Play_Store_App_Review_Analysis_Capstone_Project.ipynb

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      "source": [
        "<a href=\"https://colab.research.google.com/github/rutujahingankar/Play-store-app-review-analysis/blob/main/Play_Store_App_Review_Analysis_Capstone_Project.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Y06xIdG26kRF"
      },
      "source": [
        "## <b> The Play Store apps data has enormous potential to drive app-making businesses to success. Actionable insights can be drawn for developers to work on and capture the Android market. </b>\n",
        "\n",
        "## <b> Each app (row) has values for catergory, rating, size, and more. Another dataset contains customer reviews of the android apps.</b>\n",
        "\n",
        "<b> Explore and analyze the data to discover key factors responsible for app engagement and success. </b>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yNVS0fPJDzqw"
      },
      "source": [
        "#**Import libraries to handle dataset**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "R2NoEd55Wu0j"
      },
      "outputs": [],
      "source": [
        "#import library\n",
        "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
        "import numpy as np # linear algebra\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns  # visualization tool\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
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          "base_uri": "https://localhost:8080/"
        },
        "id": "g7c4XFK1Cn68",
        "outputId": "09ce2207-088a-4e60-c3ee-1ba46879c80b"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive') # Mounted Google Drive"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "aMXDkoGCDn_f"
      },
      "outputs": [],
      "source": [
        "df =pd.read_csv('/content/drive/MyDrive/Play Store Data.csv')   # Read the Google play store Data"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_review = pd.read_csv('/content/drive/MyDrive/User Reviews.csv') # Read the User Reviews"
      ],
      "metadata": {
        "id": "cazILwpLAp_u"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
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        },
        "id": "2X19ts_6EVzC",
        "outputId": "a1a31566-ebf2-43af-d9fc-c20248ce3036"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The shape of data is (10841, 13)\n"
          ]
        }
      ],
      "source": [
        "print('The shape of data is',df.shape)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "FNhK1QblFgNw",
        "outputId": "b7610845-877e-4bdc-8542-c53d1821d49e"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Index(['App', 'Category', 'Rating', 'Reviews', 'Size', 'Installs', 'Type',\n",
              "       'Price', 'Content Rating', 'Genres', 'Last Updated', 'Current Ver',\n",
              "       'Android Ver'],\n",
              "      dtype='object')"
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ],
      "source": [
        "df.columns"
      ]
    },
    {
      "cell_type": "code",
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        "outputId": "a2d08d4a-b099-4e6e-f02f-4ea4a3f38028"
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              "            Rating\n",
              "count  9367.000000\n",
              "mean      4.193338\n",
              "std       0.537431\n",
              "min       1.000000\n",
              "25%       4.000000\n",
              "50%       4.300000\n",
              "75%       4.500000\n",
              "max      19.000000"
            ],
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              "      <td>9367.000000</td>\n",
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        "df.describe()"
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              "<matplotlib.axes._subplots.AxesSubplot at 0x7f75d14c30d0>"
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              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "df.boxplot()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 281
        },
        "id": "PhneJUgsHgEo",
        "outputId": "3bcd67b0-5040-48a5-9cf9-99f95a46d578"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "df.hist();"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "lW9UgsvoHrtB"
      },
      "source": [
        "Here we can see the rating is basically upto '5' but in our data rating showing upto '19'"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "D05FOsA4IJ1l",
        "outputId": "217f44e7-04e1-4e4c-858a-31b7c90b89cb"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 10841 entries, 0 to 10840\n",
            "Data columns (total 13 columns):\n",
            " #   Column          Non-Null Count  Dtype  \n",
            "---  ------          --------------  -----  \n",
            " 0   App             10841 non-null  object \n",
            " 1   Category        10841 non-null  object \n",
            " 2   Rating          9367 non-null   float64\n",
            " 3   Reviews         10841 non-null  object \n",
            " 4   Size            10841 non-null  object \n",
            " 5   Installs        10841 non-null  object \n",
            " 6   Type            10840 non-null  object \n",
            " 7   Price           10841 non-null  object \n",
            " 8   Content Rating  10840 non-null  object \n",
            " 9   Genres          10841 non-null  object \n",
            " 10  Last Updated    10841 non-null  object \n",
            " 11  Current Ver     10833 non-null  object \n",
            " 12  Android Ver     10838 non-null  object \n",
            "dtypes: float64(1), object(12)\n",
            "memory usage: 1.1+ MB\n"
          ]
        }
      ],
      "source": [
        "df.info()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "nAJWFofdIfIz",
        "outputId": "e808c1f5-f021-424c-ff69-f538275d3315"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "         App  Category  Rating  Reviews   Size  Installs   Type  Price  \\\n",
              "0      False     False   False    False  False     False  False  False   \n",
              "1      False     False   False    False  False     False  False  False   \n",
              "2      False     False   False    False  False     False  False  False   \n",
              "3      False     False   False    False  False     False  False  False   \n",
              "4      False     False   False    False  False     False  False  False   \n",
              "...      ...       ...     ...      ...    ...       ...    ...    ...   \n",
              "10836  False     False   False    False  False     False  False  False   \n",
              "10837  False     False   False    False  False     False  False  False   \n",
              "10838  False     False    True    False  False     False  False  False   \n",
              "10839  False     False   False    False  False     False  False  False   \n",
              "10840  False     False   False    False  False     False  False  False   \n",
              "\n",
              "       Content Rating  Genres  Last Updated  Current Ver  Android Ver  \n",
              "0               False   False         False        False        False  \n",
              "1               False   False         False        False        False  \n",
              "2               False   False         False        False        False  \n",
              "3               False   False         False        False        False  \n",
              "4               False   False         False        False        False  \n",
              "...               ...     ...           ...          ...          ...  \n",
              "10836           False   False         False        False        False  \n",
              "10837           False   False         False        False        False  \n",
              "10838           False   False         False        False        False  \n",
              "10839           False   False         False        False        False  \n",
              "10840           False   False         False        False        False  \n",
              "\n",
              "[10841 rows x 13 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-1b45008d-4c63-4feb-8b42-31968a37a9ef\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
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              "        vertical-align: middle;\n",
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              "      <th>Last Updated</th>\n",
              "      <th>Current Ver</th>\n",
              "      <th>Android Ver</th>\n",
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              "  <tbody>\n",
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              "      <th>0</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
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              "      <th>2</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</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",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10836</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10837</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10838</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>True</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10839</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10840</th>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "      <td>False</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>10841 rows × 13 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-1b45008d-4c63-4feb-8b42-31968a37a9ef')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "  </svg>\n",
              "      </button>\n",
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              "  <style>\n",
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              "\n",
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              "\n",
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              "    [theme=dark] .colab-df-convert:hover {\n",
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              "          document.querySelector('#df-1b45008d-4c63-4feb-8b42-31968a37a9ef button.colab-df-convert');\n",
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              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-1b45008d-4c63-4feb-8b42-31968a37a9ef');\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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              "          element.appendChild(docLink);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 14
        }
      ],
      "source": [
        "df.isnull()   # We checked how many null values in our data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "cgHOe0GYIs5Y",
        "outputId": "224064a1-8ded-4fd1-ccb5-2fa557017030"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App                  0\n",
              "Category             0\n",
              "Rating            1474\n",
              "Reviews              0\n",
              "Size                 0\n",
              "Installs             0\n",
              "Type                 1\n",
              "Price                0\n",
              "Content Rating       1\n",
              "Genres               0\n",
              "Last Updated         0\n",
              "Current Ver          8\n",
              "Android Ver          3\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 15
        }
      ],
      "source": [
        "df.isnull().sum()  # calculate total number of null values in single column"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        " checking outliers"
      ],
      "metadata": {
        "id": "k7HvBAAh805t"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
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          "height": 81
        },
        "id": "CXuOJpo4JqcU",
        "outputId": "9ffbd02d-879b-42d6-dc19-e65f5d4e918d"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                           App Category  Rating Reviews  \\\n",
              "10472  Life Made WI-Fi Touchscreen Photo Frame      1.9    19.0    3.0M   \n",
              "\n",
              "         Size Installs Type     Price Content Rating             Genres  \\\n",
              "10472  1,000+     Free    0  Everyone            NaN  February 11, 2018   \n",
              "\n",
              "      Last Updated Current Ver Android Ver  \n",
              "10472       1.0.19  4.0 and up         NaN  "
            ],
            "text/html": [
              "\n",
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              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
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              "      <th></th>\n",
              "      <th>App</th>\n",
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              "      <th>Reviews</th>\n",
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              "      <th>Installs</th>\n",
              "      <th>Type</th>\n",
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              "      <th>Content Rating</th>\n",
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              "    <tr>\n",
              "      <th>10472</th>\n",
              "      <td>Life Made WI-Fi Touchscreen Photo Frame</td>\n",
              "      <td>1.9</td>\n",
              "      <td>19.0</td>\n",
              "      <td>3.0M</td>\n",
              "      <td>1,000+</td>\n",
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              "\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
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              "  </style>\n",
              "\n",
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              "        const buttonEl =\n",
              "          document.querySelector('#df-ae456288-f47a-4ae3-8290-83158b6aaa2f button.colab-df-convert');\n",
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              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
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              "          const element = document.querySelector('#df-ae456288-f47a-4ae3-8290-83158b6aaa2f');\n",
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              "            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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            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ],
      "source": [
        "df[df.Rating>5]  # we have to find  the Ratings which is more than 5"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "NYM2-OPUKSMs"
      },
      "outputs": [],
      "source": [
        "df.drop(10472,inplace=True)  # we have drop '10472' row which has show the rating '19'"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "2Bzs4r-cKq8A",
        "outputId": "e01be6f2-f800-4e10-cbf6-76bce8306293"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                           App         Category  Rating Reviews  Size  \\\n",
              "10470               Jazz Wi-Fi    COMMUNICATION     3.4      49  4.0M   \n",
              "10471         Xposed Wi-Fi-Pwd  PERSONALIZATION     3.5    1042  404k   \n",
              "10473  osmino Wi-Fi: free WiFi            TOOLS     4.2  134203  4.1M   \n",
              "10474             Sat-Fi Voice    COMMUNICATION     3.4      37   14M   \n",
              "10475         Wi-Fi Visualizer            TOOLS     3.9     132  2.6M   \n",
              "\n",
              "          Installs  Type Price Content Rating           Genres  \\\n",
              "10470      10,000+  Free     0       Everyone    Communication   \n",
              "10471     100,000+  Free     0       Everyone  Personalization   \n",
              "10473  10,000,000+  Free     0       Everyone            Tools   \n",
              "10474       1,000+  Free     0       Everyone    Communication   \n",
              "10475      50,000+  Free     0       Everyone            Tools   \n",
              "\n",
              "            Last Updated Current Ver   Android Ver  \n",
              "10470  February 10, 2017         0.1    2.3 and up  \n",
              "10471     August 5, 2014       3.0.0  4.0.3 and up  \n",
              "10473     August 7, 2018     6.06.14    4.4 and up  \n",
              "10474  November 21, 2014     2.2.1.5    2.2 and up  \n",
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              "    <tr>\n",
              "      <th>10475</th>\n",
              "      <td>Wi-Fi Visualizer</td>\n",
              "      <td>TOOLS</td>\n",
              "      <td>3.9</td>\n",
              "      <td>132</td>\n",
              "      <td>2.6M</td>\n",
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              "      <td>Free</td>\n",
              "      <td>0</td>\n",
              "      <td>Everyone</td>\n",
              "      <td>Tools</td>\n",
              "      <td>May 17, 2017</td>\n",
              "      <td>0.0.9</td>\n",
              "      <td>2.3 and up</td>\n",
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              "  </tbody>\n",
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              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-cc6c047e-2377-4dbd-9a06-dc3464131be3')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\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",
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              "\n",
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              "        const buttonEl =\n",
              "          document.querySelector('#df-cc6c047e-2377-4dbd-9a06-dc3464131be3 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-cc6c047e-2377-4dbd-9a06-dc3464131be3');\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",
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              "          element.appendChild(docLink);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 18
        }
      ],
      "source": [
        "df[10470:10475] # we checked the droped row which is present in data or not"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 265
        },
        "id": "Dn05t1dMK_SN",
        "outputId": "0a2e1c04-40a6-455a-8b14-9070ee27f421"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "df.boxplot();"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 281
        },
        "id": "n6fK5nZ2LEan",
        "outputId": "f96e351c-79e0-48d1-ea6c-36ab6a5bb699"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "df.hist();"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MpvHTniNLJWr"
      },
      "source": [
        "After removing outlier the histogram and boxplot showing correct Rating"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#**Data Cleaning**"
      ],
      "metadata": {
        "id": "W4_gjPEzHt9C"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "z_Exl-bCUn7e",
        "outputId": "92db3541-eff4-44d3-b8f7-8686df53ac02"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "dtype('float64')"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ],
      "source": [
        "df['Rating']=pd.to_numeric(df['Rating'],errors='coerce')\n",
        "df['Rating'].dtype"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Q4HeEA_GU8e1",
        "outputId": "da430445-039f-414f-f0e8-19e84c87e349"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['159', '967', '87510', ..., '603', '1195', '398307'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ],
      "source": [
        "df['Reviews'].unique()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49
        },
        "id": "IkW30pjOVD5L",
        "outputId": "060489b4-3756-4365-af89-4dd0822e6b1d"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Empty DataFrame\n",
              "Columns: [App, Category, Rating, Reviews, Size, Installs, Type, Price, Content Rating, Genres, Last Updated, Current Ver, Android Ver]\n",
              "Index: []"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-5e0cc8d2-337b-43d0-87bb-311c809b52c4\">\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>App</th>\n",
              "      <th>Category</th>\n",
              "      <th>Rating</th>\n",
              "      <th>Reviews</th>\n",
              "      <th>Size</th>\n",
              "      <th>Installs</th>\n",
              "      <th>Type</th>\n",
              "      <th>Price</th>\n",
              "      <th>Content Rating</th>\n",
              "      <th>Genres</th>\n",
              "      <th>Last Updated</th>\n",
              "      <th>Current Ver</th>\n",
              "      <th>Android Ver</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-5e0cc8d2-337b-43d0-87bb-311c809b52c4')\"\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-5e0cc8d2-337b-43d0-87bb-311c809b52c4 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-5e0cc8d2-337b-43d0-87bb-311c809b52c4');\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": 23
        }
      ],
      "source": [
        "df[df['Reviews']=='3.0M']"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eddaXjobVPKi",
        "outputId": "b38244fe-d8b9-4402-903f-9e5292e1ec28"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "dtype('float64')"
            ]
          },
          "metadata": {},
          "execution_count": 24
        }
      ],
      "source": [
        "df['Reviews']=df.Reviews.replace('0.0',0)\n",
        "df['Reviews']=df.Reviews.replace('3.0M',3000000.0)\n",
        "df['Reviews']=df['Reviews'].astype(float)\n",
        "df['Reviews'].dtype"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wl2d2X9QWuiH",
        "outputId": "29684391-0b04-4f85-f7ef-35453cb98ff5"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['19M', '14M', '8.7M', '25M', '2.8M', '5.6M', '29M', '33M', '3.1M',\n",
              "       '28M', '12M', '20M', '21M', '37M', '2.7M', '5.5M', '17M', '39M',\n",
