House_price_prediction.ipynb

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      "source": [
        "import numpy as np \n",
        "import pandas as pd \n",
        "import matplotlib.pyplot as plt \n",
        "import seaborn as sns "
      ]
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    {
      "cell_type": "code",
      "source": [
        "data = pd.read_csv('housing.csv')"
      ],
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              "       longitude  latitude  housing_median_age  total_rooms  total_bedrooms  \\\n",
              "0        -122.23     37.88                41.0        880.0           129.0   \n",
              "1        -122.22     37.86                21.0       7099.0          1106.0   \n",
              "2        -122.24     37.85                52.0       1467.0           190.0   \n",
              "3        -122.25     37.85                52.0       1274.0           235.0   \n",
              "4        -122.25     37.85                52.0       1627.0           280.0   \n",
              "...          ...       ...                 ...          ...             ...   \n",
              "20635    -121.09     39.48                25.0       1665.0           374.0   \n",
              "20636    -121.21     39.49                18.0        697.0           150.0   \n",
              "20637    -121.22     39.43                17.0       2254.0           485.0   \n",
              "20638    -121.32     39.43                18.0       1860.0           409.0   \n",
              "20639    -121.24     39.37                16.0       2785.0           616.0   \n",
              "\n",
              "       population  households  median_income  median_house_value  \\\n",
              "0           322.0       126.0         8.3252            452600.0   \n",
              "1          2401.0      1138.0         8.3014            358500.0   \n",
              "2           496.0       177.0         7.2574            352100.0   \n",
              "3           558.0       219.0         5.6431            341300.0   \n",
              "4           565.0       259.0         3.8462            342200.0   \n",
              "...           ...         ...            ...                 ...   \n",
              "20635       845.0       330.0         1.5603             78100.0   \n",
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              "20638       741.0       349.0         1.8672             84700.0   \n",
              "20639      1387.0       530.0         2.3886             89400.0   \n",
              "\n",
              "      ocean_proximity  \n",
              "0            NEAR BAY  \n",
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              "20637          INLAND  \n",
              "20638          INLAND  \n",
              "20639          INLAND  \n",
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            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 20640 entries, 0 to 20639\n",
            "Data columns (total 10 columns):\n",
            " #   Column              Non-Null Count  Dtype  \n",
            "---  ------              --------------  -----  \n",
            " 0   longitude           20640 non-null  float64\n",
            " 1   latitude            20640 non-null  float64\n",
            " 2   housing_median_age  20640 non-null  float64\n",
            " 3   total_rooms         20640 non-null  float64\n",
            " 4   total_bedrooms      20433 non-null  float64\n",
            " 5   population          20640 non-null  float64\n",
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            " 9   ocean_proximity     20640 non-null  object \n",
            "dtypes: float64(9), object(1)\n",
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              "       longitude  latitude  housing_median_age  total_rooms  total_bedrooms  \\\n",
              "0        -122.23     37.88                41.0        880.0           129.0   \n",
              "1        -122.22     37.86                21.0       7099.0          1106.0   \n",
              "2        -122.24     37.85                52.0       1467.0           190.0   \n",
              "3        -122.25     37.85                52.0       1274.0           235.0   \n",
              "4        -122.25     37.85                52.0       1627.0           280.0   \n",
              "...          ...       ...                 ...          ...             ...   \n",
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              "20639    -121.24     39.37                16.0       2785.0           616.0   \n",
              "\n",
              "       population  households  median_income  median_house_value  \\\n",
              "0           322.0       126.0         8.3252            452600.0   \n",
              "1          2401.0      1138.0         8.3014            358500.0   \n",
              "2           496.0       177.0         7.2574            352100.0   \n",
              "3           558.0       219.0         5.6431            341300.0   \n",
              "4           565.0       259.0         3.8462            342200.0   \n",
              "...           ...         ...            ...                 ...   \n",
              "20635       845.0       330.0         1.5603             78100.0   \n",
              "20636       356.0       114.0         2.5568             77100.0   \n",
              "20637      1007.0       433.0         1.7000             92300.0   \n",
              "20638       741.0       349.0         1.8672             84700.0   \n",
              "20639      1387.0       530.0         2.3886             89400.0   \n",
              "\n",
              "      ocean_proximity  \n",
              "0            NEAR BAY  \n",
              "1            NEAR BAY  \n",
              "2            NEAR BAY  \n",
              "3            NEAR BAY  \n",
              "4            NEAR BAY  \n",
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              "20636          INLAND  \n",
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              "20638          INLAND  \n",
              "20639          INLAND  \n",
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              "      <td>-122.24</td>\n",
              "      <td>37.85</td>\n",
              "      <td>52.0</td>\n",
              "      <td>1467.0</td>\n",
              "      <td>190.0</td>\n",
              "      <td>496.0</td>\n",
              "      <td>177.0</td>\n",
              "      <td>7.2574</td>\n",
              "      <td>352100.0</td>\n",
              "      <td>NEAR BAY</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>-122.25</td>\n",
              "      <td>37.85</td>\n",
              "      <td>52.0</td>\n",
              "      <td>1274.0</td>\n",
              "      <td>235.0</td>\n",
              "      <td>558.0</td>\n",
              "      <td>219.0</td>\n",
              "      <td>5.6431</td>\n",
              "      <td>341300.0</td>\n",
              "      <td>NEAR BAY</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>-122.25</td>\n",
              "      <td>37.85</td>\n",
              "      <td>52.0</td>\n",
              "      <td>1627.0</td>\n",
              "      <td>280.0</td>\n",
              "      <td>565.0</td>\n",
              "      <td>259.0</td>\n",
              "      <td>3.8462</td>\n",
              "      <td>342200.0</td>\n",
              "      <td>NEAR BAY</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20635</th>\n",
              "      <td>-121.09</td>\n",
              "      <td>39.48</td>\n",
              "      <td>25.0</td>\n",
              "      <td>1665.0</td>\n",
              "      <td>374.0</td>\n",
              "      <td>845.0</td>\n",
              "      <td>330.0</td>\n",
              "      <td>1.5603</td>\n",
              "      <td>78100.0</td>\n",
              "      <td>INLAND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20636</th>\n",
              "      <td>-121.21</td>\n",
              "      <td>39.49</td>\n",
              "      <td>18.0</td>\n",
              "      <td>697.0</td>\n",
              "      <td>150.0</td>\n",
              "      <td>356.0</td>\n",
              "      <td>114.0</td>\n",
              "      <td>2.5568</td>\n",
              "      <td>77100.0</td>\n",
              "      <td>INLAND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20637</th>\n",
              "      <td>-121.22</td>\n",
              "      <td>39.43</td>\n",
              "      <td>17.0</td>\n",
              "      <td>2254.0</td>\n",
              "      <td>485.0</td>\n",
              "      <td>1007.0</td>\n",
              "      <td>433.0</td>\n",
              "      <td>1.7000</td>\n",
              "      <td>92300.0</td>\n",
              "      <td>INLAND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20638</th>\n",
              "      <td>-121.32</td>\n",
              "      <td>39.43</td>\n",
              "      <td>18.0</td>\n",
              "      <td>1860.0</td>\n",
              "      <td>409.0</td>\n",
              "      <td>741.0</td>\n",
              "      <td>349.0</td>\n",
              "      <td>1.8672</td>\n",
              "      <td>84700.0</td>\n",
              "      <td>INLAND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20639</th>\n",
              "      <td>-121.24</td>\n",
              "      <td>39.37</td>\n",
              "      <td>16.0</td>\n",
              "      <td>2785.0</td>\n",
              "      <td>616.0</td>\n",
              "      <td>1387.0</td>\n",
              "      <td>530.0</td>\n",
              "      <td>2.3886</td>\n",
              "      <td>89400.0</td>\n",
