preprocessing.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn.preprocessing import OneHotEncoder\n",
    "from sklearn.discriminant_analysis import LinearDiscriminantAnalysis as LDA\n",
    "from mpl_toolkits.mplot3d import Axes3D"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(\"data/train_values.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
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       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>building_id</th>\n",
       "      <th>geo_level_1_id</th>\n",
       "      <th>geo_level_2_id</th>\n",
       "      <th>geo_level_3_id</th>\n",
       "      <th>count_floors_pre_eq</th>\n",
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       "      <th>foundation_type</th>\n",
       "      <th>...</th>\n",
       "      <th>has_secondary_use_agriculture</th>\n",
       "      <th>has_secondary_use_hotel</th>\n",
       "      <th>has_secondary_use_rental</th>\n",
       "      <th>has_secondary_use_institution</th>\n",
       "      <th>has_secondary_use_school</th>\n",
       "      <th>has_secondary_use_industry</th>\n",
       "      <th>has_secondary_use_health_post</th>\n",
       "      <th>has_secondary_use_gov_office</th>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 39 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   building_id  geo_level_1_id  geo_level_2_id  geo_level_3_id  \\\n",
       "0       802906               6             487           12198   \n",
       "1        28830               8             900            2812   \n",
       "2        94947              21             363            8973   \n",
       "3       590882              22             418           10694   \n",
       "4       201944              11             131            1488   \n",
       "\n",
       "   count_floors_pre_eq  age  area_percentage  height_percentage  \\\n",
       "0                    2   30                6                  5   \n",
       "1                    2   10                8                  7   \n",
       "2                    2   10                5                  5   \n",
       "3                    2   10                6                  5   \n",
       "4                    3   30                8                  9   \n",
       "\n",
       "  land_surface_condition foundation_type  ... has_secondary_use_agriculture  \\\n",
       "0                      t               r  ...                             0   \n",
       "1                      o               r  ...                             0   \n",
       "2                      t               r  ...                             0   \n",
       "3                      t               r  ...                             0   \n",
       "4                      t               r  ...                             0   \n",
       "\n",
       "  has_secondary_use_hotel has_secondary_use_rental  \\\n",
       "0                       0                        0   \n",
       "1                       0                        0   \n",
       "2                       0                        0   \n",
       "3                       0                        0   \n",
       "4                       0                        0   \n",
       "\n",
       "  has_secondary_use_institution has_secondary_use_school  \\\n",
       "0                             0                        0   \n",
       "1                             0                        0   \n",
       "2                             0                        0   \n",
       "3                             0                        0   \n",
       "4                             0                        0   \n",
       "\n",
       "   has_secondary_use_industry  has_secondary_use_health_post  \\\n",
       "0                           0                              0   \n",
       "1                           0                              0   \n",
       "2                           0                              0   \n",
       "3                           0                              0   \n",
       "4                           0                              0   \n",
       "\n",
       "   has_secondary_use_gov_office  has_secondary_use_use_police  \\\n",
       "0                             0                             0   \n",
       "1                             0                             0   \n",
       "2                             0                             0   \n",
       "3                             0                             0   \n",
       "4                             0                             0   \n",
       "\n",
       "   has_secondary_use_other  \n",
       "0                        0  \n",
       "1                        0  \n",
       "2                        0  \n",
       "3                        0  \n",
       "4                        0  \n",
       "\n",
       "[5 rows x 39 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['building_id', 'geo_level_1_id', 'geo_level_2_id', 'geo_level_3_id',\n",
       "       'count_floors_pre_eq', 'age', 'area_percentage', 'height_percentage',\n",
       "       'land_surface_condition', 'foundation_type', 'roof_type',\n",
       "       'ground_floor_type', 'other_floor_type', 'position',\n",
       "       'plan_configuration', 'has_superstructure_adobe_mud',\n",
       "       'has_superstructure_mud_mortar_stone', 'has_superstructure_stone_flag',\n",
       "       'has_superstructure_cement_mortar_stone',\n",
       "       'has_superstructure_mud_mortar_brick',\n",
       "       'has_superstructure_cement_mortar_brick', 'has_superstructure_timber',\n",
       "       'has_superstructure_bamboo', 'has_superstructure_rc_non_engineered',\n",
       "       'has_superstructure_rc_engineered', 'has_superstructure_other',\n",
       "       'legal_ownership_status', 'count_families', 'has_secondary_use',\n",
       "       'has_secondary_use_agriculture', 'has_secondary_use_hotel',\n",
       "       'has_secondary_use_rental', 'has_secondary_use_institution',\n",
       "       'has_secondary_use_school', 'has_secondary_use_industry',\n",
       "       'has_secondary_use_health_post', 'has_secondary_use_gov_office',\n",
       "       'has_secondary_use_use_police', 'has_secondary_use_other'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "labels = pd.read_csv(\"data/train_labels.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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      "text/plain": [
       "   building_id  damage_grade\n",
       "0       802906             3\n",
       "1        28830             2\n",
       "2        94947             3\n",
       "3       590882             2\n",
       "4       201944             3"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "labels.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = df.sort_values(\"building_id\")\n",
    "labels = labels.sort_values(\"building_id\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
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       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 39 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        building_id  geo_level_1_id  geo_level_2_id  geo_level_3_id  \\\n",
       "47748             4              30             266            1224   \n",
       "212102            8              17             409           12182   \n",
       "60133            12              17             716            7056   \n",
       "34181            16               4             651             105   \n",
       "25045            17               3            1387            3909   \n",
       "\n",
       "        count_floors_pre_eq  age  area_percentage  height_percentage  \\\n",
       "47748                     1   25                5                  2   \n",
       "212102                    2    0               13                  7   \n",
       "60133                     2    5               12                  6   \n",
       "34181                     2   80                5                  4   \n",
       "25045                     5   40                5                 10   \n",
       "\n",
       "       land_surface_condition foundation_type  ...  \\\n",
       "47748                       t               r  ...   \n",
       "212102                      t               r  ...   \n",
       "60133                       o               r  ...   \n",
       "34181                       n               r  ...   \n",
       "25045                       t               r  ...   \n",
       "\n",
       "       has_secondary_use_agriculture has_secondary_use_hotel  \\\n",
       "47748                              0                       0   \n",
       "212102                             0                       0   \n",
       "60133                              0                       0   \n",
       "34181                              0                       0   \n",
       "25045                              0                       0   \n",
       "\n",
       "       has_secondary_use_rental has_secondary_use_institution  \\\n",
       "47748                         0                             0   \n",
       "212102                        0                             0   \n",
       "60133                         0                             0   \n",
       "34181                         0                             0   \n",