              "       '31M', '4.2M', '7.0M', '23M', '6.0M', '6.1M', '4.6M', '9.2M',\n",
              "       '5.2M', '11M', '24M', 'Varies with device', '9.4M', '15M', '10M',\n",
              "       '1.2M', '26M', '8.0M', '7.9M', '56M', '57M', '35M', '54M', '201k',\n",
              "       '3.6M', '5.7M', '8.6M', '2.4M', '27M', '2.5M', '16M', '3.4M',\n",
              "       '8.9M', '3.9M', '2.9M', '38M', '32M', '5.4M', '18M', '1.1M',\n",
              "       '2.2M', '4.5M', '9.8M', '52M', '9.0M', '6.7M', '30M', '2.6M',\n",
              "       '7.1M', '3.7M', '22M', '7.4M', '6.4M', '3.2M', '8.2M', '9.9M',\n",
              "       '4.9M', '9.5M', '5.0M', '5.9M', '13M', '73M', '6.8M', '3.5M',\n",
              "       '4.0M', '2.3M', '7.2M', '2.1M', '42M', '7.3M', '9.1M', '55M',\n",
              "       '23k', '6.5M', '1.5M', '7.5M', '51M', '41M', '48M', '8.5M', '46M',\n",
              "       '8.3M', '4.3M', '4.7M', '3.3M', '40M', '7.8M', '8.8M', '6.6M',\n",
              "       '5.1M', '61M', '66M', '79k', '8.4M', '118k', '44M', '695k', '1.6M',\n",
              "       '6.2M', '18k', '53M', '1.4M', '3.0M', '5.8M', '3.8M', '9.6M',\n",
              "       '45M', '63M', '49M', '77M', '4.4M', '4.8M', '70M', '6.9M', '9.3M',\n",
              "       '10.0M', '8.1M', '36M', '84M', '97M', '2.0M', '1.9M', '1.8M',\n",
              "       '5.3M', '47M', '556k', '526k', '76M', '7.6M', '59M', '9.7M', '78M',\n",
              "       '72M', '43M', '7.7M', '6.3M', '334k', '34M', '93M', '65M', '79M',\n",
              "       '100M', '58M', '50M', '68M', '64M', '67M', '60M', '94M', '232k',\n",
              "       '99M', '624k', '95M', '8.5k', '41k', '292k', '11k', '80M', '1.7M',\n",
              "       '74M', '62M', '69M', '75M', '98M', '85M', '82M', '96M', '87M',\n",
              "       '71M', '86M', '91M', '81M', '92M', '83M', '88M', '704k', '862k',\n",
              "       '899k', '378k', '266k', '375k', '1.3M', '975k', '980k', '4.1M',\n",
              "       '89M', '696k', '544k', '525k', '920k', '779k', '853k', '720k',\n",
              "       '713k', '772k', '318k', '58k', '241k', '196k', '857k', '51k',\n",
              "       '953k', '865k', '251k', '930k', '540k', '313k', '746k', '203k',\n",
              "       '26k', '314k', '239k', '371k', '220k', '730k', '756k', '91k',\n",
              "       '293k', '17k', '74k', '14k', '317k', '78k', '924k', '902k', '818k',\n",
              "       '81k', '939k', '169k', '45k', '475k', '965k', '90M', '545k', '61k',\n",
              "       '283k', '655k', '714k', '93k', '872k', '121k', '322k', '1.0M',\n",
              "       '976k', '172k', '238k', '549k', '206k', '954k', '444k', '717k',\n",
              "       '210k', '609k', '308k', '705k', '306k', '904k', '473k', '175k',\n",
              "       '350k', '383k', '454k', '421k', '70k', '812k', '442k', '842k',\n",
              "       '417k', '412k', '459k', '478k', '335k', '782k', '721k', '430k',\n",
              "       '429k', '192k', '200k', '460k', '728k', '496k', '816k', '414k',\n",
              "       '506k', '887k', '613k', '243k', '569k', '778k', '683k', '592k',\n",
              "       '319k', '186k', '840k', '647k', '191k', '373k', '437k', '598k',\n",
              "       '716k', '585k', '982k', '222k', '219k', '55k', '948k', '323k',\n",
              "       '691k', '511k', '951k', '963k', '25k', '554k', '351k', '27k',\n",
              "       '82k', '208k', '913k', '514k', '551k', '29k', '103k', '898k',\n",
              "       '743k', '116k', '153k', '209k', '353k', '499k', '173k', '597k',\n",
              "       '809k', '122k', '411k', '400k', '801k', '787k', '237k', '50k',\n",
              "       '643k', '986k', '97k', '516k', '837k', '780k', '961k', '269k',\n",
              "       '20k', '498k', '600k', '749k', '642k', '881k', '72k', '656k',\n",
              "       '601k', '221k', '228k', '108k', '940k', '176k', '33k', '663k',\n",
              "       '34k', '942k', '259k', '164k', '458k', '245k', '629k', '28k',\n",
              "       '288k', '775k', '785k', '636k', '916k', '994k', '309k', '485k',\n",
              "       '914k', '903k', '608k', '500k', '54k', '562k', '847k', '957k',\n",
              "       '688k', '811k', '270k', '48k', '329k', '523k', '921k', '874k',\n",
              "       '981k', '784k', '280k', '24k', '518k', '754k', '892k', '154k',\n",
              "       '860k', '364k', '387k', '626k', '161k', '879k', '39k', '970k',\n",
              "       '170k', '141k', '160k', '144k', '143k', '190k', '376k', '193k',\n",
              "       '246k', '73k', '658k', '992k', '253k', '420k', '404k', '470k',\n",
              "       '226k', '240k', '89k', '234k', '257k', '861k', '467k', '157k',\n",
              "       '44k', '676k', '67k', '552k', '885k', '1020k', '582k', '619k'],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ],
      "source": [
        "df['Size'].unique()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vyFBvP_NW32H",
        "outputId": "450ecdb8-7752-4ba6-9f1a-34d6f3ba3dce"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "dtype('float64')"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ],
      "source": [
        "df['Size'] = df.Size.replace(\"Varies with device\",np.nan)\n",
        "df['Size'] = df.Size.str.replace(\"M\",\"000\") # All size values became the kilobyte type.\n",
        "df['Size'] = df.Size.str.replace(\"k\",\"\")\n",
        "df['Size'] = df.Size.replace(\"1,000+\",1000)\n",
        "df['Size'] =df['Size'].astype(float)\n",
        "df['Size'].dtype"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1RkTyV06XEd8",
        "outputId": "b3b806bd-ec6c-4f03-d197-1a4020cd86ce"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['10,000+', '500,000+', '5,000,000+', '50,000,000+', '100,000+',\n",
              "       '50,000+', '1,000,000+', '10,000,000+', '5,000+', '100,000,000+',\n",
              "       '1,000,000,000+', '1,000+', '500,000,000+', '50+', '100+', '500+',\n",
              "       '10+', '1+', '5+', '0+', '0'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ],
      "source": [
        "df['Installs'].unique()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "BB3lnM0YXKX-",
        "outputId": "a66aa7ed-b791-4ecb-be11-0e3abf91f45f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:2: FutureWarning: The default value of regex will change from True to False in a future version. In addition, single character regular expressions will *not* be treated as literal strings when regex=True.\n",
            "  \n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "dtype('float64')"
            ]
          },
          "metadata": {},
          "execution_count": 28
        }
      ],
      "source": [
        "df['Installs'] = df.Installs.str.replace(\",\",\"\")\n",
        "df['Installs'] = df.Installs.str.replace(\"+\",\"\")\n",
        "df['Installs'] = df.Installs.replace(\"Free\",np.nan)\n",
        "df['Installs'] = df['Installs'].astype(float)\n",
        "df['Installs'].dtype\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2DqbjkqrXe0b",
        "outputId": "6135ea65-c93c-4cc0-c175-5579633d4df9"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['0', '$4.99', '$3.99', '$6.99', '$1.49', '$2.99', '$7.99', '$5.99',\n",
              "       '$3.49', '$1.99', '$9.99', '$7.49', '$0.99', '$9.00', '$5.49',\n",
              "       '$10.00', '$24.99', '$11.99', '$79.99', '$16.99', '$14.99',\n",
              "       '$1.00', '$29.99', '$12.99', '$2.49', '$10.99', '$1.50', '$19.99',\n",
              "       '$15.99', '$33.99', '$74.99', '$39.99', '$3.95', '$4.49', '$1.70',\n",
              "       '$8.99', '$2.00', '$3.88', '$25.99', '$399.99', '$17.99',\n",
              "       '$400.00', '$3.02', '$1.76', '$4.84', '$4.77', '$1.61', '$2.50',\n",
              "       '$1.59', '$6.49', '$1.29', '$5.00', '$13.99', '$299.99', '$379.99',\n",
              "       '$37.99', '$18.99', '$389.99', '$19.90', '$8.49', '$1.75',\n",
              "       '$14.00', '$4.85', '$46.99', '$109.99', '$154.99', '$3.08',\n",
              "       '$2.59', '$4.80', '$1.96', '$19.40', '$3.90', '$4.59', '$15.46',\n",
              "       '$3.04', '$4.29', '$2.60', '$3.28', '$4.60', '$28.99', '$2.95',\n",
              "       '$2.90', '$1.97', '$200.00', '$89.99', '$2.56', '$30.99', '$3.61',\n",
              "       '$394.99', '$1.26', '$1.20', '$1.04'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 29
        }
      ],
      "source": [
        "df['Price'].unique()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PUAF6QK4XjWm",
        "outputId": "a3f274a3-1c54-4f7d-8690-36f0f8043592"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:2: FutureWarning: The default value of regex will change from True to False in a future version. In addition, single character regular expressions will *not* be treated as literal strings when regex=True.\n",
            "  \n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "dtype('float64')"
            ]
          },
          "metadata": {},
          "execution_count": 30
        }
      ],
      "source": [
        "df['Price'] = df.Price.replace(\"Everyone\",np.nan)\n",
        "df['Price'] = df.Price.str.replace(\"$\",\"\").astype(float)\n",
        "df['Price'].dtype"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PW_0HYERN2Zz"
      },
      "source": [
        "#**Data Manipulation**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HJH7YnyN0dn-",
        "outputId": "34816e5b-2e95-48df-c07c-4fbb3c60b34a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1084.0"
            ]
          },
          "metadata": {},
          "execution_count": 31
        }
      ],
      "source": [
        "threshold=len(df)*0.1\n",
        "threshold"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "_Zxv7Dbk09eI"
      },
      "outputs": [],
      "source": [
        "df.dropna(thresh=threshold,axis=1,inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "GoPu7f8o1QNU",
        "outputId": "3c13d5a6-a9c7-4739-ce53-27632645d9da"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "App                  0\n",
            "Category             0\n",
            "Rating            1474\n",
            "Reviews              0\n",
            "Size              1695\n",
            "Installs             0\n",
            "Type                 1\n",
            "Price                0\n",
            "Content Rating       0\n",
            "Genres               0\n",
            "Last Updated         0\n",
            "Current Ver          8\n",
            "Android Ver          2\n",
            "dtype: int64\n"
          ]
        }
      ],
      "source": [
        "print(df.isnull().sum())"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yFOxkwTDTyiq"
      },
      "source": [
        "#**1. Rating**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1MAMZ_oqOWze",
        "outputId": "5a8c9e94-9789-45e4-c06f-b9bc2b9fbd72"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0        4.1\n",
              "1        3.9\n",
              "2        4.7\n",
              "3        4.5\n",
              "4        4.3\n",
              "        ... \n",
              "10836    4.5\n",
              "10837    5.0\n",
              "10838    NaN\n",
              "10839    4.5\n",
              "10840    4.5\n",
              "Name: Rating, Length: 10840, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 34
        }
      ],
      "source": [
        "df['Rating'].fillna(str(df['Rating'].mode()),inplace=True)\n",
        "df['Rating'] = pd.to_numeric(df['Rating'], errors='coerce')\n",
        "df['Rating'].astype(float)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "qvF7jsP8O40W",
        "outputId": "02d87897-de61-44ae-e95a-c886e1054634"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App                  0\n",
              "Category             0\n",
              "Rating            1474\n",
              "Reviews              0\n",
              "Size              1695\n",
              "Installs             0\n",
              "Type                 1\n",
              "Price                0\n",
              "Content Rating       0\n",
              "Genres               0\n",
              "Last Updated         0\n",
              "Current Ver          8\n",
              "Android Ver          2\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ],
      "source": [
        "df.isnull().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "VwY4_d1PT74-"
      },
      "source": [
        "#**2.Type**"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df['Type'].unique()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "xGsqJ-uS98Ob",
        "outputId": "0f660315-e981-4bab-bf22-2d1d893b3d86"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['Free', 'Paid', nan], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 36
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Io9NkTKG2qL6",
        "outputId": "fa129ca1-4490-4b52-827e-a776ac3227fe"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['Free', 'Paid', '0    Free\\ndtype: object'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 37
        }
      ],
      "source": [
        "df['Type'].fillna(str(df['Type'].mode()),inplace=True)\n",
        "\n",
        "df['Type'].unique()\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SNJslGQ-2ryg",
        "outputId": "acd534ba-35ef-4108-8d3d-5687c8c02c66"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App                  0\n",
              "Category             0\n",
              "Rating            1474\n",
              "Reviews              0\n",
              "Size              1695\n",
              "Installs             0\n",
              "Type                 0\n",
              "Price                0\n",
              "Content Rating       0\n",
              "Genres               0\n",
              "Last Updated         0\n",
              "Current Ver          8\n",
              "Android Ver          2\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ],
      "source": [
        "df.isnull().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wZ41AD-lYLQI"
      },
      "source": [
        "#**3.Current ver**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RK2f8JjRYTFa",
        "outputId": "b3b47138-4f18-48d7-ba2b-8f2cee3929f8"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0    Varies with device\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 39
        }
      ],
      "source": [
        "df['Current Ver'].mode()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "B0_HaVFdYZpO"
      },
      "outputs": [],
      "source": [
        "df['Current Ver'].fillna(str(df['Current Ver'].mode()),inplace=True)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TKue7slBYo8-",
        "outputId": "3c2c34b3-08d3-4abd-8dac-42fe9e594048"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App                  0\n",
              "Category             0\n",
              "Rating            1474\n",
              "Reviews              0\n",
              "Size              1695\n",
              "Installs             0\n",
              "Type                 0\n",
              "Price                0\n",
              "Content Rating       0\n",
              "Genres               0\n",
              "Last Updated         0\n",
              "Current Ver          0\n",
              "Android Ver          2\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 41
        }
      ],
      "source": [
        "df.isnull().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "B7ARuIRoYuZS"
      },
      "source": [
        "#**4.Android Version**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pnxUmzr6Yzj6",
        "outputId": "0423f6d1-4ac0-4183-e1d4-26b7dae3f556"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0    4.1 and up\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 42
        }
      ],
      "source": [
        "df['Android Ver'].mode()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "UWK-fZ-mY5a7"
      },
      "outputs": [],
      "source": [
        "df['Android Ver'].fillna(str(df['Android Ver'].mode()),inplace=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Va31w_GWZDkM",
        "outputId": "5158d7f8-847d-4bec-c1ed-4ee450b3f673"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App                  0\n",
              "Category             0\n",
              "Rating            1474\n",
              "Reviews              0\n",
              "Size              1695\n",
              "Installs             0\n",
              "Type                 0\n",
              "Price                0\n",
              "Content Rating       0\n",
              "Genres               0\n",
              "Last Updated         0\n",
              "Current Ver          0\n",
              "Android Ver          0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 44
        }
      ],
      "source": [
        "df.isnull().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "hXvphGxdYgXg"
      },
      "source": [
        "#**5.Size**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "w5Y7T7bpZnQm",
        "outputId": "e16d8d91-d477-45bf-de48-7a77131f8532"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0        19000.0\n",
              "1        14000.0\n",
              "2            8.7\n",
              "3        25000.0\n",
              "4            2.8\n",
              "          ...   \n",
              "10836    53000.0\n",
              "10837        3.6\n",
              "10838        9.5\n",
              "10839        NaN\n",
              "10840    19000.0\n",
              "Name: Size, Length: 10840, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 45
        }
      ],
      "source": [
        "df['Size'].fillna(str(df['Size'].mode()),inplace=True)\n",
        "df['Size'] = pd.to_numeric(df['Size'], errors='coerce')\n",
        "df['Size'].astype(float)     "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ZXuhtBjAZ6uY",
        "outputId": "d06585ad-9fc4-4400-bc9f-5ea67cc06603"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App                  0\n",
              "Category             0\n",
              "Rating            1474\n",
              "Reviews              0\n",
              "Size              1695\n",
              "Installs             0\n",
              "Type                 0\n",
              "Price                0\n",
              "Content Rating       0\n",
              "Genres               0\n",
              "Last Updated         0\n",
              "Current Ver          0\n",
              "Android Ver          0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 46
        }
      ],
      "source": [
        "df.isnull().sum()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "0oNnohvsc8_7"
      },
      "source": [
        "#**Exploratory Data Analysis**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Nk5p_T82gbeJ"
      },
      "source": [
        "#**Category**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DXhdbbfPhZDs",
        "outputId": "8a474d13-e114-46b4-8bbf-9d374770db89"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "Int64Index: 10840 entries, 0 to 10840\n",
            "Data columns (total 13 columns):\n",
            " #   Column          Non-Null Count  Dtype  \n",
            "---  ------          --------------  -----  \n",
            " 0   App             10840 non-null  object \n",
            " 1   Category        10840 non-null  object \n",
            " 2   Rating          9366 non-null   float64\n",
            " 3   Reviews         10840 non-null  float64\n",
            " 4   Size            9145 non-null   float64\n",
            " 5   Installs        10840 non-null  float64\n",
            " 6   Type            10840 non-null  object \n",
            " 7   Price           10840 non-null  float64\n",
            " 8   Content Rating  10840 non-null  object \n",
            " 9   Genres          10840 non-null  object \n",
            " 10  Last Updated    10840 non-null  object \n",
            " 11  Current Ver     10840 non-null  object \n",
            " 12  Android Ver     10840 non-null  object \n",
            "dtypes: float64(5), object(8)\n",
            "memory usage: 1.2+ MB\n"
          ]
        }
      ],
      "source": [
        "df.info()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 466
        },
        "id": "451sE7B7gZUS",
        "outputId": "37d5bda8-8ecc-48d6-e27c-628c32fc3618"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "sns.set_style('darkgrid')\n",
        "plt.figure(figsize=(10, 5))\n",
        "sns.countplot(x='Category', data=df)\n",
        "plt.title('Number of Apps Per Category')\n",
        "plt.xticks(rotation=90)\n",
        "plt.ylabel('Number of Apps')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6dF44FEYj2PE"
      },
      "source": [
        "Inference:\n",
        "From this plotting we know that most of the apps in the play store are from the categories of 'Family', 'Game' and also 'Tools."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DHOLfaZmgo32"
      },
      "source": [
        "#**Rating**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 356
        },
        "id": "ApJFh8bMgr1J",
        "outputId": "1362bb6a-aaac-4d48-9d08-18d3aa449c08"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(15, 5))\n",
        "sns.countplot(x='Rating', data=df);\n",
        "plt.title('Rating Distribution');\n",
        "plt.xticks(rotation=90);\n",
        "plt.ylabel('Number of Apps');\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_XoGsYHrj_XY"
      },
      "source": [
        "Inference:\n",
        "From this distribution plotting, it implies that most of the apps in the Play Store are having rating higher than 4 or in the range of 4 to 4.7."