              "      <td>INLAND</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>20433 rows × 10 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-8a2c9e27-e022-4540-ae94-c33d07e5ee09')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "  <style>\n",
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              "          const element = document.querySelector('#df-8a2c9e27-e022-4540-ae94-c33d07e5ee09');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 229
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data.dropna(inplace=True)"
      ],
      "metadata": {
        "id": "GEM1EoSFjEPr"
      },
      "execution_count": 230,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "data.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7nK7bMtEjI1R",
        "outputId": "2c18a7e2-f4e2-4c27-c8b2-b446b5ca410e"
      },
      "execution_count": 231,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "Int64Index: 20433 entries, 0 to 20639\n",
            "Data columns (total 10 columns):\n",
            " #   Column              Non-Null Count  Dtype  \n",
            "---  ------              --------------  -----  \n",
            " 0   longitude           20433 non-null  float64\n",
            " 1   latitude            20433 non-null  float64\n",
            " 2   housing_median_age  20433 non-null  float64\n",
            " 3   total_rooms         20433 non-null  float64\n",
            " 4   total_bedrooms      20433 non-null  float64\n",
            " 5   population          20433 non-null  float64\n",
            " 6   households          20433 non-null  float64\n",
            " 7   median_income       20433 non-null  float64\n",
            " 8   median_house_value  20433 non-null  float64\n",
            " 9   ocean_proximity     20433 non-null  object \n",
            "dtypes: float64(9), object(1)\n",
            "memory usage: 1.7+ MB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "\n",
        "X = data.drop(['median_house_value'], axis=1)\n",
        "y = data['median_house_value']"
      ],
      "metadata": {
        "id": "GtWXUu8DjS8-"
      },
      "execution_count": 232,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_train, X_test, y_train, y_test = train_test_split(X,y,test_size=0.2)"
      ],
      "metadata": {
        "id": "SAjsRIMnkLlL"
      },
      "execution_count": 233,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_data= X_train.join(y_train)"
      ],
      "metadata": {
        "id": "t-YcwHCIkjwb"
      },
      "execution_count": 234,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_data"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "d-togtjIk9Yi",
        "outputId": "a6e1ae2b-ff95-497c-d451-70e4e46ee0dd"
      },
      "execution_count": 235,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       longitude  latitude  housing_median_age  total_rooms  total_bedrooms  \\\n",
              "8618     -118.38     33.86                12.0       4235.0           735.0   \n",
              "19088    -122.54     38.36                40.0       2725.0           531.0   \n",
              "1180     -121.54     39.47                14.0       1724.0           315.0   \n",
              "9830     -121.91     36.63                42.0        817.0           194.0   \n",
              "8351     -118.32     33.95                43.0       3819.0           708.0   \n",
              "...          ...       ...                 ...          ...             ...   \n",
              "4363     -118.37     34.08                52.0       1234.0           223.0   \n",
              "12203    -117.12     33.61                 2.0       2569.0           431.0   \n",
              "3045     -119.27     35.51                28.0       1089.0           179.0   \n",
              "7421     -118.20     33.96                41.0       1512.0           400.0   \n",
              "12041    -117.49     33.90                 7.0      10235.0          2238.0   \n",
              "\n",
              "       population  households  median_income ocean_proximity  \\\n",
              "8618       1798.0       683.0         6.4242       <1H OCEAN   \n",
              "19088      1167.0       458.0         3.7969       <1H OCEAN   \n",
              "1180        939.0       302.0         2.4952          INLAND   \n",
              "9830        391.0       193.0         2.1776       <1H OCEAN   \n",
              "8351       1505.0       712.0         3.1719       <1H OCEAN   \n",
              "...           ...         ...            ...             ...   \n",
              "4363        543.0       213.0         6.0338       <1H OCEAN   \n",
              "12203      1232.0       388.0         4.3651       <1H OCEAN   \n",
              "3045        544.0       190.0         3.2279          INLAND   \n",
              "7421       1690.0       367.0         3.0550       <1H OCEAN   \n",
              "12041      5271.0      2094.0         3.6071          INLAND   \n",
              "\n",
              "       median_house_value  \n",
              "8618             365500.0  \n",
              "19088            202800.0  \n",
              "1180              53900.0  \n",
              "9830             279200.0  \n",
              "8351             183500.0  \n",
              "...                   ...  \n",
              "4363             423700.0  \n",
              "12203            145600.0  \n",
              "3045              95800.0  \n",
              "7421             167000.0  \n",
              "12041            159100.0  \n",
              "\n",
              "[16346 rows x 10 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-b7e99e01-ec60-4986-9010-cdeaf6ce6d33\">\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>longitude</th>\n",
              "      <th>latitude</th>\n",
              "      <th>housing_median_age</th>\n",
              "      <th>total_rooms</th>\n",
              "      <th>total_bedrooms</th>\n",
              "      <th>population</th>\n",
              "      <th>households</th>\n",
              "      <th>median_income</th>\n",
              "      <th>ocean_proximity</th>\n",
              "      <th>median_house_value</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>8618</th>\n",
              "      <td>-118.38</td>\n",
              "      <td>33.86</td>\n",
              "      <td>12.0</td>\n",
              "      <td>4235.0</td>\n",
              "      <td>735.0</td>\n",
              "      <td>1798.0</td>\n",
              "      <td>683.0</td>\n",
              "      <td>6.4242</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>365500.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19088</th>\n",
              "      <td>-122.54</td>\n",
              "      <td>38.36</td>\n",
              "      <td>40.0</td>\n",
              "      <td>2725.0</td>\n",
              "      <td>531.0</td>\n",
              "      <td>1167.0</td>\n",
              "      <td>458.0</td>\n",
              "      <td>3.7969</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>202800.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1180</th>\n",
              "      <td>-121.54</td>\n",
              "      <td>39.47</td>\n",
              "      <td>14.0</td>\n",
              "      <td>1724.0</td>\n",
              "      <td>315.0</td>\n",
              "      <td>939.0</td>\n",
              "      <td>302.0</td>\n",
              "      <td>2.4952</td>\n",
              "      <td>INLAND</td>\n",
              "      <td>53900.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9830</th>\n",
              "      <td>-121.91</td>\n",
              "      <td>36.63</td>\n",
              "      <td>42.0</td>\n",
              "      <td>817.0</td>\n",
              "      <td>194.0</td>\n",
              "      <td>391.0</td>\n",
              "      <td>193.0</td>\n",
              "      <td>2.1776</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>279200.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8351</th>\n",
              "      <td>-118.32</td>\n",
              "      <td>33.95</td>\n",
              "      <td>43.0</td>\n",
              "      <td>3819.0</td>\n",
              "      <td>708.0</td>\n",
              "      <td>1505.0</td>\n",
              "      <td>712.0</td>\n",
              "      <td>3.1719</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>183500.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4363</th>\n",
              "      <td>-118.37</td>\n",
              "      <td>34.08</td>\n",
              "      <td>52.0</td>\n",
              "      <td>1234.0</td>\n",
              "      <td>223.0</td>\n",
              "      <td>543.0</td>\n",
              "      <td>213.0</td>\n",
              "      <td>6.0338</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>423700.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12203</th>\n",
              "      <td>-117.12</td>\n",
              "      <td>33.61</td>\n",
              "      <td>2.0</td>\n",
              "      <td>2569.0</td>\n",
              "      <td>431.0</td>\n",
              "      <td>1232.0</td>\n",
              "      <td>388.0</td>\n",
              "      <td>4.3651</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>145600.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3045</th>\n",
              "      <td>-119.27</td>\n",
              "      <td>35.51</td>\n",
              "      <td>28.0</td>\n",
              "      <td>1089.0</td>\n",
              "      <td>179.0</td>\n",
              "      <td>544.0</td>\n",
              "      <td>190.0</td>\n",
              "      <td>3.2279</td>\n",
              "      <td>INLAND</td>\n",
              "      <td>95800.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7421</th>\n",
              "      <td>-118.20</td>\n",
              "      <td>33.96</td>\n",
              "      <td>41.0</td>\n",
