    target  \n",
       "sepal length (cm)          0.817941  0.782561  \n",
       "sepal width (cm)          -0.366126 -0.426658  \n",
       "petal length (cm)          0.962865  0.949035  \n",
       "petal width (cm)           1.000000  0.956547  \n",
       "target                     0.956547  1.000000  "
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#correlation plots\n",
    "df.corr()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#heatmap\n",
    "sns.heatmap(df.corr(), annot = True, cmap = 'bone');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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07LPP+vy8w4cPq27duvrll1/8HlOJQ4cOqW7dutqzZ0+l9QFInsetr2w2m+bPn2+5/ZdffpHNZtPatWvLbadfv366/fbbfe4/Ly9PycnJ+vbbb31+ri99NGvWTCtXrqy0PnBmW7x4sWw2m44dO2ZZx9NYO50eeughderU6ZSee/311+uxxx7zb0BlXH311XrqqacqtQ+c2bwZs77wZm32Zp2syL33/fffr1tuueWUnuute+65R//85z8rtQ8A8DeSZ6i2/J20mzRpkq644go1a9bMb22WlZiYqBtuuEEPPvhgpfUBVIZ9+/Zp4MCBXtf39x8cL774opo3b66ePXv6pT137Ha77rrrLo0fP77S+kD1UNX+aeQP/kza/fTTT/r000912223+aU9K/fdd58mTZqk9PT0Su0Hwa+qjNmpU6dq1qxZPj3nVP8p7M7+/fs1depUTZw40S/tWbnrrrv0+uuva+fOnZXaD1CeU/2HbWWpavHAFckzwAsnTpzQa6+9ppEjR1Z6X8OHD9fs2bN15MiRSu8L8Jd69eopIiIiIH0bY/TCCy+clvF53XXXadmyZdq4cWOl9wVUV88//7yuuuoqxcTEVGo/7du3V8uWLfXWW29Vaj+Av8THxwc0iffqq6+qZ8+eatq0aaX2k5iYqNTUVE2fPr1S+wEqW15eXqBDwGlE8izIvf/++0pJSVFUVJQSEhI0YMAAZWVlOba/+uqratu2rSIjI9WmTRv95z//cWwreRvVnDlz1LNnT0VGRqp9+/ZasmSJo05hYaFGjhyp5s2bKyoqSq1bt9bUqVMrHPf//vc/denSRZGRkWrRooUefvhhFRQUOLbbbDa9+uqrGjx4sKKjo9WqVSt9+OGHTm18+OGHatWqlSIjI9W/f3+9/vrrjleyLF68WMOHD1d6erpsNptsNpseeughx3NPnDihESNGKDY2Vk2aNNHLL79cbryffvqpIiIidN555zmVb9y4UZdddpni4uIUGxurPn36aMeOHZJOvvT+scceU1JSkmrWrKlHHnlEBQUFuvvuu1W7dm01atRIM2fOdGqzXbt2atCggebNm3cqhxZBoKqPW2OM6tSpo/fff99R1qlTJ9WvX9/xeNmyZYqIiNCJEyckub4q5ccff1Tnzp0VGRmpbt26ac2aNU770L9/f0lSrVq1ZLPZdOONNzq2FxUVady4capdu7bq1avnNHbdWbVqlXbs2KFLL73UqXzPnj265pprVLt2bdWoUUPdunXTDz/8IOnk281mzJihJk2aKCYmRrfeeqsKCwv1xBNPqF69eqpbt64mTZrk1GatWrXUq1cvzZkzx/OBRFDq16+fRo8erdGjRys+Pl6JiYm6//77ZYxx1MnNzdVdd92lhg0bqkaNGurevbsWL14sSeWuP2+++aa6deum2NhY1atXT9dee60OHjxYoXh3796tv/zlL6pZs6Zq166tK664wunjBUrWon//+9+qX7++EhISNGrUKOXn5zvq7Nu3T5deeqmioqLUvHlzvf32206