       "25045                         0                             0   \n",
       "\n",
       "       has_secondary_use_school  has_secondary_use_industry  \\\n",
       "47748                         0                           0   \n",
       "212102                        0                           0   \n",
       "60133                         0                           0   \n",
       "34181                         0                           0   \n",
       "25045                         0                           0   \n",
       "\n",
       "        has_secondary_use_health_post  has_secondary_use_gov_office  \\\n",
       "47748                               0                             0   \n",
       "212102                              0                             0   \n",
       "60133                               0                             0   \n",
       "34181                               0                             0   \n",
       "25045                               0                             0   \n",
       "\n",
       "        has_secondary_use_use_police  has_secondary_use_other  \n",
       "47748                              0                        0  \n",
       "212102                             0                        0  \n",
       "60133                              0                        0  \n",
       "34181                              0                        0  \n",
       "25045                              0                        0  \n",
       "\n",
       "[5 rows x 39 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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      "text/plain": [
       "        building_id  damage_grade\n",
       "47748             4             2\n",
       "212102            8             3\n",
       "60133            12             3\n",
       "34181            16             2\n",
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     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "labels.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "df[\"damage_grade\"] = labels[\"damage_grade\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
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      ],
      "text/plain": [
       "        building_id  geo_level_1_id  geo_level_2_id  geo_level_3_id  \\\n",
       "47748             4              30             266            1224   \n",
       "212102            8              17             409           12182   \n",
       "60133            12              17             716            7056   \n",
       "34181            16               4             651             105   \n",
       "25045            17               3            1387            3909   \n",
       "\n",
       "        count_floors_pre_eq  age  area_percentage  height_percentage  \\\n",
       "47748                     1   25                5                  2   \n",
       "212102                    2    0               13                  7   \n",
       "60133                     2    5               12                  6   \n",
       "34181                     2   80                5                  4   \n",
       "25045                     5   40                5                 10   \n",
       "\n",
       "       land_surface_condition foundation_type  ... has_secondary_use_hotel  \\\n",
       "47748                       t               r  ...                       0   \n",
       "212102                      t               r  ...                       0   \n",
       "60133                       o               r  ...                       0   \n",
       "34181                       n               r  ...                       0   \n",
       "25045                       t               r  ...                       0   \n",
       "\n",
       "       has_secondary_use_rental has_secondary_use_institution  \\\n",
       "47748                         0                             0   \n",
       "212102                        0                             0   \n",
       "60133                         0                             0   \n",
       "34181                         0                             0   \n",
       "25045                         0                             0   \n",
       "\n",
       "       has_secondary_use_school has_secondary_use_industry  \\\n",
       "47748                         0                          0   \n",
       "212102                        0                          0   \n",
       "60133                         0                          0   \n",
       "34181                         0                          0   \n",
       "25045                         0                          0   \n",
       "\n",
       "        has_secondary_use_health_post  has_secondary_use_gov_office  \\\n",
       "47748                               0                             0   \n",
       "212102                              0                             0   \n",
       "60133                               0                             0   \n",
       "34181                               0                             0   \n",
       "25045                               0                             0   \n",
       "\n",
       "        has_secondary_use_use_police  has_secondary_use_other  damage_grade  \n",
       "47748                              0                        0             2  \n",
       "212102                             0                        0             3  \n",
       "60133                              0                        0             3  \n",
       "34181                              0                        0             2  \n",
       "25045                              0                        0             2  \n",
       "\n",
       "[5 rows x 40 columns]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.to_csv(\"data/labeled_train.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7f6ff8d5ec18>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.rcParams[\"figure.figsize\"] = (6,8)\n",
    "sns.heatmap(df.corr())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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0M7MtKtgu3JNFNLw/i1gS+JbzvSlfysX2s3XnBdlZ+8V9muW3wAh/jv63yM9y5fKeoWLKRc6lnmsBszP3YWsz26+cH0EQBG1KTFe1CT2AN31kpDDVg6TeZjbFzC4E5pOCnUZI2hh4xcyuAO4HtgHeAtaUtJqkFYCvFRUrrKfYDXjfzN4njSCdlVlPsW1OfRsAb5vZtcDvSVNMAJ97G/J4S9IWSouQD8ukjwdOc9vLSloZ+ND7pcA8YEtJK0jqCexTqgIz+wCYK+lItydJfcv4VC15vk8CjvLzYxoXaxZPFtl8IidfcR/1JAWeACc0pcKcZ6jY/kRgkN+jNUiB7tNlzP4VWEPSzl5HF0l9muJXEARB0Hq0V5DzY2AKMA54MZM+zBd4ziJ9wczIKT8ImOXTBJuT1nN8Dlzsdh8ssgvwnqQnSes6CmuALgG6AM97nXkLaQeSRpamkaZqhnv6SC97S065892XR2g4bXEOsJdPFz0L9DGzd4BJvsh1mJm9BtwJPE9apzItpw5IgcFJkmaQ1vccUiZvtZTz/QxJU0lBRmtwNvAtSc+T1u2ck5PvAeCwwsJjYChpmu5xUlDcFEo9Qw3uAXAvqf9nkPrhe2aWuw7JzP4LHAH8wu/FdJr4NlgQBEFNqbNXyGXW+ZcDSJoADDGzZ9rblyAoJtbkBEFQLS3ViPrvvOdq8vdm+Q22C+2qIAiCIAiCtqJDa1dJ2p/Gb+/MNbPDSuXPw8wGtppTSwmSLgCOLEoebWYlX2luYV1bk96KyvKZme3Y2nU1ldZ6hmrJp0PPbG8XgiBYSugy4k8tM9CBp5ZqQV1MVwVBR+bDMw+M/4RBEFRFjxF/atl01avP1Ga6asMBHXK6qkOP5ARBEARB0Ip04Ne9a0EEOUEQBEFQJ3Tk3YlrQSw8DpqFpHPlmmNl8hyppIn1qIq0uIIgCIKg1kSQEzSXc4GyQQ5pP6LTzWyvCvmqRk1TFa/WZl0ouQdBEMSOx0GnQdLxrrA9Q9JNKq/2fUSm3Ef+b0m1bUlnA+sAjyophJeq+0KS9tPVvrFe9tqqku5zPyZL2qZCegNVcZVWEC/lw4bu9w2e7y4tUbxviZL7GpLuVlJinyppV09fTdJYJVX0ayTNk7R6dXcrCIIgaG0iyOmkuJzABcDernZ+DuXVvvNopLbtUghvAHvljdKY2cXAM8AxJVTVLwKmuR8/BG6skA4NVcWbokK/GTDSbX5AUqEv0Fwl9+EkNfTtSTtgX+fpPwGecFX0+1ki9toIZVTI/zD7H2WqCoIgaEXqbMfjWHjcedkbuMvM5gOY2buuqZSn9p1HKbXtPG2patkNVzI3s0d8BKRnmXRoqCreSEG8TF2vmdkkP7+ZJCHxK//cXCX3fUm6YoXPK0vqQdK2+rr7/5Ck9/IMZFXI4xXyIAiC2hBBTudFVFYLL1xfrHiu9M29fCZPKbXt1vCtlC956dBQFf5WSVOAr5IUxE82s0dy6iqlPl+gkZJ7Rc+X5N85E3QB4EFPBCxBEHRcFi1sbw/alJiu6ryMB74haTVI613IV/t+lTQdBEncs5yyeoFixe6mMNHrR9JAYL6rqeelN0ClFcTzWN9HsACOpsQoVDOU3McCi7cpllQIjrL+fwVYpYyNIAiCtqfOpqsiyOmkmNls4FLgMVfEvpx8te9rgT0lPQ3sSGbUpAwjgT/nLTyuwFBggPtxGXBChfRiGimIl6lrDnCC21wV+F1OvqYouZ9d8FPSC6Q1QpDWFO0h6TlgPyAW2wRBELQjIesQdFokbQg8aGZbtVP9rwIDCuui8og1OUEQVEtLZR0+mz2+Jn9vVuizT4eUdYiRnCAIgiAIOiWx8DhoMb4IuPhtpOPMbGYb1b8aaQ1SMfu0ZBRHLVRyN7MNq8n34XOfVM4UBEFA8xdCLqYDr5+pBRHkBC3GzHZs5/rfAap9M6opdi8lrWsKgiDoHHTg3YlrQUxXBUEQBEHQKYmRnCAIgiCoE8xin5y6xHWOZrW3H7VC0g9b0VYvSadXztn6SOon6cA2rC+U1IMgCJZSIsjpRKi8QnfJIMc3vmvqc9CLhhpQVaHWUfvuB7RZkEMNlNSDIAjajdgMsK5ZVtK1kma7mnQ3Sd92pekZrjxdULE+UtIsT5+YZ7CUYnbxqJGkIZKG+vkESb+R9KTb38HTV5J0vfsyTdIhnj5Y0mhJDwBjJa0taaLXN0vS7pIuA7p52i1e/xxJVwHPAevJlcfd5hGSRvn5WpLu9XbOkLQLaaO+3m5vWPEIh6QRkgb7eUvUvhv0saTlgYuBQV73IJVXLr/e+/MVJeX0gt1jM/fkmrzgS+WV1HfwezTN/93M01eUdKf7c4ekKZIG5LUxCIKgTVm0qDZHByWCnIZsAlxpZn2ABSSxyHvMbHtX8p5D+mUPcCGwv6cfXMZmUxSzC6xkZruQRkuu97QLgEdc+XovYJiklfzazsAJZrY38E1gjNfXF5huZucDn5hZPzM7xstsRlIk39bM5pXx5QrgMW/ndqTdgM8HXnZ7xQrjpWiu2neDPjaz/3raHV73HZRXLt8c2B/YAfiJpC6StiDtmLyr99FCXIqhmApK6i8Ce7ji+IXAzzz9dOA99+cSlshlNEAZFfKb33qjTBcEQRAEzSUWHjdkrplN9/NnSYrbW0n6KWmKpjswxq9PAkZJuhO4p4zNRorZUsWNIW8DMLOJklaW1IskE3CwpCGepyuwvp+PM7N3/XwqcL2kLsB9mfYUM8/MJldyhKRmfrz7sxB4X1JTNZmaq/ZdTR+XUy5/yMw+Az6T9DawFrAPKfCY6j50A95uYnsAegI3SNqEJMpZ0PvaDRju/sxSkpNoRFaF/I1d9oodj4MgaBs68NRSLYiRnIaUUtweBZxpZluTRg26ApjZqcCPgPWA6XIhzGLM7FbSSM8nJMXsvcmofjtdi4uV+CzgcB/B6Gdm65vZHL+eVeieCOwB/BO4SdLxOW0t1qfK1lnsTyUqtaeR2nfm2CLPaJV9XE65vNT9FHBDpv7NzGxong9luAR41DcbPIglbe6QW5sHQRDUIxHkVKYH8KaPjCye1pDU28ymmNmFwHzSF3EjVFox+y1gTR91WAH4WlGxQV52N+B9M3ufNIJ0lnz4QdK2OfVtALxtZtcCvydNMQF87m3I4y1JWygtQj4skz4eOM1tLytpZRorkM8DtpS0go+i7FOqgqaqfef0cXHdVSmXF7XnCElreplVvc+aSk9SIAkwOJP+BPANt70lsHUzbAdBENSGRQtrc3RQIsipzI+BKcA40jqMAsMkzVRaQDwRmJFTvpFitpl9TlpAOwV4sMguwHuSngSuZskaoEtIUyLPe52X5NQ3kDTqMY00jTPc00d62Vtyyp3vvjwCvJlJPwfYS9JM0hReH99heJIvCh5mZq8BdwLPA7cA03LqgKapfZfq40dJAdV0SYOoXrkcADN7gTQ6NNbLjAPWLlcmh18CP5c0CcguXL4KWMNtf5/UJ+83w34QBEHQQkKFvIMhaQIwxMyeaW9fgqbjb2p1MbNPJfUmjRxt6oumSxJrcoIgqJZ1nny0RVPinz49uiZ/b7rucGSHnKqPhcdB0LqsCDzqU4MCTisX4ARBELQpHfh171oQQU4rIWl/4BdFyXPN7LBS+fMws4Gt5tRSglqo9t1KPrSKkrqZfUjaKqBqPv+0NfZIDIIgCIqJIKeVMLMxLHm9PGgCHUHtu72V1IMgCNqEeIU8CIIgCIJg6SdGcoIgCIKgXqizNTkxkhMsFUg6V64bVibPYsXwVqjv1MJGipJGSTrCz6/z/W+CIAiWPupMuypGcoKlhXOBm4GPy+QpKIa3OMgxs6tz0k9uqe0gCIKgbYiRnKDVkHS8q2/PkHSTpA0kjfe08ZLW93yLR0b880f+70Al1fC7JL2opJguJQXxdUivZpcMYFSkGK6ktP64pOf82CVTx2NKSuF/k3SZpGOUVMln+t42BRXzISXqmSBXFZe0n6Sn3P5oJW0u3OYL3u5ftWYfB0EQtASzhTU5OioR5AStgqQ+JKX0vV01/BxgBGmH521IOyFfUYWpbUmjNlsCG5PUwq8A3gD2MrO9ShUqoRj+NvBlM9uOtOt0tu6Cf1sDx5E269sBuA44q8r2rk7aOXlfr+MZ4LuSViXJYvTxdv80p/xiFfJb5/+zVJYgCIKghcR0VdBa7A3cZWbzAczsXUk7A1/36zeRpBAq8bSZvQ7gUhgbkvSgmkoXYISkfiRxzk0z16aa2Ztex8vAWE+fCZQMokqwEykQm+RyYsuTFOc/AD4FrpP0EEkqoxFZFfJ52+0bOx4HQdA2dOD1M7UggpygtRCN1dOLKVxfrFrugqPLZ/KUUg5vDt8hCaH29bo+zaljUebzoibUJ2CcmR3d6IK0A0mk9CjgTFIAGARB0P7EPjlB0CzGA9+QtBokdW/gSdIXPSRhzsKIzKtAfz8/hDTqUoli9fFK9ATeNLNFpCmp1t5WeDKwq6T/AZC0oqRNfV1OTzP7E2narV8r1xsEQRBUSYzkBK2Cmc2WdCnwmKSFJCXys4HrJZ0H/Bv4lme/FvijpKdJwdF/qqhiJPBnSW/mrcsp4irgbklHkpTLq6mjaszs35IGA7dJKshB/IgUjP1RUlfSaM93WrPeIAiCFlFn01WhQh4E7UysyQmCoFo2eO4vLVL7/mT8yJr8vem2zymhQh4EQRAEQTtSZ2tyIsgJljpaSzE8CIIg6NxEkBMsdYRieBAEQTOpszU5EeQEQRAEQb1QZ9NV8Qp5EARBEASdkroKclzPaFZ7+1ErJP2wFW31knR6a9lrKZJedSmFvOsd7t52RJ+CIKhz6kyFvK6CnM6ApHJTjCWDHBe5bOq97gU0OciR1Nqb7gVBEARBs6jHIGdZSddKmi1prKRukr4taaqrZ98taUUASUdKmuXpE/MMSurjKtbTXXl6k+Jf8ZKGSBrq5xMk/UbSk25/B09fSdL17ss0SYd4+mBXuX4AGCtpbUkTvb5ZknaXdBnQzdNu8frnSLoKeA5YT6727TaPkDTKz9eSdK+3c4Yrdl8G9HZ7w5TUux/MlB/hm+EVRlkulPQEcKSk3pIelvSskhL45mX67iBJU7y9f5G0lqev5vdnmqRrSBvrFcp819s9S9K5GXPLSbrB78FdmfvYX0l5/FlJYyStXcafCZJ+7f07R9L2ku6R9JKkn3qecve2v/fhU8AZefUEQRC0CzGS0+nZBLjSzPoAC4DDgXvMbHtXz54DnOR5LwT29/SDy9g8FRhuZv2AAcDrVfixkpntQhotud7TLgAeMbPtSUKRwySt5Nd2Bk4ws72BbwJjvL6+wHQzOx/4xMz6mdkxXmYzkgr4tmY2r4wvVwCPeTu3A2YD5wMvu73zqmjPp2a2m5ndTtqd+Cwz6w8MIe0+nMcTwE5mti1wO/A9T/8J8ISn3w+sDymIIO2cvCNJJPPbkrbNtHekq39/AJwuqQvwW+AI9+d64NIKbfmvme0BXA38kRSsbAUMlstWlOEPwNlmtnO5TAoV8iAI2gNbVJujg1KPb1fNNbPpfv4sSeV6K/+V3gvoDozx65OAUZLuBO4pY/Mp4AJJ65ICppekips/3gZgZhMlrSypF7AfcLCkIZ6nK/7lThKDfNfPp5LkEroA92XaU8w8M5tcyRGSgOTx7s9C4H1Jq1RRLssdAEraTbsAozN9ULynTZZ1gTt8dGV5YK6n74ErmJvZQ5Le8/TdgHvN7D9e3z3A7qRA6DUzm+T5bibJSjxMClDGuT/LAm9WaMv9/u9MYHZGsfwVYD1ScNwIST2BXmb2mCfdBHylVN5QIQ+CIKg99RjkFKtcdwNGAYea2QyfghkIYGanStoR+CowXVI/M3un2KCZ3aq0Qd1XgTGSTgb+RsORsq7FxUp8FnC4mf01e8F9WKy95IHRHl7fTZKGmdmNJdparNeUrbPYn0osVg7PKV+oaxlggY8yVcNvgcvN7H5JA4GhmWulvvzLRY95fTq70shKEVlV8mLF8uXI74tqlNiDIAjajw48tVQL6nG6qhQ9gDd9ZKQw1YOk3mY2xcwuBOaTfsU3QtLGwCtmdgVpFGAb4C1gTV9bsgLwtaJig7zsbsD7ZvY+aQTxz4p+AAAgAElEQVTpLPmQQ2Yapri+DYC3zexa4PekKSaAz70NebwlaQulRciHZdLHA6e57WUlrUxj1e95wJaSVvARi31KVWBmHwBzlYQxC4ue+5bxqSdQmK85IZM+Eb8Xkr4CrJJJP1RJ9Xslb8fjfm19SYVg5mjSVNhfgTUK6ZK6SOpTxp9qKHlvzWwBaRRsN893TJ6BIAiCoPZEkJP4MTAFGAe8mEkfJmmmLzKdCMzIKT8ImCVpOrA5aR3M58DFbvfBIrsA70l6krTuo7AG6BKgC/C813lJTn0DSSNL00hrioZ7+kgve0tOufPdl0doOGVzDrCXpJmkKbw+PmI1yRf3DjOz14A7geeBW0gq43kcA5wkaQZpfc8hZfIOJU1tPU4KJAtcBOwh6TnSNN4/AMzsOdLI29Okvr3OzAq+zAFOkPQ8sCrwOzP7L3AE8Av3ZzppOq3ZVLi33wKu9IXHn7SkniAIglanztbkhAp5OyBpAjDEzJ5pb1+C9ifW5ARBUC0tViG/97LaqJAfdn6HVCGPkZwgCIIgCGqOpAMk/VXS3yWdX+L6dyW94NuAjPelGS2iHhceNxtJ+wO/KEqea2aHlcqfh5kNbDWnlhIkXQAcWZQ82swqvc5dK3+uBHYtSh5uZn9oa1+++G/snxgEQRvRTlNLShvFXgl8mbTNylRJ95vZC5ls04ABZvaxpNOAX+LrV5tLBDlNwMzGsOT18qAJeDDTLgFNKcwsNuoLgiBoO3YA/m5mrwBIup20XnNxkGNmj2byTwaObWmlEeQEQRAEQb3Qfq+Qfwl4LfP5ddKmrnmcBPy5pZVGkBMEQRAEQYuQdApwSiZppG96ujhLiWIlF0FLOpakHrBnS/2Khcd1SLH2UhX5T5V0fIU8gyWNyLnWaurotUbSoZK2bG8/giAIakKNtKvMbKSZDcgcI4tqfp2Ge82tC7xR7J6kfUkSRweb2WfF15tKBDlBRczs6pwdlaulpkGOyiuzN5VDgQhygiDonJjV5qjMVGATSRtJWh44iiUSOsDiDXCvIQU4b7dGcyPIqV9KqbGXVA+XNLSgp6Wkyv28pKeU1MmzI0LrePmXJP3S8zdQRy/liI8svagmKIgrqYX/TNJjwDkqraSOpGO1RCH+Gl/hj6SPJF3qeSd7+V1IQqzDPH9v5SvU9/ZyUyVdrIYK7+d5+vOSLmrVuxYEQbAUYmZfAGeSXt6ZA9xpZrP972dBAHsYST9ytP8Nvj/HXNVEkFO/lFJjr0Y9/A/Aqa4FtbDoWj/S635bA4MkrZejjl6K5iiI9zKzPc3s/1FCSV3SFu7Prq6ltZAlUgsrAZM9/0Tg22b2JOmXxXnu78vkK9QPJ71yvj2ZIVdJ+3nf7uD90V9JZ6wByqiQ3/5uNaL1QRAErUCNpquqwcz+ZGabmlnvwvYhZnahmd3v5/ua2Vr+97efmR1c3mJlYuFx/VJKjb2seriSUnoPDwYAbqWhJtd41+BC0gvABjRcTV+O5iiI35E5L6WkfhzQn7QfAyQx1sIQ6H9JkgyF9n85x688hfqdSVNbkPrhV36+nx8FqYnupKBnYtZoVoX85a32jx2PgyAIakAEOfVLsRr7WlRWD6+0bXexzaY8X81REC9WWS9GwA1m9oMS1z63JZom5XwdRQmF+gp1/tzMrqmQLwiCoO0JFfKgTqmoHm5m7wEfStrJk46q0nYldXRouYJ4KSX18cARktb09FVVeZvwYvX1kgr1pI2qDvfzbD+MAU6U1N3r/FKh/iAIgnanzgQ6I8gJslSjHn4SMFJJZVvA+1XYraSODi1XEC+lpP4C8CNgrNsdB6xdwdfbgfMkTZPUm3yF+nOB70p62m2+D2BmY0nTV0+5L3fRMGgKgiAI2ohQIQ+ahKTuZvaRn58PrG1m57TQ5obAg2a2Vcs9bBv8LatPzMwkHQUcbWalgsKKxJqcIAiqpfesMS1TIb/xB7VRIT/+5x1ShTzW5ARN5auSfkB6duYBg9vXnXajPzBCaUXzAuDEdvYnCIIgKCKCnKBJmNkdNHyrqWokrUZaJ1PMPkvTKA6AmT0O9K2YsQoWLuyQP4CCIOiM1NnsTQQ5QZthZu+Q9o4JgiAI2oN4uyoIgiAIgmDpJ0ZygiAIgqBeiJGcIOg4ZHWz2sqma3K96NpT9/pOz3l5B0i6Iufaq5JWbw2fgyAIgqYTQU4QNGYcsJXraP0NKLVjMgBm9oyZnd1mngVBELSE2AwwCJqOpB/76Mc4SbdJGqJ8VfMNJI33kZLxktavso5G9iT19BGTZTzPipJe892RS9ZfCTMb64q5kHY2XreMTwMlPejnqykpuk+TdA2VZTCCIAiCGhJBTtBiJA0gSRxsC3wdGOCX8lTNRwA3+kjJLSQF8WpoZM8FQWcAe3qeg4AxZvZ5mfqbwonAn6vM+xPgCTPblqRmnhu8ZVXI71hQrYZpEARBy7BFVpOjoxILj4PWYDfgj2b2CYCkB4Cu5Kua70wKhgBuAn5ZqQLXgsqzdwcwCHiUpCN1VYX8VSHpAuALUiBWDXvg7TKzhyS9l5cxq0L+ty0O6Lh/IYIg6FzU2cLjCHKC1qDUtMwyVFY1L1DNl3w5e/cDP5e0Kmkn4keAlZpQfyMknQB8jbRRYVOCkAhYgiAIOggxXRW0Bk8AB0nq6iMoXwU+Jl/V/EmWKHcf4+XLYma5KumupfU0MJykgbWwXP5KSDoA+D5wsJl9XE0ZZ6K3B0lfAVZpQtkgCILaEwuPg6BpmNlU0mjKDOAe4BmSKneeqvnZwLdcGfw4koJ4NZRTSb8DOJaGkhPVqKqXYgRJOXycpOmSrq6y3EXAHpKeA/YD/lFluSAIgqAGhAp50CoU1MldnXsicIqZPdfefi0NxJqcIAiqZdM5D7forc2PrzyzJn9vVjxjRId8mzTW5AStxUhJW5IWHN8QAU4QBEEHJBYeB0HTMbNvtqS8v8l0ZFHyaDO7tCV2K9R5JbBrUfJwM/tDibz7A78oSp5rZoe11I/PPu3SUhNBEARBCSLICToEHszULKDJqfOMJuQdA4ypoTtBEAS1p85GcmLhcRAEQRAEnZIYyQmCIAiCeqHOXjaKICcIgiAI6oWYrgqCIIuk+1zkc7akUzztJEl/kzRB0rWSRnj6GpLuljTVj+KFzUEQBEEbESM5QVCZE83sXUndgKmSHgJ+DGwHfEiSkZjheYcDvzazJ1xdfQywRXs4HQRB0IgOLKZZC2IkJwgqc7bvmjwZWI+0S/NjZvauq52PzuTdFxghaTppF+iVJfUoNphVIb/rw3lt0IQgCIL6I0ZygqAMkgaSApedzexjSROAv5I/OrOM5/2knN2sCvnMjQ6qr59WQRC0Hx1YZ6oWxEhOEJSnJ/CeBzibAzsBKwJ7SlpF0nLA4Zn8Y4EzCx8kNUsFPQiCIGg5MZITBOV5GDjVxUT/Spqy+ifwM2AK8AbwAkmQFJL46JWefzmSjtepbe10EARBSepsTU4EOUFQBjP7DPhKcbqkZ8xspI/k3EsawcHM5gOD2tbLIAiC6rB4hTwIgioY6ouLZwFzgfva2Z8gCIKgiBjJCYJmYGZD2tuHIAiCJhPTVUEQtCUffxYq5EEQBLUggpwgCIIgqBfq7BXyCHKCIAiCoF6os+mqWHgcBEEQBEGnpM2CHEkbSprVVvW1NZJ+2Iq2ekk6vbXstRWSPmrDugZK2qWVbA0uCGxWkfdPknqVuT5K0hGt4VcQBEGrs2hRbY4OSozkNAHfEyWPkkGOEk3t515Ak4McScs2tczSiN+HgUCTgpwK969SWUlaxswONLMFzbUTBEEQtB1tHeQsK+laSbMljZXUTdK3JU2VNEPS3ZJWBJB0pKRZnj4xz6CkPpKeljRd0vOSNikeNZI0RNJQP58g6TeSnnT7O3j6SpKud1+mSTrE0wdLGi3pAWCspLUlTfT6ZknaXdJlQDdPu8XrnyPpKuA5YL3sKIekIySN8vO1JN3r7ZzhoxOXAb3d3jAftXgwU36EpMF+/qqkCyU9ARwpqbekhyU9K+lxlyLI67tRkn4n6VFJr0ja0/tgTsE/z5fn+0aSnvI+u6Tcjfc2PCbpTkl/k3SZpGP83s2U1NvzbSBpvN/L8UpK3gVfL5f0KHAHaRfh73gf7S7pIElT/N79RdJaXm6opJGSxgI3lnFxPe+3v0r6iZctdR9flbS6Xz/e/Zwh6aYSbb7E/Y4fE0EQdAwWWW2ODkpbLzzeBDjazL4t6U6S5s89ZnYtgKSfAicBvwUuBPY3s3+qzPQA6ctuuJndIml5YFlgrQp+rGRmu0jaA7ge2Aq4AHjEzE70+p6W9BfPvzOwjZm9K+n/gDFmdqnSyMmKZva4pDPNrJ+3Y0NgM+BbZna6p+X5cgVJ0fowt9cdOB/YKmNvYIX2fGpmu3ne8cCpZvaSpB2Bq4C9y5Rdxa8fDDwA7AqcDEyV1M/MppcpOxz4nZndKOmMCj4C9CUJW74LvAJcZ2Y7SDoHOAs4FxgB3GhmN0g6kdQ/h3r5TYF9zWyhB60fmdmvvN2rADuZmUk6Gfge8H9erj+wWwXRzB1Iz8HH3vaHgPnk3EdJfUjPzK5mNl/Sqlljkn5J0r36lpk1+gsg6RTgFIDze/bj0BU3qtx7QRAELaXO3q5q61+YczNfms8CGwJb+YjDTOAYoI9fnwSMkvRtUuCSx1PADyV9H9igkvqzcxuAmU0EVvagZj/gfKVdbCcAXYH1Pf84M3vXz6cC3/Iv2a3N7MOcOuaZ2eQqfNkb+J37s9DM3q+QvxR3AEjqTprCGe3tuAZYu0LZB/xLeCbwlpnNNLNFwGzS/SnHrnhfAo1GMkow1czedKmEl3EpBK+7UNfOwK0Zm7tlyo82s4U5ttcFxvhzdB5LniOA+6t4LsaZ2Tue755MvXn3cW/gLpdxIPN8APwY6GVm/1sqwPH8I81sgJkNiAAnCIKgNrR1kPNZ5nwhaSRpFHCmmW0NXEQKLjCzU4EfAesB0yWtVsqgmd1KGoX4hPQltzfwBQ3b1rW4WInPAg43s35+rG9mc/z6fzL1TQT2IIk03iTp+Jy2/qfoc7bOYn8qUak9hbqWARZk2tDPzLaoYLtwTxbR8P4sYslIXznfmzJOWWw/W3feqGLWfnGfZvktMMKfo/8t8rNcuVL1ZD/nlVWJMgWmAv2LR3eCIAjanTqbruoIawV6AG9K6kIayQFAUm8zm2JmF5KmDdYrVVjSxsArZnYFcD+wDfAWsKak1SStAHytqNggL7sb8L6PnowBzpLPR0jaNqe+DYC3fYrt98B2fulzb0Meb0nawtdnHJZJHw+c5raXlbQy8KH3S4F5wJaSVpDUE9inVAVm9gEwV9KRbk+S+pbxqVryfJ8EHOXnxzQu1iyeLLL5RE6+4j7qSQo8AU5oRr1flrSqpG6k6bFJFfKPB75RCL6LApqHSeuqHpLUo1ThIAiCoPZ0hCDnx8AUYBzwYiZ9mC9InQVMBGbklB8EzPLpmc1J6zk+By52uw8W2QV4T9KTwNWkNUAAlwBdgOe9zryFtANJI0vTSGuKhnv6SC97S065892XR4A3M+nnAHv5NMuzQB8zeweYpLSweZiZvQbcCTwP3AJMy6kDUmBwkqQZpCmnQ8rkrZZyvp8haSopyGgNziZNBz4PHOd1lOIB4LDCwmNgKGma7nFSUNxUniBNj00H7jazZ8plNrPZwKXAY97XlxddHw1cC9zvgVMQBEG7Y4sW1eToqChnyUCnRdIEYEilL7EgaCumrPP1+vpPGARBs9nxjXty32Kpho9+cHhN/t50//ndLfKrVoSsQxAEQRDUCx14/UwtWGqCHEn7A78oSp5rZoeVyp+HmQ1sNaeWEiRdABxZlDzazC6tQV1b0/hNq8/MbMfWrquptNYz1NostA75AygIgs5IBDkdEzMbQ1ocHDQRD2ZaPaDJqWsm0K8t6moq8QwFQRDUF0tNkBMEQRAEQQuJzQCDIAiCIAiWfuo2yFEnVkV3vaYh7e1HeyBpHUl3NbPsYjVySYdK2rJ1vQuCIGhnYjPAoN5QC9S5OxKSljOzN8zsiFYwdyjQpCCns/RjEASdF1tkNTk6KvUe5LSJKrqnH5tJv8bFOJF0gKTn3O54T1tV0n1efrKkbTx9qJJK+AQl1fCzM/VeoKSg/ReSqGQhPa89WVXvYZJekrSGX1tG0t/latsl2jhK0hGZzx/5v40U2j19PyW18ueUFN27l+m/C93fWUrq4YUdqLf3/nhKSZl9lqcXq8RvmLm2rKRf+aaSz0s6y9OzSuIDfO+krA+7kKRChnlbenufD/Drq0t6tVT9nnaet+F5SRfltTUIgiCoLfUe5GwCXGlmfYAFLFFF397M+gJzWLIjckEVvS/pCzCPgip6P2AA8LqkLUg7M+/q6QuBYzyouJakmdWXJa95XwRMM7NtgB8CN2bsbw7sT1LN/omkLpL6k6QQtgW+DmyfyZ/XHlii6v0d4GaWSDPsC8woiE82gW+SFNr7kRTHp3sw8SOvZzvgGeC7ZWyMcH+3ArqxRJLjDyR19Z1J/ZdlZ+AEMytWWz8F2AjY1vsybzfqBpjZkySJkPNc/+vlCkUW1y9pP9JztQPpLbP+Smr3DZB0iqRnJD3zx4/nVuNWEARBy6mz6ap6H17PU0X/KdAL6M6SV44Lquh3klSq83gKuEDSuqQA4yVJ+wD9gak+MNENeBvYCZhoZnOhgZL1bqSACzN7REmDqyCb8JCreH8m6W1gLWB34F4z+xhA0v0Zf/LaAw1Vva8H/gj8BjiRFFQ0lanA9UoaXveZ2XRJe5KmfSZ525f3PspjL0nfA1YEVgVmK0k19PDgA5JKeVaPLKsSn2Vf4Goz+wIaKYW3Jtn69/OjIL3RnRT0NBj9M7ORJCkQnly7NjuQBkEQ1Dv1HuQUq6J3I6miH2pmMyQNJmlVYWanStoR+CpphKKfa0w1wMxulTTF842RdDJJsfoGM/tBNq+kgymtZF1qd7hCvlJK7tnrxZRsj5NVV39N0ltKKu47Ul5wc7Equk8nLe82JvqoxVdJCu3DgPdIQcDRZezhtroCVwED3J+hJDXxSrvlNVUpPKvqXq0ifLky2foF/NzMrqnSbhAEQdvRgXWmakG9T1eVohaq6OOBIySt6XlWVVIzfwrYU9JGhXQ3M7FQt6SBwHxXGM9jIkmsspuS6vVBldqTw3Wkaas7MyM8pXiVNDIFSQC0i/taSqF9MrCrpP/xPCtK2jTHbiF4mO/rdo4AMLP3gA8l7eTXjypVuARjgVPlC4Iz/Zv1//CcssUq59ky5RY2jwFOLKw7kvSlwn0PgiBod+psuiqCnMbUQhX9BdK6lLFK6trjgLXN7N+kdSP3KClZ3+E2hgIDPO9lwAnlHDaz57zsdOBu4PEq2lOK+0nTK5Wmqq4lBWdPk0Z9CiMZAylSaPc2DgZu8/ZMJvVLqXYscNszgftI018FTgJGSnqKNFryfgUfIQVt/yCpw88grRmCtOZpuE+D5QVztwPnSZomqTfwK+A0JfX6kguyvQ1jSdNpTykpy99Fw2ApCIIgaCPqToU8yMffHvq1me3e3r4UI6m7mRXe4jqfFCSe085utQqxJicIgmrZ5c2WqX1/eOoBNfl70+PqhzukCF+9r8kJHA8cTqPylFZ78VVJPyA9s/NIo0NBEARBkEsEOc1EHVTRurmY2WWkqbHFqIbq5ZLuJb3eneX7LqJZyr87WDKd16kIFfIgCNqKepu9iSCnmdSDonUt1cuX1mAwCIIgWHqIICcIgiAI6oUO/CZULYggJwiCIAjqhToLcuIV8qBDoxooqleyKekS152arqRptk6ZvAf7ou1S1z5qDX+DIAiC5hFBThA0ZpiZbeMaXA+SdMtKYmb3+6LtIAiCDk+okAdBM5D0Y0kvShon6TZJQ1y9+2FJz0p6XNLmnncDSeN9tGS8pPWrrKORPUk9lVTFCzITK0p6zYVLS9ZfiaLdpVciXzKjoEI+ws83UlJJnyrpkmrqCoIgCGpHBDlBi/FNBA9niQr6AL80EjjLzPoDQ0i6VAAjSDtBF5TBr6iyqkb2zOx90u7Te3qeg0hK6J+Xqb+aNl0q6TXSvkG5IzlFDAd+Z2bbA/+qYH+xCvn9H79SrVtBEAQto85kHWLhcdAa7Ab80cw+AZD0AEmHahdgtKuPA6zg/+5MCoYAbgJ+WakC14LKs3cHSU7jUZKu1VUV8lfEzC4gqcn/ADgT+EkVxXZliRbWTTTeRylrf7EK+eP/3xEd9y9EEASdi/rS54yRnKBVKLWb3TLAAjPrlzm2yClfzZd8OXv3A19xAc7+wCNNrL8ct5Iv4lmKCFiCIAhKIOkASX+V9PdSL2xI2kPSc5K+kFROCLlqIsgJWoMngIMkdfURlK8CHwNzJR0JoERfz/8kS5TEj/HyZfF1MiXtuabV06TpogfNbGG5/JWQtEnm48FUFjYtMImG7QqCIOhQtNfCY0nLAlcCXwG2BI6WtGVRtn+QJHtuba32RpATtBgzm0oaTZkB3AM8Q1IJPwY4yRXAZwOHeJGzgW+5KvlxQLVCm3n2IE1ZHUtD6Ydy+ctxmaRZ7t9+TfDvHOAMSVOBnlWWCYIgqAd2AP5uZq+Y2X+B2yn6m2xmr5rZ87TipFqokAetQkElXNKKwETgFDN7rr39WhqINTlBEFTL7v+6q0VidwuO3qsmf2963fZoWb98+ukAMzvZPx8H7GhmZ5bIO4o0Kn9XS/2KhcdBazHShx67AjdEgBMEQdABqdHCY0mnAKdkkkb6CxaLs5QoVvMfeBHkBK2CmX2zJeVrqXheps4rSW9EZRluZn8okfdbNJ62mmRmZ7TUj88tZo2DIFi6yb4xmsPrwHqZz+sCb9TUKSLICToItVQ8L1Nn1QGKBz6Ngp8gCIKliXbcnXgqsImkjYB/kl7SaNGP42qIn5BBEARBENQUM/uCtOfYGGAOcKeZzZZ0saSDASRtL+l10qj+NZJmt7TeGMkJgiAIgnqhHTcDNLM/AX8qSrswcz6VNI3VasRITtChkLShpFlNyL9YBTxPXTxrU9IASdXKSFTrw8WS9i2RPlDSg61ZVxAEQUuoN4HOGMkJlmrM7H7SHj3V5n+GtI9Pa/pQrbZVEARB0IbESE7QEVlO0g2uUn6XK4u/Kml1WDwaM8HPF6uAZ5HUX9IMSU8BZ2TSF4+u+MjP9ZImSHpF0tmZfI1U1fOclTSqsAW5b1v+oqQnWKLPFQRB0DFYVKOjgxJBTtAR2Yy0x8I2wAfA6c2w8QfgbDPbuUK+zYH9Sbtx/kRSlzKq6mWR1BW4lqSEvjvw/5XJu1iF/MFPQoU8CIKgFkSQE3REXjOzSX5+M0nlvGok9QR6mdljnnRTmewPmdlnZjYfeBtYi4yqupl9CDxQZdWbA3PN7CVLW4nfnJfRzEaa2QAzG/C1bhtXaT4IgqBl2KLaHB2VCHKCjkjxKjYDvmDJ89q1QnmVsJHHZ5nzhaR1ai3ZNr3jrsALgiCoMyLICToi60sqTDMdTVIpfxXo72mHlytsZguA9yUVRoCaqgheSlW9Gl4ENpLU2z8f3cR6gyAIakusyQmCdmcOcIKrgK8K/A64CBgu6XHSiEslvgVc6QuPP2lK5WVU1SuV+5Sk3fKQLzye15R6gyAIak29TVeFCnkQlKAtVdUfWesb8Z8wCIKq2PutO1ukQj7/K3vW5O/N6n9+rEV+1YrYJycIShOq6kEQdD468KhLLYggJwhKUEpVvSmq5U2qq0XrnIMgCII8IsgJgippimp5EARBR6Qjr5+pBRHkBEEQBEGdUG9BTrxdFQRBEARBp6Tug5ymql4vTeSpcgdNw7WtBvj5nyT1am+fgiAImkO9vUIe01XBYiQtZ2ZftLcfHRkzO7C9fQiCIAiqo+5HcpxlJV0rabaksZK6Sfq2pKmuZH2375eCpCMlzfL0iXkGJfWR9LSk6a6mvYmnH5tJv0bSsp5+gKTn3O54T1tV0n1efrKkbTy9nHr2BZL+KukvJKHLQnpee0ZJulzSo8AwSS9JWsOvLSPp7wX17xJtXKy+7Z8/8n/XljTR2zhL0u6evp+kp7ydo3034bz+y1Md39PtTpc0TVIPTz/P2/e8pIvK2N3QVcJvUEbl3K/t4zZnev+uUMGv493GDEk3edoa3r9T/Sh+GysIgqD9MNXm6KBEkJPYBLjSzPoAC0iyAfeY2fZm1pe0A+9JnvdCYH9PP7iMzVNJrxf3I6lYvy5pC2AQsKunLwSO8aDiWuBwt3uk27gImOZq3D8EbszYL6We3R84iiXq2dtn8ue1B2BTYF8z+w5JVLIgg7AvMMPFK5vCN4Ex3sa+wHQPDH7k9WxH2kX4u020CzAEOMNt7w58Imk/0j3cAegH9Je0RxkbjVTOlRTERwGDzGxr0ijnaXkGJPUBLgD29j49xy8NB35tZtuTnqPrcspnVMhfrrLpQRAELSOmq+qTuWY23c+fBTYEtpL0U6AX0B0Y49cnAaMk3Una8j+Pp4ALJK1LCjBekrQPSX9pqiSAbiTl652AiWY2F8DM3nUbu+E6TWb2iKTVlBS2wdWzgc8kFdSzdwfuNbOPASTdn/Enrz0Ao82sIJVwPfBH4DfAiUBz9oCZClwvqQtwn5lNl7QnsCUwydu+vPdRU5kEXC7pFlK/vu5Bzn7ANM/TnRT05I20Faucnw2MIz0Hf/P0G4AzSP1Qir2BuwoBYOae7Qts6W0EWFlSD1czX4yZjQRGAoxfa1DseBwEQVADIshJFCtRdyP9qj/UzGZIGgwMBDCzUyXtSBJtnC6pn5m9U2zQzG6VNMXzjZF0Mknd+gYz+0E2r6SDKa1eXWoMsJCvlHp29noxJdvj/Cfj92uS3pK0N7Aj5cUtFyuDK32rL+82JvpIyleBmyQNA94DxplZtaKVJVXHzewySQ8BBwKTJe1L6qefm9k1VaDJ4WkAACAASURBVNoupXLe1PHWPKXzZYCdzaxJellBEARtgS3quFNLtSCmq/LpAbzpoxGLv+gl9TazKWZ2ITAfWK9UYUkbA6+Y2RUkscdtgPHAEZLW9DyrStqANKKxp6SNCuluZmKhbkkDgflm9kEZnycChymtKeoBHFSpPTlcRxrhuDMzwlOKV1miDH4I0MV93QB428yuBX4PbAdMBnaV9D+eZ0VJm1Zpe7HquPf/TDP7BWnKa3PSqNSJhTU+kr5U6OMcSqmcvwhsWPAPOA54rIyN8cA3JK3mdRbu2VjgzIy//crYCIIgCGpIjOTk82NgCklJeiYpSIC0OHcT0i/58SSl6lIMAo6V9DnwL+BiM3tX0o+AsZKWAT4nrS+ZLOkU4B5Pfxv4MjAU+IOSGvf/z96dx9lR1fn/f73ZlyAIKoOjEECQnSAJyB4WQUVZBEQEWUQYXECZgZ8oiIA6gxN/gyKCLINBZJdVHAkQloQ9ELKxiRIyLsgyIhLZAvl8/zjn0pXbd+vl9q3u+37y6AfddatOnVO303361KnzfgU4pFGFI2K6pCuAGbneU1toTy03kG5TNbtVdT5wvaQHSNeiMiI0Hjg+t30+cHBEPJ9HkC4rTOg9CfgttZ0K/Lekb+Z6V3xN0o6k0atHgd9ExOt5vtO9+TbRfOAg0nWspZJyfi7wJHBORLwm6TDgKklLkG65/bRewyPiEUnfA+6U9BbpVtmhpFtfP8nv2RKkjudR9coxMxtKZZ4/0w5OIbdelNaEOSMitut0XQabpNHAjRGxUYer8jbPyTGzVu387BUDut/05613bMvPm/fec3sp74N5JMcWIekE0lNFzW5pmZnZMBMlfty7HdzJGSBJuwHfr9o8NyL27kR9BioiTgdOL26TdCI9j7VXXBUR3xvo+SRdC6xZtfnrETGp1v59KHcV0i20ajuXaRQHYIFTyM1siHTb7Sp3cgYo/zIe0C/kssudmQF3aOqU3ZbOYH7izZN+zcy6mDs5ZmZmXcKPkJuZmZmNAF3TyZHTxkupmAU1wHLefn8ljZH08cJrQ359JO0laYOhPKeZWTMR7fkoq67p5FiPvA7MSDaGtCJyJ+1FirEwMyuNWKi2fJRVt3VynDZesrTx7Oi872xJ6+Uyls9tn6aUDL5n3j5a0tS8/3RJW1fVdSngNGD/XK/980sb1LqONdra55RySadLejTv/4Ncpz3ydZ4hae0m7Tczszbotk6O08bLmTb+Qt73HFLKOKSE79tymveOpA7D8uTVoPP++wNnFguKiDdI790VETEmIq7IL/W6jg3q03JKuVKcw97Ahnn/70bEPaRVo4/PdegVM65CCvn/OIXczIaIR3JGtnpp41MlzSb90t8wv15JGz8CWLxBmfcC35T0dWCNHMxYTBufkb9ei8Zp4xfnbbcBvdLGcwekV9p4zrKqThuv1R7onTZ+cP58IGnjh0k6Bdg4J21/mJ608RmkKIo1mpRTSXOvvCeQUsVPyGXcQQrpXJ2Uj3V+bt9VtH5LqNZ1rKc6pXxbUsenOqV8e1In6DXgAkmfIsVvNBUR50XE2IgY+/FlPdBjZtYOI31uRjWnjffUuyxp49DTxmL7RBrxeqK4Y+5QPUsaOVqM1MHoyzmqz1NLyynlEfGmpC1IHdnPkMI5d2qxTmZmQ6rMk4TbodtGcmpx2nhn08brmUSaq6NczmZ5+4rAMxGxkJQUXmuU7WUaB5A203JKeZ5vtGJE/A/wNXoWIBxoHczMBp1vV3WfSjr3LaRfZBUT8gTTOaRORaO08Tn5tsp6wM8j4lHSvJSbldKobwFWi4jngUra+EygMl/kFGBs3vd0Wkgbz8fOAK6mdtp4dXtquQEYRWtp4zsopY1vyaJp4zMkPUya3/Sj3MZDSWnjs0idnvWalF/Ld0idqVn5PfhO3n42KUH8PtIco3/UOPZ20kTj4sTjvqiklM8CVianlAOVlPLZwEJSSvkKwI153zuBY3MZl5OS2B/2xGMzs85wCnkX0whOG+8vdSCl/KZVP+N/hGbWko8+e/mAhk1+v9Fubfl5s/acSaUczum2OTmWyWnjZmY2wrmT0yI5bXxA1Ka08QHUpzQp5V0WCmxmHeQUcqvJaeMDLrtUnUGnlJuZjXzu5JiZmXWJhVHKqTNt406OmZlZl4gu6+T4EXIzMzMbkdzJ4e1Qxjmdrkc7KIV8Htd8TwOQ9G5J9+f1bbZTCmp9TNLtksZKOrN5KWZm5dRtiwH6dpUtQtISEfFmp+vRQTsDj0fEIQCSbgK+FBG359cf7FjNzMysTzyS02NxSedLekTSzTky4QhJ0yTNlHS1pOUA8l/3c/L2KfUKlLShpAfyyruzJK2Ttx9U2H6upMXz9o9Kmp7LnZy3rSzpunz8fZI2ydtPkXShpDskPSXpmMJ5T5T0hKRbScGSle312jNR0n9Jup200vOTSonpSFpM0u+U0sVrtXGipH0LX8/P/19N0pTcxjmStsvbd5V0b27nVTkWod71+7ikxyXdJelMSTfWuya5nk9LWqlw/O8k1QzilLSGpMm5jMmSVpc0BvhP4OO53t8mhXP+VNIESeMLdRgl6WdKq2LPkrRPX9qnQgr5b5xCbmZDJKI9H2XlTk6PdYCfRMSGwN9IMQXXRMS4iNiUtNT/4Xnfk4Hd8vY9GpR5FCnqYAwwFvijpPVJURDb5O1vAQfmTsX5pFDKTelZr+ZU4OGI2AT4JvDzQvnrAbsBWwDflrSkpM1JQZGbAZ8CxhX2r9ceSBEJu0TEsaQ8q8oigbsAM3N6d198FpiU27gpKf7hXaS4i10i4kOkUZF/rXWwpGWAc4GPRcS2wLsLL/e6JjnL6npg73z8lsDTEfFsnfqdlY/bBLgEODMn1J8MXBERYyLi1FzHAyPi+KrjvwW8FBEb5zJu60v7iinkH3MKuZkNEd+u6l5z8y85gIeA0cBGkr4LrETKeKqsk3M3MFHSlcA1Dcq8FzhR0vtIHYwnJe1MCrucppQ9uSzwHPBhYEpEzAWIiL/mMrYldbiIiNskrSJpxfzaryPideB1Sc8BqwLbAddGxCsAkm4o1KdeeyAt+lcJ6byQ1GH4IfB5mmdb1TINuFApKPS6iJghaQdgA+Du3Pal8jWqZT1S8Onc/PVlpNwvqH9NriB1Un5G6uhdQX1bkTqBABeTRnD6Ypd8DnI9XpT0CVpvn5mZtZk7OT1eL3z+FqnzMRHYKyJmSjqUFEhJRByVRwp2J41QjMmLyy0iIi6VdH/eb5KkLwACLoqIbxT3lbQHUGvQr1YXubJfdZ2XqHq9Ws32ZG8HXUbEHyQ9K2knUiBno+iHN8kjgkq/2ZfKZUyRtD2p7RdLmgC8CNwSEQc0KK+i0Z8G9a7JvcAH8qjYXsB3WzhP8fi+UI1jROvtMzMbct22To5vVzW2AvBMHo14+xe9pLUj4v6IOBl4AXh/rYMlrUUajTiTlPi9CSlKYF9J78n7rCxpDdIv6B0krVnZnouZUjm3pPHACxHx9wZ1ngLsrTSnaAXgk83aU8cFpNtWVxZGeGp5mjQyBbAnKTmc3KbnIuJ84L+BD5ESybeR9IG8z3KS1q1T7uPAWkqBmZBu8RXb2OuaREqbvRb4L+CxWh3PgnvoGYk5ELirwb613Ax8pfKFpHfSt/aZmVmbeSSnsW8B9wPzgNmkTgKkybnrkP5ynwzMrHP8/sBBkhYAfwFOi4i/SjoJuFnSYsAC4MsRcZ+kI4Fr8vbngI8ApwA/kzQLeAU4pFGFI2K6pCuAGbneU1toTy03kG77NLtVdT5wvaQHSNeiMiI0Hjg+t30+cHBEPJ9HkC6TtHTe7yTgtzXa8aqkLwE3SXoBeKDw8inUvyZXkG6VHdqk3seQbqcdDzwPHNZk/2rfBX6itPTAW8CpEXFNq+0zM+uEblsMUFHmadHWMZLGAmdExHYdrMOoiJifb4P9BHgyIs7oVH3a5X9W/Yz/EZpZSz7+7OUD6qXMGv3Jtvy82eTpX5Wy9+TbVdaLpBOAq4FvNNu3zY6QNAN4BFiR9LSVmZlZS3y7ahBI2g34ftXmuWVL3m5VRJwOnF7cJulEeh5rr7gqJ5cPiKRrgTWrNn89j9oMaOSmnfU2Mxtuum3isW9XmXWYb1eZWasGertqxhp7tOXnzZh5N5Sy9+SRHDMzsy7RbROPPSfHzMzMRiR3cvpATisvJUkXSNqgj8fM7+e59urruczMyqLbsqt8u8r6RSVKK4+ILwzh6fYCbgQerX6hTNfEzKyWbpt47JGcvnNaefnSyu/I6/ogab6k7+W636ecQi5pzVzeNEnfKRz7drJ4/vqsvKAfkk6X9Gi+pj+QtDUpkHVCru/a+dz/LulOUk7ZXKUVpZH0DqVk9CVr1Nkp5GZmbeZOTt85rbxEaeU1LA/cl+s+BTgib/8RcE5EjCOtPt2QUqzG3sCG+Zp+NyLuIa0EfXxOKa/0TlaKiB1yavkdpLwuSNf36ohYUF2+U8jNrBMi1JaPsnInp+/qpZVPlTSb9Et/w/x6Ja38CGDxBmXeC3xT0teBNSLiVaCYVj4jf70WjdPKL87bbgN6pZXnDkivtPKchVWdVl6rPdA7rfzg/PlA0soPk3QKsHFEvJzbWEnznkGKbVijxfLeIN1Ogp73B2AbUpI55OvUxN+B14ALJH2KFB9RTzHt/AJ6IiIOo3/XxMzMBoE7OX1XK/l7IvCViNiYNKKyDKS0ctKIxPtJIxSr1CowIi4ljfS8Skor34metPIx+eODEXEKtdOvYfDTynu1J1skrRwoppX/pk550CCtHNge+BMprfxgetK8K23fICIOr1NutQXRs/hTsa1Qu71v1yurvHdvkka+ribNw7mpwTmL1+RuYLSkHYDFI2JETlQ3s+FpYagtH2XlTs7gcFp559LKW3U3i6aOV8wDNpC0dB752jmfcxSwYkT8D/A1YEze/2UaB5tCulV4GR7FMbOSiTZ9lJU7OYOjku59C/B4YfsESbOVHjufQuO08jn51sx6wM8j4lHSKNDNSmnbtwCrRcTzQCWtfCY9t0pOAcbmfU+nhbTyfOwM0mhFrbTy6vbUcgMwitbSyndQSivfkkXTymdIepg0v+lHuY2HktK8Z5E6Pes1Kb+ZrwJfljSNlIMFvD0adSUwC7gEeDi/tAJwYz7/ncCxefvlpHT1hyXVm0xzCfBOem6PmZlZBzjWwQZEJUgrL5v8FNmeEfG5VvZ3rIOZtWqgsQ73rLZPW37ebP3M1aW8Z+V1cqzflNLKv0jzW1pdQ9KPgY8BH2/1mKg5ncrMzAbKnZwhJKeVD4jqp5VPGmjZgyUiju50