              "      <td>1512.0</td>\n",
              "      <td>400.0</td>\n",
              "      <td>1690.0</td>\n",
              "      <td>367.0</td>\n",
              "      <td>3.0550</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>167000.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12041</th>\n",
              "      <td>-117.49</td>\n",
              "      <td>33.90</td>\n",
              "      <td>7.0</td>\n",
              "      <td>10235.0</td>\n",
              "      <td>2238.0</td>\n",
              "      <td>5271.0</td>\n",
              "      <td>2094.0</td>\n",
              "      <td>3.6071</td>\n",
              "      <td>INLAND</td>\n",
              "      <td>159100.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>16346 rows × 10 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-b7e99e01-ec60-4986-9010-cdeaf6ce6d33')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-b7e99e01-ec60-4986-9010-cdeaf6ce6d33 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-b7e99e01-ec60-4986-9010-cdeaf6ce6d33');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 235
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_data.hist(figsize=(15,8))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 673
        },
        "id": "L7_iFahVlATy",
        "outputId": "bd01105f-ae28-49ff-840c-23649d705c00"
      },
      "execution_count": 236,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7f149378e610>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14937c6d00>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f149377c6a0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7f1493725dc0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14936dd520>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14937075b0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7f14937076a0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14936b3d60>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f1493613b50>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 236
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x576 with 9 Axes>"
            ],
            "image/png": 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PkbQF8B7gCICIeBF4UdI0oD+vdiEwABxPSqRwUUQEsFDSlvniqx9YEBEr834XAFOBS9p1LmbWM94NHAbcJemOXPZZ4BBJu5J6NiwG/hogIu6RdBkpCcwa4JiIeAlA0rHANcAYYE5E3NPOEzGz8nBD0Mx6zY7Ab4DvSNoFuA04DujLmfkAHgP68nMnXTCzjoqImwANsmj+ENucBpw2SPn8obYzs97RcENQ0hjgVmBZRByQuyDMBbYmXWAdFhEvStoYuAjYDXgS+GhELM77OAE4GngJ+PuIuKbRuMzMatgAeAfwdxFxs6SzeKUbKAAREZKiGQerN+lCO4xkMH/fJvWtX4bB7hVlGXw/Eo65PboxZjOzVmvGHcHjSONrXpNff4k0uelcSd8kNfDOzT9XRcROkg7O63201qSnlS4MZmZNthRYGhGV1Os/IDUEH5e0XUQsz10/V+TltZIuLOOVrqSV8oHqg9WbdKEdRjKYf+bkNZx+1/D/IkY7mL8VyjL4fiQcc3t0Y8xmZq3WULIYSeOB/UnZ9yqDmd9HurCCNM7mwPx8Wn5NXr5XXv/lSU8j4mGgOOmpmVlTRcRjwBJJb8lFe5HG0cwDpuey6cCV+fk84HAlewJP5y6k1wB7Sxqbk8TsncvMzMzMSq/RO4JnAp8BNs+vtwaeiohKf6LimJmXx9NExBpJT+f1xwELC/v0OBsza7W/Ay7OWfMeAo4kfTF2maSjgUeAg/K680lTRywiTR9xJEBErJR0CikLH8DJlcQxZmZmZmU36oagpAOAFRFxm6T+5oU05DGbPtamW8YNOM6RG2p8U73jn6q1+9zK9H4OpVvirIiIO4Apgyzaa5B1Azimxn7mAHOaG52ZmZlZ6zVyR/DdwAcl7Qe8ijRG8CxgS0kb5LuCxYlKK+NslkraANiClDRmqElP19KKsTbdMm7AcY7cUOOh6h3/VK3d46HK9H4OpVviNDMzM7Nk1GMEI+KEiBgfERNIyV5+GhGHAjcAH86rVY+zqYy/+XBeP6g96amZmZmZmZm1QCvmETwemCvpVOAXwPm5/Hzgu5IWAStJjcchJz01MzMzMzOz5mtKQzAiBshp0yPiIQbJ+hkRvwM+UmP7QSc9NTMzMzMzs+ZraPoIMzMzMzMz6z6t6BpqZmZmZtYzJgyRoK4eMyevWSfJ3eLZ+ze0T7Ph+I6gmZmZWYlJ2kHSDZLulXSPpONy+VaSFkh6IP8cm8sl6WxJiyTdKekdhX1Nz+s/IGl6rWOa2frPdwRLZKhvkwb7pqge/jbJzMys660BZkbE7ZI2B26TtAA4Arg+ImZLmgXMIiXt25eUhX0isAdwLrCHpK2AE0nzqEbez7yIWNX2MzKzjvMdQTMzM7MSi4jlEXF7fv4scB8wDpgGXJhXuxA4MD+fBlwUyULSHM/bAfsACyJiZW78LQCmtvFUzKxE3BA0MzMz6xKSJgBvB24G+iJieV70GNCXn48DlhQ2W5rLapWbWQ9y11AzMzOzLiBpM+By4JMR8Yykl5dFREiKJh1nBjADoK+vj4GBgUHXW716dc1lZdGuGGdOXtPQ9n2brLuPr118ZUP7rGXyuC1Gtd1Q72Wj5z+Y0f7e/HdZPzcEzczMzEpO0oakRuDFEfHDXPy4pO0iYnnu+rkily8DdihsPj6XLQP6q8oHqo8VEecB5wFMmTIl+vv7q1cB0oV6rWVl0a4YR5PHoWjm5DWcfld7LssXH9o/qu2Gei8bPf/BtCLOsihLjO4aamZmZlZiSrf+zgfui4ivFhbNAyqZP6cDVxbKD8/ZQ/cEns5dSK8B9pY0NmcY3TuXmVkP8h1BMzMzs3J7N3AYcJekO3LZZ4HZwGWSjgYeAQ7Ky+YD+wGLgOeBIwEiYqWkU4Bb8nonR8TK9pyCmZWNG4JmZmZmJRYRNwGqsXivQdYP4Jga+5oDzGledGbWrdwQNDMzMzPrEUPNWz2U0c5pbeXlMYJmZmZmZmY9xg1BMzMzMzOzHtNQQ1DSqyT9XNIvJd0j6fO5fEdJN0taJOlSSRvl8o3z60V5+YTCvk7I5fdL2qeRuMzMzMzMzKy2RscIvgC8LyJW5/ltbpL0Y+BTwBkRMVfSN4GjgXPzz1URsZOkg4EvAR+VNAk4GNgZ2B64TtKbI+KlBuMzMzMzM3vZaMfIma1vGrojGMnq/HLD/AjgfcAPcvmFwIH5+bT8mrx8rzw3zjRgbkS8EBEPk9Id795IbGZmZmZmZja4hscIShqT57RZASwAHgSeiog1eZWlwLj8fBywBCAvfxrYulg+yDZmZmZmZmbWRA1PH5G7b+4qaUvgCuCtDUdVg6QZwAyAvr4+BgYGGt7n6tWrm7KfZpg5eU3NZX2bDL28lnafm9/P5irT+zmUbonTzMzMzJKmzSMYEU9JugF4F7ClpA3yXb/xwLK82jJgB2CppA2ALYAnC+UVxW2KxzgPOA9gypQp0d/f33DcAwMDNGM/zTDU3CwzJ6/h9LtG/utafGh/AxGNnN/P5irT+zmUbomzSNIY4FZgWUQcIGlHYC6pl8JtwGER8aKkjYGLgN1I9dVHI2Jx3scJpLHPLwF/HxHXtP9MzMzMzEau0ayh2+Y7gUjaBHg/cB9wA/DhvNp04Mr8fF5+TV7+04iIXH5wziq6IzAR+HkjsZmZDeM4Un1V8SVSkqudgFWkBh4UklwBZ+T1qEpyNRX4Rm5cmpmZmZVeo2MEtwNukHQncAuwICKuAo4HPiVpEenb9fPz+ucDW+fyTwGzACLiHuAy4F7gJ8AxzhhqZq0iaTywP/Dt/Fo4yZWZmZn1kIa6hkbEncDbByl/iEEuiCLid8BHauzrNOC0RuIxM6vTmcBngM3z662pM8mVpGKSq4WFfTrJlZmZmXWNpo0RNDPrBpIOAFZExG2S+ttwvKYnuRqtkSRIqjehUpmSBHVj0iLH3B7dGHORpDlApe56Wy47CfgE8Ju82mcjYn5eNuj4ZUlTgbOAMcC3I2J2O8/DzMrFDUEz6zXvBj4oaT/gVcBrSBdGXZPkarSGSqBUrd6ESu1OoDSUbkxa5JjboxtjrnIBcA4pcVXRGRHxlWJB1fjl7YHrJL05L/46KZ/DUuAWSfMi4t5WBm5m5eWGoJn1lIg4ATgBIN8R/HREHCrp+6QkVnMZPMnV/1BIciVpHvA9SV8lXWw5yZWZtURE3ChpQp2rvzx+GXg452WoDNdZlIfvIGluXtcNQSulCSP48rJo5uQ1Nb/4XDx7/0ZCGtRo4hwqRmhNnINxQ9DMLDkemCvpVOAXrJ3k6rv5Ymol6Zt2IuIeSZUkV2twkisza79jJR1OmgpnZkSsYujxy0uqyvcYbKf1dmnvhi63g8U4mnmEW2208xu3UzfECEPH2Yq/19G8J8O9l+36XLkhaGY9KyIGgIH83EmuzKybnAucAkT+eTpwVDN2XG+X9m7ocjtYjCPpJt8uo53fuJ26IUYYOs5WDGcYzd/TcO9lu4ZdlP+3aWZmVkKj7bZUVN09qF3dgaz7RcTjleeSvgVclV8ONX552HHNZtY7Gp1H0MzMzMzaTNJ2hZcfAu7Oz+cBB0vaWNKOvDJ++RZgoqQdJW1E6uY+r50xm1m5+I6gmZmZWYlJugToB7aRtBQ4EeiXtCupa+hi4K9h6PHLko4FriFNHzEnIu5p86mYWYm4IWhmZmZWYhFxyCDF5w9SVll/0PHLeZ7B+U0Mzcy6mLuGmpmZmZmZ9Rg3BM3MzMzMzHqMG4JmZmZmZmY9xmMErRSakYbdzMzMzKwWX2+uzXcEzczMzMzMesyoG4KSdpB0g6R7Jd0j6bhcvpWkBZIeyD/H5nJJOlvSIkl3SnpHYV/T8/oPSJre+GmZmZmZmZlZLY3cEVwDzIyIScCewDGSJgGzgOsjYiJwfX4NsC9pUtOJwAzgXEgNR9J8OHsAuwMnVhqPZmZmZmZm1nyjbghGxPKIuD0/fxa4DxgHTAMuzKtdCByYn08DLopkIbClpO2AfYAFEbEyIlYBC4Cpo43LzMzMzMzMhtaUMYKSJgBvB24G+iJieV70GNCXn48DlhQ2W5rLapWbmZmZmZlZCzScNVTSZsDlwCcj4hlJLy+LiJAUjR6jcKwZpG6l9PX1MTAw0PA+V69e3ZT9NMPMyWtqLuvbZOjltbT73Eb7fo7m3Bqxvr+f7dYtcZqZmZlZ0lBDUNKGpEbgxRHxw1z8uKTtImJ57vq5IpcvA3YobD4+ly0D+qvKBwY7XkScB5wHMGXKlOjv7x9stREZGBigGftphiOGSGk7c/IaTr9r5L+uxYf2NxDRyI32/Rzq3FthfX8/261b4jQzMzOzpJGsoQLOB+6LiK8WFs0DKpk/pwNXFsoPz9lD9wSezl1IrwH2ljQ2J4nZO5eZmZmZ9TxJcyStkHR3ocxZ2s2sIY2MEXw3cBjwPkl35Md+wGzg/ZIeAP4ivwaYDzwELAK+BfwtQESsBE4BbsmPk3OZmZmZmcEFrJtIz1nazawho+4aGhE3AaqxeK9B1g/gmBr7mgPMGW0sZmZmZuuriLgxJ+YrmsYrQ2suJA2rOZ5ClnZgoaRKlvZ+cpZ2AEmVLO2XtDh8MyuphpPFmPWSCS0Yy7h49v5N36eZma33nKXdzBrihqCZmZlZF+tUlvZuyBg9WIztzlRej9FmM2+nbogRuiPO4WJs1+fKDUEzMzOz7tPxLO3dkDF6sBjbnam8HqPNZt5O3RAjdEecw8XYriz1TZlQ3szMzMzaylnazawh5W4um5mZmfU4SZeQ7uZtI2kpKfvnbOAySUcDjwAH5dXnA/uRsrQ/DxwJKUu7pEqWdnCWdrOe54agmZmZWYlFxCE1FjlLu5mNmhuCZtZTJO0AXETKsBfAeRFxVp5j61JgArAYOCgiVkkScBbpG/bngSMi4va8r+nA5/KuT42IC9t5LmZm67tGs3XPnLymlGMCzcrAYwTNrNesAWZGxCRgT+AYSZPw5MxmZmbWQ9wQNLOeEhHLK3f0IuJZ4D7SXFrTSJMyk38emJ+/PDlzRCwEKpMz70OenDkiVgGVyZnNzMzMSs9dQ82sZ0maALwduJkWTc5c73xc7TCSeZXqnYepTHOItXtOs2bMU1X9Ppfp/aylG+aOq9aNMZuZtZobgmbWkyRtBlwOfDIinklDAZNmTs5c73xc7TCScTL1zsPUrrmO6tHuOc2aMe6o+n0u0/tZSzfMHVetG2M2M2s1NwTXc40Osh7M4tn7N32fZu0kaUNSI/DiiPhhLm7Z5MxmZmZmZeMxgmbWU3IW0POB+yLiq4VFnpzZzMzMeobvCJpZr3k3cBhwl6Q7ctln8eTMZmZm1kPcEBylVnS5NLPWi4ibANVY7MmZzczMrCc01DVU0hxJKyTdXSjbStICSQ/kn2NzuSSdLWmRpDslvaOwzfS8/gN5gmYzMzMzMzNrkUbHCF7AuvNmeVJmMzMzMzOzEmuoIRgRNwLVY2I8KbOZmZmZmVmJtWKMYEsmZYbWTMw82klmmzGR8EjUO7lzOwz1fvn9HLlWvJ/t1i1xmpmtbyQtBp4FXgLWRMSU3NvqUmACsBg4KCJW5azJZ5ESYD0PHBERt3cibjPrvJYmi2nmpMx5f02fmHm0k8w2YyLhkah3cud2GGrCY7+fI9eK97PduiXObuKEVGY2Au+NiCcKryvDdGZLmpVfH8/aw3T2IA3T2aNZQbjeMusurbgS9qTMZmZmo9CqC+nFs/dvyX6ttKbxyrXVhaTrquMpDNMBFkrasnLN1pEozayjWtEQrEzKPJt1J2U+VtJc0rdPT+fG4jXAFwoJYvYGTmhBXGZmZmbrmwCuzT2w/i33nhrpMJ21GoL1DsWpHhZQliEXRWUaCjKUboizG2KE7ohzuBjbNdymoYagpEtI3zhtI2kpKfunJ2Vezw31jfXMyWva3s3TzMysh/1ZRCyT9FpggaRfFReOZphOvUNxqocFlPH/f5mGggylG+LshhihO+IcLsahhg01U0PvUkQcUmORJ2U2MzMza7GIWJZ/rpB0BWkqrpEO0zGzHtToPIJmZmZm1gGSNpW0eeU5aXjN3bwyTAfWHaZzuJI9ycN02hy2mZVEue+bmpmZNYGzGdp6qg+4Is0KwQbA9yLiJ1b3LSwAACAASURBVJJuYQTDdMysN7khaGZmZtaFIuIhYJdByp9khMN0zKz3uGuomZmZmZlZj3FD0MzMzMzMrMe4IWhmZmZmZtZj3BA0MzMzMzPrMW4ImpmZmZmZ9RhnDTUzs1FrxbQMi2fv3/R9mpmZ2dp8R9DMzMzMzKzHuCFoZmZmZmbWY9w11MzMbD3XzC68Myev4YhZV7sLr5lZl3ND0MzMSmW0jZZKA8XMzMyG54agmZmZjZgTBZmZdbfSNAQlTQXOAsYA346I2c3Y73D/qPwNsnXaUH+jjfx9+oKq9VpVb5mZtZLrLjODkiSLkTQG+DqwLzAJOETSpM5GZWZWm+stM+tGrrvMrKIUDUFgd2BRRDwUES8Cc4FpHY7JzGworrfMrBu57jIzoDxdQ8cBSwqvlwJ7dCgWs/WCx++0nOstsyZzvdUWrrvMDABFRKdjQNKHgakR8fH8+jBgj4g4tmq9GcCM/PItwP1NOPw2wBNN2E+rOc7mcpzNVR3nGyJi204F0w4drrfaoVv+9oocc3uszzG77mJE9VY3/C10Q4zQHXF2Q4zQHXE2M8ZR11tluSO4DNih8Hp8LltLRJwHnNfMA0u6NSKmNHOfreA4m8txNle3xNlkHau32qEbf6eOuT0cc9cbtu6qt97qhve1G2KE7oizG2KE7oizLDGWZYzgLcBESTtK2gg4GJjX4ZjMzIbiesvMupHrLjMDSnJHMCLWSDoWuIaUynhORNzT4bDMzGpyvWVm3ch1l5lVlKIhCBAR84H5HTh0t3TZcpzN5Tibq1vibKoO1lvt0I2/U8fcHo65yzWx7uqG97UbYoTuiLMbYoTuiLMUMZYiWYyZmZmZmZm1T1nGCJqZmZmZmVmb9ExDUNJHJN0j6Q+SphTK3y/pNkl35Z/vG2TbeZLuLmOckl4t6WpJv8rbzS5jnHnZbrl8kaSzJamDcW4t6QZJqyWdU7XNITnOOyX9RNI2rY6zgVg3knSepP/NfwN/WcY4C+u07bNk9ZP0Kkk/l/TL/Lv9fNXysyWt7lR8g6kVs5LT8mfiPkl/3+lYK4aIeS9Jt0u6Q9JNknbqdKxFksZI+oWkq/LrHSXdnOvyS3PCkVIZJOaLJd0v6W5JcyRt2OkYu5mkqfn9XCRpVqfjqci/2xXF/zOStpK0QNID+efYDse4Q/5feW+uB44raZy16qvSff7LXkdJWpyvK++QdGsuK8Xvu2cagsDdwP8FbqwqfwL4QERMBqYD3y0ulPR/gXZeAI0mzq9ExFuBtwPvlrRvSeM8F/gEMDE/pnYwzt8B/wx8ulgoaQPgLOC9EfEnwJ3AsbTHiGLN/glYERFvBiYB/9nSCJPRxNmJz5LV7wXgfRGxC7ArMFXSngC5sd/RC5IaasV8BCk1/lsj4o+BuZ0LcR21Yj4XODQidgW+B3yugzEO5jjgvsLrLwFnRMROwCrg6I5ENbTqmC8G3gpMBjYBPt6JoNYHksYAXwf2Jf3fOUTSpM5G9bILWPfaYhZwfURMBK7PrztpDTAzIiYBewLH5PevbHHWqq/K+PnvhjrqvRGxa2HKiFL8vnumIRgR90XEOhOiRsQvIuLR/PIeYBNJGwNI2gz4FHBqWeOMiOcj4oa8zovA7aQ5gUoVp6TtgNdExMJIA1MvAg7sYJzPRcRNpMZLkfJjU0kCXgM8Wr19K4wiVoCjgC/m9f4QES2fQHU0cXbis2T1i6TSSN8wPyJf8P0r8JmOBVdDrZiB/wecHBF/yOut6FCI6xgi5iDVNQBb0KY6px6SxgP7A9/OrwW8D/hBXuVC2lCXj0R1zJCSo+T3P4Cf04b/k+ux3YFFEfFQvu6YC0zrcEwARMSNwMqq4mmkv1Mowd9rRCyPiNvz82dJDZhxlC/OWvVVqT7/3VhHZaX4ffdMQ7BOfwncHhEv5NenAKcDz3cupEFVxwmApC2BD5C+WSiDYpzjgKWFZUtzWalExO9JF5J3kS7GJgHndzSoGvLvG+CU3K3s+5L6OhpUbWX9LFmWu9bcAawAFkTEzaS74fMiYnlnoxtcjZjfBHxU0q2SfixpYmejXFuNmD8OzJe0FDgMaEsX/zqdSfoi4A/59dbAUxGxJr8uY11eHfPLcpfQw4CftDuo9cg4YEnhdRn/Bor6CnXYY0Bp/k9KmkDqzXUzJYyzur4CHqR8n/9uqKMCuFZpyNSMXFaK3/d61RCUdF3u/1/9GPabKkk7k24l/3V+vSvwpoi4osxxFso3AC4Bzo6Ih8oaZys0Eucg+9qQ1BB8O7A9qWvoCWWMlTT9y3jgvyPiHcD/AF8pW5yt/CxZ80TES7lr4nhgd0nvAT4CfK2zkdU2SMxvAzYGfpe733wLmNPJGKvViPkfgP0iYjzwHeCrnYyxQtIBpK7nt3U6lnrVEfM3gBsj4mdtDMtKIt8RLkW6/NxT5nLgkxHxTHFZWeKsrq9I3atLo4vqqD/L12n7kroCv6e4sJO/79LMI9gMEfEXo9ku31a+Ajg8Ih7Mxe8CpkhaTHqfXitpICL6SxZnxXnAAxFxZqPxVTQ5zmWs3RVnfC5r2GjjrGHXvM8HASRdRhP7bTc51idJd9h+mF9/nyb1g29ynC37LFnzRcRTkm4A3gvsBCxKPW14taRFecxFqRRinkr69rfymbiC1LAqnULM+wK75DuDAJdSnrtV7wY+KGk/4FWk7qtnAVtK2iB/4960urxJ1olZ0r9HxMcknQhsSxu+oFzPLSONw60o299AtcclbRcRy/MwlY53F89fOl8OXBwRlfqqdHFWFOqrd1Guz39X1FERsSz/XCHpClKjuhS/7/XqjuBo5O51VwOzIuK/KuURcW5EbB8RE4A/A/63kxeuteLMy04ljSv5ZCdiq4ql1vu5HHhG0p65//bhwJUdCnMoy4BJkrbNr9/P2gOQSyN/g/QjoD8X7QXc27GAaijbZ8nWJWnbSldjSZuQ/u5vi4jXRcSE/Lt7vkyNwBox/wr4D1IjFuDPgf/tTITrqhHzfcAWkt6cVytNnRMRJ0TE+Pz7Pxj4aUQcCtwAfDivNp0S1eU1Yv6YpI8D+wCHVMaP2qjdAkxUysy4Eel9ntfhmIYyj/R3CiX4e83XQOcD90VE8e5/2eKsVV+V5vPfDXWUpE0lbV55DuxNSrpXjt93RPTEA/gQ6ZviF4DHgWty+eeA54A7Co/XVm07Abi7jHGSvukI0oezUv7xssWZl00h/fE/CJwDqFNx5mWLSYPKV+d1JuXyv8nv552khtbWnfzdDxPrG0jZO+8kjQ19fRnjLCxv22fJjxH9Tv8E+EX+O7ob+JdB1lnd6TjriRmofBl1F6m79C6djrWOmD+U4/0lMAC8sdOxDhJ7P3BVfv5GUsKVRaSeCBt3Or46Yl6T//dU/i+t8zfux4je2/1IX7I8CPxTp+MpxHUJsBz4ff4fdDRpzNj1wAPAdcBWHY7xz0jXbXcW/h73K2GcteqrUn7+y1pH5Vh+mR/3VD4vZfl9KwdjZmZmZmZmPaLnu4aamZmZmZn1GjcEzczMzMzMeowbgmZmZmZmZj3GDUEzMzMzM7Me44agmZmZmdl6TtJAnkplNNu+XtJqSWOaHZd1jhuC1jKSLshzHJqZdUw9dZGkfklLm3jMkFSaeRfNzEZC0mJJf1F5HRG/jojNIuKlTsZlzeWGYI+r/qA3a10zs5FwXWRmZtZebghaqUjaoNMxmJm1krtWmVn+QusESfdKWiXpO5JelZd9QtIiSSslzZO0fWG7kPT3kh6S9ISkf5X0R3nZSZL+vbDuhLz+OtdWkt4k6aeSnsz7uVjSlnnZd4HXAz/K3UE/U70vSdvn2FbmWD9R2PdJki6TdJGkZyXdI2lKq95LGz03BHtYjQ/6B/MH9qncl/yPa62by78v6TFJT0u6UdLOI4yhX9JSScdLegz4jqSNJZ0p6dH8OFPSxoVthqsg/1bSA7nyOSVXdv8t6ZlcMW2U191G0lX5XFdK+lmlMjWz9ilDXVSI5bP5omixpEML5RtL+oqkX0t6XNI3JW1SWP6PkpbnOuuoqn1eIOlcSfMlPQe8V9If5/N6Kp/nBwvrb5EvoH4j6RFJnytc6B0h6b8knZG3fUjSn+byJZJWSJpe2Nd+Sheaz0paJunTo3lfzKwlDgX2Ad4EvBn4nKT3AV8EDgK2Ax4B5lZt9yFgCvAOYBpwFCOnfJztgT8GdgBOAoiIw4BfAx/I3UG/PMj2c4GlefsPA1/IsVd8MK+zJTAPOGcUMVqL+aK3h1V/0IH/AC4BPglsC8wnXWxtNESl8GNgIvBa4Hbg4lGE8jpgK+ANwAzgn4A9gV2BXYDdgc8B1FlB7gPslvfxGeA84GOkSu5twCF5vZmkSmxboA/4LBCjiN/MGlCyumgbYBwwHThP0lvystmkC7VdgZ3yOv8CIGkq8Gng/TmGwbqt/hVwGrA5cDPwI+DaHO/fARcXjvU1YAvgjcCfA4cDRxb2tQdwJ7A18D1SHfjOHNfHgHMkbZbXPR/464jYnFT//XTkb4uZtcg5EbEkIlaS6odDSI3DORFxe0S8AJwAvEvShMJ2X4qIlRHxa+BMXrmuqVtELIqIBRHxQkT8Bvgqqb4ZlqQdgHcDx0fE7yLiDuDbpLqq4qaImJ/HFH6XdD1nJeOGoBV9FLg6Vwy/B74CbAL8aa0NImJORDybK6uTgF0kbTHC4/4BODFXRr8lVYInR8SKXDl9Hjgsr1tPBfnliHgmIu4B7gaujYiHIuJp0sXi2/N6vyc1Jt8QEb+PiJ9FhBuCZp3XqboI4J9zXfSfwNXAQZJE+pLqH/LF17PAF4CD8zYHAd+JiLsj4rl8/GpXRsR/RcQfSI3JzYDZEfFiRPwUuAo4RKnb6MHACfl8FgOn80odCPBwRHwnX2BdSvqS6+Qc97XAi6RGIaR6bpKk10TEqoi4fRTviZm1xpLC80dId9e2z88BiIjVwJOkL5+G2m5EJPVJmpt7CjwD/Dvpi7B6bA9U6sJiHMUYHys8fx54lTz8p3TcELSi6srnD6TKZtxgK0saI2m2pAdzJbI4L6q3Iqn4TUT8rlYcrF3J1VNBPl54/ttBXle+Kf9XYBFwbe5eNWuEcZtZa3SqLlqVG3IVlbpnW+DVwG25O+ZTwE9yeSXe6guzasXl2wNL8nkVtxmXY96QdevAoeo4IqJWPfeXwH7AI5L+U9K7BonNzDpjh8Lz1wOP5scbKoWSNiXd/V82zHYAz5HqqorXDXHsL5B6QU2OiNeQehOosHyoL8YfBbaStHlVHMtqrG8l5YagFT/o1ZWPSJXNskHWhdTVaRqpG9QWwITKpg3EsE4crF3J1VNB1nfQ9G37zIh4I6kv+6ck7TXS/ZhZU5ShLhqb65SKSt3zBKlxtXNEbJkfW+RurADLWffCrFr1+e1QNSa5chH1BOkuXnUdOKoLrIi4JSKmkbqg/gdw2Wj2Y2YtcYyk8ZK2Ig2LuZTULf5ISbsq5Uf4AnBz7h1Q8Y+SxuYumsfl7QDuAN6jNOffFqReU7VsDqwGnpY0DvjHquWPk7qnryMilgD/DXxR0qsk/QlwNOmuonURNwSt+EG/DNhf0l6SNiSNoXuB9GGvXhdSJfIC6Y7cq0mVVTNcQhowva2kbUjjcP69sGy4CrIukg6QtFO+yHwaeInUTdXM2q8sddHnJW0k6f8ABwDfz3fuvgWcIem1AJLGSdqnEO8RkiZJejVw4jDHuJnUVeozkjaU1A98AJibu3teBpwmaXNJbwA+xSgusPJ5HCppi9zF9hlcx5mVyfdIY4UfAh4ETo2I64B/Bi4nfcn0Jl7phl5xJXAbqeF3NWksMBGxgNQovDMvv2qIY3+elGzm6byPH1Yt/yLpWuypGkmmDiF96fYocAVpiM91w56xlYobgvbyB510IfIxUqKCJ/LrD0TEi9Xr5krhIlKXpWXAvcDCJsV0KnArqSK7i5T44VSAOivIek0EriN9I/Y/wDci4oaGIjez0SpDXfQYsIp0YXMx8DcR8au87HhSV/KFufvpdcBbACLix6SEDT/N6wyZkCWfxweAffP5fQM4vHCsvyN18XoIuIl0sThnlOd0GLA4x/w3pHHWZlYOt0TEpNzLYHpEPA8QEd+MiDdFxFYRcUBELK3abn5EvDEits49m16e5D0ijsn72ykivhURiog1eVl/RHw7P78nInbLSbd2jYjTI2J8YT9XRsTr876+EhGLq/a1NMe2VY71m4VtT4qIjxVer7WtlYecG8PMzMzMrH0kLQY+PtK7aJICmBgRi1oSmPUU3xE0MzMzMzPrMW4IWsspTdC8epDHjzsdm5n1DtdFZlYWETFhNGPqchdL3w20pnDXUDMzMzMzsx7jO4JmZmZmZmY9ZoNOBzBa22yzTUyYMGHY9Z577jk23XTTYdfrNj6v7rI+ntdQ53Tbbbc9ERHbDrqwh9Vbb0F5/mYch+PopThcd62rG+utdvC5rr+67Xwbqbe6tiE4YcIEbr311mHXGxgYoL+/v/UBtZnPq7usj+c11DlJeqS90XSHeustKM/fjONwHL0Uh+uudXVjvdUOPtf1V7edbyP1lruGmpmZmZmZ9Rg3BM3MzMzMzHqMG4JmZmZmZmY9xg1BMzMzMzOzHtO1yWLqddeypzli1tVN3+/i2fs3fZ9mZhWtqLtcb5lZK7neMusuviNoZmZmVgKS5khaIenuQtlJkpZJuiM/9issO0HSIkn3S9qnUD41ly2SNKtQvqOkm3P5pZI2at/ZmVnZuCFoZmZmVg4XAFMHKT8jInbNj/kAkiYBBwM7522+IWmMpDHA14F9gUnAIXldgC/lfe0ErAKObunZmFmpuSFoZmZmVgIRcSOwss7VpwFzI+KFiHgYWATsnh+LIuKhiHgRmAtMkyTgfcAP8vYXAgc29QTMrKu4IWhmZmZWbsdKujN3HR2by8YBSwrrLM1ltcq3Bp6KiDVV5WbWo9b7ZDFmZmZmXexc4BQg8s/TgaNaeUBJM4AZAH19fQwMDNS1Xd8mMHPymuFXHIF6j91uq1evLm1szdZL5wq9db5uCJqZmZmVVEQ8Xnku6VvAVfnlMmCHwqrjcxk1yp8EtpS0Qb4rWFy/+pjnAecBTJkyJfr7++uK9WsXX8npdzX30nLxofUdu90GBgao933pdr10rtBb5+uuoWZmZmYlJWm7wssPAZWMovOAgyVtLGlHYCLwc+AWYGLOELoRKaHMvIgI4Abgw3n76cCV7TgHMyunYRuCNVIZ/6ukX+X+6ldI2jKXT5D020KK428WttlN0l05ZfHZedAykraStEDSA/nn2HWjMDMzM1u/SboE+B/gLZKWSjoa+HK+froTeC/wDwARcQ9wGXAv8BPgmIh4Kd/tOxa4BrgPuCyvC3A88ClJi0hjBs9v4+mZWcnUc//+AuAc4KJC2QLghIhYI+lLwAmkygXgwYjYdZD9nAt8ArgZmE9KdfxjYBZwfUTMznPdzCrsy8zMzKwnRMQhgxTXbKxFxGnAaYOUzydda1WXP0TKKmpmNvwdwcFSGUfEtYWsUwtJ/cxryt0aXhMRC3PXhIt4JWXxNFIKY3AqYzMzMzMzs5Zrxojeo4BLC693lPQL4BngcxHxM1J64qWFdYopi/siYnl+/hjQV+tAo8li1YoMVtD5LFbra0Yjn1f3WB/PyczMzKxXNNQQlPRPwBrg4ly0HHh9RDwpaTfgPyTtXO/+IiIkxRDLR5zFqhUZrKDzWazW14xGPq/usT6ek5mZmVmvGHULSdIRwAHAXrm7JxHxAvBCfn6bpAeBN5PSExe7jxZTFj8uabuIWJ67kK4YbUxmZmZmZmY2vFFNHyFpKvAZ4IMR8XyhfFtJY/LzN5JSGT+Uu34+I2nPnC30cF5JWTyPlMIYnMrYzJqkRsbjQbMUKzk7ZzW+U9I7CttMz+s/IGl6oXzQTMhmZmZm3aCe6SMGS2V8DrA5sKBqmoj3AHdKugP4AfA3EVFJNPO3wLeBRcCDpIyhALOB90t6APiL/NrMrFEXkLITF1WyFE8Ers+vAfYlfXE1kTQO+VxIDUfgRGAPUqa9EwtT3FQyIVe2qz6WmZmZWWkN2zV0JKmMI+Jy4PIay24F3jZI+ZPAXsPFYWY2EhFxo6QJVcXTgP78/EJggDRdzTTgotzNfaGkLXNX9X5gQeULLUkLgKmSBsiZkHN5JRPyjzEzMzPrAqPqGmpm1qVqZSkeBywprFfJbDxUea1MyGZmZmal1/x0mmZmXWC4LMXNMpppb6A1U9+MZrqPskwT4jgcRzfEYWbWTdwQNLNeUitL8TJgh8J6lczGy3ilK2mlfIChMyGvZTTT3kBrpr4ZzbQ3ZZkmxHE4jm6Iw8ysm7hrqJn1klpZiucBh+fsoXsCT+cupNcAe0sam5PE7A1cM0wmZDMzM7PS8x1BM1sv5YzH/cA2kpaSsn/OBi7L2Y8fAQ7Kq88H9iNlNX4eOBIgIlZKOgW4Ja93clUm5AuATUhJYpwoxszMzLqGG4Jmtl6qkfEYBslSnLOFHlNjP3OAOYOUD5oJ2czMzKwbuGuomZmZmZlZj3FD0MzMzMzMrMe4IWhmZmZmZtZj3BA0MzMzMzPrMW4ImpmZmZmZ9Zi6GoKS5khaIenuQtlWkhZIeiD/HJvLJelsSYsk3SnpHYVtpuf1H5A0vVC+m6S78jZn53m5zMzMzMzMrAXqvSN4ATC1qmwWcH1ETASuz68B9gUm5scM4FxIDUfSPF57ALsDJ1Yaj3mdTxS2qz6WmZmZmZmZNUldDcGIuBFYWVU8DbgwP78QOLBQflEkC4EtJW0H7AMsiIiVEbEKWABMzcteExEL81xeFxX2ZWZmZmZmZk3WyBjBvohYnp8/BvTl5+OAJYX1luayocqXDlJuZmZmZmZmLbBBM3YSESEpmrGvoUiaQepuSl9fHwMDA8Nu07cJzJy8pumx1HPsVlq9enXHY2gFn1f3WB/PyczMzKxXNNIQfFzSdhGxPHfvXJHLlwE7FNYbn8uWAf1V5QO5fPwg668jIs4DzgOYMmVK9Pf3D7baWr528ZWcfldT2rtrWXzo8MdupYGBAeo5/27j8+oe6+M5mZmZmfWKRrqGzgMqmT+nA1cWyg/P2UP3BJ7OXUivAfaWNDYnidkbuCYve0bSnjlb6OGFfZmZmZmZmVmT1XWrTNIlpLt520haSsr+ORu4TNLRwCPAQXn1+cB+wCLgeeBIgIhYKekU4Ja83skRUUlA87ekzKSbAD/ODzMzMzMzM2uBuhqCEXFIjUV7DbJuAMfU2M8cYM4g5bcCb6snFjMzMzMzM2tMI11DzczMzMzMrAu5IWhmPUXSWyTdUXg8I+mTkk6StKxQvl9hmxMkLZJ0v6R9CuVTc9kiSbM6c0Zmtr6QNEfSCkl3F8q2krRA0gP559hcLkln5/rnTknvKGwzPa//gKTphfLdJN2Vtzk752Ywsx7lhqCZ9ZSIuD8ido2IXYHdSGOZr8iLz6gsi4j5AJImAQcDOwNTgW9IGiNpDPB1YF9gEnBIXtfMbLQuINUzRbOA6yNiInB9fg2p7pmYHzOAcyE1HEm5HPYAdgdOrDQe8zqfKGxXfSwz6yFuCJpZL9sLeDAiHhlinWnA3Ih4ISIeJiXC2j0/FkXEQxHxIjA3r2tmNioRcSOwsqp4GnBhfn4hcGCh/KJIFgJb5um89gEWRMTKiFgFLACm5mWviYiFOZ/DRYV9mVkPav4Ee2Zm3eNg4JLC62MlHQ7cCszMF1HjgIWFdZbmMoAlVeV7tDBWM+tNfXmqLYDHgL78fBzr1kHjhilfOkj5OiTNIN1lpK+vj4GBgfoC3QRmTl5T17r1qvfY7bZ69erSxtZsvXSu0Fvn64agmfUkSRsBHwROyEXnAqcAkX+eDhzVhON09QVVWf4hOg7H0Q1x/P/27j7Orqq++/7na3gUEBKw05ikJtaoN5gWccpD9fYepYTwUNHXrRhKJSBt2goVLtNLE22LgvQKXqICWjRKFGwkpKIXuSCYRmRsvXsRwkMgBEwZMZSkgSjhwWClDv7uP/aasGc4Z+bMnLPP2eec7/v1Oq/Ze+2n39pnnzV77b322kWLiJAUTdjOMmAZQG9vb/T19dW03FUrbuLyTY09tdx6Zm3bbrb+/n5q3S/trpvyCt2VX1cEzaxbnQTcExFPAAz9BZD0FeDmNLodmJFbbnpKY5T0Pdr9hKos/xAdh+NohzgK8oSkqRGxIzXv3JnSq5VN28ne/ZxP70/p0yvMb2Zdys8Imlm3OoNcs9B0gjXk3cBQr32rgfmS9pU0i6yDhTuBDcBsSbPS3cX5aV4zs0ZaDQz1/LkAuCmXflbqPfRY4JnUhHQtMFfS5NRJzFxgbZr2rKRjU2+hZ+XWZWZdyHcEzazrSDoAOAH4s1zypyUdSdY0dOvQtIjYLGkV8CAwCJwXES+k9ZxPdtI1CVgeEZublgkz6ziSrie7m3eYpG1kvX8uBVZJOhd4FDg9zb4GOJmsA6tfAOcARMQuSZeQXawCuDgihjqg+SBZz6T7A7emj5l1KVcEzazrRMRzwKEj0t4/yvyXApdWSF9DdjJmZla3iDijyqTjK8wbwHlV1rMcWF4h/S7gjfXEaGadw01DzczMzMzMuowrgmZmZmZmZl1mwhVBSa+XtDH3eVbShZI+IWl7Lv3k3DJLJA1I2iLpxFz6vJQ2IGlxvZkyMzMzMzOz6ib8jGBEbAGOBJA0iawL4u+QPaz8uYj4TH5+SYeT9ap3BPAq4HuSXpcmf5Gs44ZtwAZJqyPiwYnGZmZmZmZmZtU1qrOY44EfR8SjWY/EFZ0GrIyI54GfSBoAjk7TBiLiEQBJK9O8rgiamZmZmZkVoFHPCM4n9z4u4HxJ90tant5hAzANeCw3z7aUVi3dzMzMzMzMClD3HcH0IuV3AktS0tXAJWTv4roEuBz4QL3bSdtaCCwE6Onpob+/DAreGQAAIABJREFUf8xlevaHRXMGG7H5YWrZdpF2797d8hiK4Hy1j07Mk5mZmVm3aETT0JOAeyLiCYChvwCSvgLcnEa3AzNyy01PaYySPkxELAOWAfT29kZfX9+YwV214iYu39T41yVuPXPsbRepv7+fWvLfbpyv9tGJeTIzMzPrFo1oGnoGuWahkqbmpr0beCANrwbmS9pX0ixgNnAnsAGYLWlWurs4P81rZmZmZmZmBajrVpmkA8h6+/yzXPKnJR1J1jR069C0iNgsaRVZJzCDwHkR8UJaz/nAWmASsDwiNtcTl5mZmZmZmVVXV0UwIp4DDh2R9v5R5r8UuLRC+hpgTT2xmJmZmZmZWW0a1WuomZmZmZmZtQlXBM3MzMzMzLqMK4JmZmZmZmZdxhVBMzMzMzOzLuOKoJmZmZmZWZdxRdDMuo6krZI2Sdoo6a6UNkXSOkkPp7+TU7okXSlpQNL9ko7KrWdBmv9hSQtalR8zMzOz8XJF0My61dsj4siI6E3ji4HbImI2cFsaBzgJmJ0+C4GrIas4AhcBxwBHAxcNVR7NzMzMys4VQTOzzGnAtWn4WuBdufTrInMHcIikqcCJwLqI2BURTwHrgHnNDtrMzMxsIup6obyZWZsK4J8kBfDliFgG9ETEjjT9caAnDU8DHsstuy2lVUsfRtJCsjuJ9PT00N/fX1OAPfvDojmDteanJrVuO2/37t0TWq7RHIfjaIc4zMzaiSuCZtaN3hoR2yX9BrBO0o/yEyMiUiWxbqmSuQygt7c3+vr6alruqhU3cfmmxhbRW8+sbdt5/f391BpzkRyH42iHOMzM2ombhppZ14mI7envTuA7ZM/4PZGafJL+7kyzbwdm5BafntKqpZuZmZmVniuCZtZVJB0g6aChYWAu8ACwGhjq+XMBcFMaXg2clXoPPRZ4JjUhXQvMlTQ5dRIzN6WZmZmZlV7dFUF3w25mbaYH+KGk+4A7gVsi4rvAUuAESQ8Df5DGAdYAjwADwFeADwJExC7gEmBD+lyc0szMzMxKr1EPoLw9In6WGx/qhn2ppMVp/KMM74b9GLJu2I/JdcPeS9aJw92SVqee+MzMGiYiHgF+t0L6k8DxFdIDOK/KupYDyxsdo5mZmVnRimoa6m7YzczMzMzMSqoRdwRL3Q17EV2ww8S6YW+kTu0q2/lqH52YJzMzM7Nu0YiKYKm7YS+iC3aYWDfsjdSpXWU7X+2jE/NkZlZWkrYCPwdeAAYjojc9WnMDMBPYCpweEU9JEnAFcDLwC+DsiLgnrWcB8NdptZ+KiGsxs65Ud9NQd8NuZmZm1hRvj4gjI6I3jQ/1yTAbuC2Nw/A+GRaS9clArk+GY8jO1y4a6tDPzLpPXRVBd8NuZmZm1jLuk8HMJqzeNpM9wHeyFgjsBXwzIr4raQOwStK5wKPA6Wn+NWTNFAbImiqcA1k37JKGumEHd8NuZmZmlte0PhnMrDvUVRF0N+xmZmZmTdG0Phkm0jkfFNNBX1k7JeumDtO6Ka/QXfltfC8qZmZmZtZQ+T4ZJA3rkyEidoyjT4a+Een9FbY17s75oJgO+lrdOV813dRhWjflFborv64Impl1iZmLbxn3MovmDHL2KMttXXpKPSGZWQ1SPwwvi4if5/pkuJgX+2RYykv7ZDhf0kqyjmGeSZXFtcDf5TqImQssaWJWzKxEXBE0MzMzKzf3yWBmDeeKoJmZmVmJuU8GMytC3e8RNDMzMzMzs/biiqCZmZmZmVmXcUXQzMzMzMysy7giaGZmZmZm1mVcETSzriJphqTbJT0oabOkC1L6JyRtl7QxfU7OLbNE0oCkLZJOzKXPS2kDkha3Ij9mZmZmE+FeQ82s2wwCiyLiHkkHAXdLWpemfS4iPpOfWdLhwHzgCOBVwPckvS5N/iJwArAN2CBpdUQ82JRcmJmZmdXBFUEz6yoRsQPYkYZ/LukhYNooi5wGrIyI54GfSBoAjk7TBlK37qQXN58GuCJoZmZmpTfhpqFuXmVm7U7STOBNwPqUdL6k+yUtlzQ5pU0DHsstti2lVUs3MzMzK7167gi6eZWZtS1JBwI3AhdGxLOSrgYuASL9vRz4QAO2sxBYCNDT00N/f39Ny/XsD4vmDNa7+bqNFUet+anX7t27m7Ytx+E4zMy6wYQrgm5eZWbtStLeZJXAFRHxbYCIeCI3/SvAzWl0OzAjt/j0lMYo6XtExDJgGUBvb2/09fXVFONVK27i8k2tb72/aM7gqHFsPbOvKXH09/dT675zHI7DzMzG1pBeQ928yszahSQB1wAPRcRnc+lTc7O9G3ggDa8G5kvaV9IsYDZwJ7ABmC1plqR9yFo8rG5GHszMzMzqVffl5mY1r0rbGncTq6KaV7W6CUqnNoNxvtpHG+fpLcD7gU2SNqa0jwFnSDqSrOzaCvwZQERslrSKrJXCIHBeRLwAIOl8YC0wCVgeEZubmREzMzOziaqrItjM5lVp3eNuYlVU86pmNYeqplObwThf7aNd8xQRPwRUYdKaUZa5FLi0Qvqa0ZYzMzMzK6t6eg118yozMzMzM7M2VM+tMjevMjMzMzMza0P19Bra1c2rZi6+peHr3Lr0lIav08zMzMzMbKSG9BpqZmZmZmZm7cMVQTMzMzMzsy7jiqCZmZmZmVmXcUXQzMzMzMysy7giaGZmZmZm1mVcETQzMzMzM+syrgiamZmZmZl1GVcEzczMzMzMuowrgmZmZmZmZl3GFUEzMzMzM7Mus1erAzAzs/Y1c/EtDV/n1qWnNHydZmZmNpzvCJqZmZmZmXWZ0twRlDQPuAKYBHw1Ipa2OCQzs1G53DKzdtROZZdbHZgVpxQVQUmTgC8CJwDbgA2SVkfEg62NrLnGU9gtmjPI2TXM78LOrBgut8ysHbnsMrMhpagIAkcDAxHxCICklcBpgAslMysrl1sFqXRRrNaLX9X4opjZHi67zAwoT0VwGvBYbnwbcEyLYukoRTSpKIJP0qwNudxqI40qC/MVUpdb1qa6vuxqRHkw8uKUywNrR2WpCNZE0kJgYRrdLWlLDYsdBvysuKha40Mdli9dtmewo/KV04n5Gi1Pr25mIGU2wXILSnLMlKWsKWMcuXKrFUqxP+i8OFx20f7lVjOMLJNaXB4UrWu+16Td8jvhcqssFcHtwIzc+PSUNkxELAOWjWfFku6KiN76wisf56u9dGK+OjFP41RYuQXl2b+Ow3E4jo4zZtnV7uVWMzivnaub8luW10dsAGZLmiVpH2A+sLrFMZmZjcbllpm1I5ddZgaU5I5gRAxKOh9YS9aV8fKI2NzisMzMqnK5ZWbtyGWXmQ0pRUUQICLWAGsKWPW4mza0CeervXRivjoxT+NSYLkF5dm/jmM4xzGc42hDPudqCOe1c3VNfhURrY7BzMzMzMzMmqgszwiamZmZmZlZk3R0RVDSPElbJA1IWtzqeCqRtFzSTkkP5NKmSFon6eH0d3JKl6QrU37ul3RUbpkFaf6HJS3Ipb9Z0qa0zJWS1IQ8zZB0u6QHJW2WdEGH5Gs/SXdKui/l65MpfZak9SmWG9LD90jaN40PpOkzc+taktK3SDoxl96SY1bSJEn3Srq5U/LUroreX0WXOeOIo/ByosY4Cv9djzOewn6L44hhq7LydaOku1JaK46RQyR9S9KPJD0k6bhWxGFjK7rcKlLRZaJacL5SiTr03KwadfA5W0NFREd+yB6A/jHwGmAf4D7g8FbHVSHOtwFHAQ/k0j4NLE7Di4HL0vDJwK2AgGOB9Sl9CvBI+js5DU9O0+5M8yote1IT8jQVOCoNHwT8G3B4B+RLwIFpeG9gfYphFTA/pX8J+Is0/EHgS2l4PnBDGj48HY/7ArPScTqplccs8GHgm8DNabzt89SOn2bsr6LLnHHEUXg5UWMchf6uJ/D9FPJbHGcMW4HDRqS14hi5FviTNLwPcEgr4vBnzO+prct5OvA8rEo+O/LcbJT8duw5W0P3U6sDKPAAOA5YmxtfAixpdVxVYp05ogDaAkxNw1OBLWn4y8AZI+cDzgC+nEv/ckqbCvwolz5svibm7ybghE7KF/By4B7gGLKXju418rgj65HtuDS8V5pPI4/FofladcySvUPqNuAdwM0pxrbOU7t+mrW/iipz6oypoeXEBGNo+O96nNsv7Lc4zji28tKKYFO/F+Bg4CekvgzKdKz685Lvqu3LeTr8PKxKnjvu3GyUvHbMOVujP53cNHQa8FhufFtKawc9EbEjDT8O9KThankaLX1bhfSmSbfW30R2Jabt86Ws2dZGYCewjuxq0NMRMVghlj3xp+nPAIcy/vwW7fPAR4Bfp/FDaf88tatW7a9G/TYnpKByYjzbL/J3PR5F/hbHI4B/knS3pIUprdnfyyzgp8DXlDWV/aqkA1oQh42tE/dx25+vjKbTzs2q6dBztobq5IpgR4jsMkO0Oo6JkHQgcCNwYUQ8m5/WrvmKiBci4kiyK/dHA29ocUh1kXQqsDMi7m51LFYOzf5tlqGcKMPvumS/xbdGxFHAScB5kt6Wn9ik72UvsuZ6V0fEm4DnyJqtNTsO63KddpyVocxtljKU7WXXyRXB7cCM3Pj0lNYOnpA0FSD93ZnSq+VptPTpFdILJ2lvsoJmRUR8OyW3fb6GRMTTwO1kTQMOkTT0Ts58LHviT9MPBp5k/Pkt0luAd0raCqwka5J2Be2dp3bWqv3VqN/muBRcToxbQb/rWhX9W6xZRGxPf3cC3yE7gWr297IN2BYR69P4t8gqhi07PqyqTtzHHXO+ktfp52bVdNA5W+O1um1qUR+yq4mPkDUvGXqI84hWx1Ul1pkMb5v+Pxn+4O6n0/ApDH9w986UPoXsWYrJ6fMTYEqaNvLB3ZObkB8B1wGfH5He7vl6JXBIGt4f+BfgVOAfGf7g8QfT8HkMf/B4VRo+guEPHj9C9tBxS49ZoI8XO6joiDy126dZ+6vIMmccMRReTtQYR6G/6wl+Pw3/LY5j2wcAB+WG/xWY16Jj5F+A16fhT6QYmh6HP2N+T21fztNh52FV8tiR52aj5Lejz9katp9aHUDBB8HJZL0i/Rj4eKvjqRLj9cAO4FdkV0DPJWuTfBvwMPC93A9MwBdTfjYBvbn1fAAYSJ9zcum9wANpmS8w4sH7gvL0VrKmBfcDG9Pn5A7I1+8A96Z8PQD8bUp/TSr8BlIBs29K3y+ND6Tpr8mt6+Mp9i3ketVq5THL8JPPjshTO36K3l9FlznjiKPwcqLGOAr/XU9g3xTyW6xx268hO6G5D9g8dAy26Bg5ErgrfTf/i+yks+lx+FPTd9W25TwdeB5WJZ8deW42Sn47+pytUR+ljJiZmZmZmVmX6ORnBM3MzMzMzKwCVwTNzMzMzMy6jCuCZmZmZmZmXcYVQTMzMzMzsy7jiqAhaaukP2h1HACSvi7pUxNctl/Sn1SZNlNS5N4dY2ZmZmbWtVwRNDOzjiTpE5L+IQ3/lqTdkiYVuL0vSfqbotZvZuXXgnJnwhfQ28VoF/qtPr47YmZmHS8i/h04sOBt/HmR6zez9tKMcsesHr4jaEOOlHS/pGck3SBpPwBJfyppQNIuSaslvSqlv6SpZf6KjaTXSvpBWt/PJN2Qm+8NktaldW6RdPqIWCZLukXSzyWtl/TbuWV/X9KGtN4Nkn6/UmYkTZL0mbTtR4BTRkw/W9IjaRs/kXRmvTvQzMzMzKxduCJoQ04H5gGzgN8Bzpb0DuB/pGlTgUeBlTWu7xLgn4DJwHTgKgBJBwDrgG8CvwHMB/5e0uG5ZecDn0zLDgCXpmWnALcAVwKHAp8FbpF0aIXt/ylwKvAmoBd4z9CEFMOVwEkRcRDw+8DGGvNlZg2WnlP+7+li1HOSrpHUI+nWdLHme5Imp3mPlfSvkp6WdJ+kvtx6ZqULUD+XtA44LDdt2MUrSedIeijN+4ikP8vN2ydpm6RFknZK2iHpnBrysaeJ1ljrkLS/pMslPZoubP1Q0v5p2jslbU557Jf0f01kX421v8y6WaeUO8mELqBrRB8RGt6sdT9J/yDpyZTvDZJ60rSD0/7aIWm7pE9plOavkvZN63hjLu2Vkv5T0m9ImizpZkk/lfRUGp5eZV17Yqyyj8cVW7dzRdCGXBkR/xERu4D/DRwJnAksj4h7IuJ5YAlwnKSZNazvV8CrgVdFxC8j4ocp/VRga0R8LSIGI+Je4EbgvbllvxMRd0bEILAixQLZXb2HI+IbadnrgR8Bf1hh+6cDn4+Ix1Ke/seI6b8G3ihp/4jYERGba8iTmRXn/wVOAF5H9pu+FfgY8Eqy/1UfkjSN7GLQp4ApwF8BN0p6ZVrHN4G7yU7ELgEWjLK9nWTl0SuAc4DPSToqN/03gYOBacC5wBfzFawajbaOzwBvJrsQNQX4CPBrSa8DrgcuTHlfA/xvSfvk1jvmvgKoYX+ZdbtOKXcacQF9pAUplhlp2T8H/jNN+zowCLyW7IL7XKDqM3zpHPLbwBm55NOBH0TETrJ9/TWy88bfStv5Qg0xVjKu2LqdK4I25PHc8C/I2rS/iuwuIAARsRt4kqyAGstHAAF3pivbH0jprwaOSVeGnpb0NFmF8zfHiIWR8SSPVonnVcBjI+YbysdzwPvICrUd6SraG2rIk5kV56qIeCIitgP/AqyPiHsj4pfAd8j+of8xsCYi1kTEryNiHXAXcLKk3wJ+D/ibiHg+Iv6Z7KJWRRFxS0T8ODI/IGvB8H/nZvkVcHFE/Coi1gC7gdePM08V1yHpZcAHgAsiYntEvBAR/5pOlt4H3BIR6yLiV2QVxv3JKozj2VeMtr/GmQ+zTtUp5U4jLqCP9CuyCuBrUxl1d0Q8m+4KngxcGBHPpYrc58gqo6P55oh5/iilERFPRsSNEfGLiPg5WUX2/6khxmHqiK1rubMYG81/kFXcgD1NKg8FtgPPpeSXA8+m4T2VuYh4nKx5JpLeCnxP0j+TVc5+EBEn1BtP8lvAdyvMu4PsKlZ+vj0iYi2wVllTrE8BX2F4YWxmzfVEbvg/K4wfSPb7f6+k/EnM3sDtZBd/nkoXeoY8yvByYA9JJwEXkd0JeBlZWbYpN8uT6aRqSP6iVK2qreMwYD/gxxWWGXkB7teSHmP4Ba9a9hWMvr/MrHPKnUZcQB/pG2T5WCnpEOAfgI+T7Y+9yS6kD837MoZffK/kduDlko4h289HklW2kfRysgrbPLK7mgAHSZoUES/UEOuQicbWtXxH0EZzPXCOpCMl7Qv8HdnVsq0R8VOyCuEfK+uY5QNAvk36e3Ptu58Cgqw55s3A6yS9X9Le6fN7yj0DM4o1adk/krSXpPcBh6d1jrSKrEnH9NSsYnEuth5Jp6WK7fNkV9x+Pa49Y2at8BjwjYg4JPc5ICKWkl38mZx+10N+q9JKUnl2I9ndtp6IOISsfFGl+QvwM+CX5MrMnJEX4ER2MrZ9AtsZbX+ZWW3audypdgF9qDx5jqwyOiR/Qf9XEfHJiDicrEXCqcBZZPvjeeCw3P54RUQcMVogqUK3iqx56BnAzenuH8Aisjufx0TEK4C3pfRK+6ZqzBONrZu5ImhVRcT3gL8hK7h2kJ205G+v/ynw38maix4B/Gtu2u8B6yXtBlaTNYF6JP3o56b1/AfZVazLgH1riOdJsoJoUdrmR4BTI+JnFWb/CrAWuA+4h6xt+pCXAR9O299F1vzgL8bavpm13D8AfyjpxHQBaj9lHSxMj4hHyZprfVLSPqklQrXmT/uQlTk/BQbTVfq5TckB2V0+YDnwWUmvSnk5Lp0orgJOkXS8pL3JyrvnGV6+1qrq/mpYZsw6XzuXO2NdQN8IzE8X5Ud2rPd2SXNSRyvPkjUV/XVE7CBr0nq5pFdIepmk35ZUS1POb5I1fz8zDQ85iOwO7NPpucaLRlnHRuBtyt7ReDBZ/xUA1BlbV3LTUCMiZo4Y/0Ru+EvAl6osdytZL6OVpn2ErKJWadoWRrzOITft7BHj/WS9jg6N/5Csg4VKy/blhgeB/5Y+Q76Y/u5gAm3Pzay1IuIxSacBnyZrsfACcCcvXsj5I+Basgs8/we4Djikwnp+LulDZJWufcme6VldeAaG+yuyTqw2kDXjug84MSK2SPpjsp6Wp5Gd9PxhRPzXeDdQw/4yszG0c7kTEU9KOhW4AriarCOZ/AX0vyHL01PAD8gqZ1PStN8kO/+bTtZy6gay5qKQ3RlcCjxIVol7hOyi/ljxrJf0HFmT1Vtzkz6ftv0zsov0lwPvqrKOdcpeSXZ/mv8y4J25WSYUW7dSRLQ6BjMzMzMzM2siNw01MzMzMzPrMq4ImpmZ1Si9Dmd3hc+ZrY7NzDpTu5Q7kr5UJc6KjxhZ67lpqJmZmZmZWZfxHUEzMzMzM7Mu07a9hh522GExc+bMMed77rnnOOCAA8acr1XKHF+ZY4Nyx1fm2KD4+O6+++6fRcQrC9tAndLLcb8KvJHsHZcfALaQ9Yo2E9gKnB4RT6X3uF0BnEz2ot6zI+KetJ4FwF+n1X4qIq4dbbv5cquMx0jZYipbPFC+mMoWD5QvpvHEU/ayqxVGnm+V7fsdi+MtTjvFCu0Vb9PKrYhoy8+b3/zmqMXtt99e03ytUub4yhxbRLnjK3NsEcXHB9wVJSgnqn3Iuvr+kzS8D1lX358GFqe0xcBlafhksm6uBRwLrE/pU8i6pZ4CTE7Dk0fbbr7cKuMxUraYyhZPRPliKls8EeWLaTzxlL3sasVn5PlW2b7fsTje4rRTrBHtFW+zyi03DTWzrpJeQPs24BqAiPiviHgaOI2sgkj6O/QOo9OA61J5ewdwiKSpwInAuojYFRFPAeuAeU3MipmZmdmEuSJoZt1mFvBT4GuS7pX0VUkHAD0RsSPN8zjQk4anAY/llt+W0qqlm5mZmZVe2z4jaGY2QXsBRwF/GRHrJV1B1hR0j4gISQ3pUlnSQmAhQE9PD/39/QDs3r17z3BZlC2mssUD5YupbPFA+WIqWzxmZmXhiqCZdZttwLaIWJ/Gv0VWEXxC0tSI2JGafu5M07cDM3LLT09p24G+Een9IzcWEcuAZQC9vb3R15ct0t/fz9BwWZQtprLFA+WLqWzxQPliKls8ZmZl0fEVwU3bn+Hsxbc0fL1bl57S8HWaWfEi4nFJj0l6fURsAY4HHkyfBcDS9PemtMhq4HxJK4FjgGdSZXEt8HeSJqf55gJLmpmX8Zo5Rlm4aM7guMtLl4Vm1m7GKgsnwmWhtaOOrwiamVXwl8AKSfuQ9fZ5Dtkz06sknQs8Cpye5l1D1nPoANnrI84BiIhdki4BNqT5Lo6IXc3LgpmZmdnEuSJoZl0nIjYCvRUmHV9h3gDOq7Ke5cDyxkZnZmZmVjz3GmpmZmZmZtZlXBE0MzMzKzFJ+0m6U9J9kjZL+mRKnyVpvaQBSTek5u5I2jeND6TpM3PrWpLSt0g6sTU5MrMycEXQzMzMrNyeB94REb8LHAnMk3QscBnwuYh4LfAUcG6a/1zgqZT+uTQfkg4H5gNHAPOAv5c0qak5MbPScEXQzMzMrMQiszuN7p0+AbyD7BU4ANcC70rDp6Vx0vTjJSmlr4yI5yPiJ2SdYB3dhCyYWQm5ImhmZmZWcpImSdpI9o7TdcCPgacjYjDNsg2YloanAY8BpOnPAIfm0yssY2ZdpqZeQyUtB04FdkbEG1PaFOAGYCawFTg9Ip5KV5yuIOtu/RfA2RFxT1pmAfDXabWfiohrU/qbga8D+5N11X5B6qnPzMzMrOtFxAvAkZIOAb4DvKGobUlaCCwE6Onpob+/f8+03bt3Dxsvu0rxLpozWHnmOly14qaxZ6pBz/4vrmvOtIMbss6idMKxUFbNirXW10d8HfgCcF0ubTFwW0QslbQ4jX8UOAmYnT7HAFcDx6SK40VkXbYHcLek1RHxVJrnT4H1ZBXBecCt9WXNzMzMrLNExNOSbgeOAw6RtFe66zcd2J5m2w7MALZJ2gs4GHgylz4kv0x+G8uAZQC9vb3R19e3Z1p/fz/58bKrFO/ZBbxQvlEWzRnk8k3Z6fnWM/taG8wYOuFYKKtmxVpT09CI+Gdg5IuS8+3PR7ZLvy61Z7+DrJCaCpwIrIuIXanyt47sYeepwCsi4o50F/C63LrMzMzMupqkV6Y7gUjaHzgBeAi4HXhPmm0BMHRbanUaJ03/fjrHWg3MT72KziK7aH9nc3JhZmVTzwvleyJiRxp+HOhJw9Xan4+Wvq1C+kuM1lShapD7F9MEoFG3a8t8m7rMsUG54ytzbFD++MzMbJipwLWph8+XAasi4mZJDwIrJX0KuBe4Js1/DfANSQNkF/LnA0TEZkmrgAeBQeC81OTUzLpQPRXBPSIiJBX+TN9oTRWquWrFTXtusTdSo27Xl/k2dZljg3LHV+bYoPzxmZnZiyLifuBNFdIfoUKvnxHxS+C9VdZ1KXBpo2Msysw6m3EumjNY6qagZq1UT6+hT6RmnaS/O1N6tfbno6VPr5BuZmZmZmZmBainIphvfz6yXfpZyhwLPJOakK4F5kqaLGkyMBdYm6Y9K+nY1OPoWbl1mZmZmZmZWYPV+vqI64E+4DBJ28h6/1wKrJJ0LvAocHqafQ3ZqyMGyF4fcQ5AROySdAmwIc13cUQMdUDzQV58fcStuMdQMzMzMzOzwtRUEYyIM6pMOr7CvAGcV2U9y4HlFdLvAt5YSyxmZmZmZmZWn3qahpqZmZmZmVkbckXQzMzMzMysy7giaGZmZmZm1mUa/4I9MzPrGvW+46uSrUtPafg6zczMbDjfETQzMzMzM+syrgiamZmZmZl1GVcEzczMzMzMuowrgmZmZmZmZl3GFUEzMzMzM7Mu44qgmZmZmZlZl3FF0MzMzMzMrMvUVRGU9N8kbZb0gKTrJe0naZak9ZIGJN0gaZ80775pfCBNn5lbz5KUvkXSifVlyczMzMzMzEYz4YqgpGnAh4DHS7uYAAAX9UlEQVTeiHgjMAmYD1wGfC4iXgs8BZybFjkXeCqlfy7Nh6TD03JHAPOAv5c0aaJxmZmZmZmZ2ejqbRq6F7C/pL2AlwM7gHcA30rTrwXelYZPS+Ok6cdLUkpfGRHPR8RPgAHg6DrjMjMzMzMzsyomXBGMiO3AZ4B/J6sAPgPcDTwdEYNptm3AtDQ8DXgsLTuY5j80n15hGTMzMzMzM2uwvSa6oKTJZHfzZgFPA/9I1rSzMJIWAgsBenp66O/vH3OZnv1h0ZzBMecbr1q2XYvdu3c3bF2NVubYoNzxlTk2KH98ZmZmZlasCVcEgT8AfhIRPwWQ9G3gLcAhkvZKd/2mA9vT/NuBGcC21JT0YODJXPqQ/DLDRMQyYBlAb29v9PX1jRnkVStu4vJN9WSzsq1njr3tWvT391NLPlqhzLFBueMrc2xQ/viaIT2LfBewPSJOlTQLWEnWUuFu4P0R8V+S9gWuA95MVma9LyK2pnUsIXv++QXgQxGxtvk5MTMzMxu/ep4R/HfgWEkvT8/6HQ88CNwOvCfNswC4KQ2vTuOk6d+PiEjp81OvorOA2cCddcRlZlaLC4CHcuPu6MrMzMy6Rj3PCK4n6/TlHmBTWtcy4KPAhyUNkF1ZvyYtcg1waEr/MLA4rWczsIqsEvld4LyIeGGicZmZjUXSdOAU4KtpXLijKzMzM+sidbWZjIiLgItGJD9ChZOhiPgl8N4q67kUuLSeWMzMxuHzwEeAg9L4odTY0ZWkfEdXd+TW6Y6uzMysYWYuvqWQ9W5dekoh67X20/iH58zMSkzSqcDOiLhbUl8Ttlexk6tWdNgzVsdZRXWuNV6t3EdjKVtMZYsHyhdT2eIxMysLVwTNrNu8BXinpJOB/YBXAFdQUEdX1Tq5akWHPWePcXV50ZzBQjrXGq+hzrjK2KlR2WIqWzxQvpjKFo+ZWVnU+0J5M7O2EhFLImJ6RMwk6+zl+xFxJu7oyszMzLqIK4JmZhl3dGVmpSRphqTbJT0oabOkC1L6FEnrJD2c/k5O6ZJ0paQBSfdLOiq3rgVp/oclLai2TTPrfK1vA2Rm1iIR0Q/0p2F3dGVmZTUILIqIeyQdBNwtaR1wNnBbRCyVtJjsQtVHgZPIWinMBo4BrgaOkTSFrJO/XiDSelZHxFNNz5GZtZzvCJqZmZmVWETsiIh70vDPyd6BOo3hr7cZ+dqb6yJzB9kz0FOBE4F1EbErVf7Wkb0H1cy6kCuCZmZmZm1C0kzgTcB6oCcidqRJjwM9aXjPa2+SodfbVEs3sy7kpqFmZmZmbUDSgcCNwIUR8aykPdMiIiRFg7ZT8bU30PzXcdT7SpuyvBanVs2It1HfX7u9mqWd4m1WrK4ImpmZmZWcpL3JKoErIuLbKfkJSVMjYkdq+rkzpVd7vc12oG9Eev/IbVV77Q00/3UcY732ZixleS1OrZoR79AreurVbq9maad4mxWrm4aamZmZlZiyW3/XAA9FxGdzk/Kvtxn52puzUu+hxwLPpCaka4G5kianHkbnpjQz60Ltc4nEzMzMrDu9BXg/sEnSxpT2MWApsErSucCjwOlp2hrgZGAA+AVwDkBE7JJ0CbAhzXdxROxqThbMrGxcETQzMzMrsYj4IaAqk4+vMH8A51VZ13JgeeOiM7N2VVfTUEmHSPqWpB9JekjScX65qZmZmZmZWbnV+4zgFcB3I+INwO+SvddmMdnLTWcDt6VxGP5y04VkLzcl93LTY8he5nzRUOXRzMzMzMzMGm/CFUFJBwNvI3t4mYj4r4h4Gr/c1MzMzMzMrNTquSM4C/gp8DVJ90r6qqQD8MtNzczMzMzMSq2ezmL2Ao4C/jIi1ku6ghebgQKNfbkpjP6C02qKejFnN7yMs8yxQbnjK3NsUP74zMzMzKxY9VQEtwHbImJ9Gv8WWUWwkJebwugvOK3mqhU3FfJizm54GWeZY4Nyx1fm2KD88ZmZmZlZsSbcNDQiHgcek/T6lHQ88CB+uamZmZmZmVmp1Xur7C+BFZL2AR4he2Hpy/DLTc3MzMzMzEqrropgRGwEeitM8stNzczMzMzMSqre9wiamZmZmZlZm3FF0MzMzMzMrMu4ImhmZmZmZtZlXBE0MzMzMzPrMq4ImpmZmZmZdRlXBM3MzMzMzLqMK4JmZmZmZmZdxhVBMzMzMzOzLlPXC+XNzMzMzKx9zFx8S0PWs2jOIGendW1dekpD1mnN5TuCZmZmZmZmXcYVQTMzMzMzsy7jpqFmZlYqQ82W8s2O6uVmS2ZmZsPVfUdQ0iRJ90q6OY3PkrRe0oCkGyTtk9L3TeMDafrM3DqWpPQtkk6sNyYzMzMzMzOrrhF3BC8AHgJekcYvAz4XESslfQk4F7g6/X0qIl4raX6a732SDgfmA0cArwK+J+l1EfFCA2IrjB+0NTMzMzOzdlXXHUFJ04FTgK+mcQHvAL6VZrkWeFcaPi2Nk6Yfn+Y/DVgZEc9HxE+AAeDoeuIyM6tG0gxJt0t6UNJmSRek9CmS1kl6OP2dnNIl6crUauF+SUfl1rUgzf+wpAWtypOZmZnZeNV7R/DzwEeAg9L4ocDTETGYxrcB09LwNOAxgIgYlPRMmn8acEdunfllhpG0EFgI0NPTQ39//5gB9uyf3XUrq3x8teSnmXbv3l26mPLKHF+ZY4Pyx1ewQWBRRNwj6SDgbknrgLOB2yJiqaTFwGLgo8BJwOz0OYashcMxkqYAFwG9QKT1rI6Ip5qeIzMzM7NxmnBFUNKpwM6IuFtSX+NCqi4ilgHLAHp7e6Ovb+zNXrXiJi7fVN4+cRbNGdwT39Yz+1obzAj9/f3Uso9bpczxlTk2KH98RYqIHcCONPxzSQ+RXXw6DehLs10L9JNVBE8DrouIAO6QdIikqWnedRGxCyBVJucB1zctM2ZmZmYTVE/T0LcA75S0FVhJ1iT0CuAQSUM1r+nA9jS8HZgBkKYfDDyZT6+wjJlZYVKnVW8C1gM9qZII8DjQk4b3tGZIhlotVEs3M2soScsl7ZT0QC7NzdnNrC4TvlUWEUuAJQDpjuBfRcSZkv4ReA9Z5XABcFNaZHUa/z9p+vcjIiStBr4p6bNkncXMBu6caFxmZrWQdCBwI3BhRDybPbKcSWVTNGg7FZu0t6J57ljN5MvWlL6R8TRqX5etWXXZ4oHyxVS2eCbo68AXgOtyaYtxc3Yzq0MRbSY/CqyU9CngXuCalH4N8A1JA8Ausp5CiYjNklYBD5I9u3Ne2XsMNbP2Jmlvskrgioj4dkp+QtLUiNiRmn7uTOnVWi1s58WmpEPp/SO3Va1Jeyua5471Tr58U/UyaGQ8jWp6X7Zm1WWLB8oXU9nimYiI+Of8a7cSN2c3s7o05D9sRPSTToAi4hEq9PoZEb8E3ltl+UuBSxsRi5nZaFJvxdcAD0XEZ3OThlotLOWlrRnOl7SS7Or6M6myuBb4u6HmWMBcUisJM7MmcHN2M6tLeS79mpk1x1uA9wObJG1MaR8jqwCuknQu8Chwepq2BjiZ7NU2vwDOAYiIXZIuATak+S4eutJuZtZMjWzODqP30t7sprb1Ng8vW5P3sbRTvGXu+b6Sdmom3qxYXRE0s64SET8EVGXy8RXmD+C8KutaDixvXHQvmjlGM04z63qFNGeH0Xtpb3ZT27GatI+lbE3ex9JO8Q6LddNzDV//1qWnNHR97dRMvFmxtseRZmZmZmZ5bs5uVgJFXLj9+rwDGr7OSlwRNDMzMysxSdeT3c07TNI2st4/3ZzdzOriiqCZmZlZiUXEGVUmlaY5u5m1n3peKG9mZmZmZmZtyBVBMzMzMzOzLuOKoJmZmZmZWZdxRdDMzMzMzKzLuCJoZmZmZmbWZdxrqJmZmZnVrYj3qZlZcSZ8R1DSDEm3S3pQ0mZJF6T0KZLWSXo4/Z2c0iXpSkkDku6XdFRuXQvS/A9LWlB/tszMzMzMzKyaepqGDgKLIuJw4FjgPEmHA4uB2yJiNnBbGgc4CZidPguBqyGrOJK9GPUY4GjgoqHKo5mZmZmZmTXehCuCEbEjIu5Jwz8HHgKmAacB16bZrgXelYZPA66LzB3AIZKmAicC6yJiV0Q8BawD5k00LjMzMzMzMxtdQ54RlDQTeBOwHuiJiB1p0uNATxqeBjyWW2xbSquWbmZmZmZmXajRz5wumjNIX0PX2P7qrghKOhC4EbgwIp6VtGdaRISkqHcbuW0tJGtWSk9PD/39/WMu07N/9sWXVT6+WvLTTLt37y5dTHlljq/MsUH54zMzMzOzYtVVEZS0N1klcEVEfDslPyFpakTsSE0/d6b07cCM3OLTU9p2GFZBnw70V9peRCwDlgH09vZGX19fpdmGuWrFTVy+qbydoy6aM7gnvq1n9rU2mBH6+/upZR+3SpnjK3NsUP74zMzMzKxY9fQaKuAa4KGI+Gxu0mpgqOfPBcBNufSzUu+hxwLPpCaka4G5kianTmLmpjQzMzMzMzMrQD23yt4CvB/YJGljSvsYsBRYJelc4FHg9DRtDXAyMAD8AjgHICJ2SboE2JDmuzgidtURl5mZmZmZmY1iwhXBiPghoCqTj68wfwDnVVnXcmD5RGMxMzMbTaM6HVg0Z5Cz07q2Lj2lIes0MzNrhXreI2hmZmZmZmZtyBVBMzMzMzOzLlPe7jTNzMzMzMwapNHvJmx3viNoZmZmZmbWZVwRNDMzMzMz6zKuCJqZmZmZmXUZVwTNzMzMzMy6jCuCZmZmZmZmXcYVQTMzMzMzsy7j10eUSBFd2m5dekrD12lmZi6zzcysvfmOoJmZmZmZWZdxRdDMzMzMzKzLlKYiKGmepC2SBiQtbnU8ZmZjcbllZu3IZZeZQUmeEZQ0CfgicAKwDdggaXVEPNjayMzMKnO5ZUUY73OHi+YMcnYNy/jZQxvissvMhpSiIggcDQxExCMAklYCpwEulOpUT2cG1U4wfEJhBrjcsjbijm0sx2WXmQHlqQhOAx7LjW8DjmlRLDYGn1CYAS63rMtV+19Q613KZvn6vANaHULZuOwyM6A8FcGaSFoILEyjuyVtqWGxw4CfFRdVfT5U4viaGZsum9Bipd13lDs2KD6+Vxe47rYySrlVumOkbOVR2eKB8sVUtnigfDG9/bJxxeOyizHPt0r1/Y6lbMfjWNop3naKFdor3maVW2WpCG4HZuTGp6e0YSJiGbBsPCuWdFdE9NYXXnHKHF+ZY4Nyx1fm2KD88bWJusqtMn4HZYupbPFA+WIqWzxQvpjKFk8JjFl2jXa+1W770/EWp51ihfaKt1mxlqXX0A3AbEmzJO0DzAdWtzgmM7PRuNwys3bkssvMgJLcEYyIQUnnA2uBScDyiNjc4rDMzKpyuWVm7chll5kNKUVFECAi1gBrClj1uJqStkCZ4ytzbFDu+MocG5Q/vrZQZ7lVxu+gbDGVLR4oX0xliwfKF1PZ4mm5Diy7RuN4i9NOsUJ7xduUWBURzdiOmZmZmZmZlURZnhE0MzMzMzOzJunoiqCkeZK2SBqQtLhJ21wuaaekB3JpUyStk/Rw+js5pUvSlSm++yUdlVtmQZr/YUkLGhTbDEm3S3pQ0mZJF5Qsvv0k3SnpvhTfJ1P6LEnrUxw3pIfbkbRvGh9I02fm1rUkpW+RdGIj4kvrnSTpXkk3lzC2rZI2Sdoo6a6UVorvtpuNVQ6NdqwUFE/FcmDEPH2SnknH0kZJf1twTC85dkdMr3q8FhDL63P53ijpWUkXjpin8P2jcfwvqbBsIb/hKjH9T0k/St/LdyQdUmXZUb/jBsbzCUnbc9/NyVWWbfr5QSdo5n4bz29gIv/TJL05HZMDaVmNto0xYi38/KrB8RZ+vlXtWKm2jRpiLuz8q4BYCz0fa+SxQER05IfsAegfA68B9gHuAw5vwnbfBhwFPJBL+zSwOA0vBi5LwycDtwICjgXWp/QpwCPp7+Q0PLkBsU0FjkrDBwH/BhxeovgEHJiG9wbWp+2uAuan9C8Bf5GGPwh8KQ3PB25Iw4en73tfYFY6DiY16Pv9MPBN4OY0XqbYtgKHjUgrxXfbrZ9ayqFqx0qBMVUsB0bM0zd0jDdpP73k2B0xveLx2qTv73Hg1c3eP4zjf8mI5Qr7DVeJaS6wVxq+rFJMtXzHDYznE8Bf1fC9Nv38oN0/zd5v4/kNTOR/GnBnmldp2ZNG28YYsRZ+ftXgeAs93xrtWKm2jRpiLuT8q6BYt1Lg+VhDj4VmFSDN/gDHAWtz40uAJU3a9kyGF1xbgKlpeCqwJQ1/GThj5HzAGcCXc+nD5mtgnDcBJ5QxPuDlwD3AMWQv1Bw60djzvZL1eHZcGt4rzaeR33V+vjpjmg7cBrwDuDltqxSxpXVVKnhK991206eWcqjasdLEGG8CThiR1ke5KoIVj9cmxDUX+P8qpDdl/1Dj/5IRyxT6Gx4Z04hp7wZWTOQ7buA++gRjVwRbdn7Qzp9W7LdafwPj/Z+Wpv0ol75nvlp+ZzXE3dDzqyLjpYDzrWrHCqOcN40RY2HnX42ONc27lYLOxxp9LHRy09BpwGO58W0prRV6ImJHGn4c6EnD1WIsPPZ0q/xNZFeBShNfuvW/EdgJrCO7SvN0RAxW2NaeONL0Z4BDC4zv88BHgF+n8UNLFBtAAP8k6W5JC1Naab7bLlXL/qx2rBRuRDkw0nGp2dCtko4oOJRKx25eq47L+cD1VaY1c/8MqfZ7zmvlb/gDZFenKxnrO26k81MTq+VVmka5nJuYMuy3Rv1Pm5aGR6aPto2aFHR+1fB4Cz7fqpY+2nnTaIo8/2p0rFDs+VhDj4VOrgiWUmTV9GhlDJIOBG4ELoyIZ/PTWh1fRLwQEUeSXf05GnhDq2LJk3QqsDMi7m51LKN4a0QcBZwEnCfpbfmJrf5urVxGKwfIrg6/OiJ+F7gK+F8FhzPqsdsK6VmQdwL/WGFys/fPS5Tt9yzp48AgsKLKLM36jq8Gfhs4EtgBXF7QdqzFmvEbGO82Wn1+NZ5tlPV8a6Q2Of8aqeXnY7Vuo5MrgtuBGbnx6SmtFZ6QNBUg/d2Z0qvFWFjskvYmK6RWRMS3yxbfkIh4Grid7Fb8IZKG3nmZ39aeONL0g4EnC4rvLcA7JW0FVpI1T7iiJLEBEBHb09+dwHfICvbSfbddppb9We1YKUyVcmCPiHg2Inan4TXA3pIOKyqeKsduXiuOy5OAeyLiiZETmr1/cqr9nvOavq8knQ2cCpyZTj5eoobvuCEi4ol0gvtr4CtVtuNybmLKsN8a9T9texoemT7aNkZV8PlVw+MdUtD5VrX0J0fZRjVFn381Mlag8POxhh4LnVwR3ADMTj3+7EPWxGd1i2JZDSxIwwvI2o4PpZ+Vegw6Fngm3dJdC8yVNDk1a5mb0uqSehW6BngoIj5bwvheqdTjnKT9ydrXP0RWQL2nSnxDcb8H+H46CVkNzFfWc9QsYDbZg7UTFhFLImJ6RMwkO5a+HxFnliE2AEkHSDpoaJjsO3mAkny3XayWcqjasVKIUcqB/Dy/meuF7Giy/xWFVE5HOXbzqh2vRTqDKs1Cm7l/Rqj2e85r6m9Y0jyyJlvvjIhfVJmnlu+4UfFMzY2+u8p2ynR+0E7KsN8a8j8tTXtW0rHpt3wWlf9/V/udDVP0+VUB8RZ9vlXxWEnLVNtGRU04/2pYrFD8+Vijj4XCHvAtw4esJ55/I2v3/PEmbfN6suYovyJrt3suWTvj24CHge8BU9K8Ar6Y4tsE9ObW8wFgIH3OaVBsbyW7TXw/sDF9Ti5RfL8D3JviewD425T+GrIf6wBZM619U/p+aXwgTX9Nbl0fT3FvIfWm1MDvuI8Xe60qRWwpjvvSZ/PQ8V6W77abP5XKIeBishPnUY+VguKpVg78OfDnaZ7z03F0H3AH8PsFxlPt2M3HU/V4LSimA8gqdgfn0pq6fxjf/5Je4Ku5ZQv5DVeJaYDsOZahY2mot75XAWtG+44Liucb6Ri5n+ykaOrIeNJ4088POuHTzP02zt/AuP+npd/NA2mZL5A66aq2jTFiLfz8qsHxFn6+Ve1YqbaNGo+JPgo4/2pkrDThfKyRx8LQgmZmZmZmZtYlOrlpqJmZmZmZmVXgiqCZmZmZmVmXcUXQzMzMzMysy7giaGZmZmZm1mVcETQzMzMzM+syrgiamZmZmZl1GVcEzczMzMzMuowrgmZmZmZmZl3m/wdgpTf5dBh5BwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_data.corr()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 332
        },
        "id": "Drhs6ViXlHIN",
        "outputId": "16e22158-3dbe-4657-b71e-2975796448ee"
      },
      "execution_count": 237,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                    longitude  latitude  housing_median_age  total_rooms  \\\n",
              "longitude            1.000000 -0.923941           -0.115388     0.051031   \n",
              "latitude            -0.923941  1.000000            0.017338    -0.040897   \n",
              "housing_median_age  -0.115388  0.017338            1.000000    -0.362085   \n",
              "total_rooms          0.051031 -0.040897           -0.362085     1.000000   \n",
              "total_bedrooms       0.076861 -0.072520           -0.322510     0.929561   \n",
              "population           0.107170 -0.113336           -0.299569     0.855859   \n",
              "households           0.063884 -0.077509           -0.304877     0.919277   \n",
              "median_income       -0.014302 -0.082247           -0.119495     0.199053   \n",
              "median_house_value  -0.041330 -0.149728            0.104278     0.135293   \n",
              "\n",