vZil5xfXgwYNls9lcXoH95ptvqlmzZoqPj9fVV1+t48ePW8ZbWFio999/X5dffrlTeW5ursaPH6/GjRsrIiJCycnJeu211ySdfKXqggUL1LlzZ0VFRemCCy7QwYMH9dlnn6lt27aKi4vTtdde65iTSlx++eWM12quKo/Zu+66S5dddpnj8bPPPiubzabPP//cUZacnKxXX31VkuvbNrOysnTDDTcoJiZG9evXd3kbcr9+/fTrr7/qjjvucMRe2oIFC9S2bVvFxMToT3/6k/bt21duvHPmzHEZm0VFRXriiSeUnJysiIgINWnSxLE2ltyTvPfee+rTp4+ioqJ0zjnnaOvWrVqxYoW6deummJgYDRw4UL///rtTu4xNBNKNN96oJUuWaOrUqY6xs2PHDo/3zyVjdNKkSWrQoIFat24tSfr222/VqVMnx33v/PnzXT6uZMOGDRo4cKBiYmKUlJSk66+/XocOHbKMpzI/KginyCBo/fbbbyYsLMw8/fTTJi0tzaxbt85MmzbNHD9+3BhjzFtvvWXq169v5s6da3bu3Gnmzp1rateubWbNmmWMMSYtLc1IMo0aNTLvv/+++fnnn81NN91kYmNjzaFDh4wxxuTl5ZkHHnjArFixwuzcudO89dZbJjo62rz77ruOOIYNG2auuOIKyzhnzpxp4uPjHY+XLl1q4uLizKxZs8yOHTvMF198YZo1a2YeeughR52SuN5++22zbds2c9ttt5mYmBhz+PBhY4wxO3fuNOHh4eauu+4ymzdvNu+8845p2LChkWSOHj1qcnNzzbPPPmvi4uLMvn37zL59+xzHpWnTpqZ27dpm2rRpZtu2bWby5MkmJCTEbN682XIfbrvtNvOnP/3JqWzPnj2mdu3aZsiQIWbFihVmy5YtZsaMGY52hg0bZmJjY82oUaPM5s2bzWuvvWYkmdTUVDNp0iSzdetW8+ijj5rw8HCze/dup7aHDh1qhg0bZhkPglewjNshQ4aYUaNGGWOMOXLkiLHb7SY+Pt5s2rTJGGPMv/71L9OrVy9HfUlm3rx5xhhjjh8/burUqWOuvfZas2HDBvPRRx+ZFi1aGElmzZo1pqCgwMydO9dIMlu2bDH79u0zx44dM8YY07dvXxMXF2ceeughs3XrVvP6668bm81mvvjiC8tYn376adOmTRunsuPHj5sWLVqYPn36mG+++cZs27bNvPvuu+bbb781xhjz4IMPmpiYGPPnP//ZbNy40Xz44YfGbreb1NRU889//tNs3rzZzJgxw0gy33//vVPb48ePN3379rWMB8Gtb9++JiYmxowZM8Zs3rzZMX5efvllR52bbrrJ9OzZ0yxdutRs377dPPnkkyYiIsJs3bq13PXntddeM59++qnZsWOH+e6770yPHj3MwIEDHe1+/fXXjnXMSumxlpeXZ9q2bWtGjBhh1q1bZ37++Wdz7bXXmtatW5vc3FxjTPFYj4uLM3//+9/Npk2bzEcffeSyPwMGDDCdOnUy33//vVm1apXp27eviYqKMs8884wxxpiDBw8aSWbmzJlm37595uDBg8aYk+NoyJAhZv369Wbp0qWmXr165t5777WMf/Xq1UaS2b9/v1P5X/7yF9O4cWPzwQcfmB07dpgvv/zSzJkzx+m4nHfeeWbZsmVm9erVJjk52fTt29dcfPHFZvXq1Wbp0qUmISHBTJkyxandzz77zNjtdpOTk2MZE4JbVR6zH374oYmPjzcFBQXGGGMGDRpkEhMTzfjx440xxfeSksy2bduMMa5r8z/+8Q/TpEkT8+WXX5p169aZyy67zMTGxpoxY8YYY4w5fPiwadSokXnkkUccsRtTfO8dHh5uBgwYYFasWGFWrVpl2rZta6699lrL43j48GFjs9lc1rxx48aZWrVqmVmzZpnt27ebb775xrzyyivGmJP3JG3atDGff/65+fnnn815551nunbtavr16+c0Xv/+9787tbtp0yYjyaSlpVnGBFSWY8eOmR49epibb77ZMXZycnK8un+OiYkx119/vdmwYYPZsGGDSU9PN7Vr1zZ//etfzcaNG82nn35qzjrrLMd9rzHGHD161NSpU8dMmDDBbNq0yaxevdpcdNFFpn///pbxlMwbqDpIngWxVatWGUnml19+cbu9ZcuW5u2333