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#**Type**"
      ],
      "metadata": {
        "id": "DdJOfl3bIATH"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 411
        },
        "id": "RpgwZPozgxfk",
        "outputId": "d7ed44c2-e1ff-484a-f713-0595f6ab0704"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x504 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10, 7))\n",
        "x= df.Type.value_counts()\n",
        "label=[\"Free\", \"Paid\",'nan']\n",
        "plt.pie(x, labels = label , autopct = \"%1.2f%%\", explode= [0.0,0.2,0.5], shadow = True, startangle= 45)\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Inference:\n",
        "From plotting the pie chart we can see that more than 90% apps are free and only 7% are paid"
      ],
      "metadata": {
        "id": "QrzyTfapzDPG"
      }
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UsmAE5BJlTlx"
      },
      "source": [
        "#**Correlation Matrix**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 286
        },
        "id": "mT7HmIDTaJmq",
        "outputId": "82c96959-427a-4771-d2f6-1bcd302dfb95"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<function matplotlib.pyplot.show(*args, **kw)>"
            ]
          },
          "metadata": {},
          "execution_count": 51
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "corrMatrix = df.corr()\n",
        "\n",
        "sns.heatmap(corrMatrix , annot=True)\n",
        "plt.show"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NYZvYmKApd8w"
      },
      "source": [
        "#**Category Vs Rating**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 537
        },
        "id": "MXAUK3wApnD5",
        "outputId": "b6e70bbe-c064-4739-e4ef-7928ba1c7e4f"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Category wise Rating')"
            ]
          },
          "metadata": {},
          "execution_count": 52
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "grp=df.groupby('Category')\n",
        "x=grp['Rating'].agg(np.mean)\n",
        "plt.figure(figsize=(10,6))\n",
        "plt.plot(x , 'r--' , color='r')\n",
        "plt.xticks(rotation=90)\n",
        "plt.xlabel('Category')\n",
        "plt.ylabel('Rating')\n",
        "plt.title('Category wise Rating')"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "n--uTbisdG-I"
      },
      "source": [
        "#**Category Vs Price**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 537
        },
        "id": "6_VipYpqdFBR",
        "outputId": "98ebe1e9-9d8a-46b0-a4ba-532babebd29a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Category wise Price')"
            ]
          },
          "metadata": {},
          "execution_count": 53
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "grp=df.groupby('Category')\n",
        "y=grp['Price'].agg(np.sum)\n",
        "plt.figure(figsize=(10,6))\n",
        "plt.plot(y , 'r--' , color='r')\n",
        "plt.xticks(rotation=90)\n",
        "plt.xlabel('Category')\n",
        "plt.ylabel('Price')\n",
        "plt.title('Category wise Price')"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Inference:The paid apps in the finance, Lifestyle, and Event category are on average significantly more\n",
        "expensive than paid apps in other categories."
      ],
      "metadata": {
        "id": "yBpKhqIe9t6z"
      }
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vY-GZ_1Idsr0"
      },
      "source": [
        "#**Category Vs Reviews**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 537
        },
        "id": "AWvOdRA9dze3",
        "outputId": "3381f252-b630-428e-a5ec-d981637cc8d8"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Category wise Reviews')"
            ]
          },
          "metadata": {},
          "execution_count": 54
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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doll86Ug1PvzQgMsvN+P330PdEiIi9fPk0QoOHmgWgzBSDZtNQmGhhAce4NuSiKg2eXlyEOZ2h7gh5DN+25Fq2GzyCeXw4RA3hIhIA1JSBIYMceKtt9gVplXMCSPVsNvln05naNtBRKQFs2aV/vm/2JC2g3zHnjBSDU9PmCfZlIiIavbOO0bcdx9rK2oVgzBSjfR0FwBOtyYi8sbEiTF48MFofPABgzCt4nAkqcbYsU4UFBTjo4+i4HQCBr47iYiqdeCA3I+SlxfihpDPFOsJO3v2LG688UZkZGRg1KhReOeddyo9RgiBp556CkOHDsWYMWPw888/K9Uc0oCiImDyZAe++srNAIyIqAZClJeoKC6WUFpaywakSop91en1esydOxcdOnSA3W7H+PHj0bt3b7Rq1arsMV9//TWOHz+O9evXY//+/XjiiSewatUqpZpEKjd2bCzq1RNYuzbULSEiUreCAsDlktC4sRt//KFDfr6E5GTOktQaxXrCGjRogA4dOgAAzGYzWrRogczMzAqP+eqrrzB27FhIkoQuXbogPz8fWVlZSjWJVC4/X8KBAzp07KjDoUNMVyQiqo5nyaIWLdxo1EiguDjEDSKfBOWb7vTp0zh48CCuvPLKCrdnZmai4UWrNTds2LBSoEaRw2YDYmOB336Tyk4wRERUtYEDnbjvvlIcP+5GkybsBdMixTNvCgoKcPfdd+Phhx+G2Wz2e396vYTEROVrouj1Op+P48+2kby93S6hbVvgxAnA7Y5CYmJwj+/vttyef/tI3V7Lbdfq9omJwLp1ABDF1y6E2/tL0SDM4XDg7rvvxpgxYzBs2LBK96empuLcuXNlv587dw6pqak17tPlErBaCwPe1kvJi0j7dhx/to3U7Z1OoLDQgpQUBwAjMjNLYbX6VrWVr502t9dy2yN9ey23XevbnzwpYd68OEyfXoJevVxBPTa3905KiqXa+xQbjhRC4JFHHkGLFi1w8803V/mYQYMG4ZNPPoEQAvv27YPFYkGDBg2UahKpmMsFzJpVgmHD5MDLU7iViIgqW7XKgG7d4nD2rA5r10o4cYLnTC1SrCdsz549+PTTT9GmTRtce+21AIBZs2bhzJkzAIDJkyejf//+2Lp1K4YOHYqYmBgsXLhQqeaQykVFAXPnlqKwEBg+XCA1lSvSEhFVJzNTwunTOlx2mXyuzM9nEKZFigVhaWlp+PXXX2t8jCRJePzxx5VqAmlISQmQlychKUng88/dsFrr3q1ORBQp8vIkGAwCDRvKCfkMwrSJdQBIFfbt06NjRzO++UYf6qYQEame1SohMVHAZAJiYgSDMI1iEEaqYLfLPy0WgX79dJg7Nyq0DSIiUjGrVUJCgvz/Ll2AhASWqNAiLg5DquBJxLdY5AW8MzN5VUdEVJ1u3Vxo2lTOB9u61Q2rlesWaRGDMFKF8iBMID5erhlGRERVu+MOR6ibQAHA4UhSBZtN/skgjIioduKi0ceHHpJw113RoWsM+YxBGKlCz54uPPJICeLi5EDME5QREVFlHTvGYcECEwDg2DEJe/bw61yLOBxJqtCtmxvdusk5Df37A8nJLFFBRFQVtxvIyZFgNMq/JyRwdqRWMQgjVThzRoIQQOPGAtOnC1itJaFuEhGRKtlsgBByiQoASEjgKiNaxf5LUoV586IwaVJMqJtBRKR6ublywOUJwuLjgaIiCQ7m6msOgzBSBZtNgtks//+VVyQ0aWJmXhgRURXy8uQgzFMnrGVL4KqrnCjhAILmcDiSVMFmk2CxyFd1JhNQWirBbi+/jYiIZPHxAjfdVIqWLeU6YZMnC4wcWRTiVpEvGISRKtjtQKNGcsBlsci32WwSLruMQRgR0cWaNxf45z/Z7RUOOBxJqnDxcGR8vPjzthA2iIhIpUpKAKez/Pe9e4HevWOxeze/0rWGrxipwqOPlmDiRDmrND5evo2zfYiIKnv1VRMaNbKg6KIRyMOH9cjJ4Ve61nA4klTh+uvLL+uaNAFuuqkUDRpwKJKI6FJWq4SoKIGYPyeUey5c8/ND1ybyDYMwCjmHA9i3T4cWLQTq1xf4y1/AfAciomrk5ckFWj08syQ5eqA97LukkMvOljBqVBy++KL8msDpBEpLQ9goIiKVys2VkJRUOQhj1XztYRBGIee5evOUo3A6gUaNLHjpJVMom0VEpEp5eVKFnjCTCRg61IkmTdwhbBX5gsORFHKeWZCeIMxgAGJiBLvWiYiqcN11TkiXnB5XrGCdMC1iEEYh5wm2PCUq5P8LlqggIqrCDTdwfaJwweFICjm7veJwpPz/8tuJiKjcmTMSiosr3jZ1ajRuuy06NA0inzEIo5Dr3t2F118vQtOm5fkMFguHI4mILuV0Al26mPHvf1fMmS0slPDHH/xK1xoOR1LINWokMHass8JtU6Y4EBPDOmFERBfzLN6dmFjx/BgfL3DuHC9ctYZBGIXc4cM6nDsnoW9fV9ltN9/MnAcioktZrfLPi2dHAnIQxhIV2sO+Swq55cuNuPHGmAq3FRYCWVk8oRARXcxqlc+LF9cJA+Q8WgZh2sMgjELObpdnQ17sySej0K9fbIhaRESkTp7hyEt7wrp3d2H0aCcEszg0hcORFHI2mwSLpeJtnsR8IVCpHg4RUaRq3tyNxx8vxuWXV4y2xo51VsqtJfVjEEYhJwdhlbvWHQ4JJSVANGddExEBAJo3F5g5s/qcWV64aguHIynkbDZUCsI8w5MsU0FEVC4zU8LRo5XPixs26NG0qRk//cSvdS1hTxiF3FNPlVTKY/AEZTYbkJISgkYREanQyy+bsGyZEceP2yvcHhUFlJRIvHDVGAZhFHJdulRedLZLFznvISEhBA0iIlKpvDypUo0wQC5RAQD5+cFuEfmDQRiF3GefGdC6tRvt25cHY23auNGmTeXgjIgokuXmVp4ZCVwchLEnTEs4eEwhJQQwbVo0Pvmk4vWAwwEcPSrxqo6I6CJ5eVKlGmEAymaYczhSWxiEUUgVFgJutwSzueLtJ09K6NnTjPXr2VlLRORhtUpV9oQlJAhMnVrKEQSN4TcchZTdLl+1VZ4dKf/kVR0RUbnZs0srFbcGAJMJeO65khC0iPzBIIxCyv7nBJ/KdcJYooKI6FKjRlVfkNXlklM5WFtROzgcSSHlCbIuDcJiYgC9XpQFaUREkc7pBHbs0CM7u+qL0z594nDPPYzAtIRBGIVU69ZurFtXgPR0V4XbJUkekmRPGBGR7Px5CddcE4vVq6sexLJYBGdHagyHIymk4uKArl2rTiRdsKAYzZtzNVoiIkBOygdQZZ0wgEGYFjEIo5D69Vcdvv9ej7FjHYiLq3jfpElcjJaIyKO2ICw+XlQ7VEnqxOFICqlt2/S4775oFBdXPnEcPSrh4EG+RYmIACAvT/5ZfRDGYq1aw54wCilPzldVU64feSQaFy5IWLeuMNjNIiJSndxc+XxZVZ0wABgxwomWLVknTEsYhFFI2WxAVJRAVFTl+ywWgRMneFVHRAQAffq48OabRbjssqqDsJEjnRg5MsiNIr8wCKOQstmkSuUpPMxmwdmRRER/atxYoHHj6nNlS0uBCxckpKQI6PVBbBj5jAk3FFI2W+UlizxYooKIqNyPP+rwzTfVR1cffGBA585mnDnD86ZWsCeMQmrBgpJqC7JaLAKFhRJcLvCqjogi3quvmrBzpx7ff19Q5f2eRbzl5HyW99ECBmEUUikpAikpVd83ZowT7dq5IXguISKqdvFuj/h4LvemNQzCKKSWLzeiQQM3hg1zVbqvXTs32rXjTB8iIkAOwqorTwGUB2H5+cFqEfmLOWEUUi++aMLHHxurvO/CBWDzZj1PKEREkOuEeReEsSdMKxiEUUjZ7ZUX7/bYt0+PiRNj8euvfJsSEeXm1twTlpoqMG9eCTp25AiCVnA4kkKqthIVnscQEUW6ZcuKEB9f/f1mM3DXXaXBaxD5jUEYhUxJCVBaKlV7UvHM9LHbGYQREXXvXnsP14kTEqKigIYNOaNJCzjOQyFT05JFQPkwZXUlLIiIIoXNBqxcacCpUzVflI4cGYvnnzcFqVXkLwZhFDL16gkcPGjHxImOKu/3BGEcjiSiSHfqlA533x2DH36ouWiixcJzppZwOJJCRqcD6tevvsvcbAbee68QbdsyyZSIIltenhxY1ZSYD8gzJDk7UjvYE0Yhc/SohIULTTh9uuoThl4PDB7sQpMmzG0goshmtdYlCAtGiygQGIRRyBw+rMPixVE4f776q7ZNm/TYvZtvUyKKbFar/LOmivmAnMbB4Ujt4HAkhYyny7y6EhUA8Mgj0ejUyYUePYqD1SwiItXx9IQlJdUchN18s4NBmIYwCKOQKZ8dWf1jeFVHRARMmuRAnz6uGs+XANC/f+Ul4Ei9OM5DIeOp/1VTT5jFIliigogiXlIS0KmTG7pavrWzsiTs3KmHm/OZNIFBGIWMzQYYDALR0dU/xmxmTxgR0dq1Bnz8ce2DVx9+aMCYMbG8eNUIBmEUMg8/XIrff7dDqiHGslhYMZ+IaOlSI159tfYirJ4VSFimQhsUywl76KGHsGXLFtSvXx+rV6+udP/OnTsxY8YMNGnSBAAwdOhQ3HnnnUo1h1RIkoDY2JofM2tWCYqKeDIhosiWl1fz4t0e8fHyY+QgjOV91E6xIOy6667DDTfcgDlz5lT7mLS0NLz22mtKNYFU7s03jSguBmbOrLpiPgC0aCHAEwkRRTqrVUKzZrUnenlybNkTpg2KDUf26NEDCQkJSu2ewsCaNQZ8+WXN1wGHDumwdKkRpaVBahQRkQpZrbXXCAPKe8JsNqVbRIEQ0hIV+/btwzXXXIMGDRpgzpw5aN26da3b6PUSEhNrGcMKAL1e5/Nx/Nk2krYvLNQhNRWVHnvx9vv2SZg9W4fJk41ITAzs8QO9Lbfn3z5St9dy27WwvRDycGTDhgYkJlZeO/Li7bt1A95914XevaO8Omeq/bmrfXt/hSwI69ChAzZt2oS4uDhs3boVM2fOxPr162vdzuUSsFoLFW9fYmKsz8fxZ9tI2t5qjUOzZi5YrRULsV68vV5vABCDP/4oQlSUd8OSfO20ub2W2x7p22u57VrYXgj5gtRkEmWV82vafsgQ+WdVj63rsbm9/1JSLNXeF7LZkWazGXFxcQCA/v37w+l04sKFC6FqDoWAzSaXoKiJJ7+BZSqIKFJJEpCaKpCUVPtjhQC2btXj9995ztSCkAVh2dnZEEL+gj1w4ADcbjeSvHmHUdgQonw6dXUsf15AMAgjokj1xx8S/u//TDh2zLvz4JQpMVi50qhwqygQFBuOnDVrFnbt2oXc3Fz069cPd911F5xOJwBg8uTJWLduHd577z3o9XpER0dj0aJFkGoqGEVh55dfCiBqGWH09ISx8CARRaqjR3V4/vko9O3rQvPmNS9LJElycj5nR2qDYkHYokWLarz/hhtuwA033KDU4Ukjaou727RxY/t2Oy67jGUqiCgyeRbv9mZ2JCCPIDAI0wZWzKeQyMyUcPvt0di1q+a3YHQ00KqVwJ/pg0REEccThHlTrBWQe8KYwqENDMIoJHJyJHz8sRFZWTW/Bd1u4NVXjdixo/K0bCKiSOBLEJafr2SLKFBCWieMIpfnKs2T81UdSQLmz4/CzJml6Nmz5lwIIqJwlJcHGI2i1mXePB5/vKTWVA9SB/aEUUh4Eu29CcIsFs6OJKLI9fDDpTh0yO51YHXllW507lz7EkcUegzCKCQ8QZXZXPtjLRbmNxBR5NLpysv1eOPgQR0+/pgDXVrAIIxCJiXFXbbOWU3MZsF10IgoYr3yihFvveV93a9PPzVg+vRouNkZpnoMwigkxo1z4uefC9CwYe1BmMUiYLezJ4yIItOHHxqxcaP3PVvx8QJCSCgoULBRFBDsryTVe/vtYq/XjSQiCjdWq4TWrb3v1vKsRJKfL9Wad0uhxZ4wCok33zRi+vRorx6bnCzqlA9BRBRO8vIkr8tTAChL82DBVvVjEEYhsX+/Hjt3elf7a+NGPZ5/3qRwiyiU7HZg9mwOnxBdyuWqexDm6f1iEKZ+DMIoJGy22stTeGzbZsBLLzEIC2cffGDE4sU6LFvGRYeJLoLYnNcAACAASURBVGa3AzExok5BWPfuLmzYUICOHVlbUe2YE0YhYbNJXpWnAORgrbBQgtMJGPiODUsDBjgBAElJzF8hulhCAnDihL1OMx3j4+VaYaR+7AmjkLDbvU8Y9TzOU+CVwk9ysvwaZ2fzlERUFV0dPhrFxcCyZUb8+CM/T2rHV4hCIjXVjebNvbtS8wRhLNgavt55Rx6GzM7ma0x0sR9/1GHGjGicOOH9Z8PtBh54IBqbN3PoQO34ClFIvPNOsdeP9cyMlIMwDleFo59+kidpxMby9SW62JEjOnzwgRH33FMKb89/MTGAwcAi11rAIIxUb8QIJ06dsiEqKtQtIaWcPy8hPV1g7tzSUDeFSFVyc+UesLok5kuSXKaCsyPVj8ORFHQuFzByZCzef9+7awCjEQzAwlxOjoTk5FC3gkh98vLkQCohoW69xBYLS1RoAYMwCrqCAmDPHj3On/fuBJGTI+Ghh6KwZw/fruEqJ0fCF19I+OtfY0LdFCJVsVolxMQIRHtX27pMfLxgHq0GcDiSgs5zYvC2Cn5pKfDmmyZ06OBG9+6cdh2O2rVzw2aTsG2bHm533WaCEYUzvV6gWbO6n/eWLi1CDK9pVI+nOgq68iDMu+51s9kzO1KxJlGIvf9+ERYsEHC5pLIcGCIC5s0rxddfF9Z5u6ZNRVnpF1IvBmEUdJ5gytsgLC7Osx2/nMNZSor8k2UqiPy3ebMer73GFSjUjkEYBZ3RKC+rkZLiXRCm1wNxccxvCFd79ujQq1ccTp2Sf2cQRlTu/vujfFq2bcMGA557jjOa1I45YRR0Xbq4sXZt3brXExMFnE6FGkQhdfasDkeO6NC8uQtpaS4YefFOVGbTJgP69Kn7GpByYj4ghFyygtSJQRhpwt69BTyRhKmcHPmF7dUL+OKLuue+EIUzq1WqU40wD4tFwO2WUFAAr9fppeDjcCQF3YoVRvTvH1untSAZgIUvTxDGOmFEFTkcQEGBb0FYfLz8k7XC1I1BGAXdH39IOHhQX6fp0//5jxHPPFP3vAhSv5wc+UvGZAKuvz4Gjz/OPBYiQO4FA+pWLd8jPl7ehkGYujEIo6Cz2yXExQno9d5vs3u3Hl9+ydHzcNSqlRsjR8oJf+fPSzhyhKclIkCukdiunQsNG9Y9CBs+3InffrOhTRvWVlQzfqtR0Nnt3pen8LBYWKIiXN12mwOAA0AsUlJE2fAkUaRr3Fj4VCMMAKKjUecq+xR8vOSkoLPZpDoHYWYzS1REguRkwRIVRAFw4QKwYIEJ+/bxa17N+OpQ0LVr567zlGuLpXy6NYWX7t3jyvL9PD1hfJ2JgPXr9Rg9OgZnz9b9wqS0VMJLL0Vh//465H1Q0HE4koLu/vtL67xN/foCqakCxcXgemhhxOkETp+WyvIDu3RxYcgQCQ4HYOI8DIpwJ0/qsGuXAQYfvqk9ow1MzFc39oSRJkyb5sD+/QUMwMLMhQsShJDK1rgbN86JN98sZgBGBP9mR8bGyot/c81ddWMQRkE3ZEgs5s/ntyyV1wjzdgkrokiSlyfPJPdlFQlJkmuFsSdM3RiEUdAdP65DSUndTgwHDugwZUoMDh/mWzaclBdqlYOwX3/VoV27OHzxBTMliHytlu9hsQjY7QzC1IzfaBRUQgA2W91LVBQUSNi40YBz53hCCSf16glMnuxA06ZyLaP4eIELF3ScIUkEoHFjN9LT675upMf27QX497+LA9giCjReblJQFRQAQkgwm+teogJgrbBw07GjGy++WP4lUb++/DozCCMC5s6t+ySmizG3Uv3YE0ZB5ekat1jqtl15EBboFlEolZZWLDtiMslJyAzCiPy3fLkRzz7LSEzNGIRRUOl0wHXXOdC6dd2W0vAEbcxvCC9z50ahe/e4CrelpLhZNZ8IQEZGLJ5/3vcg6rvv9PjgAx+y+iloOBxJQdWggcCrr9Y9R8FiEWjRwo2YGM6iCyc5OVLZQsMe48Y5/UpGJgoXP/2kQ3q67xck8fGCsyNVrs5BWF5eHs6ePYt27dop0R6iKkVFATt2FIS6GRRg2dm6spmRHg884F8eDFE4KCoCioslJCX5fkESH1++0ojEWEyVvBqOvPHGG2G322G1WjFu3DjMmzcPzzzzjNJtozC0Zo0BzZubcegQR8IJOH9eqhSEAUAxJ3RRhMvLk6OmhAT/SlS4XBIKeP2qWl59E9psNpjNZmzYsAFjx47FqlWrsH37dqXbRmHIZpPLTfgyrHjHHdFMMg0zOTlSpUKtS5aY8Je/WFBSEqJGEamAP9XyPRIT5SCuoIDdYGrlVRDmcrmQlZWFtWvXYsCAAQo3icKZp8REXeuEAcChQzr88gt70MKF2w1Mm1aKAQOcFW73fOmcP88vDopcRqPAsGFONGtWt0lMF7vhBgcOH7YjNZU5lmrlVU7YjBkzcOutt6J79+7o3LkzTp06hcsvv1zhplE4Kg/C6r6txSJYJyyM6HRV10HyDE9mZ0to1IhfHhSZWrYUWL68KNTNIIV5FYQNGjQII0eOLPu9adOmeOmllxRrFIUvm00eivRlLTSLBcjKYhAWLoqKgMJCOfFYd1EHZ0qKfOXPWmFE/jl+XMJTT0XhzjtL0aWL7z1qpByvxnZGjx6NSZMm4bnnnsOWLVtgY8VM8lHXri5MnerwaVv2hIWXb7/Vo317M374oeJpyJMjxlphFMneesuITp3ikJ/v+z5KSiR89pkRx48zjUOtvOoJ27BhA86cOYPvv/8eW7Zswfz582GxWPDpp58q3T4KM9dc48Q11zhrf2AV2rRxo7AwwA2ikLl08W6PBg0EZswoRZs2vHKnyJWdLSErS0JcXO2PrY6nBh9rhamXV0HYuXPnsHfvXnz//ff49ddf0apVK3Tv3l3ptlEYKimRl6bxpWbNrFmsHxVOPEGYZ71Ij9hY4IknODWSIltenoT4eECv930fnglQ/vSmkbK8CsIGDBiATp064fbbb8f8+fOVbhOFsQkTYmA0Ah9+yITTSJeTo0NMjKjySt9uB4qKKpevIIoUubmSXzXCACAuDtDrmcahZl4NFH/yyScYO3YsVq9ejYkTJ2L27NlYtWqV0m2jMGSzSYiL8+3E8sknBvTpEwurNcCNopDIyZELtVbVKzphQixmzIgOfqOIVCIvz79q+YA84tCihRsmlldULa96wtq1a4emTZuiadOm2LNnDz777DPs3r0bEyZMULp9FGZsNsmn8hSAPJvut9/0yM+XuLZgGBg71oGePV1V3peS4sbJk0wmpsjVq5cLpQHIwPj2WybSqplXQdh1110Hh8OBrl27onv37li+fDkaN26sdNsoDMlBmG8BlNlcvg+AQZjWDRniAlB1EJacLLB3L4dQKHLddRdzYCOBV0HYG2+8gXr16indFgpzQsjLFvkahHm2Y35DeDh0SIfUVDeSkirfl5IicP68BLcbFWqIEUWKQL33n37ahMJCCU8/zckuauTVS+x2u/Hwww/jtttuAwD8/vvvzAmjOnO75au73r2r7v2ojScI42K02icEMHRoLF56qepkleRkeeHh3FwG3BR5hACaNTPjX//yP5nr0CE9vvvOjymWpCivgrC5c+eiT58+yMrKAgBcfvnlWLZsmaINo/Cj1wMPPVSKAQN8C8KSkwUGDHCWDUuSdtntciHJS2uEeVx9tQtPPVUMk4nDzhR5Cgrkz0d0AOamWCyCdcJUzKsgLDc3FxkZGdD92TdqMBjK/k/kLYdDnhHn9K1WK5o1E3j//SJcdZVvQRyph2dJouqCsA4d3Jg2zeHzJA4iLbNa5c+Hv7MjAblgK1M41MurSCo2Nha5ubmQ/pxLvm/fPlh4dqQ6+uUXHa64woyNG9k1Humys+VTT3VBmNMJHD6s49JFFJE8QZi/dcIAOQjLz5eHOEl9vB6OvOOOO3Dy5ElMmjQJc+bMwaOPPqp02yjMeK7GfI3fhQDS0uKwZAmL3midJ7iqrhhrfj7Qu3ccPvrIq7lDRGElL0/+fASiFE/TpgJXXOEOSLkLCjyvznAdOnTA8uXLcezYMQgh0Lx5cxiNRqXbRmGmPAjz7cQiScCFC1LZUBZpV+fOLixeXIRmzapeHzIxUa70zdeaIlFKisA//lFa7eejLm680YEbb3QEoFWkhBqDsO+++w69evXC+vXrK9x+/PhxAMCwYcMUaxiFH5tN/mk2+351Z7GIsv2QdjVtKjBlSvXJgTqdPFTJ4UiKRG3auFlSIkLUGITt3r0bvXr1wubNm6u8n0EY1YW/w5HytkwyDQeHDulQWgp07lz9lX5KikBODicAUeQpLJQvRAIxO3LvXh3mzo3G888Xo1Mn/3vWKLBqDMLuvvtuAMBTTz0FfR2Xcn/ooYewZcsW1K9fH6tXr650vxACTz/9NLZu3Yro6Gg8++yz6NChQ52OQdqSlubCww+X+JVsarGwWGs4WLTIhAMH9Nixo/qib8nJHI6kyLR4sQkvvWTCmTP2KtdWrQunE9i3T8/Pkkp5lRM2ePBg9O3bFxkZGejZs2fZLMmaXHfddbjhhhswZ86cKu//+uuvcfz4caxfvx779+/HE088wQKwYe7KK9248kr/skMHDnSygnoYkBfvrvmqfObMUp/LmRBpmdUqr4/rbwAGAPHx8k9evKqTV0HY2rVrsXnzZqxYsQKPPPIIBgwYgIyMDKSlpVW7TY8ePXD69Olq7//qq68wduxYSJKELl26ID8/H1lZWWjQoEHdnwVpwrlzElwuoHFj33vCZs/mFJ9wkJMjoUWLmoOw/v1ZD44ik9UqISEhMPuKj5fPtyzYqk5eBWExMTHIyMhARkYG8vLy8PTTT+PGG2/EwYMHfT5wZmYmGjZsWPZ7w4YNkZmZWWsQptdLSEyM9fm43tLrdT4fx59tw3n7e++VsGOHhEOHav7yDWX71fq3C7ftz5/XoW/fip/lS7fNygJ+/BHo0weIigrcsbl94LfXctvVuH1BgQ7JyfB6nzUd35NJ5HCYkJhYuaqB2p671rb3l9dFeHbt2oUvvvgC27ZtQ8eOHbF48WIl21Utl0vAai1U/DiJibE+H8efbcN5+wsXohEbq6t13zUdf+FCE1asMOLnn6vPJeJrp+7tXS4gJ8cMi8UBq7W8Z/PSbT/+2IC77orBzp12NG9ee++pFp57uG6v5barcfucnFgkJQlYrUV+H18IID09BnFxDlitlcf31fbctba9N1JSqp+N5lUQNmjQILRv3x4jR47E7NmzERvrf9SYmpqKc+fOlf1+7tw5pKam+r1fUi+bTfK5RpiHTicPZQmBgORLUGi8914Rmjat+b3gKeSanS15FYQRhYu//c3hVymfi0kSsHq1d8EcBZ9XQdhnn30Gc4BXTR40aBCWL1+OUaNGYf/+/bBYLMwHC3M2m