HczM6inz497t4E7OEMq/jEvzC7kdcmdmwB2aOmUPy86gmVlZLOx0BYaYJx6bmZnZiOROjpmZWZcI1JaPVihFEj2RI4BOqPH60pKuyK/fL2n0QNvrTs4gk5PKh7XBfP+q87rMzLqVUvbiT0gPZmwAHCBpg6rdDgdejIgPAGfQew5rn7mTY20jyXO+zMxKZGG056MFWwC/i4inIuIN0ppje1btsydwUf78l8DOeYX8fnMnpz2cVF6+pPJFEsXztlUlXZvbMFMpZbzm+5f3H5Ov26x83DsbbW9EhRTym179XbPdzcyGu38G/lD4+o95W819crTOS0DNOKRWuZPTHk4qL1FSuWokiueXzgTuzG34EPBI3l7r/YN0vb6ey5gNfLvJ9rqKKeQfXfYDrV4HM7MBWYja8lH8wy1/HFl16kb5in3Zp098O6E96iWVfxdYiRSDUHmUvJJUfiVwTYMy7wVOlPQ+UgfjSUnFpHKAZUkp442SyvfJ226T1CupHHhdUq+kcgBJ1UnltdoDvZPKrwd+yMCSyi9UytK6LiJmKAVgVpLKIQV+3lvn+GKi+K/pSSnfiZyinuv7Uh6F6fX+5eu0UkTcmbdfBFxVb3s/2mhm1nbtWnw0Is4Dzmuwyx9ZNL/xfcCf6+zzxzzdYUXgrwyAR3Law0nlPfXueFJ5HxPFof61MDOz/pkGrCNpTUlLke4S3FC1zw305C7uC9wWA8yecidn6DipvENJ5aqfKD6ZFEuBpMUlvaNexSLiJeDFynwg4HOkW101tzdoo5lZxyxs00cz+Y/Nr5BG/R8j/T54RNJpkipTNf4bWEXS70jTD3o9Zt5X/gt16FSSveeR5m2skLdPUJpELNIv3UZJ5QdJWgD8BTgtIv4qqZJUvhiwAPhyRNyX74dek7c/B3yElFT+M6Vk7VdoIalcUiWpfB61k8qr21PLDaTbVK0klV+vlFQ+mUWTyo/PbZ8PHBwRz0s6lJRUvnTe7yTgtzXKXSGXuwzpOlcSxb8KnCfpcNKIzReBZxrU7xDgp3mS9VPAYU22m5lZlv/Q/J+qbScXPn+N3rFAA+IUcms7Oam8oV+veoD/EZpZS3Z/9rIBTaq5edXPtOXnza4DTEdvF4/kWFvJSeVNvTmwZSDMzFrWbdlV7uSUjJxUPiAaBknlZmY2NNzJKRknlQ+47GHZGTQzGwrdNpLjp6vMzMxsRPJIjpmZWZdo12KAZeWRnCEip5MPK5K+lh8Jr3w9v5P1MTMbDAvVno+ycifHhpyGRzr514Dlmu7VgmHSXjOzEcednKHldPLypZPvLOlhSbNzW5fO7XwvcHuub2Xf7+V23Sdp1bzt3bmd0/LHNoVrd56km1k0CNXMrGPaFdBZVu7kDC2nk5crnXwZUgbX/jmDawngizk648/AjhGxY959eeC+3K4pwBF5+49ICx2OI72fFxROsTmwZ0R8tsa5307snfTK7/rYbDMza4WH0YeW08nLlU7+QdJ7UomCuAj4cq5TtTfoSS9/iBSTAamDtoF6FvR7h1LOF8ANEfFqrRMXE3uv/6fPesVjMxsS3fbDxp2coVWdbr0saSRhr4iYqZTFNB5SOrmkLYHdSSMUYyLi/6oLjIhLJd2f95sk6Qv0pJN/o7ivUgjaUKST92pPtkg6uaRiOnmjFZHrppNL2p7U9oslTQBeJKWTH9CgvIq+jLEuKKThFq/DYsBW1Z2Z3On5B2Zm1jG+XdV5TifvUDo58DgwurIviyaIv0zj0NGKm0nJuuTzjWmwr5lZR3UqhbxTPJLTeU4n71A6eUS8Jukw4CqlJ6CmAT/NL58H/EbSM4V5ObUcA/wkX7slSB3Ao5q0x8ysIxZ2WVaeU8itY+R0csBzcsysdXv+5dIB9VJ+udqBbfl5s+8zl5Sy9+SRHOsIOZ38ba8sVsqfDWY2AnXbX1Tu5AwTcjr5gMjp5GZmXcednGHC6eQDLntYdgbNzAZTmScJt4M7OWZmZl2izDlT7eBHyM3MzGxEcicnk1PCS0nSBZI26MdxYyR9vPD1HnmyM5L2aqXMRmWYmQ1Hzq6yrqcSpWZHxBci4tF+HDoGeLuDEhE35MnOAHuRoh8GUoaZmZWcOzmLckp4+VLC78jr6SBpvmongS/yXkhaCjgN2D+fe39Jh0o6S9LWpMDTCfm1tavO8S5JTzcqI++3hqTJ+T2ZLGn1wrU4U9I9+T3Zt3erzMw6I9r0UVbu5CzKKeElSgmvoV4S+CLvRUS8kbddERFjIuKKSgERcQ9ppeXj82u/r3WiRmVkZwE/z+/JJcCZhddWI4WefoKqx+QrVEghn+wUcjMbIgvVno+ycidnUfVSwqdKmk36pb9hfr2SEn4EsHiDMu8Fvinp68AaOcixmBI+I3+9Fo1Twi/O224DeqWE5w5Ir5TwnEFVnRJeqz3QOyX84Pz5QFLCD5N0CrBxRLyc21hJCZ9BipBYo8XyqpPAR+fPW30vBtNWwKX584tJ71HFdRGxMN9mW7XWwRFxXkSMjYixOy/3gVq7mJnZAJVm7kVJOCW8p95lSAmvVjMJvNZ70cdy364/sEw/6gWLXu/ie1Liv3HMrNt02zo5HslpzinhnUsJb0md96JRinj1a8X679tgv6J7SLcEIV3Hu/peczMzayd3cpqrpGrfAjxe2D5B0mylx86n0DglfE6+NbMeaR7Ho6R5KTcrpVffAqwWEc8DlZTwmUBlHsgpwNi87+m0kBKej50BXE3tlPDq9tRyAzCK1lLCd1BKCd+SRVPCZ0h6mDS/6Ue5jYeSUsJnkTo96zUpv5la78XtwAaVScNV+19OSi9/WNLawA+AL0q6ByhOrm5UxjGkW3GzgM8BXx1gG8zM2q7bJh47hdzqklPCh8Rl721PKrCZjTwH/Hlgad8/++eD2vLz5rA//aKUt+Y9J8dqklPCzcxGnDI/CdUO7uQMEjklfEDklHAzs7brtonH7uQMEqeED7jsYdkZNDOz8nInx8zMrEt020iOn64yMzOzEcmdnCGkEZx0DiDpm4NY1kqSvjRY5fXj/IsklRfzrczMhqtQez7Kyp0c6xM1Tiiv2clR0tfvtZWAPndylINOB0GrSeVNDWKdzMwGZGGbPsrKnZyhNyRJ59WjRpKOyxlSlVGJH+ak7DmStsjbl1dKNZ+WF8rbM28/VCkt/FekBQx7pYtLOh1YNm+7JJ//MUlnA9OB9yunk+cy95U0MX++qqRrcztnKiWFnw6sncubIGm8pBsLx5+VYylQSg0/WdJdwH5KyeI3SXpIKaer7mKDqpEmrhpJ5Xn3/fJ1/q16EtUXz/Wblsv4l7x9vKTbJV0KzG7+bWFmZoPNnZyhNyRJ5y3UY/mI2Jo0WnJh3nYicFtEjAN2JP2SXz6/thVwSETsRI108Yg4AXg1J3ZX1tb5IGmF580iYl6DupwJ3Jnb+SHgEeAE4Pe5vONbaM9rEbFtRFwOnAccHRGbA8cBZzc4rleaeIOk8iUiYgvga8C387bDgZfyNRsHHKEcy0FKhj8xInqNCMkp5GbWAd02kuOnq4ZevaTz75Ju0Yyi51H0Srr2lcA1Dcq8FzhR0vtIHaYnpaY3SS+Dt0M03yFpJWBXYA9Jx+V9lgFWz5/fUkhFnwZcqJR/dV2hPdXmRcR9zSoC7EROPM8ZWS9JemcLxxVdASBpFLA1cFXhGizd4LitgE/lzy8G/rPBvpX3oJiAviuwiaRK5tWKpI7sG8ADlUT5ahFxHqkz5hWPzczaxCM5Q69WavhE4CsRsTFwKjkJOyKOImVcvZ+UAbVKrQIj4lLSSM+rpKTznVg0WRt6p2tX/2INUmL2Pnn0YkxErB4Rj+XXiwnlU4DtgT+R0sUPrtPWf1R9XTxnX9O+m7Wncq7FgL8V2jAmItbvw3kadTgq710x7V2kUaPKudaMiJur6mRmVgrdll3lTk45tCPp/FngPZJWkbQ08Imqw/bPx25Lut3yEmkE6WjlIRBJm9U5X610cYAFuQ31PCtp/TwJubj432RShERljss76J0APo8Ulrm0pBWBnWudIKezz5W0Xy5PkjZtUKd6aeKNEsiLJpHCPSvJ6+sWbvGZmZXKQrXno6zcySmHdiSdLwBOy+XeSO/E8ReVUrd/Ss8coO8ASwKz8jm/U+d846lKF8/bz8vHXlLnuBNyXW4Dnils/yqwo6TZpFtBG0bE/wF354nNEyLiD8CVwCzS3JmH65wDUmflcKUk90eAPRvsWy9NvDqpvJ4LgEeB6fmanYtvA5uZlYJTyLuQpDuA4yLiwU7XxTwnx8xaN9AU8jNWb08K+bH/6xRyM6vhz0uU8meDmdmw507OMKJBSjqPiPGDVqlhQm1MUDczGy7K/Lh3O7iTM4x0Q9J5u7QzQd3MzMrJnRwzM7Mu0W0TAN3JMTMz6xJlfty7HZo+Qi4nZ/elrI4mZw81SV9TztkaovONlvTZNp9jSNtkZmbt0xXr5Kh7krOH2teAIekQ5PdwNCk3qy/H9fXaDlmbzMyGWrdlV7X6S9zJ2ZQqObvWuZF0UOGanlv5BS9pvqTv57JvlbRFvp5PSdoj79MoTfsOSb+U9Hi+TpJ0DPBe4HZJtzeoayvnXkbSz5QWPnxY0o613sN8fbfL7Ts2v19TJU3PH5Xr0DQBPH/f/DpfvzmS9q/VJkkH5HrNkfT9wvHzJX0vH3+fpFXz9ncr/XuYlj+2qXdtzMysvVrt5Dg5u7dOJmf3Orek9UkrH2+T2/gWPRERywN35LJfBr4LfIQUrXBa3qdRmvZmpBGODYC18jnOBP4M7BgROzaoayvn/jJAzu46ALhIUiWbqvgengBMzdf3DOA54CMR8aHc9jML562bAJ59FPhzRGwaERsBN1W3SdJ7SY/s7wSMAcZJ2qvQrvvyezAFOCJv/xFwRr6O+5BWRO5FhRTy++Y/2eDymZkNnm7Lrmp14rGTs3vrZHJ2rXN/DtgcmJbLWJbUCYCUiH1T/nw28HpELFCKURidtzdL0/5jruuMfEwl46mZVs69LfDj3J7HJc0D1s2vFd/DaksCZ0mqdOrWLbxWNwG8UJcf5NGZGyNiao19xpE6aM8DKMVVbA9cl9tVGaV7iNRxA9iFlLFVKeMdklaIiJeLBRdTyP//Nq1AamZWbWGpuySDr9VOTnVy9rKk5Oy9ImJmvgUzHlJytqQtgd1J+UZjcg7RIiLiUkn35/0mSfoC8Fv6n5z9RPGFXIdFkrMlbZ/Pd7FSHtLPa7S1o8nZfSy/SMBFEfGNGq8tiJ78joXk9zMiFqpnvlIlTXuRdXgkjad2cnqrWj13PY2SvI8lBZFuSrqGr7V4HBHxW0mbAx8H/kPSzRFxWtVujepVbFfxmiwGbBURrzY6v5mZtd9AJh47Obtzydm1zj0Z2FfSe/L2lXObW9WfNO1Wk7qbmUL+HpK0Lmkk7oka+1Wfb0XgmYhYSArXbHmScb4V9UpE/AL4AT3fD8Vz3A/sIOldSvObDgDubFL0zcBXCucZSMfVzGxQeeJx65yc3bnk7FrnfhQ4iTTJehbpfVmtQRnV+pOmfR7wGzWYeNyis0mT22eTbuEdGhGv19hvFvBmnux7bD7uEEn3kW5VNRy9qbIx8ED+/juRNFcICm2KiGeAkamzkgAAIABJREFUbwC3k76Pp0fE9U3KPQYYqzR5+1HS3DMzM+uAYZNCLidn2wjlOTlm1qp/G2Da92lrHNiWnzcnzxtYOnq7eMVjsw5zD8fMhkqZby21Q9s7OXJydr9pGCVn50nk1U+EfS4iaq5TM1QkrUKar1Rt51oT4s3MbORoeyfHydn9N5ySsyNiy07XoZbckfHkXzMznF1lZmZmNiJ4To6ZmVmX6LbFAD2S0w9yMntfyhqSZHZJEwurNZe+XDOzTui2WAd3crqUnMxuZmYjnDs5/edkdsqTzJ7tkvf7raRP5DIbJZXfKenKvP/pkg7M13+2pLWblFsvOb3mdjOzMui2FY89J6f/1gEOiIgjlMJIK8ns5wMohZceTgqerCSz/0kpVLSeSjL7JZKWIsUUrNqkHstHxNZKuVwXAhvRk8z++Xy+ByTdmvffCtgkIv4q6d9IyezfyyMny0XEVElfqeRoSRpNSmY/LCK+lLfVq0slHX3vXN4o0orRGxXKG9+kPa9FxLZ538nAUTm8dUvSCsc7NTh2NLADsDZwu6QP0JNU/pqkdUghr2Pz/psC6wN/BZ4CLoiILSR9FTialLxer9y3k9Nz5+tmpUiKmtsjopirhaQjgSMB9nnnFnx41DpNLouZmfWVOzn952T23jqZzA5wZc6xelLSU6S4kLnUTyqflqMbkPR7Uu4UpITy4ghMrXLrJafX2z6rWNFiCvkPvOKxmQ0RTzy2VtVK5p4IfCUiNgZOJaeOR8RRpFyp95Pys1apVWBEXArsAbxKSmbfieZJ5o2S2cfkj9Uj4rH8+iLJ7MD2wJ9IyewH12lrR5PZCx/rNym71rUoJpWPBZYqvF58DxcWvl7Ion8A1LvGtXTZKhRmZuXlTs7gcjJ755LZIc3jWSzPp1mLlGTe76TyJuXWS05vNVHdzGzI+ekqGwgns3cumR1SZ+JO4DekuTyvMbCk8mbl1kpObzVR3cxsyHXbxONhk0JuvcnJ7COC5+SYWauOG2AK+XGjD2jLz5sfPH1ZKW/Ve+KxWYctKOWPBjMbico48VjSyqSR79HA08CnI+LFGvvdBHwYuCsiqqdu1OTbVR0gaTeldWOKH9f2tZyIGN9toziSTqxx7U7sdL3MzKzfTgAmR8Q6pLmdJ9TZbwJpbmXLPJLTAU5m77/hlMxuZlY25RvHAdJ8y/H584uAO4CvV+8UEZNbWGttEe7kmJmZdYmSThJetbJmWUQ8I+k9g1WwOzlmZmY2IMVV3LPz8qKnlddvBf6pxqFtnW7gOTmDTE4o70tZQ5VQvpekDQpfnyZplz4cv0jelpnZcBXt+i/ivIgYW/g4b5HzRuwSERvV+LietPbaagD5/88NVnvdybFeNPISyvcC3u7kRMTJEXFrg/0HVT/qa2bWTW4ADsmfHwJcP1gFu5PTHk4opxwJ5fk8e5AWZJyRj5soad9Cuf8u6V5JD0r6kKRJkn4v6ahCUe/I9X9U0k8rHTpJu+Zjp+frN6pWfZt9w5iZDYWSLgZ4OvARSU8CH8lfI2mspAsqO0maClwF7Czpj5J2a1aw5+S0hxPKe+tIQnlE3CPpBuDGiPhlnTr+ISK2knQGKX9sG1Km1iOklaQBtiCNBs0DbgI+pbQY40nALhHxD0lfB/6VtEL1IvWtpsL9671W3oItnEJuZkOgjOvk5JXxe0X85CVSvlD4eru+lu1OTns4oby3TieUN3JD/v9sYFREvAy8LOm1QsfzgYh4Kp//MlLa+Gukjs/duR5Lkd6nRepbSzGF/D/W8IrHZmbt4E5Oe1QnlC9LGiHYKyJm5lsw4yEllOeRiN1JOVJjcq92ERFxqaT7836TJH0B+C39TyhfJDQy12GRhPI8ArQ7KaF8QkT8vEZbO5pQ3sfy6ymmj1cnk1f+jdS7lrdExAF1yu1PTpaZWdt0219UnpMzdJxQ3rmE8urz9McWktbM7dofuAu4D9hG0gdyPZZTSh43M7MScCdn6DihvHMJ5ZcDxytNtF67wX6N3EuaDDcHmAtcGxHPA4cCl0maRer01JwAbWZWBguJtnyUlVPIRyg5oXzY8JwcM2vVN+YNLIX8X0bv15afN+c+fVUpo4Y9J8esw8r8V5CZjSwljXVoG3dySiY/9//9qs1zI2LvWvvXExHjB61Sw4RSGnn1mjRX5VBPM7OuF132R5U7OSXjhPL+c0K5mZkVuZNjZmbWJbrtdpWfrjIzM7MRyZ0cKzVJpxRWZx6SMpXyxB6RtFDS2CZljZV0Zp3Xnpb0roHW18xssLQrhbysfLvKrLc5wKeAc5vtmB/R92P6ZjYs+HaVWT9I+pakxyXdIukypUT0mknhktaQNFkpTX2ypNWblZ+P61WepBXziEklFXw5SX+QtGS98zcTEY9Vx140qNPbyel55emb86KD55JiH8zMrEPcybEBy7d09gE2I42AVG7xnAccHRGbA8eRksIBziKt2LwJaWXjmrd7auhVXo6qmAnskPf5JCk9fUGD87fLt4G7ImIzUvRG3c6bpCMlPSjpwWnzf9fmapmZJQsj2vJRVr5dZYNhW+D6iHgVQNKvSOGa9ZLCtyJ1hgAuBv6z2QmaJI9fQYq9uB34DHB2G5LKW7E9uV0R8WtJL9bbsZhC/r01DizvTwgzs2HMnRwbDLVuy/QlKbyVX/KNyrsB+A9JKwObk3Kzlu/D+QeTOyxmVlrd9gPKt6tsMNwFfFLSMnkEZXfgFeonhd9DGnGBFLR5V7MTNEoej4j5wAOkENEbI+KtfiSVD4Yp5IR5SR8D3tnm85mZ9Um3BXS6k2MDFhHTSKMpM4FrSE8bvUT9pPBjgMNycvfnSAnlrWiUPH4FcFD+fyv71yVpb0l/JN1W+7WkVlegPhXYXtJ0YFfgf1s8zszM2sAp5DYoJI2KiPmSliONaBwZEdM7Xa/hwHNyzKxVJ867ZEBPbR6wxl5t+Xlz2bzrSvk0qefk2GA5T9IGpAnHF7mD07rXS/mjwcxs+HMnxwZFRHx2IMd3IkFc0k+Abao2/ygiflZj30FJhzcz66RuWwzQnRwrhU4kiEfEl/uwr9PhzcyGGXdyzMzMukSZn4RqB3dyzMzMukSZwzTbwY+QdwFJoyXN6XQ92qEdKeVmZjYyeCTHuoqkJSLizU7Xw8ysE7pt4rFHcrrH4pLOl/RITspeVtIRkqZJminp6rzGDZL2kzQnb59Sr0BJG0p6QNKMnCi+Tt5+UGH7uZIWz9s/Kml6Lndy3raypOvy8fdJ2iRvP0XShZLukPSUpGMK5z1R0hOSbgU+WNherz0TJf2XpNuBCZKelPTu/Npikn4n6V112jhR0r6Fr+fn/68maUpu4xxJ2+Xtu0q6N7fzqrwCtJmZdYA7Od1jHeAnEbEh8DdSavg1ETEuIjYFHgMOz/ueDOyWt+/RoMyjSI9cjyElj/9R0vqksMxt8va3gANzp+J8YJ9cbuVx8VOBh3Mi+TeBnxfKXw/YDdgC+LakJSVtToqEqCSejyvsX689AOsCu0TEscAvyPELwC7AzIh4oeHV6+2zpLTzMcCmwIzcUTopn+dDpJWf/7XWwcUU8ukvO4XczIZGRLTlo6x8u6p7zI2IGfnzh4DRwEaSvgusBIyi5xHpu4GJkq4kxTTUcy9woqT3kToYT0ramRSSOS2nfy8LPAd8GJgSEXMBIuKvuYxtSR0uIuI2SatIWjG/9uuIeB14XdJzwKrAdsC1EfEKgKQbCvWp1x5Ia+68lT+/ELge+CHweaDXujgtmAZcKGlJ4LqImCFpB2AD4O7c9qXyNeqlmEJ+8miveGxmQ6Pbnq7ySE73eL3w+VukDu5E4CsRsTFpRGUZgIg4ijQi8X7SCMUqtQqMiEtJIz2vApMk7URKJL8oIsbkjw9GxCl5e61/XbXW+63sV6vOxder1WxP9o9Cvf8APJvruyXwmzrlAbxJ/nei1HNZKpcxBdge+BNwsaSDc1tuKbR9g4g4vE65ZmbWZu7kdLcVgGfyaETl9g2S1o6I+yPiZOAFUmenF0lrAU9FxJmkgM5NgMnAvpLek/dZWdIapBGNHSStWdmeiykmd48HXsgJ4vVMAfbOc4pWAD7ZrD11XEC6bXVlYYSnlqdJI1OQAj6XzHVdA3guIs4H/hv4EHAfsI2kD+R9lpO0bpN6mJkNmYVt+igr367qbt8C7gfmAbNJnQRIk3PXIY1MTCali9eyP3CQpAXAX4DTIuKvkk4Cbpa0GLAA+HJE3CfpSOCavP054CPAKcDPlBLJXwEOaVThiJgu6QpgRq731BbaU8sNpNtUzW5VnQ9cL+kB0rWojAiNB47PbZ8PHBwRz0s6FLhM0tJ5v5OA3zY5h5mZtYFTyK0rSRoLnBER23W6Lp6TY2atOu3pgaWQf2L13dvy8+bG//11KaOGPZJjXUfSCcAXaX5La0i81WUTAc2sc7pt4rE7OdaURlgCd0ScDpxe3KYOpKCbmVl7uZNjTXVDAncnUtDNzIZat01R8dNVZmZmNiJ5JMfMzKxLlPlx73bwSE4byenfI1J+Xz/b4n4j8v03MxsO3MmxISGplKOGlfDQPhpNyq4yMxtWok3/lZU7Oe3n9O+SpX9LelrSyZLuAvaTtLakmyQ9JGmqpPUKdThT0j35WlTqczqwXa7DsXnEZmo+93RJW9c7t5lZJy0k2vJRVu7ktJ/Tv0uU/l3wWkRsGxGXk4Iyj46IzYHjgLML+61GChH9BD2PnZ8ATM35VGeQV2/O594fOLNZI1RIIX/YKeRmZm1RylsII4zTv0uU/l1wRW7HKGBr4Kp8LMDShf2ui4iFwKOSVq1T1pLAWZIqncumeVXFFPITR3+2vH8GmdmI0m2PkLuT037VSdrLktKy94qImTnraDyk9G9JWwK7k0YoxkTE/1UXGBGXSro/7zdJ0hfoSf/+RnFfSXswNOnfvdqTLZL+LamY/t1oxeG66d+Stie1/WJJE4AXSenfBzQor1qlXosBf8sjQ7UUr0W9ZcuPBZ4ljSwtBrzWh3qYmVmb+HZVZzj9uyTp37nNcyXtl4+VpE2bHPYyi4Z/rgg8k0d8Pgf0ZzKzmVnbdducHI/kdIbTv8uV/n0gcE6+fksCl1P/2gPMAt6UNJM0inU2cHXuKN1eqKuZWamU+UmodnAKuQ0plSj9uyw8J8fMWvW9py8dUNr3+Pft0pafN3f88VankFt3U8nSv8vila5bg9TMOmVhlw1suJNTYnL694BIuhZYs2rz13PgqJmZjXDu5JSY078HXPaw7AyambVLd43juJNjZmbWNcr8JFQ7+BFyMzMzG5HcyRlCGsGp1BrGqeQ5y6pmhlad/ce3kk8l6VBJZw2sdmZmg6fb1slxJ8c6QiVNJW/ReFIUhJmZlZg7OUPPqeQlSyXPjs77zlZPCnmvayJpNCkg9dh8zu0kvTu3c1r+2KbJuczMOiIi2vJRVu7kDD2nkpczlfyFvO85pCRyqHFNIuJp4KekBQ3HRMRU4Ef563Gk9/OCZpVWIYV89su/72OTzcysFcP5lsFw5VTycqaSV67vQ6ROGzS+JkW7ABuoJ8X8HUr5XnUVU8iPHf2Z8v4ZZGYjSpnnz7SDOzlDz6nkPfUuUyp5pY3F9jW6JkWLAVtFxKvFjYVOj5lZKXRbdpVvV5WDU8lLkkpepd41qU4hvxn4SuULSWP6cS4zMxtkHskpB6eSlyuVvOIUal+TXwG/lLQncDRwDPCTvN8SpM7RUX08l5lZ25V5knA7OIXcOkpOJfecHDNr2RlPXz6g++BjV9uuLT9vHnxmainvz3skxzpGTiUH4Pl4o9NVMLMu4YnHVlpyKvmAyKnkZtbluu3ujTs5w4hTyQdc9rDsDJqZWf+4k2NmZtYluu12lR8hN8skrSTpS52uh5mZDQ53cqzflLOwRlAdVgLcyTGzESva9F9ZuZNjdeVwyoeUwkSPzNvmSzotr7C8laTNJd2Z95skabW8X82QzjrnmSjpp5KmSvqtpE/k7YtLmpDLmSXpX/L28ZJul3QpaR0eJB2c95kp6eK8rWZwpuqHjp4OrK0UvDlB0ihJk9UT3Llnoc7fkvS4pFskXSbpuLx9bUk35esxVTns08ysDBZGtOWjrDwnxxr5fF5UcFlSBtbVwPLAnIg4Oa9ofCewZ16Ab3/SpOHPkzK0zgdQyrE6HPhxg3ONBnYA1gZuz6sVHwy8FBHj8qJ+d0u6Oe+/BbBRRMyVtCFwIimM9IXCKs6V4My7JK1OmrS9fn5tPWBH0kKFT0g6Bzghlzkm13sJYO+I+LtS6Od9Shldm5MyrTYj/RuaTsq8gpRHdVTOD9sSOBvYqfVLbmZmg8WdHGvkGEmVJ5LeT0pQfwu4Om/7ILARcEvOaVoceCa/1iiks5YrI2Ih8KSkp0idkF2BTSTtm/dZMdfhDeCBSsgoqRPxy0qCeSF0tFFwZq3Q0WoC/l0pG2sh8M95v22B6ytZVZJ+lf8/CtgauKpwzqWrC837HgkcCbDFymNYZ1T1k+1mZoOvzLeW2sGdHKspZzXtQgqefEXSHcAywGuFjCkBj0TEVjWKmEj9kM5aqv/lRS7/6Op1bHLd/lHcVON4aBycWS90tOhA4N3A5hGxQNLTpGtQb2XPxYC/VUaCGimmkB+0xqe666eOmdkQ8Zwcq2dF4MXcwVkP+HCNfZ4A3i1pKwBJS+ZbR9C3kE6A/SQtJmltYK1c9iTgi7kMJK0rafkax04GPi1plbxf5XZVX4Mzq4M3VySFfy6QtCOwRt5+F/BJScvk0ZvdAXJ451xJ++XzSdKmLbTdzGxIlHFOjlKA9C2Snsz/f2eNfcZIujfPEZ2Vp0c05U6O1XMTsIRS6OR3SMnei4iIN4B9ge9LmkkK69w6v1wJ6bwFeLyF8z1Bmt/zG9KcltdICeWPAtMlzQHOpcaIS0Q8QpoLdGeux3/ll44BxuZ/EI/SJDQzIv6PNO9njqQJwCX5+AdJHbXH837TSMGiM4FrgAeBl3IxBwKH53o8QkpMNzOz+k4AJkfEOqQ/Wk+osc8rpADmDYGPAj+UtFKzgh3QaR0naSJwY0T8stN1aZWkURExPz81NgU4MiKm96cs364ys1b9Yt41AwrCXO8949ry8+bx56b1u16SngDGR8QzSk/o3hERH2xyzExg34h4stF+npNj1j/nSdqANEfnov52cMzMhlJJH/deNSKeAcgdnfc02lnSFsBSwO+bFexOjg0Z1Q/fPLQD1RmQiPjsYJX1l4X/aL6TmVmJFZ8Yzc7LD1hUXr8V+Kcah57Yx/OsBlwMHJKfyG3InRwbMu0M3zQzs+ba9Qh58YnROq/vUu81Sc9KWq1wu+q5Ovu9A/g1cFJE9JonWosnHpuZmVkn3QAckj8/BLi+egdJSwHXAj+PiKtaLdidHDMzsy5RxkfISZE6H5H0JPCR/DWSxkq6IO/zaWB74NAcvTOjhWVBfLvKzMysW5RxxeO8fMfONbY/CHwhf/4L4Bd9LbttIzmSRue1TUYkSd8cxLJWkuT060GQe/5ndroeFZLmd7oOZmbdyrerGsgBjfXU7OTkVW77el1XAvrcyZG0eF+PKRw7IkfxIuLBiDim+Z79N5DrbmbWSREL2/JRVu3u5Cwu6fy8DPPNkpaVdISkaZJmSro6L6aGpP3ySrMzJU2pV6CkDSU9kO/HzZK0TvWokaTjJJ2SP79D0g8l3ZPL3yJvX17ShbkuD0vaM28/VNJVSqGLN0taTdKUfL45kraTdDqwbN52ST7/Y5LOJiVSv7/4F7ykffOCd0haVdK1uZ0zJW1Nuv+4di5vgqTxkm4sHH+WUv4Tkp6WdLKku0hRCGtLuknSQ5KmKkUw1Lt2EyX9l6TbSasUj5L0M0mz87Xcp8Gx8yV9L9f5Pkmr5u1rSJqcj5+slPZdOdeZ+bo/pZ6QzXrlH5/fi1mSTs3bKtd1ke+h/Nq4vO+9+ZrNydvfvnaSTsnv8R25DscUzndQ4fvo3ErHRdKuuczp+ftgVF+uu6Q18/HTJH2nUZvNzKy92t3JWQf4SV6G+W/APsA1ETEuIjYFHgMOz/ueDOyWt+/RoMyjgB/lEMSxwB9bqMfyEbE1abTkwrztROC2iBgH7AhMUE8u0lakZ/B3Aj4LTMrn2xSYEREnAK9GxJiIqOQyfZA063uziJjXoC5nAnfmdn6ItPT/CcDvc3nHt9Ce1yJi24i4nPTI3tERsTlwHHB2k2PXBXaJiH8jRS+8FBEbR8QmwG0NjlseuC/XewpwRN5+Fqndm5BiEIq3ilYjJXZ/gjyRrBZJu5K+V7YAxgCbKyV/Q+3vIYCfkeIftiIFbNazHrBbLvvbSvla6wP7A9vk9/Ut4EBJ7wJOytfnQ6S4hn8tlNXKdf8RcE7+vvpLgzYfKelBSQ/+aX4r38JmZgO3kGjLR1m1+5bF3IiYkT9/CBgNbCTpu6RbNKNIIYwAdwMTJV1JygOq517gREnvI3WYnpSariZ9GUBETJH0DqW8i12BPSQdl/dZBlg9f35LRPw1fz4NuFApJPK6QnuqzWvxuf2dgINzfd4CXlKNMLImroAULUDKirqqcA2WbnLsVYUU8V2Az1ReiIgXGxz3BlAZXXqINAMeUofwU/nzi4H/LBxzXV6s6dHKyE8du+aPh/PXo0idm/+lxvdQfv9WiIh78vZLSR2pWn4dEa8Dr0t6DliVNMFtc2Bavm7LktZl+DCwASm/CtKKmvcWymrlum9DT0fsYuD7tSpVXFNil/fvVt6fEGY2onRblFO7OzmvFz5/i/TLZCKwV0TMzLdgxgNExFGStiQlOs+QNCbPuF5ERFwq6f683yRJXwB+y6KjUstUH1bjawH7RMQTxRdyHd5egjZ3jLbP57tY0oSI+HmNtlYvW1s8Z3V9mnmTxu2pnGsx4G95NKJVxXqK3temngXR86/jLep/7xTLK77/jXqiAv4jIs5dZKM0mtrfQ33JSKk+fol8/EUR8Y2q832S1ME9oE5ZrV737vopYmZWUp2YeLwC8EweGanc6kHS2hFxf0ScDLwAvL/WwZLWAp6KiDNJCwhtAjwLvEfSKpKWpvdf9fvnY7cl3Z55iTSCdLTyn+KSNqtzvjWA5yLifOC/SbeYABbkNtTzrKT1lSYh713YPhn4Yi57caUVHF/O16ViHrCBpKUlrUiNR+sAIuLvwFxJ++XyJGnTBnWqdjPwlUJb+zqiBHAPPaNBBwJ39aOMScDnC/Nf/lkNskvyiNPLkj6cN32m3r51TAb2rZxD0sr5fb4P2EbSB/L25SStW+P8ja773Sx6PczMSqPbbld1opPzLeB+4Bbg8cL2CUoTYOeQ5nzMrHP8/sAcSTNI8y1+HhELgNNyuTdWlQvwoqR7gJ/SMwfoO8CSwKx8znqTRMeTRpYeJt2G+FHefl4+9pI6x52Q63Ib8Exh+1eBHSXNJt1+2TCPWN2tNLF5QkT8AbgSmEWa5/Iw9R0IHK6UyPoIsGeDfat9F3hnPu9M0tykvjoGOEzSLOBzpPb1SUTcTLrldG++Lr9k0U5fLYeTQjLvJY3MvNSH8z1Kmntzc673LcBqEfE8cChwWd5+H+l7rJZ61/2rwJclTQNWbLVOZmY2+DTS789JugM4Li8qZCOEpFERMT9/fgKpk9LnDlYZeE6OmbXq1j9M6svt+l7++Z0btuXnzZ9efGRA9WqXEblWinWF3SV9g/Q9PI80AjMsvfTWq52ugpnZiFTaTo6k3ej9ZMrciNi71v71RMT4QavUMCHpRGC/qs1X5RTwZsfeT+8ntD4XEbMHoV4bk544Kno9Irbsa1kRcQX5aSczM2vNIORMDSsj/naVWdmNe+/2/kdoZi2Z9ucpA7ot9E8rrd+Wnzd/+dtjpbxd5VgHMzMzG5FKe7vKzMzMBle33b0ZtiM5csp5X8rqqpTzvFxAKSjlZo3tdD3MzLrRsO3kjARyynlb5Jyytulk28zMBsKLAQ4vTjlnxKScN0r/PjVvn62etO93S7olbz9X0jylgE0q1ya38w5Jv5T0eL6WlRWuN5d0Z27XJEmr5e310sWr21bv/V1W0uW5vVeQYijMzEohItryUVbDvZPjlPPehl3KuZqnf7+Qt5+T6wDwbdL1/RBwLT3hqtU2A75GCt5cixTbsCTwY2Df3K4Lgcrj9Y3aW2xbvff3i8Arub3fIwWB1mrz2ynkz7/yTK1dzMxsgIb7sLtTznsbjinnzdK/K+/XQ/Qknm9LzgSLiJsk1Sv7gYj4Y27PDNL3yN+AjYBb8vkWJ+WpNWtvsW313t/tSR1NImKWUjxEL8UUcj9CbmZDpdvWyRnunRynnNeuTzNlSzkXjdO/K+9zMf281TUZ6qWQPxIRWy1SiRSW2qi91W2r9f6CU8jNzEphuN+uqsUp58Mv5byl9O8qdwGfzvvvCvRltOoJ4N2StsrHLylpwz62t977O4X8fSdpI9L3j5lZKXhOzvDnlPNhlnLex/TvilOBXSVNBz5GugYvt1KpiHgD2Jc0gXgmMIN0mwpab2+99/ccYFRux/8HPNBKnczMhkK3PV3lWIcBklPOOyKPqL0VEW/mEZlz+nhbrTQ8J8fMWjXQWIcVR63dlp83L83/fSljHYb7nBzrXqsDV+bbdW8AR3S4Pv328Au/73QVzKxLdNvARtd2cuSU835TCVLOI+JJ0uPhZmZmNfl2lVmHLbHUP/sfoZm15M03/jSg20KjlluzLT9v5r8yt5S3q0bixGMzMzOz7r1dZWZm1m2ixE9CtUOfRnLk5O++lNVtyd9fU84JG6LzjZb02UEsq6Xva0mnSdqlweuHSjprMOplZjbYFka05aOsuu52lUZw8neHfQ0Ykk5Ofg9Hk3K/+nLcgK6tpMUj4uSIuHUg5ZiZ2dDoTyfHyd+UKvm71rmRdFDhmp5b+QUvab6k7+eyb5W0Rb6eT0naI++zeK7ztPx+/EveXjPVW9IxwHuB25UsFBPIAAAG9klEQVRSuuvVtZVzL6Oe5PKHJe1Y6z3M13e73L5j8/s1VSmVfHrhOoyXdLukS4FGT3AtIemi3N5fFr6Hq9+biZL2za+Ny9+DM/O1Lq4qjaTdlZLV39XgvGZmQ8YrHjfn5O/eOpn83evcktYnrdy8TW7jW/REXCwP3JHLfpm0KvFHSNEQp+V9DifFU4wDxgFHSFozv9Yr1TtHYPwZ2DEiaq5q3IdzfxkgIjYGDgAuklTJ1iq+hycAU/P1PQN4DvhIpFTy/fN1qdgCODEiNmhQtw8C50VKD/87i47CFd8bACQtRQoy/Wq+9rsArxZe3zvX8eMR8UL1yVRIIV+4sDqWzMzMBkN/Jh7PDSd/V+tk8netc38O2ByYlstYltQJgLRw3k3589nA6xGxQCkGYnTeviuwSWXEAliR1Ll9g9qp3ne12MZWzr0t8OPcnsclzQMqOVbF97DaksBZkiqdumL21QMRMbdJ3f4QEXfnz38BHAP8IH99RY39Pwg8ExHTcl3/Dm8HdO5I6qzvWtleLQop5H6E3MyGSrdNPO5PJ8fJ37Xr00w7k7+rCbgoIr5R47UF0TO2uJD8fkbEQvXMVxJpJGlS8UBJ46md6t2qVs9dT6Mhj2NJQaqbkq7hay0eV1Hr+6nR8Y0S1p8ijXKtCzjuw8xKo8y3ltphsCYeO/m7c8nftc49GdhX0nvy9pVzm1s1Cfhi5VpIWrdw26+e6vb2VzHFe13SSNwTNfarPt+KpJGVhcDngL5OMl5dOZWcdJus2ejU48B7JY3LdV2h0FGbB3wK+LmkDftYDzMzGySD1clx8nfnkr9rnftR4CTSJOtZpPdltQZlVLsAeBSYnq/juTQfsTkP+I0aTDxu0dmkye2zSbeJDo2I12vsNwt4M0/6PTYfd4ik+0gjKH2d6PJYPn4WsDIpTbyunGS+P/Dj/D7dQmF0Lo8mHki67bh2H+tiZtYW3TbxeFjGOsjJ3zaCeE6OmbVqoLEOS7bp582CAdarXbzisZmZWZfotr+ohnQkR4OU/N2NNIDk76GmQUoaH2ySViHNV6q2c60J8WadJOnI/BSemfXTsLxdZWY20kl6MCLGdroeZsNZ18U6mJmZWXdwJ8fMzMxGJHdyzMzKyfNxzAbIc3LMzMxsRPJIjpmZmY1I7uSYmZnZiOROjplZFUmnSDqu0/UYSpJG5xgXsxHDnRwzsxFMUl/Das1GDHdyzMxIq4pLekLSrcAH87YjJE3LQbBXS1oub58o6RxJt0t6StIOki6U9JikiYUyz5H0oKRHJJ1a2P5xSY9LukvSmZJuzNuXz+VMk/SwpLrhvJKWk3SlpFmSrpB0v6Sx+bX5kk7Lq49vJenkXOYcSedJUt5v89y2e4EvF8peXNKEfMwsSf8ymNfabKi4k2NmXU/S5sBngM2ATwHj8kvXRMS4iNiUlFR/eOGwdwI7AccCvwLOADYENpY0Ju9zYl61eBNgB0mbSFoGOBf4WERsC7y7UOaJwG0RMQ7YEZggafk61f4S8GJEbAJ8B9i88NrywJyI2DIi7gLOyu3YCFgW+ETe72fAMRGxVVXZhwMv5XqMA46QtGadepiVljs5ZmawHXBtRLwSEX8HbsjbN5I0VdJs4EBSJ6biV5HW4JgNPBsRsyNiIfAIMDrv82lJ04GH87EbAOsBT0XE3LzPZYUydwVOkDQDuANYBli9Tp23BS4HiIg5wKzCa28BVxe+3jGP9Mwmdcw2lLQisFJE3Jn3ubiqHgfnetwPrAKsU6ceZqXlFHIzs6TWomETgb0iYqakQ4Hxhddez/9fWPi88vUSeeTjOGBcRLyYb2MtA6hBHQTsExFPtFDfRuW8FhFvAeSRo7OBsRHxB0mnFOpRb6E0AUdHxKQW6mFWWh7JMTODKcDekpaVtALwybx9BeAZSUuSRnL64h3AP4CXJK0KfCxvfxxYS9Lo/PX+hWMmAUcX5sxs1qD8u4BP5/02ADaus98y+f8vSBoF7AsQEX/Ldds2v15s3yTgi7ndSFq3wW0zs9LySI6Zdb2ImC7pCmAGMA+Yml/6Ful2zTzSbakV+lDmTEkPk25fPQXcnbe/KulLwE2SXgAeKBz2HeCHwKzc0Xmanvkz1c4GLpI0i3Q7bBbwUo16/E3S+bn+TwPTCi8fBlwo6RVSx6biAtItt+m5Hs8De7XadrOycKyDmdkQkzQqIubnDsRPgCcj4ow+lrE4sGREvCZpbWAysG5EvNGGKpsNSx7JMTMbekdIOgRYijQKc24/ylgOuD3fUhLwRXdwzBblkRwzsxKTtBvw/arNcyNi707Ux2w4cSfHzMzMRiQ/XWVmZmYjkjs5ZmZm/6/dOpABAAAAGORvfY+vKGJJcgCAJckBAJYkBwBYCpjATqsKppL5AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "DEPOSIT_COLUMN = 'damage_grade'\n",
    "correlation_matrix = df.corr()\n",
    "def plot_deposit_correlations(data):\n",
    "    '''\n",
    "    Isolates the deposit columns of the correlation matrix and visualize it.\n",
    "    '''\n",
    "    deposit_correlation_column = pd.DataFrame(correlation_matrix[DEPOSIT_COLUMN].drop(DEPOSIT_COLUMN))\n",
    "    deposit_correlation_column = deposit_correlation_column.sort_values(by=DEPOSIT_COLUMN, ascending=False)\n",
    "    sns.heatmap(deposit_correlation_column)\n",
    "    plt.title('Heatmap of Deposit Variable Correlations')\n",
    "    \n",
    "plot_deposit_correlations(df)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(\"data/labeled_train.csv\")"
   ]
  },
  {
   "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>Unnamed: 0</th>\n",
       "      <th>building_id</th>\n",
       "      <th>geo_level_1_id</th>\n",
       "      <th>geo_level_2_id</th>\n",
       "      <th>geo_level_3_id</th>\n",
       "      <th>count_floors_pre_eq</th>\n",
       "      <th>age</th>\n",
       "      <th>area_percentage</th>\n",
       "      <th>height_percentage</th>\n",
       "      <th>land_surface_condition</th>\n",
       "      <th>...</th>\n",
       "      <th>has_secondary_use_hotel</th>\n",
       "      <th>has_secondary_use_rental</th>\n",
       "      <th>has_secondary_use_institution</th>\n",
       "      <th>has_secondary_use_school</th>\n",
       "      <th>has_secondary_use_industry</th>\n",
       "      <th>has_secondary_use_health_post</th>\n",
       "      <th>has_secondary_use_gov_office</th>\n",
       "      <th>has_secondary_use_use_police</th>\n",
       "      <th>has_secondary_use_other</th>\n",
       "      <th>damage_grade</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>47748</td>\n",
       "      <td>4</td>\n",
       "      <td>30</td>\n",
       "      <td>266</td>\n",
       "      <td>1224</td>\n",
       "      <td>1</td>\n",
       "      <td>25</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>t</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>212102</td>\n",
       "      <td>8</td>\n",
       "      <td>17</td>\n",
       "      <td>409</td>\n",
       "      <td>12182</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>13</td>\n",
       "      <td>7</td>\n",
       "      <td>t</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>60133</td>\n",
       "      <td>12</td>\n",
       "      <td>17</td>\n",
       "      <td>716</td>\n",
       "      <td>7056</td>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>12</td>\n",
       "      <td>6</td>\n",
       "      <td>o</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>34181</td>\n",
       "      <td>16</td>\n",
       "      <td>4</td>\n",
       "      <td>651</td>\n",
       "      <td>105</td>\n",
       "      <td>2</td>\n",
       "      <td>80</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>n</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>25045</td>\n",
       "      <td>17</td>\n",
       "      <td>3</td>\n",
       "      <td>1387</td>\n",
       "      <td>3909</td>\n",
       "      <td>5</td>\n",
       "      <td>40</td>\n",
       "      <td>5</td>\n",
       "      <td>10</td>\n",
       "      <td>t</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 41 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   Unnamed: 0  building_id  geo_level_1_id  geo_level_2_id  geo_level_3_id  \\\n",
       "0       47748            4              30             266            1224   \n",
       "1      212102            8              17             409           12182   \n",
       "2       60133           12              17             716            7056   \n",
       "3       34181           16               4             651             105   \n",
       "4       25045           17               3            1387            3909   \n",
       "\n",
       "   count_floors_pre_eq  age  area_percentage  height_percentage  \\\n",
       "0                    1   25                5                  2   \n",
       "1                    2    0               13                  7   \n",
       "2                    2    5               12                  6   \n",
       "3                    2   80                5                  4   \n",
       "4                    5   40                5                 10   \n",
       "\n",
       "  land_surface_condition  ... has_secondary_use_hotel  \\\n",
       "0                      t  ...                       0   \n",
       "1                      t  ...                       0   \n",
       "2                      o  ...                       0   \n",
       "3                      n  ...                       0   \n",
       "4                      t  ...                       0   \n",
       "\n",
       "  has_secondary_use_rental has_secondary_use_institution  \\\n",
       "0                        0                             0   \n",
       "1                        0                             0   \n",
       "2                        0                             0   \n",
       "3                        0                             0   \n",
       "4                        0                             0   \n",
       "\n",
       "  has_secondary_use_school has_secondary_use_industry  \\\n",
       "0                        0                          0   \n",
       "1                        0                          0   \n",
       "2                        0                          0   \n",
       "3                        0                          0   \n",
       "4                        0                          0   \n",
       "\n",
       "  has_secondary_use_health_post  has_secondary_use_gov_office  \\\n",
       "0                             0                             0   \n",
       "1                             0                             0   \n",
       "2                             0                             0   \n",
       "3                             0                             0   \n",
       "4                             0                             0   \n",
       "\n",
       "   has_secondary_use_use_police  has_secondary_use_other  damage_grade  \n",
       "0                             0                        0             2  \n",
       "1                             0                        0             3  \n",
       "2                             0                        0             3  \n",
       "3                             0                        0             2  \n",
       "4                             0                        0             2  \n",
       "\n",
       "[5 rows x 41 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "def fuck_naman(df, column_name):\n",
    "    one_hot = pd.get_dummies(df[column_name])\n",
    "    df = df.drop(column_name,axis = 1)\n",
    "    df = df.join(one_hot)\n",
    "    for letter in one_hot.columns:\n",
    "        df[column_name + \"_\" + letter] = df[letter]\n",
    "        df.drop(letter, axis=1, inplace=True)\n",
    "    return df\n",
    "        \n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = fuck_naman(df, \"foundation_type\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "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>Unnamed: 0</th>\n",
       "      <th>building_id</th>\n",
       "      <th>geo_level_1_id</th>\n",
       "      <th>geo_level_2_id</th>\n",
       "      <th>geo_level_3_id</th>\n",
       "      <th>count_floors_pre_eq</th>\n",
       "      <th>age</th>\n",
       "      <th>area_percentage</th>\n",
       "      <th>height_percentage</th>\n",
       "      <th>land_surface_condition</th>\n",
       "      <th>...</th>\n",
       "      <th>has_secondary_use_health_post</th>\n",
       "      <th>has_secondary_use_gov_office</th>\n",
       "      <th>has_secondary_use_use_police</th>\n",
       "      <th>has_secondary_use_other</th>\n",
       "      <th>damage_grade</th>\n",
       "      <th>foundation_type_h</th>\n",
       "      <th>foundation_type_i</th>\n",
       "      <th>foundation_type_r</th>\n",
       "      <th>foundation_type_u</th>\n",
       "      <th>foundation_type_w</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>47748</td>\n",
       "      <td>4</td>\n",
       "      <td>30</td>\n",
       "      <td>266</td>\n",
       "      <td>1224</td>\n",
       "      <td>1</td>\n",
       "      <td>25</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>t</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>212102</td>\n",
       "      <td>8</td>\n",
       "      <td>17</td>\n",
       "      <td>409</td>\n",
       "      <td>12182</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>13</td>\n",
       "      <td>7</td>\n",
       "      <td>t</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>60133</td>\n",
       "      <td>12</td>\n",
       "      <td>17</td>\n",
       "      <td>716</td>\n",
       "      <td>7056</td>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>12</td>\n",
       "      <td>6</td>\n",
       "      <td>o</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>34181</td>\n",
       "      <td>16</td>\n",
       "      <td>4</td>\n",
       "      <td>651</td>\n",
       "      <td>105</td>\n",
       "      <td>2</td>\n",
       "      <td>80</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>n</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>25045</td>\n",
       "      <td>17</td>\n",
       "      <td>3</td>\n",