Yqe/TRR02PHj2MMScXvNI3mvn5+aZRo0bm8ccft+x31KhR5sorr3Q89jV5duGFF5rHHnvMqc6bb75p6tev73gsydx3332Ox5mZmUaS+eyzz4wxxX+8tm/f3qmNiRMnOt3AlO23RNOmTc1f//pXx+OioiJTt25dM336dMt9uOKKK8yIESOcyiZMmGCaN29u8vLy3D5n2LBhpmnTpqawsNBR1rp1a9OnTx/H44KCAlOjRg3zzjvvOD33jjvuMP369bOMB8ErWMbtc889Z9q1a2eMMWb+/Pmme/fu5oorrnCMkwEDBjj9gVz6D/qXXnrJJCQkmOzsbMf26dOnO91EWP3B0bdvX9O7d2+nsnPOOcfxh4Y7Y8aMMRdccIFT2UsvvWRiY2MdCfeyHnzwQRMdHW0yMjIcZampqaZZs2YuY3by5MlOz506dapp1qyZZTwIbn379jVt27Y1RUVFjrLx48ebtm3bGmOM+fXXX01oaKjZu3ev0/MuvPBCM2HCBGOM9fpT1ooVK4wkxx/qvibP3nzzTdO6dWunWHNzc01UVJRZsGCBMebkWlT6Jvyqq64yQ4cONcac/AN2xYoVju3btm0zkhzJs7L9lnA3ju6++27TvXt3y/jnzZtnQkNDnWLesmWLkWQWLlzo9jklx+XLL790lE2ePNlIMjt27HCU/e1vfzOpqalOz/3pp5/KnXMR/KrymD169KgJCQkxK1asMEVFRaZ27dpm8uTJjjHy1ltvmYYNGzrql16bjx8/bux2u3nvvfcc2w8fPmyioqIcyTNjiu9rS4/Vkv2RZLZv3+4omzZtmklKSrLctzVr1hhJZteuXY6yjIwMExER4UiWlVVyT/Lqq686yt555x0jySxatMhRNnnyZNO6dWun56anpxtJZvHixZYxAZWpb9++TmPJHXf3z0lJSY5/UBlTfI9b9r73lVdecbrvffTRR83FF1/s1Pbu3bsd/0j2Nh4EVpj/X8uG06Vjx4668MILlZKSotTUVF188cX685//rFq1aikrK8vx0tObb77Z8ZyCggLFx8c7tdOjRw/H72FhYerWrZs2bdrkKJs2bZpmzJihXbt2KTs7W3l5eaf87VpS8QcFL1++3OntUIWFhcrJydGJEycUHR0tSerQoYNje40aNRQXF+d4qfyWLVt0zjnnOLV77rnneh1D6bZtNpvq1atX7svws7OzFRkZ6VS2du1a9enTR+Hh4ZbPa9eunUJCTr47OikpSe3bt3c8Dg0NVUJCgkvfUVFRLm89QfUQLOO2b9++GjNmjH7//XctWbJE/fr1U7169bR48WKNHDlS3377rcaNG+f2uZs2bVKHDh2cxkzpeD0pPT4lqX79+qc0Pjt37qzatWtbPq9Zs2aKjY11PE5KSlJoaKjLmGV8nnnOO+88p7c/9ejRQ0899ZQKCwu1fv16FRYW6qyzznJ6Tm5urhISEsptd9WqVXrooYf0008/6ejRoyoqKpIk7dq1S2effbbPcf7000/avn2703UsSTk5OY6PEJCK16LQ0FDH4/r162v9+vWSitfTsLAwdenSxbE9OTlZtWrV8iqGsuPIm/EaERHhdHzXrl2r0NBQ9e3bt9y+Ss8NSUlJio6OVosWLZzKfvzxR6fnREVFSRJjtpqrqmO2Zs2a6tixoxYvXiy73S673a5bbrlFDz74oDIzM7VkyRLL637Hjh3Ky8tT9+7dHWW1a9d2vE3Mk+joaLVs2dLx2JuxKclpPd20aZNyc3N14YUXlttX2bEpSSkpKU5l7tZSibGJqsWb++eUlBTZ7XbH4y1btrjc95b9u/Snn37S119/7fazPnfs2OEyP6FqInkWxEJDQ7Vw4UJ9++23+uKLL/T8889r4sSJ+uGHHxwJqFdeecVp0S15nrfmzJmju+66S0899ZR69Oih2NhYPfnkk47PDToVmZmZevjhhzVkyBCXbaUnnbJJKZvN5rhpqShf205MTNTRo0edykoWfV/78abvI0eOqE6dOh7bR/AJlnGbkpKi2rVra8mSJVqyZIkmTZqkevXq6fHHH9eKFSuUn59fad9seSrjsyQRUILxicqSmZmp0NBQrVq1ymVclvcB+FlZWUpNTVVqaqpmz56tOnXqaNeuXUpNTT3lDxzOzMxU165dNXv2bJdtpa/RqraenjhxQnl5eY4/PrwZr2X78mW8SmLMnsECPWb79eunxYsXKyIiQn379lXt2rXVtm1bLVu2TEuWLNGdd955yvtWHnfjw5T6HLiyEhMTJUlHjx51jJdTHZvuyhibqOq8vX+uUaOGz21nZmbq8ssv1+OPP+6yrfRnCqNq4wsDgpzNZlOvXr308MMPa82aNbLb7Zo3b56SkpLUoEED7dy5U8nJyU4/zZs3d2rj+++/d/xeUFCgVatWqW3btpKk5cuXq2fPnrr11lvVuXNnJScnO/03+1R06dJFW7ZscYkrOTnZ6RUf5WndurVWrlzpVLZixQqnx3a7XYWFhRWKtUTnzp31888/O5V16NBB33zzjdOHLvvLhg0b1LlzZ7+3i6ohGMatzWZTnz599L///U8bN25U79691aFDB+Xm5uqll15St27dLG8e2rZtq3Xr1iknJ8dtvJIcfzT7Y4x27txZmzdvdvqjoEOHDlq7dm2lfGst47P6K3uj/P3336tVq1YKDQ1V586dVVhYqIMHD7qM03r16klyv/5s3rxZhw8f1pQpU9SnTx+1adOmwl8W0KVLF23btk1169Z1iaXsq1WttG7dWgUFBU5f6rF9+3aXfxiFh4f7ZbyW/Ae/9JqakpKioqIipy8+8ZcNGzaoUaNGjsQAqqeqPGb79u2rZcuWadGiRerXr5+k4oTaO++8o61btzrKymrZsqXCw8Od9u3o0aPaunWrUz1/3e+2bNlScXFxTmOzVatWioqK0qJFiyrcflkbNmxQeHi42rVr5/e2AW+UHTunev/cunVrrV+/Xrm5uY6ysn+XdunSRRs3blSzZs1c5qGS+2l//u2KykHyLIj98MMPeuyxx7Ry5Urt2rVLH3zwgX7//XfHH9APP/ywJk+erOeee05bt27V+vXrNXPmTD399NNO7UybNk3z5s3T5s2bNWrUKB09elQjRoyQVLxorly5UgsWLNDWrVt1//33u0wGvnrggQf0xhtv6OGHH9bGjRu1adMmzZkzR/fdd5/Xbfztb3/T5s2bNX78eG3dulXvvfeeZs2aJenkf7yaNWumzMxMLVq0SIcOHarQy8JTU1O1ceNGpz8mRo8erYyMDF199dVauXKltm3bpjfffFNbtmw55X6k4pevr1q1ShdffHGF2kHVFEzjtuTmvlOnToqJiVFISIjOP/98zZ49u9y3V1177bWy2Wy6+eab9fPPP+vTTz/Vv//9b6c6TZs2lc1m08cff6zff/9dmZmZPsdXon///srMzNTGjRsdZddcc43q1aunQYMGafny5dq5c6fmzp2r77777pT7KfHNN98wPqu5Xbt2aezYsdqyZYveeecdPf/88xozZowk6ayzztJ1112nG264QR988IHS0tL0448/avLkyfrkk08kuV9/mjRpIrvdrueff147d+7Uhx9+qEcffbRCcV533XVKTEzUFVdcoW+++UZpaWlavHixbrvtNu3Zs8erNtq0aaMBAwbolltu0Y8//qg1a9bolltuUVRUlNPb4Jo1a6ZFixZp//79Lok1X9SpU0ddunTRsmXLnNoeNmyYRowYofnz5zv247333jvlfkowXs8MVXnMnn/++Tp+/Lg+/vhjp+TZ7NmzVb9+fcu3a8XExGjkyJG6++679dVXX2nDhg268cYbXf7R3KxZMy1dulR79+51fHPfqQgJCdGAAQOcxmZkZKTGjx+vcePG6Y033tCOHTv0/fffO74JtyK++eYbxzd0AoHQrFkz/fDDD/rll1906NChU75/vvbaa1VUVKRbbrlFmzZt0oIFCxz3vSXr6KhRo3TkyBFdc801WrFihXbs2KEFCxZo+PDhjoRZ2Xj89Qpx+A/JsyAWFxenpUuX6pJLLtFZZ52l++67T0899ZQGDhwoSbrpppv06quvaubMmUpJSVHfvn01a9Ysl1ewTJkyRVOmTFHHjh21bNkyffjhh47/0P7tb3/TkCFDNHToUHXv3l2HDx/WrbfeWqG4U1NT9fHHH+uLL77QOeeco/POO0/PPPOMmjZt6nUbzZs31/vvv68PPvhAHTp00PTp0zVx4kRJUkREhCSpZ8+e+vvf/66hQ4eqTp06euKJJ0455pSUFHXp0sXpRj4hIUFfffWVMjMz1bdvX3Xt2lWvvPJKuZ+B5o3//e