              "                    total_bedrooms  population  households  median_income  \\\n",
              "longitude                 0.076861    0.107170    0.063884      -0.014302   \n",
              "latitude                 -0.072520   -0.113336   -0.077509      -0.082247   \n",
              "housing_median_age       -0.322510   -0.299569   -0.304877      -0.119495   \n",
              "total_rooms               0.929561    0.855859    0.919277       0.199053   \n",
              "total_bedrooms            1.000000    0.875050    0.980045      -0.007222   \n",
              "population                0.875050    1.000000    0.904185       0.007518   \n",
              "households                0.980045    0.904185    1.000000       0.014313   \n",
              "median_income            -0.007222    0.007518    0.014313       1.000000   \n",
              "median_house_value        0.052798   -0.022168    0.068692       0.687048   \n",
              "\n",
              "                    median_house_value  \n",
              "longitude                    -0.041330  \n",
              "latitude                     -0.149728  \n",
              "housing_median_age            0.104278  \n",
              "total_rooms                   0.135293  \n",
              "total_bedrooms                0.052798  \n",
              "population                   -0.022168  \n",
              "households                    0.068692  \n",
              "median_income                 0.687048  \n",
              "median_house_value            1.000000  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-e9b655c7-a329-4789-9cfb-47aceb5d6f0b\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <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>longitude</th>\n",
              "      <th>latitude</th>\n",
              "      <th>housing_median_age</th>\n",
              "      <th>total_rooms</th>\n",
              "      <th>total_bedrooms</th>\n",
              "      <th>population</th>\n",
              "      <th>households</th>\n",
              "      <th>median_income</th>\n",
              "      <th>median_house_value</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>longitude</th>\n",
              "      <td>1.000000</td>\n",
              "      <td>-0.923941</td>\n",
              "      <td>-0.115388</td>\n",
              "      <td>0.051031</td>\n",
              "      <td>0.076861</td>\n",
              "      <td>0.107170</td>\n",
              "      <td>0.063884</td>\n",
              "      <td>-0.014302</td>\n",
              "      <td>-0.041330</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>latitude</th>\n",
              "      <td>-0.923941</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.017338</td>\n",
              "      <td>-0.040897</td>\n",
              "      <td>-0.072520</td>\n",
              "      <td>-0.113336</td>\n",
              "      <td>-0.077509</td>\n",
              "      <td>-0.082247</td>\n",
              "      <td>-0.149728</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>housing_median_age</th>\n",
              "      <td>-0.115388</td>\n",
              "      <td>0.017338</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>-0.362085</td>\n",
              "      <td>-0.322510</td>\n",
              "      <td>-0.299569</td>\n",
              "      <td>-0.304877</td>\n",
              "      <td>-0.119495</td>\n",
              "      <td>0.104278</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>total_rooms</th>\n",
              "      <td>0.051031</td>\n",
              "      <td>-0.040897</td>\n",
              "      <td>-0.362085</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.929561</td>\n",
              "      <td>0.855859</td>\n",
              "      <td>0.919277</td>\n",
              "      <td>0.199053</td>\n",
              "      <td>0.135293</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>total_bedrooms</th>\n",
              "      <td>0.076861</td>\n",
              "      <td>-0.072520</td>\n",
              "      <td>-0.322510</td>\n",
              "      <td>0.929561</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.875050</td>\n",
              "      <td>0.980045</td>\n",
              "      <td>-0.007222</td>\n",
              "      <td>0.052798</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>population</th>\n",
              "      <td>0.107170</td>\n",
              "      <td>-0.113336</td>\n",
              "      <td>-0.299569</td>\n",
              "      <td>0.855859</td>\n",
              "      <td>0.875050</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.904185</td>\n",
              "      <td>0.007518</td>\n",
              "      <td>-0.022168</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>households</th>\n",
              "      <td>0.063884</td>\n",
              "      <td>-0.077509</td>\n",
              "      <td>-0.304877</td>\n",
              "      <td>0.919277</td>\n",
              "      <td>0.980045</td>\n",
              "      <td>0.904185</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.014313</td>\n",
              "      <td>0.068692</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>median_income</th>\n",
              "      <td>-0.014302</td>\n",
              "      <td>-0.082247</td>\n",
              "      <td>-0.119495</td>\n",
              "      <td>0.199053</td>\n",
              "      <td>-0.007222</td>\n",
              "      <td>0.007518</td>\n",
              "      <td>0.014313</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.687048</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>median_house_value</th>\n",
              "      <td>-0.041330</td>\n",
              "      <td>-0.149728</td>\n",
              "      <td>0.104278</td>\n",
              "      <td>0.135293</td>\n",
              "      <td>0.052798</td>\n",
              "      <td>-0.022168</td>\n",
              "      <td>0.068692</td>\n",
              "      <td>0.687048</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e9b655c7-a329-4789-9cfb-47aceb5d6f0b')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-e9b655c7-a329-4789-9cfb-47aceb5d6f0b button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-e9b655c7-a329-4789-9cfb-47aceb5d6f0b');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 237
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,8))\n",
        "sns.heatmap(train_data.corr(),annot=True, cmap=\"YlGnBu\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 600
        },
        "id": "44PpBbDalVLQ",
        "outputId": "d25eee96-6221-400d-9b21-e382a988e1cf"
      },
      "execution_count": 238,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f149349acd0>"
            ]
          },
          "metadata": {},
          "execution_count": 238
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x576 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Preprocessing\n",
        "train_data['total_rooms'] = np.log(train_data['total_rooms'] + 1)\n",
        "train_data['total_bedrooms'] = np.log(train_data['total_bedrooms']+1)\n",
        "train_data['population']== np.log(train_data['population']+1)\n",
        "train_data['households']== np.log(train_data['households']+1)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "JifgkyNGlkXj",
        "outputId": "350a3648-54df-4c98-ff1a-9777e2e9c446"
      },
      "execution_count": 239,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "8618     False\n",
              "19088    False\n",
              "1180     False\n",
              "9830     False\n",
              "8351     False\n",
              "         ...  \n",
              "4363     False\n",
              "12203    False\n",
              "3045     False\n",
              "7421     False\n",
              "12041    False\n",
              "Name: households, Length: 16346, dtype: bool"
            ]
          },
          "metadata": {},
          "execution_count": 239
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_data.hist(figsize=(15,8))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 673
        },
        "id": "tfCUEDgVmfF8",
        "outputId": "8c21455e-60d0-4154-e45f-f6cdaef951f5"
      },
      "execution_count": 240,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7f14932ec970>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f149330a400>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14932b3b50>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7f14932692b0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14932129d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f149324a070>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7f149324a160>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14931f48e0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7f14931546d0>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 240
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x576 with 9 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_data.ocean_proximity.value_counts()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "b2aJRQcmn3Dm",
        "outputId": "052227f7-8bc8-4799-e5db-fa4065b141d2"
      },
      "execution_count": 241,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<1H OCEAN     7232\n",
              "INLAND        5204\n",
              "NEAR OCEAN    2084\n",
              "NEAR BAY      1822\n",
              "ISLAND           4\n",
              "Name: ocean_proximity, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 241
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_data= train_data.join(pd.get_dummies(train_data.ocean_proximity)).drop(['ocean_proximity'], axis = 1)\n",
        "#this made by one hot encoding for making if the land is near <1hr from ocean gives the 1 and otherwise 0. and its jsut an assumption that house near ocean have more value."