       "      <td>1387</td>\n",
       "      <td>3909</td>\n",
       "      <td>5</td>\n",
       "      <td>40</td>\n",
       "      <td>5</td>\n",
       "      <td>10</td>\n",
       "      <td>t</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 45 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   Unnamed: 0  building_id  geo_level_1_id  geo_level_2_id  geo_level_3_id  \\\n",
       "0       47748            4              30             266            1224   \n",
       "1      212102            8              17             409           12182   \n",
       "2       60133           12              17             716            7056   \n",
       "3       34181           16               4             651             105   \n",
       "4       25045           17               3            1387            3909   \n",
       "\n",
       "   count_floors_pre_eq  age  area_percentage  height_percentage  \\\n",
       "0                    1   25                5                  2   \n",
       "1                    2    0               13                  7   \n",
       "2                    2    5               12                  6   \n",
       "3                    2   80                5                  4   \n",
       "4                    5   40                5                 10   \n",
       "\n",
       "  land_surface_condition  ... has_secondary_use_health_post  \\\n",
       "0                      t  ...                             0   \n",
       "1                      t  ...                             0   \n",
       "2                      o  ...                             0   \n",
       "3                      n  ...                             0   \n",
       "4                      t  ...                             0   \n",
       "\n",
       "  has_secondary_use_gov_office has_secondary_use_use_police  \\\n",
       "0                            0                            0   \n",
       "1                            0                            0   \n",
       "2                            0                            0   \n",
       "3                            0                            0   \n",
       "4                            0                            0   \n",
       "\n",
       "  has_secondary_use_other damage_grade  foundation_type_h  foundation_type_i  \\\n",
       "0                       0            2                  0                  0   \n",
       "1                       0            3                  0                  0   \n",
       "2                       0            3                  0                  0   \n",
       "3                       0            2                  0                  0   \n",
       "4                       0            2                  0                  0   \n",
       "\n",
       "   foundation_type_r  foundation_type_u  foundation_type_w  \n",
       "0                  1                  0                  0  \n",
       "1                  1                  0                  0  \n",
       "2                  1                  0                  0  \n",
       "3                  1                  0                  0  \n",
       "4                  1                  0                  0  \n",
       "\n",
       "[5 rows x 45 columns]"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "categorical_vars = [\"land_surface_condition\", \"roof_type\", \"ground_floor_type\", \"other_floor_type\", \"position\", \"plan_configuration\", \"legal_ownership_status\"]\n",
    "for var in categorical_vars:\n",
    "    df = fuck_naman(df, var)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.to_csv('data/labeled_train.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2    148259\n",
       "3     87218\n",
       "1     25124\n",
       "Name: damage_grade, dtype: int64"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"damage_grade\"].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# Pie chart\n",
    "labels = ['Damage 1', 'Damage 2', 'Damage 3']\n",
    "sizes = [25124, 148259, 87218,]\n",
    "# only \"explode\" the 2nd slice (i.e. 'Hogs')\n",
    "explode = (0, 0, 0)  \n",
    "fig1, ax1 = plt.subplots()\n",
    "patches, texts, autotexts = ax1.pie(sizes, labels=labels, autopct='%1.1f%%', startangle=90)\n",
    "for text in texts:\n",
    "    text.set_color('white')\n",
    "    text.set_size(13)\n",
    "for autotext in autotexts:\n",
    "    autotext.set_color('white')\n",
    "    autotext.set_size(13)\n",
    "#draw circle\n",
    "centre_circle = plt.Circle((0,0),0.80,fc='black')\n",
    "fig = plt.gcf()\n",
    "fig.gca().add_artist(centre_circle)\n",
    "# Equal aspect ratio ensures that pie is drawn as a circle\n",
    "ax1.axis('equal')  \n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "normalized_df=(df-df.min())/(df.max()-df.min())\n",
    "df = normalized_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.5 1.  0. ]\n",
      "(260601, 2)\n",
      "   principal component 1  principal component 2\n",
      "0               0.029283              -0.653984\n",
      "1              -0.605595              -0.171097\n",
      "2              -0.417904               1.041256\n",
      "3              -0.719406              -0.306778\n",
      "4              -0.102610              -0.187304\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Second Principal Component')"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "X = df.drop(\"damage_grade\", axis=1)\n",
    "y = df[\"damage_grade\"]\n",
    "targets = df[\"damage_grade\"].unique()\n",
    "print(targets)\n",
    "pca = PCA(n_components=2)\n",
    "X_r = pca.fit(X).transform(X)\n",
    "print(X_r.shape)\n",
    "PCA_Df = pd.DataFrame(data = X_r\n",
    "             , columns = ['principal component 1', 'principal component 2'])\n",
    "print(PCA_Df.head())\n",
    "colors = ['r', 'g', 'b']\n",
    "for target, color in zip(targets,colors):\n",
    "    indicesToKeep = df['damage_grade'] == target\n",
    "    plt.scatter(PCA_Df.loc[indicesToKeep, 'principal component 1']\n",
    "               , PCA_Df.loc[indicesToKeep, 'principal component 2'], c = color, s = 50)\n",
    "plt.legend((targets + .5) * 2)\n",
    "plt.title('PCA of Damage dataset')\n",
    "plt.xlabel(\"First Principal Component\")\n",
    "plt.ylabel('Second Principal Component')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.5 1.  0. ]\n",
      "(260601, 3)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, 'Second Principal Component')"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "X = df.drop(\"damage_grade\", axis=1)\n",
    "y = df[\"damage_grade\"]\n",
    "targets = df[\"damage_grade\"].unique()\n",
    "print(targets)\n",
    "pca = PCA(n_components=3)\n",
    "X_r = pca.fit(X).transform(X)\n",
    "print(X_r.shape)\n",
    "PCA_Df = pd.DataFrame(data = X_r[0:2000]\n",
    "             , columns = ['principal component 1', 'principal component 2', 'principal component 3'])\n",
    "colors = ['r', 'g', 'b']\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111, projection='3d')\n",
    "for target, color in zip(targets,colors):\n",
    "    indicesToKeep = df['damage_grade'] == target\n",
    "    ax.scatter(PCA_Df.loc[indicesToKeep, 'principal component 1']\n",
    "               , PCA_Df.loc[indicesToKeep, 'principal component 2'], PCA_Df.loc[indicesToKeep, 'principal component 3'], c = color, s = 50)\n",
    "plt.legend((targets + .5) * 2)\n",
    "plt.title('3-Component PCA of Damage ')\n",
    "plt.xlabel(\"First Principal Component\")\n",
    "plt.ylabel('Second Principal Component')\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/jordanrodrigues/anaconda3/lib/python3.7/site-packages/sklearn/discriminant_analysis.py:388: UserWarning: Variables are collinear.\n",
      "  warnings.warn(\"Variables are collinear.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[-0.39785383 -1.70783617]\n",
      " [ 0.42992898 -0.02751219]\n",
      " [ 0.87874376  0.49585697]\n",
      " ...\n",
      " [ 0.61089644  0.2825365 ]\n",
      " [ 0.75307395  0.58296292]\n",
      " [ 1.70574956  7.67655413]]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7f6fe9e9d908>"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "X = df.drop(\"damage_grade\", axis=1).astype('int')\n",
    "y = ((df[\"damage_grade\"] + 0.5) * 2).astype('int')\n",
    "lda = LDA(n_components=2)\n",
    "dmg_lda = lda.fit_transform(X, y)\n",
    "print(dmg_lda)\n",
    "l_x = dmg_lda[:,0]\n",
    "l_y = dmg_lda[:,1]\n",
    "cdict={1:'red',2:'green',3:'blue'}\n",
    "labl={1:'Class1',2:'Class2',3:'Class3'}\n",
    "for l in np.unique(y):\n",
    "    ix=np.where(y==l)\n",
    "    ax = plt.scatter(l_x[ix],l_y[ix],c=cdict[l],s=40,\n",
    "           label=labl[l])\n",
    "plt.title(\"LDA Analysis\")\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "labels = [\"MaxAbsScaler RandomForest\", \"MaxAbsScaler SGD\", \"StandardScaler ExtremeTrees\", \"MaxAbsScaler BernoulliNaiveBayes\", \"MaxAbsScaler ExtremeTrees\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "values = [.3720, .4521, .2893, .4397,  .3116]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'F1 Score')"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.bar(labels, values, color='tab:cyan')\n",
    "plt.xticks(rotation=70)\n",
    "plt.rcParams.update({'font.size': 15})\n",
    "plt.title(\"AutoML Performance\")\n",
    "plt.ylabel(\"F1 Score\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}