9/atKkifr06VOhdlA1BdO47du3rwoLC53+K96vXz+XsrJiYmL00Ucfaf369ercubMmTpzo8jL1hg0b6uGHH9Y999yjpKQkjR492uf4SiQkJGjw4MFOb12z2+364osvVLduXV1yySVKSUnRlClTfHr7qzvfffed0tPT9ec//7lC7aBqu+GGG5Sdna1zzz1Xo0aN0pgxY3TLLbc4ts+cOVM33HCD7rzzTrVu3VqDBg3SihUr1KRJE0nu1586depo1qxZ+u9//6uzzz5bU6ZMcUkq+yo6OlpLly5VkyZNNGTIELVt21YjR45UTk6O4uLivG7njTfeUFJSks4//3wNHjxYN998s2JjY50+SuGpp57SwoUL1bhx4wq/8vKmm25yeavp9OnT9ec//1m33nqr2rRpo5tvvllZWVkV6icnJ0fz5893+gxJVE9VeczWqlVLKSkpqlOnjtq0aSOpOKFWVFTk8XP+nnzySfXp00eXX365BgwYoN69e6tr165OdR555BH98ssvatmyZYXfAnnTTTdpzpw5Tn+033///brzzjv1wAMPqG3btho6dGiFXzUrFb9FjrGJQLrrrrsUGhqqs88+W3Xq1FFqauop3T/HxcXpo48+0tq1a9WpUydNnDhRDzzwgKSTH0nUoEEDLV++XIWFhbr44ouVkpKi22+/XTVr1nQkxMvGs2vXrsrbeZwSmynvze+o1n755Rc1b95ca9asqdAXAFQVkyZN0osvvqjdu3dXSvuffPKJ7r77bm3YsMHrt5eeivPOO0+33Xabrr322krrA8Gruo1bf1m3bp0uuugi7dixo9zPsKmooUOHqmPHjrr33nsrrQ8EVr9+/dSpUyc9++yzgQ4lYPbs2aPGjRvryy+/9PhB4aciOztbrVu31rvvvuvTl4n4avr06Zo3b56++OKLSusDgceY9R9jjLp376477rhD11xzTaX189lnn+nOO+/UunXrFBbGR3Cj+pk9e7aGDx+u9PR0Xl1ZjTBbIWj95z//0TnnnKOEhAQtX75cTz75ZIVeveLJpZdeqm3btmnv3r1q3LhxpfRx6NAhDRkypFJvWIDqqEOHDnr88ceVlpbm9A1f/pSXl6eUlBTdcccdldI+ECglr6JOSUnRvn37NG7cODVr1kznn39+pfQXFRWlN954o0JvMfNGeHi4nn/++UrtA6hObDabXn75ZZcv4fG3rKwszZw5k8QZqo033nhDLVq0UMOGDfXTTz9p/Pjx+stf/kLirJphxkLQ2rZtm/71r3/pyJEjatKkie68805NmDChUvu8/fbbK7X9xMREjRs3rlL7AKqrG2+8sVLbt9vtPn02IxAs8vPzde+992rnzp2KjY1Vz549NXv27Ap/DEF5ynvrt7/cdNNNld4HUN106tSp0l/ZzkcfoLrZv3+/HnjgAe3fv1/169fXVVddpUmTJgU6LPgZb9sEAAAAAAAALPCFAQAAAAAAAIAFkmcAAAAAAACABZJnAAAAAAAAgAWSZwAAAAAAAIAFkmcAAAAAAACABZJnAAAAAAAAgAWSZwAAAAAAAIAFkmcAAAAAAACABZJnAAAAAAAAgIX/B0bNavaxXeySAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1250x1250 with 30 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#pairplot - to see relation among all the attributes\n",
    "sns.pairplot(df);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 558.875x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#categorical plot\n",
    "sns.catplot(x = 'petal length (cm)', y = 'petal width (cm)', palette = 'bright', hue = 'target', data = df);"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.4"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}