      ],
      "metadata": {
        "id": "XmENrXkOm-n0"
      },
      "execution_count": 242,
      "outputs": []
    },
    {
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        "train_data"
      ],
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        "id": "t-CRhNwdnYLO",
        "outputId": "28e23a34-94d9-4191-f1c6-c5eb4afe1088"
      },
      "execution_count": 243,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       longitude  latitude  housing_median_age  total_rooms  total_bedrooms  \\\n",
              "8618     -118.38     33.86                12.0     8.351375        6.601230   \n",
              "19088    -122.54     38.36                40.0     7.910591        6.276643   \n",
              "1180     -121.54     39.47                14.0     7.452982        5.755742   \n",
              "9830     -121.91     36.63                42.0     6.706862        5.273000   \n",
              "8351     -118.32     33.95                43.0     8.248006        6.563856   \n",
              "...          ...       ...                 ...          ...             ...   \n",
              "4363     -118.37     34.08                52.0     7.118826        5.411646   \n",
              "12203    -117.12     33.61                 2.0     7.851661        6.068426   \n",
              "3045     -119.27     35.51                28.0     6.993933        5.192957   \n",
              "7421     -118.20     33.96                41.0     7.321850        5.993961   \n",
              "12041    -117.49     33.90                 7.0     9.233666        7.713785   \n",
              "\n",
              "       population  households  median_income  median_house_value  <1H OCEAN  \\\n",
              "8618       1798.0       683.0         6.4242            365500.0          1   \n",
              "19088      1167.0       458.0         3.7969            202800.0          1   \n",
              "1180        939.0       302.0         2.4952             53900.0          0   \n",
              "9830        391.0       193.0         2.1776            279200.0          1   \n",
              "8351       1505.0       712.0         3.1719            183500.0          1   \n",
              "...           ...         ...            ...                 ...        ...   \n",
              "4363        543.0       213.0         6.0338            423700.0          1   \n",
              "12203      1232.0       388.0         4.3651            145600.0          1   \n",
              "3045        544.0       190.0         3.2279             95800.0          0   \n",
              "7421       1690.0       367.0         3.0550            167000.0          1   \n",
              "12041      5271.0      2094.0         3.6071            159100.0          0   \n",
              "\n",
              "       INLAND  ISLAND  NEAR BAY  NEAR OCEAN  \n",
              "8618        0       0         0           0  \n",
              "19088       0       0         0           0  \n",
              "1180        1       0         0           0  \n",
              "9830        0       0         0           0  \n",
              "8351        0       0         0           0  \n",
              "...       ...     ...       ...         ...  \n",
              "4363        0       0         0           0  \n",
              "12203       0       0         0           0  \n",
              "3045        1       0         0           0  \n",
              "7421        0       0         0           0  \n",
              "12041       1       0         0           0  \n",
              "\n",
              "[16346 rows x 14 columns]"
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>longitude</th>\n",
              "      <th>latitude</th>\n",
              "      <th>housing_median_age</th>\n",
              "      <th>total_rooms</th>\n",
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              "      <th>8351</th>\n",
              "      <td>-118.32</td>\n",
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              "      <td>43.0</td>\n",
              "      <td>8.248006</td>\n",
              "      <td>6.563856</td>\n",
              "      <td>1505.0</td>\n",
              "      <td>712.0</td>\n",
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              "      <th>4363</th>\n",
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              "<p>16346 rows × 14 columns</p>\n",
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          "metadata": {},
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,8))\n",
        "sns.heatmap(train_data.corr(),annot=True, cmap=\"YlGnBu\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
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        "id": "-szbLyhooLF-",
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      },
      "execution_count": 244,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f149302c3d0>"
            ]
          },
          "metadata": {},
          "execution_count": 244
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x576 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,8))\n",
        "sns.scatterplot(x='latitude', y='longitude', data= train_data, hue='median_house_value', palette=\"coolwarm\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 514
        },
        "id": "UBW4V0fioQUH",
        "outputId": "393827c3-bf28-4020-9218-d81047191dca"
      },
      "execution_count": 245,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f1492f1d1f0>"
            ]
          },
          "metadata": {},
          "execution_count": 245
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_data['bedrooms_ratio'] = train_data['total_bedrooms']/train_data['total_rooms']\n",
        "train_data['households_ratio'] = train_data['total_rooms']/train_data['households']"
      ],
      "metadata": {
        "id": "UmbcPuumqPrC"
      },
      "execution_count": 246,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,8))\n",
        "sns.heatmap(train_data.corr(),annot=True, cmap=\"YlGnBu\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 600
        },
        "id": "FvLM20I8qhh3",
        "outputId": "af52e671-dfa4-4f34-fbc1-15683db20d50"
      },
      "execution_count": 247,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f1492ee4730>"
            ]
          },
          "metadata": {},
          "execution_count": 247
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x576 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Simple Linear Regression\n",
        "from sklearn.linear_model import LinearRegression\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "scaler = StandardScaler()\n",
        "\n",
        "X_train,y_train= train_data.drop(['median_house_value'], axis=1),train_data['median_house_value']\n",
        "X_train_s = scaler .fit_transform(X_train)\n",
        "\n",
        "reg = LinearRegression()\n",
        "\n",
        "reg.fit(X_train_s,y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "joqvXF-6q5oz",
        "outputId": "19a03193-8452-4ff4-f6d3-169b0f77c992"
      },
      "execution_count": 248,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearRegression()"
            ]
          },
          "metadata": {},
          "execution_count": 248
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_data= X_test.join(y_train)"
      ],
      "metadata": {
        "id": "8Xg3fvglrr5V"
      },
      "execution_count": 249,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "test_data"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "EwtnpljEsoaV",
        "outputId": "55076575-de6c-4ef7-ab44-b6c8788fda2d"
      },
      "execution_count": 250,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       longitude  latitude  housing_median_age  total_rooms  total_bedrooms  \\\n",
              "11507    -118.09     33.74                44.0       1671.0           390.0   \n",
              "14019    -117.16     32.74                21.0       1882.0           486.0   \n",
              "10553    -117.71     33.64                14.0       2945.0           356.0   \n",
              "19859    -119.29     36.34                10.0       1832.0           455.0   \n",
              "14591    -117.17     32.82                24.0       1623.0           417.0   \n",
              "...          ...       ...                 ...          ...             ...   \n",
              "4109     -118.39     34.14                34.0       4624.0           781.0   \n",
              "3356     -120.66     40.42                35.0       1450.0           325.0   \n",
              "19995    -119.35     36.19                 6.0        958.0           226.0   \n",
              "713      -122.09     37.67                48.0       1252.0           305.0   \n",
              "14285    -117.13     32.72                19.0       1341.0           435.0   \n",
              "\n",
              "       population  households  median_income ocean_proximity  \\\n",
              "11507       871.0       367.0         4.6369      NEAR OCEAN   \n",
              "14019       903.0       482.0         3.0600      NEAR OCEAN   \n",
              "10553      1293.0       335.0         8.1110       <1H OCEAN   \n",
              "19859      1664.0       429.0         2.0227          INLAND   \n",
              "14591       911.0       397.0         2.7401      NEAR OCEAN   \n",
              "...           ...         ...            ...             ...   \n",
              "4109       1572.0       719.0         6.5533       <1H OCEAN   \n",
              "3356        717.0       297.0         2.5074          INLAND   \n",
              "19995       734.0       230.0         1.0349          INLAND   \n",
              "713         673.0       308.0         2.3357        NEAR BAY   \n",
              "14285      1048.0       360.0         1.9750      NEAR OCEAN   \n",
              "\n",
              "       median_house_value  \n",
              "11507                 NaN  \n",
              "14019                 NaN  \n",
              "10553                 NaN  \n",
              "19859                 NaN  \n",
              "14591                 NaN  \n",
              "...                   ...  \n",
              "4109                  NaN  \n",
              "3356                  NaN  \n",
              "19995                 NaN  \n",
              "713                   NaN  \n",
              "14285                 NaN  \n",
              "\n",
              "[4087 rows x 10 columns]"
            ],
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              "\n",
              "  <div id=\"df-b2a013d6-826e-40a2-b2c4-27baf174c7fb\">\n",
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>longitude</th>\n",
              "      <th>latitude</th>\n",
              "      <th>housing_median_age</th>\n",
              "      <th>total_rooms</th>\n",
              "      <th>total_bedrooms</th>\n",
              "      <th>population</th>\n",
              "      <th>households</th>\n",
              "      <th>median_income</th>\n",
              "      <th>ocean_proximity</th>\n",
              "      <th>median_house_value</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>11507</th>\n",
              "      <td>-118.09</td>\n",
              "      <td>33.74</td>\n",
              "      <td>44.0</td>\n",
              "      <td>1671.0</td>\n",
              "      <td>390.0</td>\n",
              "      <td>871.0</td>\n",
              "      <td>367.0</td>\n",
              "      <td>4.6369</td>\n",
              "      <td>NEAR OCEAN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14019</th>\n",
              "      <td>-117.16</td>\n",
              "      <td>32.74</td>\n",
              "      <td>21.0</td>\n",
              "      <td>1882.0</td>\n",
              "      <td>486.0</td>\n",
              "      <td>903.0</td>\n",
              "      <td>482.0</td>\n",
              "      <td>3.0600</td>\n",
              "      <td>NEAR OCEAN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10553</th>\n",
              "      <td>-117.71</td>\n",
              "      <td>33.64</td>\n",
              "      <td>14.0</td>\n",
              "      <td>2945.0</td>\n",
              "      <td>356.0</td>\n",
              "      <td>1293.0</td>\n",
              "      <td>335.0</td>\n",
              "      <td>8.1110</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19859</th>\n",
              "      <td>-119.29</td>\n",
              "      <td>36.34</td>\n",
              "      <td>10.0</td>\n",
              "      <td>1832.0</td>\n",
              "      <td>455.0</td>\n",
              "      <td>1664.0</td>\n",
              "      <td>429.0</td>\n",
              "      <td>2.0227</td>\n",
              "      <td>INLAND</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14591</th>\n",
              "      <td>-117.17</td>\n",
              "      <td>32.82</td>\n",
              "      <td>24.0</td>\n",
              "      <td>1623.0</td>\n",
              "      <td>417.0</td>\n",
              "      <td>911.0</td>\n",
              "      <td>397.0</td>\n",
              "      <td>2.7401</td>\n",
              "      <td>NEAR OCEAN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4109</th>\n",
              "      <td>-118.39</td>\n",
              "      <td>34.14</td>\n",
              "      <td>34.0</td>\n",
              "      <td>4624.0</td>\n",
              "      <td>781.0</td>\n",
              "      <td>1572.0</td>\n",
              "      <td>719.0</td>\n",
              "      <td>6.5533</td>\n",
              "      <td>&lt;1H OCEAN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3356</th>\n",
              "      <td>-120.66</td>\n",
              "      <td>40.42</td>\n",
              "      <td>35.0</td>\n",
              "      <td>1450.0</td>\n",
              "      <td>325.0</td>\n",
              "      <td>717.0</td>\n",
              "      <td>297.0</td>\n",
              "      <td>2.5074</td>\n",
              "      <td>INLAND</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19995</th>\n",
              "      <td>-119.35</td>\n",
              "      <td>36.19</td>\n",
              "      <td>6.0</td>\n",
              "      <td>958.0</td>\n",
              "      <td>226.0</td>\n",
              "      <td>734.0</td>\n",
              "      <td>230.0</td>\n",
              "      <td>1.0349</td>\n",
              "      <td>INLAND</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>713</th>\n",
              "      <td>-122.09</td>\n",
              "      <td>37.67</td>\n",
              "      <td>48.0</td>\n",
              "      <td>1252.0</td>\n",
              "      <td>305.0</td>\n",
              "      <td>673.0</td>\n",
              "      <td>308.0</td>\n",
              "      <td>2.3357</td>\n",
              "      <td>NEAR BAY</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14285</th>\n",
              "      <td>-117.13</td>\n",
              "      <td>32.72</td>\n",
              "      <td>19.0</td>\n",
              "      <td>1341.0</td>\n",
              "      <td>435.0</td>\n",
              "      <td>1048.0</td>\n",
              "      <td>360.0</td>\n",
              "      <td>1.9750</td>\n",
              "      <td>NEAR OCEAN</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>4087 rows × 10 columns</p>\n",
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              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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            ]
          },
          "metadata": {},
          "execution_count": 250
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Preprocessing\n",
        "test_data['total_rooms'] = np.log(test_data['total_rooms'] + 1)\n",
        "test_data['total_bedrooms'] = np.log(test_data['total_bedrooms']+1)\n",
        "test_data['population']== np.log(test_data['population']+1)\n",
        "test_data['households']== np.log(test_data['households']+1)\n",
        "test_data= test_data.join(pd.get_dummies(test_data.ocean_proximity)).drop(['ocean_proximity'], axis = 1)\n",
        "#this made by one hot encoding for making if the land is near <1hr from ocean gives the 1 and otherwise 0. and its jsut an assumption that house near ocean have more value.\n",
        "test_data['bedrooms_ratio'] = test_data['total_bedrooms']/test_data['total_rooms']\n",
        "test_data['households_ratio'] = test_data['total_rooms']/test_data['households']\n"
      ],
      "metadata": {
        "id": "iikBo1tJr7DL"
      },
      "execution_count": 251,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_test,y_test= test_data.drop(['median_house_value'], axis=1),test_data['median_house_value']\n"
      ],
      "metadata": {
        "id": "r5j0OwLlvFQq"
      },
      "execution_count": 252,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_test_s = scaler.transform(X_test)"
      ],
      "metadata": {
        "id": "sYwpQijzsCgB"
      },
      "execution_count": 253,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Random Forest\n",
        "from sklearn.ensemble import RandomForestRegressor\n",
        "forest = RandomForestRegressor()\n",
        "forest.fit(X_train,y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9t0o5WLzsNJn",
        "outputId": "c19c1a42-9ad9-4c73-88bd-8caec8499097"
      },
      "execution_count": 254,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "RandomForestRegressor()"
            ]
          },
          "metadata": {},
          "execution_count": 254
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_test,y_test= test_data.drop(['median_house_value'], axis=1),test_data['median_house_value']"
      ],
      "metadata": {
        "id": "j2nTKVj7zhF9"
      },
      "execution_count": 257,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import GridSearchCV\n",
        "forest = RandomForestRegressor()\n",
        "param_grid = {\n",
        "    \"n_estimators\": [3,10,30],\n",
        "    \"max_features\": [8,12,20],\n",
        "    \"min_samples_split\": [2,4,6,8]\n",
        "}\n",
        "grid_search = GridSearchCV(forest, param_grid, cv = 5,\n",
        "                           scoring = \"neg_mean_squared_error\",\n",
        "                           return_train_score = True)\n",
        "grid_search.fit(X_train_s, y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MCn59mzVxhG5",
        "outputId": "8f81ff34-a3d6-4524-d353-0ed6300d9592"
      },
      "execution_count": 274,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.8/dist-packages/sklearn/model_selection/_validation.py:372: FitFailedWarning: \n",
            "60 fits failed out of a total of 180.\n",
            "The score on these train-test partitions for these parameters will be set to nan.\n",
            "If these failures are not expected, you can try to debug them by setting error_score='raise'.\n",
            "\n",
            "Below are more details about the failures:\n",
            "--------------------------------------------------------------------------------\n",
            "60 fits failed with the following error:\n",
            "Traceback (most recent call last):\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/sklearn/model_selection/_validation.py\", line 680, in _fit_and_score\n",
            "    estimator.fit(X_train, y_train, **fit_params)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/sklearn/ensemble/_forest.py\", line 450, in fit\n",
            "    trees = Parallel(\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/parallel.py\", line 1085, in __call__\n",
            "    if self.dispatch_one_batch(iterator):\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/parallel.py\", line 901, in dispatch_one_batch\n",
            "    self._dispatch(tasks)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/parallel.py\", line 819, in _dispatch\n",
            "    job = self._backend.apply_async(batch, callback=cb)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/_parallel_backends.py\", line 208, in apply_async\n",
            "    result = ImmediateResult(func)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/_parallel_backends.py\", line 597, in __init__\n",
            "    self.results = batch()\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/parallel.py\", line 288, in __call__\n",
            "    return [func(*args, **kwargs)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/joblib/parallel.py\", line 288, in <listcomp>\n",
            "    return [func(*args, **kwargs)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/sklearn/utils/fixes.py\", line 216, in __call__\n",
            "    return self.function(*args, **kwargs)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/sklearn/ensemble/_forest.py\", line 185, in _parallel_build_trees\n",
            "    tree.fit(X, y, sample_weight=curr_sample_weight, check_input=False)\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/sklearn/tree/_classes.py\", line 1315, in fit\n",
            "    super().fit(\n",
            "  File \"/usr/local/lib/python3.8/dist-packages/sklearn/tree/_classes.py\", line 308, in fit\n",
            "    raise ValueError(\"max_features must be in (0, n_features]\")\n",
            "ValueError: max_features must be in (0, n_features]\n",
            "\n",
            "  warnings.warn(some_fits_failed_message, FitFailedWarning)\n",
            "/usr/local/lib/python3.8/dist-packages/sklearn/model_selection/_search.py:969: UserWarning: One or more of the test scores are non-finite: [-3.45591271e+09 -2.78659054e+09 -2.55253221e+09 -3.39753654e+09\n",
            " -2.71383160e+09 -2.51362654e+09 -3.43654133e+09 -2.74928157e+09\n",
            " -2.52424874e+09 -3.27225306e+09 -2.75437163e+09 -2.54080153e+09\n",
            " -3.39091173e+09 -2.70365120e+09 -2.54732172e+09 -3.45263602e+09\n",
            " -2.74162453e+09 -2.56832372e+09 -3.29431088e+09 -2.70712211e+09\n",
            " -2.53371556e+09 -3.18751559e+09 -2.67225559e+09 -2.54716859e+09\n",
            "             nan             nan             nan             nan\n",
            "             nan             nan             nan             nan\n",
            "             nan             nan             nan             nan]\n",
            "  warnings.warn(\n",
            "/usr/local/lib/python3.8/dist-packages/sklearn/model_selection/_search.py:969: UserWarning: One or more of the train scores are non-finite: [-9.02597822e+08 -5.14658672e+08 -3.91530888e+08 -9.89705493e+08\n",
            " -6.05830642e+08 -4.96471962e+08 -1.13239572e+09 -7.45997877e+08\n",
            " -6.29286408e+08 -1.24048519e+09 -8.84191878e+08 -7.70566153e+08\n",
            " -8.88537489e+08 -4.98414158e+08 -3.84003117e+08 -9.83147277e+08\n",
            " -5.98586614e+08 -4.83942752e+08 -1.08294625e+09 -7.22673856e+08\n",
            " -6.11151053e+08 -1.20212706e+09 -8.43446158e+08 -7.47074633e+08\n",
            "             nan             nan             nan             nan\n",
            "             nan             nan             nan             nan\n",
            "             nan             nan             nan             nan]\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "GridSearchCV(cv=5, estimator=RandomForestRegressor(),\n",
              "             param_grid={'max_features': [8, 12, 20],\n",
              "                         'min_samples_split': [2, 4, 6, 8],\n",
              "                         'n_estimators': [3, 10, 30]},\n",
              "             return_train_score=True, scoring='neg_mean_squared_error')"
            ]
          },
          "metadata": {},
          "execution_count": 274
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "best_forest = grid_search.best_estimator_"
      ],
      "metadata": {
        "id": "-QoxiLYZzXjF"
      },
      "execution_count": 275,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "V2bt3bnL70-A"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}