4TUVP9OLGazgBASCgrAhbw1Sq8HBg2qPd/LE4TJZSo4tZ4ix9SpLK4aKbwKwrKzszFz5kycP38eq1evxqFDh7Bp0ybMmDGj2m1mzZqFXbt2ITc3F/369cNdd90F559TnSZPnoz+/ftj69atGDp0KGJiYrBw4cLAPCNSLZtNQqtW/n2ZemqM2e1SwK4UKbjOnpWwd68effs6y2ZuVcWzriSn1lMkEQI4eVJCSopAAAadAAA33xyNpCSBRYtYAFZtvArC5s2bh9mzZ+Oxxx4DALRr1w4PPPBAjUHYokWLatynJEl4/PHH69BU0ro5c0qqXbDZW57hTJtNQsOGDMK0aOdOPaZNi8G2bQWIj68+KGcQRpHIZgN69DDjySeLcccdgekRO39eKlsUnNTFqyCsqKgInTt3rnBbXYu3El13nf9Fn1q3dmPq1FLExjIA0yrPUkS1BeRGI7BiRSFat+ZQJEWO3NzALd7tER8v90CT+ngVhCUlJeHkyZNlRVq//PJLpKSkKNowCi8uF7B/vw7NmgnUr+/7yaVTJzeee45d6lqWkyNBpxNISqr9fTB0KGuFUWTJy/MEYYHbp8Ui8OuvrHKtRl69Ko8//jgee+wxHD16FH379sU777yDJ598Uum2URixWiWMGBGHjz/2uipKtVwusJK6huXkSKhXT3i18sGePTp89RV73SlyeIYNA9sTJmCzBWx3FEBefSM2bdoUS5cuRWFhIdxuN2JiYrBmzRo0btxY6fZRmPCcAPxNpj95UkJamhlLlhRh0iRGYlqUkyOVzXyszSuvmPDLLzoMHqx8bUAiNfAEYf6ssXupK690lQ1zkrrUGITZ7XasWLECmZmZGDx4MK6++mqsWLECb731Ftq2bYtrrrkmWO0kjfOsW2apvmadV+Li5J92O08oWvX44yVev34pKQLZ2RxGocjRoYMLTz1VjMaNA5cLOWWKE1Om8KJVjWoMwh588EEkJCSgS5cueP/99/Hqq69CCIGXX34Z7du3D1YbKQx4vnT9Ldbq6UnjYrTaJRde9e59kJIikJcnobQUMJmUbReRGrRsKdCyJeuERYoag7DTp0/jlVdeAQBMmDABffr0wZYtWxDlzUJuRBex2+Wf/gZhUVFAVBTzG7Rs6VIjund3oVOn2q/0PTMoc3IkNGrEGbEU/k6dklBcLAV0VvCXX+pxzz0xWLOmAK1a8XOkJjX28xsM5TGaXq9Hw4YNGYCRTzp1cuO114rQvLn/JxaLRbAnTKNKSoDZs6OxcaN3EzTKq+bz9abIsHixCePGxQR0nwaDXPrCM/OS1KPGM+GhQ4fQrVs3AIAQAiUlJejWrRuEEJAkCXv37g1KI0n7GjYUGDcuMDkJ//iHw+/K+xQa58/LXwLelinp1cuJDRsK+HpTxMjNlQI6MxIoz8XNz2cQpjY1BmEHDx4MVjsozB09KuHsWR169XJ5VZqgJvfdVxqYRlHQeVuo1SMxEUhMZABGkSMvT0JCQmD3efFKI6QunHZEQfG//xkxfnwMpACcAwoLgdxc//dDwVcehHkXWLndwH//a8Tu3TxVUWSwWgPfExYfL++PPWHqwzMbBYXNJsFiQUCCsNtvj8H11wdoZVsKKs86kN72hOl0wLx5Ufj8c6OSzSJSDatVCmiNMEAu/Hr99Q785S/sVVYb/8uXE3lBDsICc2IxmwVsNl4/aNGYMU6kpdnRtKn374XkZMHEfIoYCxaU+LW0W1XMZuA//ykO6D4pMBiEUVDYbP6Xp/CwWERZyQvSlthYuQ5SXcgFWxmEUWTIyFCuqKrbDb9zcimw+HJQUNhsEszmwOxL7gnjl7IWff65AStW1G1oMSXFzSCMIkJxMfD113pF3u9XXx2Le+6JDvh+yT8MwigoHnusBE88EZjucIsFKCmRq6iTtrz3nhFvv13XIIzDkRQZzpyRcP31sdi8OfCL1huNQH5+wHdLfuJwJAXFlVcGLiG0Tx8n5s0DBAs/a05dFu/2mDOnFLNnM+Km8OdZvDspKfAnNxa5VicGYRQUX3xhwOWXu3HFFf4HYz16uNGjB7+UtSgnR0LbtnV7DzRowGibIoMnCAv07EgAiI8HsrIYhKkNhyMpKGbMiMbKlYEpM1BcDBw7JqGoKCC7oyARQg7CvC1P4XHsmIR//tOEs2f5BULhzROEJSYGft/x8YJ1wlSIQRgpzuUCCgulsoKB/tq1S4+rrjJj//7A502QcgoKgOJiyetCrR5nzujw3HNR+P13nq4ovJUHYYHvCRsyxIm//tUR8P2SfzgcSYrzlJMIZIkKQC57QdphNgPHjtX9ReMi3hQphg1zolGjQtSrF/gg7PrrlSt9Qb5jEEaK8ySDBq5Ya8X9knbExdV9G0/PGctUULhr0kSgSROXIvt2u+Xe6Lg41gpTE74UpLjyICww++NitNp04IAOjz0WVefk4MREwGBgwVYKf99/r8O2bcqkWbzzjhEtW1r4OVIZBmGkuGbN3Fi7tgBXXx2YKzyzWQ7CWDVfWw4c0OPVV01w1DEtRafj0kUUGV56yYRHH41SZN9M41AnDkeS4mJjge7dA1cnLC4OWLiwGFddpUy3PSnDE0T5si7eN98UBGzFBSK1ysuTFEnKB1A2MUqeIcmyL2rBnjBS3JEjEt591xCwKzBJAm67zYFOnQIX2JHycnLkRdyjfVg5JT6eeSwU/qxWSZEaYYD8GQLAMhUqw9MaKW77dgPuvTcmoDlchw/rcPQoTyZa4kuNMI/PPzdg/nxTgFtEpC5Wq6RIjTCAubRqxSCMFOfpAQvU7EgAuPXWaDz1lDK5E6SMwkL4HITt2aPHG2+YuFQVhTU5CFPmTX7ZZW7MmlWCli05gqAmzAkjxXmuvHwpT1CduDhe0WnNsmXFcPmYxpeS4kZxsYSCAjA3jMLWxx8XKrJuJADUqwfMncvl3tSGQRgpzm6XYDaLgOb0cDFabdL7OPve04OWlSWVzY4lCjdduyrbS5WVJcFgEKhXT9HDUB1wOJIUZ7MFdigSkPfHEhXa4XYDt98ejfXrfYvCWDWfwt358xKWLzfijz+Ue4/37BmHRYuYxqEmDMJIcQ8/XIoPPywM6D7ZE6YtubkSPv7YiBMnfDvlpKQIREXxNafwdeSIhFmzovHrr8p9LXMRb/XhcCQprkEDgQYNArvPG25wYNgw1gnTCk8Plq+J+R07unHypB0Svz8oTOXlKbd4t4cchCm2e/IBgzBS3MqVBiQmCowYEbigKS3NDYCzfLTi/Hn/gjAGXxTucnOVD8IsFk5oUhsOR5LiXn7ZhPffNwZ0n5mZErZu1aOUk300wZ9q+R4PPxyFt94K7PuISC2C1xPGIExNGISR4mw2KWCLd3usW2fAhAmxTNTWCIcDSE52+9wTBgBff63Ht98qs7gxUahZrfK5LCFBuWNMnerA9Om8clUTDkeS4uQgLPCzIwG5/AXXQVO/8eOdGD/e6dc+kpMFsrMZdFN4+sc/SjF6tNPnMi7eGDnSv88gBR57wkhRbjdgtyPgtZ3Kl+AI6G5JxVJSBLKzecqi8JSYCLRvr2ye64ULwE8/8TOkJnw1SFGFhYAQEuLjAxuEeaqmM8lUG5591oR58/yrT5SSIjj8TGHr448N+PRTZQenli0zYdCgOBQXK3oYqgMOR5KiYmOBn3+2IzpayeFIUrvt2/V+D7M0aeJGUpKA0wkYeOaiMPPmm0ZERQHXXqvckKHnvJmfLwX8nEy+YU8YKUqnk3swAp2Y36yZGytWFKJHD9YK04KcHMmvpHwAmDHDgV27ChiAUViyWiUkJCgbGHlGJJjGoR4MwkhRJ09KeOYZE44fD2yPldkMDB3qQmoqr+a0ICdH53cQRhTOrFZJ0fIUQHkQxjIV6sEgjBR19KgOL7wQhczMwL7VhAC+/FKPX37hW1jtSkvlLxh/g7BjxySMHx+DHTtYpoLCixBynTDlgzD5J4Mw9eA3GCnKkzgf6BIVkgRMmxaDVatYvFPtCgqAjh1daNbMv5lfOh2wbZsh4L2qRKFWVASUlEhITFT2OK1bu7FkSRHatOFqI2rB7ApSlN0u/wx0EAbIZS+Y26B+SUnApk3+L+Du6UnLyuK1I4WXmBjg0CEbjApfUyYnC0yaxFphasKzGSnK0+2tRBBmsXB2ZCSJiwNiY1mmgsKPJAH16iHgE5gu5XYDu3frcPIkP0NqwSCMFOUZjvTU9Qoki0WwTpgGrF1rwMiRsTh3zv/XilXzKZAKCuT355w5UkDen746fBh4+mkTTp1Stg1CAKNGxWHlSqZxqAWDMFLU/feX4uhRmyJlBeQgLPD7pcA6flzCnj16xMT43xvavbsLKSmcZUmB8c03evz97zF44QUd1q8PXXbOoUPAiy9G4cIFZYMwvR6IiwuPi9dz5ySMGRODTz4BSkpC3RrfMSeMFCVJyvSCAcDTT5cous4aBUZOjgSjUZTNzPLHa6+x1DcFzubNBsTGCiQlAV9+acDUqY6QtCM317N4t/IXGPHxIixmR371lQE7dxrw178CH3ygR79+2qwZyZ4wUtSyZUYsWWJSZN9XXOFG27ac5aN2nhphkvbP+xRmtmwxoHdvF8aPF9i2TV82kSjYcnPln0lJwQrCFD+M4jZs0CMhQUCnE9i+XbtX4wzCSFFr1xqwerUyHa779umwciU7c9UuENXyPVasMKJv31i4GXuTn06ckHD0qA4DBjgxerRASYmErVtDcz7JzQUkKfAri1TFYtF+nbDSUmDrVgOuvdaBbt2g6SCM32CkKJtNmZmRAPD55wa89poJkyaF6PKVvNKihRuXXx6YfRUVAb/+qseFC4EL7Cgybdkif/0NGOBCly5G/OUv7pBN+sjLAxIS5Fp4Sps3rwQGg7Y/Ozt36lFQIGHIECeSkw3497/1KCqSS31oDYMwUpTNJqF+fWW6LSwWoLRUQkkJEBWlyCEoABYsCFzWrCcpPzubQRj5Z/x4B5o2daNVKzeMRmD37oKQDZkvWiQwe3ZBUI7Vq5c2c6cuZjAAgwY50aePC/HxAosW6bBnjx59+mjvuXE4khRlt0uKdbF7etjCYaYPeccThLFWGPnLbAYGDXKVBV6en44Q5OZLUvB6cQ4f1mHDBu0O3wFyILlyZRHMZqBPH2DJkiK0a6fNHAUGYaQol0u54Uiz2ROEKbJ7CoCCAqBLlzi8915gOt09vV+sFUb++PlnHZ57zoTz58vfRy4XMHBgLBYuDH63+tNPS1i2LDi1u95914hbbtHguN2f8vOBCxfKf4+PByZNcmq2Z5xBGClq374CLFyoTBEXTw8bq+arV06OhDNnAneaSU11o29fp+ILHVN4W7PGgOeeM0GnK38f6fVyT+u6dcHvJVqxQsI33wTnuPHx8iQErdbWWrXKiCuuMOOPP8rP+5mZEt55x4iiohA2zEcMwkhxSuVZ9OnjxLZtBWjdWpvd0JHAM2wYqKvUhATgww+LMGiQ9nI/SD22bDGga1c3kpIq3j58uBO//67H778H98LOag1OjTBADsIA7c6Q3LjRgGbNBBo3MAeurQAAIABJREFULv977d+vw4MPRmPvXu0NszIII8Xk5gJ33BGN775T5oMRHw+0betGdLQiu6cACHQQRuQvqxXYu1cuTXGp4cPl2778Mnhz1oSQz5XBqBEGXJxLG5TDBVRhIfDtt3oMHVrxtbvqKhd0OoFvv2UQRlTmwgUJH35oxJkzylxx2WzAa68Z8csvfBurVU6O/NoEMgibOjUa06Yx8ibfbNtmgNstYcCAyr2pTZoIdOrkwrp1wQvC7HbA5ZLYE+aF7dv1KC6WMHhwxSAsIQHo2NGt2AW/kvjtRYrxzFpUKjG/sFDCvHnR2LVLex+8SHHZZW5kZDhQv37g3gMlJRJOnOCpi3xz9qyEBg3c6Nat6iHte+8txc03B2+KpN0uIT5eBK0nrEcPNz79tBCtWmkvjWPDBnmZqarKbFx9tQvff69HscZWNmOdMFKMJwhTau3I8tmR2ruiixSDBrkCnr+VkiLw++8Mwsg306Y5cOutjmrXnR0zpvIwpZIuu0wgJ8cNqzU4x61fv+ogRgtmzCjFwIHOKlNQrr7aiVdfNeHnn3Xo3l07AaaiZ7Kvv/4aw4cPx9ChQ/H6669Xuv+jjz5Cz549ce211+Laa6/FqlWrlGwOBZnSPWGxsYBOJ0K23hvVTijw0icnC2RnS4rsm8Kb5z1TXQDmcfy4hLVrw7OPoqgI+OADAw4f1t6FTLNmAiNGVB1A9u/vwsGDdk0FYICCQZjL5cL8+fPxxhtvYM2aNVi9ejV+//33So/LyMjAp59+ik8//RQTJkxQqjkUAm43kJzsViwIkyS5TAV7wtRr8uQYTJoU2JpEycluFBdLDL6pzt56y4ihQ2NrTUp/5RUT7rgjOihDWzt36vG3v0k4ezY457HiYmDGjBhs2qStNI4NG/T43/8M1V58xcQgoGkPwaJYEHbgwAE0a9YMTZs2hclkwqhRo/DVV18pdThSodGjnfjllwJcfrlyHwyLRTAIU7HMTAkmU2Bf/86d3Zg40RGSyuakbZs3G5CfX/sqHsOHO1FYKGHbNuUDlcOHdVi1SgdXkEYIPc9da+fNV1814T//MdVY8uibb/SYOjVaUzXQFAvCMjMz0bBhw7LfU1NTkZmZWelx69evx5gxY3D33Xfj7NmzSjWHwtSaNYVYuFBjmZgR5Pz5wK/x2K+fCy+9VIx69QK6WwpzpaXyl3RVpSku1bu3C2azCEqpCqtV/hmsAsQGAxAbKzQ1O9JmA3bs0FeaFVn5cRK+/NKIH37QTi9fSAe9Bw4ciNGjR8NkMmHlypWYM2cOli1bVuM2er2ExMRYxdum1+t8Po4/24bT9m+9JeGrr4AVK+p2cqnL8RMT/ds+kNty+4rbCyHXCWvUyIDExNpPinU5thDycPfFuT1qeu6Rtr0W2r51qzyjetQofaXHVrX98OECGzcaER+vh66W7gp/2l9cLMFgEGjcONbnwtZ1PX5iIlBSIn8utfDabdkCOBwSxo0zIDGxYthy8fbDhwOSJLBnTzRGjPDue8ff9vtLsSAsNTUV586dK/s9MzMTqampFR6TdFG54gkTJuBf//pXrft1uQSs1sLANbQaiYmxPh/Hn23DafvvvovC5s2GOu+rLsf/5BMDzp+XcOut5WNTfO3Usb3VCjidFlgsJbBaax879PbYWVkS0tLiMH9+CW66KTCvO7cP/8/N55+bYDDo0LVrYVnvU03bDxpkwMcfR+P774vRpk3Nyd7+tP/cuSgkJRmRlxe8v5/ZHPvnjMxiTbx2n30Whfh4Hdq1q/m10+mAK66IxaZNAjNnereGkb/t90ZKSvXj34oNR3bq1AnHjx/HqVOnUFpaijVr1mDQoEEVHpOVlVX2/02bNqFly5ZKNYdCwGaTFCtP4bFmjQFvvRWchW+pboQAbr21FFdeGdjZSklJAsXFEhfxpjrp0sWNmTNLa80H88jIcOKXX+y1BmD+iokBWrVS9BCVvPlmMebP107i1IkT8goHRi9O9b17y/XCtJIXplhPmMFgwGOPPYbbbrsNLpcL48ePR+vWrfHiiy+iY8eOGDx4MP773/9i06ZN0Ov1SEhIwDPPPKNUcygE7HZJsZmRHkzMV6+kJOCZZwJ/JjQa5UDMsyQSkTdGj3Zi9GjvHx8XJ/9T2oIFJUhM1Ffq4VFS27baKuPw4YdFXgdV/fo5sW+fDjk5UoX1JdVK0Zyw/v37o3///hVuu+eee8r+f//99+P+++9XsgkUQna7cjXCPMxm7c3yiRTFxfLwgMkU+H2npLjZE0ZeO35cQlSUXBi1Lg4c0OHJJ6OwaFExmjVT/xe6t7Zt0+PUKQlTpgS3MK0/oqK8e9ywYS4MG+bdUKQaaK9aG2lGcrJA8+bKXnGZzQIFBVLQpneT9957z4gmTSzIzAx8sJSczJ4w8t6iRVEYMCAO7jqejsxmgW3bDFi/Xrn+ittvj8aLLwb3vfzJJwYsXOhlVBNiU6bEYOHCul/JaaWEDYMwUswbbxTjhReUHZj39LQVFCh6GPKBJ0iqVy/wPQjjxjkxapR2ruIpdIQAtmzRo18/Z62zHC/VooVAmzYuRUtVbNpkwNGjiu2+Slopcp2bC2zapK91hYNLvfaaER06mFFaqky7AolBGGnazTc7cPKkzetkWwqenBwJSUnCq2Tauvr73x24/XaNXOpSSB06pMO5czoMHOhb0D5ihBPbtyuTs1VSAuTny/mTwRQfL1BUJKm+t2jzZgPcbglDhtTttWvcWMBqlbBvn/pDHPW3kDTrmmti8O67ypaii46W//laX4eUk5MjITlZmeFotxu4cAF1Hl6iyLN5s9yNMmCAbzkLw4c74XJJ2LQp8OeyxYtNEEJC377BzTeLj5ePp/aCrRs3GlC/vhtdutTtg+5ZoHz7dvWv/8kgjBRRUgLs2GFAVpayb7GjRyU88kgUjh5V98kkEslBmDJfLitWGNGunSVo6+2Rdm3ZYkDbti40auTbe7FbNzeGD3fCbA7se/ngQR1efNGE6693YPDggO66Vp40jvz84B63LlwuOYAeONBV5+HI+vUF2rd3Yft29VfOV3+YSJrkyTdQenZkTo6E//f/TBgyxIkWLZidryYTJjhhMCjz+nuCO61MQ6fQWby4GOfO+R6s6/XAf/8b+Nl2TZu6MX16KWbOdAAI7CL3tRk1yok+fexITVXvZ6eoCJgyxYHevX07r199tQvvvWeEwwFFUiIChUEYKcJmk38G+urxUp5cMLudPSJqc8MNyiWceIY5WaaCatOokfC5F+xieXnyEkOBCFyEkMvrPPZYaDLHzWblz83+MpuBefN8//uMHetE48ZulJaqOwjjcCQpwhMUKZ0w7zmReII+Uge3Gzh5UkKxQmurp6TIrzuDMKrJypUGrFjh/zdwaSnQrZsZL77of9G7o0clDB0ai59/Dt3X7/nzEhYtMuHgQfWGAHv26Pya3XjVVS7ceacjKAV3/aHeV4A0TacDunVzoUEDZTOnPcOdWphuHUmysyWkpZnx3nvKXIKWB2E8hVH1XnnFhI8+8n/Ax2SSh7fWrTNA+NGB5HYDs2ZF4/hxHerXD11PlM0GPPtsFPbvV+fnJzNTwsiRcXjlFf+C3gsXgJ071Z0Xps5XgDSvQwc3vvyyEGlpShdrBXQ6gZKS0AZhxcX/n73zDovi+vr4d7ZRBDuxxx6x9x41ggRrLNi72KMB9aeoqNiQWFBjwYLBFkvshWpEsWCNLfYYY2+IKCosbJ33j3l3wlJ2Zne2IffzPD5u4e6d3Zm599xzz/keYOtWKcnW+390GmGWCswvVAiYPl2B5s1JHCAhd968oXDvntjkrMjseHur8fy5CHfvmj5t7tghxfnzEsybp0Dp0rYzwnTZkfa6eD15kjGcPDyEaQEuXeqA/v2d7FqKgxhhhHyNRAK8fp0GPz/bqvIFBjogIMARFy8S2QTgPyNM57GyBP/7n5IYYYQ8OXVKJ01hHlFfLy81KIo2Wbj11SsK8+c74Ntv1Rg0yLZWgS5MxF4lKuLjJShdWos6dYQNpq1aaZCeTuHmTfs1dez3yAj5mv37JWjf3hkfPli+L1trhO3YIcWOHTJMmqTAzz+LMGVK/igHYkn+84RZziJNSaHw5Il9TiIE23PqlARublrUrm2ea7BUKRqNGmlx7JhpRlh4uAxqNbB8eabNxyypFHB2pu3SCFOpmHPXoYNa8O+k0ws7d85+cxCJEUawCK9eiXDnjph30VUhLF4sw6ZNtkl/uX5dhBkzHPDdd2pMn65E4cI04uMlBd4bZuntSACYPNkBw4ZZN7WfkH9ITaXQvr3G6FJFhli4MBNr15qWbTJ7tgJHjshRubJ9ZCW6utJ2mdD0559ifP5MwdNTuJfbzY0pO2XPemH2ax4S8jVpaYBEQsPJCnPkiRMSuLnRGD3aui5+lQoYO9YJpUrR2LAhA2Ix4O0N7Nsnwp07ItStW3AtsVatNJg3LxNFiliuDzc3Glev2t9KnmAf/P57BjRm3q02Jcb1/XuApimUKEEbrfxuSRIT0+HsDADOtj4UPZo10yAqKh21apnnt2rVSoN9+6RQq5nwFXuDeMIIFuHzZwqurtbZKrTVik4qBdasycSWLRkoXpx57fvvmVXuiRN2eLdbkbp1tfjxR5VFz3/JkjRSUiizT7SE/I8ug9FYpXU+nDwpxtq1/D3vgYGO8PBwRob59V4FUaSIfepnSSRAs2ZauLiY5/PGj1fi+PF0i1wL5oAYYQSLwBhh1nG7u7jQVs/yuX+fuXWaN9egXr3/VmylSwN162pw4oSd3vFW4sEDEZ4/t+w5cXOjodVS+PCBeMMI+gwe7IRZsywTC5GQIMGSJQ5IS+P+2z/+EOPgQSkGD1ZZZVfAGH7/XWKUMWkNXr5kytA9fWq+e7pyZRrVqtE2j8PLC2KEESxCtWpafPutebKSuHB1ta5ifmSkBG3bFkJMTO7ernHjlOjd2zrf3V7x93fElCmOFu2DCLYSciMtjcmMdHCwzCKwY0c1FAoKp04Z9nZ/+gRMm+aImjU18Pe3bfZ2bsTHSyym42cqx49LsGmTDEqlee/puDgxNmywr++qo2DvmRAsxqRJ1ht0Spak4eRkHa/bP/+I4OfniMaNNfD0zN3Q6tOnYBtgAGMYVapk2fiXhg01WLEiE199ZR+BzgT74Px5MVQqymz6YNlp1kyDokVpHDsmQdeued/rCxY4ICmJwpYtGZAJF9o3O4UL67Ij7ef+iY+X4OuvtahWzbxjR3y8BAcPSjFqlMru4sKIJ4yQ75k/X4GzZ+UW7yctDRg+3BFOTjQiIjIMZn4mJVG4eLHgbkm+e0dZNDMSAL7+msbgwSqbKo8T7I9TpyRwcqLRrJlljDCpFPD0VOP4cXGe8YhqNbMQGTtWhUaN7CcYPyuuruYRa1Wbac2ZmQmcPSv+fz0283ymjtatNUhLo3D7tv2ZPPZ3RIQvgq5dnTBnzpejl0XTzBbbv/+KEB6eyVkQePZsB4we7SioxEl+RS4H5HLKokKtACOK+9dfIjx7RrYjCf+RkCBBq1YaOFpwN7xTJzUKF2ZimHJDIgG2bs3EnDkKyx2EQAoXpiGXU4LU5IODZShVSoTffxdWzglgPJgZGRQ6dDD/TkKrVjq9MPtbGBMjjGARHj8WQW555xQAJv5jyBAniwrDUhTQvr0GCxYo8O233CtsDw81kpJEdrnysjQpKZYXatXRqZMzfvvNPmM9CNZHowF69VJhwADLytV07arGpUvp+PrrnJbHjh1SPHpEgaLsUxJBR+HCNCQS0zPLP34EDhyQolAhwM/PCePHO+LTJ9OP5907CuXKaVmDyZyUKkWjalUtzp+3vxNS8GYIglVIS6PY0hiW5u1bCseOSSyWJaf8//C2wYNVGDOG3+Du4cEMJCdP2t9Nb2mKFqWxcWMGWre2rHaESMTEA5LAfIIOsRiYNk2JH36wbFymSMQszLJvxd24IcLUqQ7YsMEOg8Cy4eurwsuXaay8jrEUKQIcPy7HgwdazJihwJEjEgwe7GSyR6xvXzWuXUu3WBZpq1ZqvHtH2d3uBDHCCGZHpQIyMqwnUaEz9iyRIfnyJYWWLQvh2DHj3NilStGoU6dgSlW4ugI9e6pRsaLlzz9jhJFhjMBw86YI6enW6ev0aTFq13bBw4fMuKNUMiELX31FY/Zs+92G1CEWm6bjmJxMYckSGVQq5v5zdASmTFHi6FE5AgOVrHFqjH6fWs2EfFhSRmLxYgWOHZPbnVQFGb0IZkfn3raeEUb/f7/mvbsUCmDkSCd8+EChShXjv4unpxp//inmpSf0JfH0KYVz58SCYk344uZGsyWSCAUbjQbw8XHG7NnWiUWtVk2LDx8otqD3mjUy3LsnxrJlmShc2CqHIIhHjyj4+zvi9m3+bVQqYNQoR4SFyfDokb750LSpFi1aMJbX4sUy9O7thNev+d2bERFSNG1aSNB2Jhf2KEwLECOMYAFoGujZU4VvvrFOVtB/Rph5P3fWLAdcuybG6tWZqF7d+O8ycqQKf/6Zbjbl5/zCkSNS9OzpzG7jWhKyHUnQcf26CB8/UmjXzjolFMqVo1G3rgbHjklw9y6wYoUMPXuq4O2dP0o4pKVR2L1bikeP+LcJCnLAhQsSrFiRiRo18h4Tq1XT4vp1Mb77rhBiY7lDMuLjJXB0pC1uvM6a5YCffrKsfqGxECOMYHZKlAA2bsy0mE5PdooUoVGxotasZSl275Zg+3YZfvpJYVALyBClS9MoX97OAhCsQEoKBWdnGoUKWb6v0aOVWLHCtILKhC+LU6ckoCgabdtaT6fP25vxdjs7A2PHKhEcbP/bkDp0i9ePH/ktYnbtkiAiQobx47nFqPv3V+PEiXRUqKDFsGFOCAhwyLNsU1oacOGC2CwFu7nIyABiYyV2VeqMGGGEfE+lSjT+/DMdXl7mu7MePBCjTRs1Zs4U5s45c0YMf/+CJVXx7h1lNe2uBg20VjP2CfZNQoIEDRpoTQ40N4WOHdXQaimcOUMhKEhpcVkWc6LzOvHZAvz8GZg71xFt26p5y25UrUojJkaO8eOV+P13KR4/zt3cOHkSUCopeHlZ3nhu1UqDT58o3L1rP6aP/RwJ4YshLg6oUsUFN2/m38tr7lwFdu/OEJxi/uIF4/K3p5ve0lhDqDVrX7GxEnz8aJXuCHZKaipw7ZoI7dtbt1pF3bpatGmjzlWqwt4pXFjnCeP+W1dX4OBBOcLDjRsTZTJGTPvSpXTUqsVsX549K9ZblMbFUXBxsZy4blbsUS+s4MwMBKvx8SOFtDTKomKJ2enXzwlbtgiLvNRogDFjKPz1F3NbmKPUiE6q4sSJgiNVYU0j7OZNEYYNc8L9+/YzqBKsT+HCwB9/yDFokBWyQbJAUcC2bRlo1cqq3ZoFqRRwc9Ma9NIrFGBr5Nata7qXsUwZppNz58Tw8XHGsGGOrJ5gt240AgMVVintVLYsjcqVtTh/3n7GC2KEEcyOtbMjAeD6dTEePBB2OW/dKsXWrSLcumW+G7R0aRq1axcsqYrQ0EwEBFgnNoYU8SYAjG5X3bpaVKhgfY+Ui4t5Fmy24M6ddMyalftvRtPAjBkOGD7cCbdumcdUaNlSg4ULM3HypATt2zvj7FkxOnUCRo2ynvE8cKAK9erZTykpYoQRzI4uxsCaRpirKy1IoiIjA1i5UoY2bWizr6Y9PdW4fFls0fRre6JhQy3q17fOIEeMMAJNAzNnUrh8mUxn5mTrVil27pRh8mQF6tY1z/0sEgFjx6oQGyuHiwsNHx9n7N1r3XvX31+JqVOtkLrNE3LVEszOp08ARdFwdrZeny4uppffAIDt26V4+1aEuXO1Zhfz69BBg5o1tXj16su/3TIygH37JFar56hLACBaYQWXx48pLF8uwu3bBcfbbC4WL5Zh7tyc986FC2LMmuUALy81AgLMb7DUravF8eNy+PoqcfKk2T+eE6USSEqyjzHjy58VCFanQQMaw4apILLi1eXqSpusmC+XA6tXy/Dtt2q0bWvmAwPQooUGJ0/K4e5uPy5wS/HiBTBhghMuXbLOhCiVAsWKEa2wgkxCAhOz9N131g3K/xK4ckWMkyf17520NGDkSEdUrEhj/foMs0r/ZKVQIUbFfsMG628hd+jgjIAA64j6clFwooUJVqNHD+C776yrl1OrltZkcVCJBPjf/5SoW1cDwHLZBAoFEztib2UzzElyMvO/tQLzAeC33+QoXZoGYKGic3ZOWhowYIATxo6l0LWrrY/Gumg0wLZtUri706hcOf9lKNqawoVpPHyo/5qLC7BkiQLu7tp8ofxvCg0bahEbK4HWDtbFxBNGMDtKJayui7V0qQK//GKa4SeTMcVsmza13B2ZkCBGjRouuHfvy77l3r5l/remEdasmTZfSgSYC4WCwqVLEvj6igpciaz9+yW4f1+MoCDzhxEUBIoUodlYVZoGWwezWze1SVVC8gutWqmRmmofemG2PwLCF0ePHiJ065Y/vBI7d0qxdavU4kaju7sWcjllUamK8HApdu607Uyk2xa0pmjl1asi7NtXcJ36JUrQiI5mqlZv3pxP0/RMhKaB9u3V6NXL1keSP3F1/U8nbONGKdq1K5Sv9R35otMLu3DB9nGEX/6vTbA6nz7BKiVrsrJpkxTff29cJkBaGhAcLENsrMTiq+gyZWjUqmU5qYpbt0SYM8cBo0ZRuHbNdre1zhNWvLj1jLADB6SYOdO+6sFZA5oGFi2S4e5dEZo21aJjRxphYTKz11C1Z/r3V2PPngyrxp9+SZQtq0XZsoynft48B3z/vRp16ny5HjAdFSrQ+PprrV2ItpJLl2B2Pn2yrjwFAKSmUrhxQ2xUTbDNm2VISRFZTdNKJ1VhiUmyYkUtpkxRolw54McfnZCebv4++DBmDI1jx9KtqptUsiSNT58oZBawEpJxcRKsWuWAs2eZiWTuXC1SU/8LVLcW6enAb79RUFgxDDQtDdi7175qAOZHxo1TITJSi3HjnPDNN1qsWZNZYAza4OBMTJxoe6mKAvJzE6zJ58/WN8J0/fGNifn8GQgLk8HTU43Gja2z8vP01ECtpnD6tPknycKFgenTldi8WYvHjyksWGCbzB83Nybo1bp96rTCrNqtTcnIAObMcYC7uwa+voyuXePGwOXL6fjhB+tmCYaEOGDkSBFWrrSe5b1xowwTJzrh9m0yhQlBpQL69RNBqwW2bs2Ai4utj8h6dOyoQZMmtvf6kSuYYHY+foTVb2ZXV+Z/voKtv/4qw4cPlNW8YADQtKkG06YpULOm+ZbvGg0wdqwjEhMZb0jbtkBIiAIjRli3fIuO3bspxMdb18WvSwLQbYUWBMLCZHj2TISQEAWkWap1VazIvx6gObhzR4SICCmKFKGxerUM9+9bfkpJSaEQFiZD584qq4kCf6m8fElBJAI2bMhAlSoFK7mFpoH4eDHOn7ftcRAjjGB2Jkyg0batdVfjOk8YXyOsfn0NJkxQWtVrI5UC06YpUbWq+Qa7ffskOHRIytZhA4CRI1WsJpk1t4gAYPFiCjt3CqvhaSxubsx3TUqyarc249kzCqtXy9C9uwrffpvToI+IkKJxYxe8f2/5Yzl2TIKiRWmcO6fF1KlKVKpk+ftp1SoZ5HJg5kzbbyXldypVonH2rBaengVvX5eiAK0WcHe37XEQI4xgdhYupOHlZd2bumxZLdq2VUPCc6fPw0ODuXOtbKGAMYpOnBDj5UvhmQAZGcDixQ5o2FCT6xbUlCkO8PV1sqpcSHKydeUpAKB2bS3OnUtH+/ZW7dZmlChB48cflZg3L/frt3VrDbvdbmmmTFHizBk5vvmGeezoaFl5mhcvKGzZIkW/fmrUqEG8YOYgv9a9NAfff68xuSi5uSBGGMGsqNVASgrzvzVp0kSL/fszOLVtPn4EliyR4cMHKx1YNlJSKAwY4IxDh4THhW3aJMOrVyLMnavINbuzVi0tjh+XYNs263imdOfe2kaYkxNQvboWTvlDFUUwhQoBM2YoUa5c7r+zu7sWPXuqEREhw9u3lkn7TUsDHjxgpo+vvvrvOK5eFeG775zx4oVl+k1OplCtmhbTpll/AUUgWAJihBHMysOHIpQpI0Z0tH3qNm3YIMPy5Q548cI2l37ZsjRq1tTg5Elhv09KCoVVq2Tw9lazmjfZ8fVVoX17NebOdWBFGC3J+/cUaJqyuhEGMMWGY2Ot3q1VUSqBwYOd2GxIQ0ybpkBmJrBmjWXcHKGhDvDwcMbr1/rXlZsbjadPRQgIcLSIR6xhQy1OnpSjfPmCFb9E+HIhRhjBrOjkF6ydHfn2LYWmTQth//68jZvUVCA8XIYuXVSoW9d2WxmenmpcvChMqqJIERpz5yowe3beHgGRCFi1KhOOjsD48U5QWThWX1dE25pCrTrWrpVh9+4vWzJ90yYp/vhDwkuKo2pVGn36qLFnjxRyuXmP4++/RQgPl6JPHxXKlNE/119/TWPmTAXi4yU4fNi8C7EjRyRIS/uyy34RCh7ECCOYFV1gvIuLdSdiR0dmBa4zBHJjwwYZPn+mMHWqbQN6dVIVZ86YPklJJMDQoSrOuJjSpWksX56Jp09F7PaRpfjmGy0eP9bAw8P6hZTd3GiLbb3ZA0lJFEJDGTFNvvGWs2YpcOZMOpyN0zA2CE0DgYEOKFQImDUr9/to1CgVGjbUYNYsB7Nt+1+/LsLo0U6IiCjAAUyELxJihBHMSloaMxHqJCOshU6hP6/syPfvGW2hbt1UqF3btgG9zZpp4OJC4/x506QcZs50MCoDsWtXNS5fTrP495ZIgHLlrC9PAjAZkl+yRMX8+Q5QqYAFC/gr0pYuTaN0aRo0bb4s2chICc6elWDmTEWe285iMbB8eSZSUyn89pt5jKbgYAeUKKHFyJEkI5LwZUGMMIJZ0RlB1t6OFIuBQoXoPI2w9HQKbdqobe6jWX0zAAAgAElEQVQFAxipihMn0rFwofEz47VrIkREyPD8uXFen6JFmXTsbdukbMFec3P+vBghIRSUNviJGU+Y9fu1BjduiLB/vxQ//qg0WstJqwX69HHCrFnmEe99/pxCo0YaDBtmeG+7Th0tYmLkZlEkP31ajLNnJZg8WVmgxEQJBQNihBHMSr16Gsybp0WxYtaPC3J1pfNUzK9Qgcb27ZmoWdM+0torV6aNLg9C08CCBQ4oWVJr0uR2/74I06c7IDDQMnUWT58WY+FCirdMiDlxc6Px7h2+yDI29eppsWZNBvz9jT/nIhFQtaoWu3ZJ8fSp8O3aCRNUiIqSQ8zDiduggRYiEfDmDWVyXBpNM16w8uW1nIYfgZAfIUYYwazUratFYCBt9QLeANCxoxq1auU0so4eleDRI/uKF1KrgYAAB+zezd9iOX5cjPPnJZg61TSPQK1aWkyerMTevVIcPWp+S+ndOwpubrBJ7bkJE5RITmYmfa192NlmQaNhfs9+/dQm31OTJikhFkNQWaFHjygkJDCWlzFGdnIyhW+/LYTQUNP6Tk1lklACAhRwsE0lLgLBohAjjGBW3r6l8PKlbfpeulSBUaP0V8vJyRT8/ByxbJl9jeASCXDpkhj79/OL7dJoGC9YlSpaDBliukdgyhQlGjXSYOpUxxzyAkJJTmaMMFvg6sr8e/2aQuvWhXDggMSqIrWWICWFQsuWhRAXJ6wMVJkyNIYNU2HPHqlJixGaBmbOdMSoUU5Gl0Nyc6PRrZsK69fLcOuW8dNNsWLA/v0Z6NfP+skeBII1IEbYF4RaDSxeLEO/fiL8849tTu3ixTK0bm0/l1VYmAyZmcD//md/4o4eHhpcvCjmVXRcLAYWLlRg6dJMvVqBxiKVAuvWZUCpBPz9zavllJIispkRpuPzZwouLjTGj3fCDz84mTTx2wshIUzsX6VKwk/STz8pIZMxGcLGEhsrQUKCBNOnK1CkiPF9z52rQPHiNKZMcTRKxPnCBTEr+kpkKQhfKvl3hCLo8fYthb59nbBihQPi4oB792xzaplJ0CZdw9/fER07/pePn5TElDjx8VGjWjX7c4t4eqqhUlE4e5bf/k779hq0bSs86KlKFRorVmTCz09p1sktJYWyiUZYVmrU0CIuTo4VKzLx8KEIHTo4Y9o0h3y3RfnXXyLs2CHFqFH/1QEVQqlSNHbvzjC6VFdGBjBnjgNq1tTA19c0D2zRosDPPyvw119ihIfzW0FkZADjxjnip58sE79IINgL9ilrTjCKK1dE8PV1QmoqhTVrMtC7twwiEbPkjIiQgqIYTSlrBEx//kyhcGHL95MbWi2zJQYwhsDatTIolfbpBQMYqYpChWicOCFGp055uwjWrJHh/XsKc+YozBZv1avXf/0pFDBLvM25c+lwdHS2uCgsF2IxMHiwCt26qbBsmQMyMv6LU6Np+/eqaLXAjBmOKFGCNmt5Hl1lBa2Wf9ze6tUyPH8uwpEjckHjR7duanTsqMLjx/w63rxZitevRVi/nr8kB4GQHyGesC8ApZLZgomJkaNfPzVKlGAmGpoGEhIkmDHDEZ6ezjhzRlhsCR9saYS5uupLVIhEwMCBKqPT+q2FTAb4+KgMZpK+fUthxQoZnjyhLBLwvnq1DJ07OwvWkfrwAUhNpWySkJEXRYoAwcEKhIYyX+7GDRE8PJxx7pzl7wMhnD8vxtWrYgQFKcx+L926JULr1oVw9y6/i6l8eRq+vkq0bCnMA0tRQEREJpYt477QPn4EVq1ygIdH3iW5CIQvBWKE5VPS04GoKGZp2qqVBmfOyFGnjv62BUUBv/2WgYiIDKSnU+jd2xlDhzqaJVU9L9LSrC/UqoMxwsDGOc2f/98EbK+EhiryVB4HgOXLmZg2Q+WJhFCzpga3bokREmKcK+zMGTFWrpRhxAhHNGlSCDVquGLuXAfcvWuRwxSEzvOVlkbh82cKPXs6Y/RoR4sVmRbKt99qEBOTjr59zR+MXr68Fm/fUli6lF9s2KBBKixebJ5rTxfLePu2CPHxeRvC69bJkJpKYdYs+753CQRzQIywfMijRxQ6d2YmkidPmIkkr60CimK2AhIT0zFrlgKJiRK8f2+ZyYemmXT4UaNsE4BTqBCg0VD4918mqBew/60ngPndUlNzvv7wIYXt26UYOlSFqlUt483z8tJg+HAl1q+X5fCU0jTw8iWF2FgJliyRYc6c/wy1Zctk+PlnB9y7J0ajRhrMmaNAv34quLtb5DDNwrffanD2bDoCAhQ4dkyC1q0LYe1aAVkOFiAlhblgmzTRWsTzWawYMG6cEjExUty8mXcHCQlibN8utYju2qxZDpg40THPEmNpaRR8fGxb35VAsBYkJiyfERMjwU8/OUIqpbFrVwbvzClHR8DfXwlfXyXrqQoOlqFyZRr9+6t4iS9mhaaBhw9FuHxZjMuXxbh0SQw/PwUGDlSjaFFZrkaFpalXT4MhQ5T4+WcJdu92wvXr6ShVyj63IrPSp48TaBo4cCBD7/WQEAc4OsLiKv/z5imQmCjG2LGOaNOGBkUxmlLh4VKkpDATtUhEo04dLRtTtWZNJkqUoHN4PW2hEWYMTk7M79mvnwrz5ztAoWAMAZqGzSUtbt8GWrUqhLCwTHTrZjlJhrFjldi0SYYlSxywc2dGjvczM4Hp05kxxpSxgYslSxTw9HTGnDkOucZ8LVqkyHeJFASCqRAjLB+xeLEMK1Y4oEEDDSIiMlChgvGzhm7SVKkYnarVqyXYskWK4GAFWrTIe9mrUDAxP6VKMar0TZsWYifo4sW1aNZMY3OD57vvNKheXYvmzaUYMEBl8+PhS506Wvz6qxRpaUwmmY4ZM5To0UNt8YxDZ2dg3bpMdO7sDLmcEdotU0aLjh3VqFtXi3r1NKhVS6tXCNocsgm2pEIFGr/+mskaXtHREmzaJEKnTlJ4eakt5nnMC5oGpkwRwdERFo+DKlwY+PFHJUJCHPDXXyLUr69v8axbJ8OTJyLs2yeHzAL1st3dtfDzU2L5cgf07q2CpyfzfZ8/p5CcTKFRI8t4AQkEe4Rc6vmIr76iMWSIEkePyk0ywLIilQJHj2Zgw4YMvHtH4YcfmO3NN28Yz0BKCoW4ODEWLJChSxdnVK3qgmnTmO0oFxdgwAAVVq7MxPnzabh3Lx3bt2eyg6ktWblSBo2G2RbNL3h6qqFUUkhM1Hc5fPONFj/8YB2RygYNtDh2TM7Ki/Tvr8bKlQr4+qrQpIm+AfYloduuzsxktoSDghzRsqULmjcvhNmzHYzStTIVmgYOHpTg1CkKM2YoUKKE5Q3AUaOUCA/PyLHl9/w5hVWrmEL37dpZ7n6eNEmJ6tU1CAhwZHXyfv7ZAT17OtvEi04g2AriCcuF9HRYZAVoCleuiJCSQsHbW4MRI1RmjXGiKEaqoGNHNdaulWHz5v9iQAYPdsLVq2JIpTTq1dNi1CgV2rb9b0YKCrI/I+fsWTG2b5ehfn1asJFqTZo310lVSNC/P5NwceiQBMuXZ+p5xixN3bpaFCmSe3zal07v3mqMGqXFX39lID5egvh4Cf78U8zGWq5dK0WxYkCHDmpBHlaNBnj0SIQHD0To0oW5nyZOdMS+fVLUq0dbrT6iiwvQo0dOCzMoyAEUxSS1WBIHB2DFCgUSEsSQSoGbN4EDBySYOFFp1WueQLA1xAjLhd27pQgMFKNYMReUKaNFuXI0ypbVYuZMBYoXZwrSZmQw5UAcLaQlSNOMVk5QkAO++UYLLy+5xVz0zs5AQIASEycqWY9HYKACEgnQoIEGTk6W6dfcNGqkga+vEvPn27cEQXZkMqBNGzVOnpRAqaSxcKEDZDLaZqK3BZmKFWmMHKnCyJEqNi6JpoG9e6W4f5+5rurV06BDBzW6dVOjdm3u4KXLl0U4cECKW7fEuHtXBLmcWUndv/8ZxYsD3bur0KiRBkOGSM0ef8XFli1SnD0rxubNTGzWkCHM9mD58pZfxDRvrkHz5syqLyhIhMKFGWV/AqEgYVEj7MyZM1i0aBG0Wi369OmDMWPG6L2vVCoREBCAO3fuoGjRoli5ciXKly9vyUPiRbNmGixcqMW//6rx6pUIL19SuHJFyqpNb9woQ1gY4yorWVKLsmUZIy0igikpc/068PChGK6ugIsLDVdXGoUL0yhWjF//6enAhAmO2L+fiU8JC8uwSoxE1i2nNm1sv7VoLIUKAYsXK1C0aP7b0hg/XoUPH9TYtMkBjx+LsGOHMHFMgnB09xxFAadPy3Hvngjx8RL88YcYv/zCbHvXrq2EQgHExUlQpQpw4QJjbN26JcLGjZmoUUOLBw/E2LdPijp1NBg0SIW6dTWoU0fLaoB9/70GgAZFi0qtft2qVEBUlBSJiSp07cqU0gKse+///rsEMTEUZs9WEC8YocBhsWFeo9FgwYIF2LJlC0qVKoXevXvDw8MD1apVY/9m3759KFy4MI4fP47o6GiEhobil19+sdQh8aZePS3atqWRmpq7S75PHxVq1NDg5UsRXr2i8PKlCMnJIlYHZ8UKCnv26AfRlCypxd276QCASZMccPGiBK6uNPuvUiUa8+croNEAw4aJEBcnwvTpCkyerCRBqgWAli01+PwZaNHCEa1aqeHllf+M4C8ZigJq1dKiVi0l/PyA9+8ZORSAkUMZPVrnLhbDzU2LunW1UP6/U6dvXxUGDlTZ5X08dKgKa9fK4OvrhNGjaUyZAqt748qVo+Hjo8WoUcQLRih4WMwIu3nzJipWrIgKFSoAALp06YITJ07oGWEnT57ExIkTAQDe3t5YsGABaJoGZefiTsxgnPc2xKJFNEaMSMfnz4w4ZPYCze7uWmRkaP7/feDpUxEyMxn3v1jMBM3v3p3x/6tSQkFh924pkpMp/PabIl/omxVkihcHdOWxvv1Wg6iodGi1jqhcOSNHzJi9xJfmhqMjEyQ/Y4Yj7t+3vgEGMF73bt3ofOe9JhDMgcWMsKSkJJQuXZp9XqpUKdy8eTPH35QpU4Y5EIkErq6u+PDhA4ozI1yuiMUUiha1fKqWWCwyuZ8SJUT4+uvcgsWY0XjGjNxaUQCY/g4eBLRa04v5CTn2gt7eln1XqQL8/DMNDw/TAw3Jb2+b9t9/z7TXaEwPoLTV8U+cCIjFWgwcaPrYmp/PXUFvn5+P3R7aCyXfRZ1oNDRSU+UW74eJKzKtHyFtSXvbtrdl3x065O/fTmj7/Hzs+b39sGHk3BXU9vn52O2hPR/c3PKu5WexKIVSpUrhzZs37POkpCSUKlUqx9+8fv0aAKBWq/H582cU4xu9TiAQCAQCgZCPsZgRVrduXTx58gTPnz+HUqlEdHQ0PDw89P7Gw8MDhw4dAgAcO3YMLVq0sPt4MAKBQCAQCARzYLHtSIlEgqCgIIwaNQoajQY+Pj6oXr06Vq1ahTp16sDT0xO9e/fGtGnT4OXlhSJFimDlypWWOhwCgUAgEAgEu8KiMWHt2rVDu3bt9F7z9/dnHzs4OGD16tWWPAQCgUAgEAgEu8QOlWsIBAKBQCAQvnyIEUYgEAgEAoFgA4gRRiAQCAQCgWADiBFGIBAIBAKBYAOIEUYgEAgEAoFgA4gRRiAQCAQCgWADiBFGIBAIBAKBYAOIEUYgEAgEAoFgA4gRRiAQCAQCgWADKJqmaVsfBIFAIBAIBEJBg3jCCAQCgUAgEGwAMcIIBAKBQCAQbAAxwggEAoFAIBBsADHCCAQCgUAgEGwAMcIIBAKBQCAQbAAxwggEAoFAIBBsADHCCAQCgUAgEGwAMcIIBBNRq9W2PgQCgUAAACQlJdn6EExmyZIltj4Em0GMMBvz4sULwZ9x4cIF9vHz58/13vvjjz+M/ryPHz+CaPhy06dPH0HtX758ic+fP7PPL168iODgYGzZsgVKpZKzvTmunbzgY2Dev38/z/d27dplzsMhWJFJkyYZ3UalUuHu3btISUkxum1SUhJevXqFV69eWWVhExMTI6h9WlqamY7EvPTr18+in3/z5k0kJyezzw8fPozx48cjODgYqampgj47NjbWpHZCrjsdWq0WR48eNbm9UAq8EbZ27do8/4WFhXG237t3L548eQIAoGkaM2fORKNGjdCtWzfcuXOHs/2IESMQHh4uaPBZunQp+9jPz0/vvfXr1xtsu3btWvz7778AAKVSiSFDhsDLywutWrXC+fPnDbYVelMOGTIEQ4cOzfXfsGHDONsDwL59+/Drr7+yz9u0aYNGjRqhYcOG2L17t8G2Qs+9UEN10qRJkMvlAIB79+7B398fZcuWxf379zF//nzO9kKvnQEDBrCPp02bpvceHwNzwoQJuH37do7XV69ejX379hls6+/vzz5etmyZ3nu+vr6cfQPCr79Fixaxj7dt26b33owZM3gdw4MHDxAQEIBevXqhV69emD59ukHj1Fx9Hz582OA/Idy4cYPzb4KCgvDPP/8AAD5//ozu3btj+vTp6NGjB6Kiogy23bhxI9auXcs+79evH8aOHQtfX19ERERw9t2wYUM0atSIvc91z+vXr49atWpxtj9y5AhGjhyZY8HKlx49eiA6OtqktleuXNE7P35+fuyYl3UxbQp8xqOTJ0/i5cuX7PO1a9fihx9+wLhx4zh/j7lz50IqlQIA/vzzT4SGhqJHjx5wcXFBUFCQxY8dEHbdpaWlYePGjViwYAESExNB0zR+++03dOjQwWQj0BwUeCPM2dk5xz+KonDgwAG9yT0vtm/fjnLlygEAoqKi8Pfff+PEiROYOXOm3kCbF4cOHcK7d+/Qq1cvXLlyxaTvkPUCzn4xc13csbGxqFKlCnssAONZ27FjB1asWGGwrdCbcvr06QgICND75+3tjefPn/Nebf7+++/w8fFhn5coUQLXrl3DxYsXOQdKoef+/fv32LJlS57/uMjMzESpUqUAAEePHoWPjw98fX3x888/4+bNm5zthV47GRkZ7OOHDx/qvcdnUFy1ahX8/f1x/fp1tk1QUBD+/PNP/PbbbwbbPn36lH2c3dh///49Z9+A8Osv62+W3XD5+++/OdvHx8dj4sSJaNasGUJCQhASEoKmTZvCz88P8fHxFu371q1buf5btWoVAgMDOdsL5erVq6hevToA4MCBA6hUqRIiIyNx8OBBznsnLi5Oz9AuWrQoIiMjER0djVOnTnH2ff36dVy7dg3Xrl3D9evXkZiYiHHjxqFkyZIYOnQoZ/uNGzdiwIABGDNmDMLCwvD+/Xukpqay/7jYtm0bYmJiMGLECL3rmA9r1qxBnTp12OePHz9GQEAAfvrpJ15jjiEoiuL8m5UrV6J48eIAgISEBERGRiIkJASenp6YN2+ewbYajQZFixYFwHgT+/XrB29vb0yaNInX75D1N87678OHD7yNMCHX3bRp0/D48WN888032LdvH4YOHYpjx44hLCyM01lhSSQ269lOyDoYpKWlYfv27Thw4AA6d+7Ma0UuFovZieDUqVPo3r07ihUrhlatWuVY4eeGi4sLAgMDcfv2bQwfPhylS5fWu5kiIyM5PyPr32e/EbluTKlUyv5NYmIiunTpArFYjKpVq0Kj0Rhsm9dN6e3tje7du3Med9bB6PLly1i3bh0UCgXmzZuHdu3acbYHmIm/WLFi7POOHTsCABwcHJCZmWmwrdBzr9VqkZ6ezus4ubh48SKmTJkCABCJ+K2NhF47hq4NPgN6nTp1EBYWhokTJyIoKIj1fkVEREAmk1m0b0D49Wdo8cKH1atXY/PmzShfvjz7mru7O1q0aIEff/wRHTp0sFjfc+bM0Wt/9OhR/Prrr6hfvz7GjRvH2T4vLz1N07w8q7oxD2CMaN195+bmxtkWYBZAOnSGk1gshkKh4NUeAD59+oRt27bh8OHD6Nq1K/bv3683FhiiQ4cOKF++PAYNGoQDBw6wr1MUhRMnThhsW65cOYSFheH06dMYMGAA6tatq3fNbtiwIc+2aWlpqFatGvu8YsWK7Di4fPlyzuNeuHBhrvcHTdP49OkTZ3uKouDk5ASACVXx8fFBnTp1UKdOHc4QAq1WC7VaDYlEggsXLmDhwoXse1xzBQD06tULFEXler1LJPxMESHX3YsXL1hjq0+fPvj2229x6tQpODg48OrbUhR4IwxgLPQtW7YgMjISPXv2xKFDh1CkSBFebUUiEd6+fYsiRYrgwoULegMglxGg48KFCwgJCUGfPn0wcOBA3pOwjufPn7P9Zn0McMcNyWQyPHjwACVLlsSlS5cQEBDAvpfVU5IbQm9KADh79izWr18PmUyGcePGoUWLFrza6cgaUwWA/e5arRYfPnzgbC/k3Lu5uWHixIlGHW9WmjdvDn9/f7i5ueHjx4/sd3/79q3eYGMIIdfOp0+fcPz4cWi1Wnz69ImNH6RpOsfvmhupqakoXbo0Fi9ejAkTJqBVq1aYM2cO5HI55HI5ayDlRkZGBu7evQutVovMzEzcvXsXNE2Dpmne943Q60+r1eLjx4/QarXsY90Ewae9RqPRM8B0lC9fntOQEdo3wMTtHTp0CBEREWjQoAFWrVrFerW5WLx4cZ7vVa5cmbO9q6srEhISUKpUKVy7do31+qvVas7zJ5fLoVKp2Gu8V69eAJhwCD4ecJ0HOiYmBj4+Pjh8+DBcXV052+lQKpVYt24djh07htDQULRv3553Wx2PHj3C5s2b0aRJE6Puu+z3VdZtWT5xTVkXrsa8p4OmaaSnp8PJyQkXL17EwIED2fe4DOAuXbpg8ODBKFasGBwdHdGkSRMAjFfbxcWFs++TJ09y/g0XQq67rIaeWCxG6dKlbW6AAcQIw5IlS3D8+HH07dsXkZGRKFSokFHt/fz84OPjA61WCw8PD9ZVevnyZVSoUIGz/eTJk/HmzRuEhoaiRo0aJn2HdevWsY+ze3C4PDqBgYHw8/PDhw8fMGzYMPaYT58+zRlfIfSm9PHxwYcPHzBy5Eg0aNAAgP4KvXbt2pyf0bp1a6xcuRKTJ0/We33VqlVo3bq1wbZCz73QmLBZs2YhJiYGycnJ2L17NzspvXv3Lsf3yQ1D186kSZPwyy+/GGzfrFkzdmBs1qwZEhIS2PeaNm3K2X/WlW2hQoXw119/oU+fPqBpmtOj4Obmhp9//hkAULJkSfax7jkfhF5/aWlp6NWrF3see/bsyb7HxxsnFovx6tUrlC1bVu/1ly9fQiwWW7TvnTt3Yvv27WjRogV+/fXXXI1BQxjaLlapVJztFyxYgODgYLx79w6BgYGsJ+LChQv47rvvDLb19vZGUFAQgoKCWK+MXC7HwoUL4e3tzdm3h4cHihcvjl69esHJyQn79+/Xe3/EiBEG23fr1g3e3t44dOgQHB0dOfvLTmhoKBty0rZtW6PaVqlSBadOncrxGyUkJPAyfrNeJ1lRKBS8jJxhw4axW/ZVqlRB3bp1AQB3797l9CaNHz8eLVu2RHJyMlq3bs1ep1qt1uSYsGfPniEyMhIxMTG84uyEXHf3799Ho0aNADBjt0KhQKNGjdjx6tq1ayZ9B6FQdAFPg3N3d4dMJoNYLNYb/Iw5MWq1Gunp6XoeFLlczk5OhoiIiMDIkSNN/wJgVobv37/Xc3MDTJxP8eLF2RgAS3Djxg32ptRtMTx+/BhyuZzTiBoyZEie71EUhe3bt3P2L5fLMXv2bNy6dQvu7u4AmJutTp06CA4ONvj7Cz33Hz9+5O01yw1fX19s3rzZ5Pb79u3LM4D+u+++4xVfk98Rcv0JJT4+HsuWLcPYsWPZvm7fvo3w8HBMmzbN4HakIZKSkthYwbxwd3dHiRIl8ry3+YQxZIWmaVy8eBGRkZE4deoUZ1KOEDQaDVauXIl9+/ahXLlyoGkar1+/Ru/evTFp0iTOrak1a9YYNFS5vNMPHz7MMVYaw7BhwxAeHm6SF+Xp06cYM2YMGjVqxC5y79y5g+vXr2PDhg28DDEdGo0GiYmJiIqKwrlz59CkSROsXr3aYJtXr15BLBYjJSUF7u7urAfv7du3UKvVORYUfDFmvElKSkJsbCwiIyPx4MEDjB07Fl5eXiY7IXTI5XK9be78QoE3woSyadMmjB49GgAT5N6pUyf2vRUrVrBxPnmh2wITwuTJkzFw4MAc3osrV65g9+7dBmMNTp48iRo1arDJBWvXrsUff/yBsmXLYtasWQa9eTdv3sSHDx9yxG+dPn0aJUqU4OUeNxfPnz9ns2aqVauGr7/+2uJ9NmzYkJ0MdLcRRVHQaDRs6rQhevToITiTLS/4DIpbtmyBi4tLDkNu3759SE9Px/Dhww22f/XqlcH3DQ3oXNIp33//vcH3AWZLUyKRsB7ER48e4cyZMyhbtiyv9lzZy3yMuPv372Pz5s1sYkPVqlUxcuRIdkFgCnzOXdYMt9zQ3c9c3LhxA1FRUYiPj8fHjx8RFBQEDw8PzsWFv78/Vq1aBYDJbs2aXct3cZGZmckGdFesWNEkr5QpcMXMGYrpAoSP2UqlEkePHmWvmWrVqqFbt268jbrLly8jKioKp0+fRr169XDt2jXEx8ezXkVLHntetGvXDqdPnzb4N3v27EFUVBTevn2Ljh07olOnTvjxxx+N3qZMSkrC27dvUaNGDchkMqSkpGDbtm04ePAgEhMT82x34cIFtGzZEgAzX2Sd2/744w9eY4YlKPDbkdlJSkpiYzK++uorzlVZTEwMa4SFh4frGWFnz57lNMLMwdOnT3PdPmrSpAlnxsvKlSuxd+9eAP9lyyxfvhz37t3DvHnzDKaMh4aG6m0j6ahWrRpmzpzJy5OVkpKCnTt36g1IgwYNQokSJTjbAv8ZAmKxWG/i073OZ2V38eJFtv/q1aujefPmvPrWZQXqSE9Px86dO7Fnzx54eXlxtv/8+bNBY4RrUBAaXB0ZGYk9e/bkeL179+7w8fHhNMLGjh2b6+sfPnxASkoK7t27l2dbPz8/1KxZM09jhUmJd64AACAASURBVM+AOGrUKCxatAiVKlXC06dP0b9/f3Tr1g0JCQm4desW/ve//xls7+Pjg+rVq7PB3FnXo3w9se7u7noSMeaAz7pYZ2Q9f/5c797hEwIBMAvEuLg4lClTBl27dsWECRPg4+OT53ZXdoRkt/755585Xrt16xb7mM9W+OnTpxEeHq53344ePZpXQo8uRIOmacyZMwfBwcGcbcyJTCZD7969TWrbtm1blC1bFv3790dAQABcXFzg4eHBywADhIdQ5AWfLfSFCxeiQYMGCA0NZbdB+Sbh6Ni6dSs2bNiAihUrQqlUYuDAgQgNDUX37t1x8OBBg22XLl3KGqB+fn56xuj69euJEWYrNm7cCJVKxbqw+/XrB1dXV6hUKvTs2TPPiUaHEHkIgFm9d+vWLc/3+WwrGMrQ44rvEJItk56enuuKu1y5cryC4q9evYqpU6eiZ8+ebDbbnTt30KdPHyxbtgyNGzfm/AwhhkBSUhImTpwIBwcH1usRFxeHZcuWISwsjHNLSIepWVppaWl6cVjZ4RoUhAZXq9XqXBMAuDIbdWS/Nl+8eIFNmzbhwoULnPfN2rVrER0djb///huenp7o2rUrKlasyKtfHZ8+fUKlSpUAMHIdXbp0wZw5c6BUKuHj48NphM2YMQPHjh2Do6MjOnfuDC8vL6PiAoV6VPKCz8SUlpaGWbNm4fbt26hZsyYARmuudu3aCAkJ4YyJ27dvHypVqoQBAwbAw8MDMpnMqAlRSHZrXgu7Bw8e4PXr1wbvWYDRZvz9998xbdo0djK/desWli9fjjdv3nCKljZr1ox97OzsrPecD9mTn7Jj6Lx7eHjk+ftQFMUpbeLt7Y0TJ04gNjYWYrEYnp6eRp23pKQkg0bn7Nmz83wvL9kdmqZZvUNDnD17FnFxcViyZAmSk5PRqVMnozUO9+7di7i4OBQtWhSvXr2Ct7c3du/ezTspIbfHuT23JgXeCIuLi8POnTvZ50WLFsXhw4eh0WgwePBgzslEiDwEwGRSmTpY66hYsSJOnz6d67Yg18pYSLaMoZRoPhluS5YsQVhYmF4CgKenJ7y8vPQkDwwhxBBYsGABBgwYwGZn6Th8+DDmzZvHqR0jNEurbNmyuXoS+cKlxcUFTdN49+5djkD4d+/eGfU5T548wYYNG/DXX3/B19cXs2fP5szu7NChAzp06AC5XI4TJ05g8eLFSE1NxeTJk42eFAHGmzlq1CgA4G1QDB8+HMOHD8fz588RHR2N4cOHo2zZshg3bhxr2Bjixo0bKFOmDLp06YL69esbNZALlRoIDg5GtWrVsHLlSjauh6ZphIWFYcGCBZzeucTERJw7dw7R0dEICQlB8+bNoVAo2GxTLoRkt2Yf765evYr169ejZMmSBo0AHVu3bsWuXbv0sm9btmyJTZs2YeDAgUYpxxvriQGA4sWL8xYUzk5WOQyAOWexsbGIiIjgJTQ7a9YsBAYG4tKlS4iOjsayZcvw+fNnxMTEoF27dpyLCEdHR5NjJQ0t9vnosxUrVgwDBgzAgAED8ObNG8TExKBEiRLo1KkTvLy8eO0aOTg4sOe9bNmyqFy5Mu+wF6FztaUo8EYYIEyzRpdxkTXbAmBuLj6lZ6RSKe/4jbwIDAzE2LFjERsbqxcgfOPGDU4DT0i2TMuWLbFy5UpMmjRJLzZq9erVvKQm0tLSch14atasabT+limGwMOHD3NVxu/Rowcv8T6hWVpCV19C46pGjhyJMWPGYMaMGXpBwkuXLuU1yTx48AAbNmzAP//8w24NcmUFZsfBwQGurq5wcXHBq1evjNKJqlGjBpYsWYJSpUrh2bNnbDYsHyMmKxUqVICnpycyMzNx9OhRPH78mJcRdu7cOdaQiYqKQrt27dC1a1c2Q9oQQqUGrl27lsMTSlEUJk6cyGtbRSwWo23btmjbti2USiUSEhKgUCjQtm1btGzZklOzyhzZrRcuXGAzu8eNG8eZzayDpulc5U/4aoRlFWTVaDQ5yrQZklYBTPOeZT9GrVaLI0eOICIiAu7u7ggPD+edLEBRFFq0aIEWLVpApVLh7NmziI6Oxvz583Hp0iWDbYsWLcp7yzk7QuR4slO6dGn4+vrC19cXT5484VS71/HmzRs9T15ycrLec0NGvBApJ0tS4I0woZo1XK5zLnRGmxB0qsGRkZFscHrTpk2xYMECzmDP3r17o02bNmy2jI7sA2tuzJgxA7Nnz4aXlxc7aWXNTOSCpulcMwxTU1Oh1Wo52wPCDIG8jCCddhMXI0eOZI1PU0Rb+Yj5GsLQVibAbYT16NEDxYoVw+rVq9nrpnr16vDz8+MVW9O9e3eUKVMG7dq1YxXbs2JoQLxw4QJiYmJw8+ZNtGrVCkOHDmUXAHwJDg7G9u3b8eLFC2zevJndVn/48CEvI1LnATtx4gTKlCmDzp07Y9y4cbwDxLMbMlFRURgyZAgmTpyIwYMHG2zr4OCAzp078+rHWIw17mUyGStym5aWxrklBgjzwp46dQobNmyAi4sL/P39WWkRvri4uOD+/fs54gnv37/Pazs5u2hodnkQLrFWY+VAsqJSqXDgwAFs3boVjRs3RlhYmNHb8FmRSqXw8PCAh4cHr92HvBamWq0WUVFR+OGHHwy2FxKLd+TIEdA0jR49eui9fuPGDd6/QVYdS4Bf8owOIVJOlqTAZ0euWLECycnJuWrWlCxZkjOuxBB8spw2b96cw01atGhRNG7cmHeQrRCOHDnCxmNdvXpVLw5rx44dnJMJoJ+ZWL16dd7HvWfPHuzduxfTp0/X88SEhobCx8cH/fv35/yMmjVrsoZAbsaXIUMgJCQEcrkcgYGBrDdULpfj559/hoODA6+tESFkjw/RSWMA/OJDbM3BgwcNuvENrbjd3d1Ro0YNNG7cGBRF5fgcPr99WlpanrFPuel35XUMnp6ecHFxyXEMXJ5MgFmsnTp1ClFRUXj58iU8PDzQu3dvznjCsWPHQq1WY968eSbd59OnT0eFChUwYcIEveMOCwvDkydPOA18oZmxuQXXZ8VQcL27uztKly6dZ1IGl/f+ypUrmDZtGnr16qXn+T98+DCWLl1qtFFnLMeOHTN43Rta/LRt2xYSiQRDhw7N9frkWjgZih8GuGOIP3/+jF27diEpKQkeHh5o3bo1duzYgS1btqBGjRoGdwAMxeL16dOHcxu4T58+2Lp1aw5DWS6XY/DgwZyB9Vzw3Uq3Nwq8ESZUs8YQfNJ2syom60hNTUViYiJ++ukndOnShbMfIcGeWVOWs6cvc6UzmyPFPyEhAb/++qtehtfIkSPh4eHB2RYQZgioVCqsWLECBw8e1Dv3PXv2xOTJkzkD1IWm6WdPXsgaH1K7dm2sWbPGYHuu+pRcRkRu154OiqIwYcIEg+2FwJUmz2fLJOv1OWzYML1C2HxS8YXqTQUEBOCff/5B27Zt0aVLF3zzzTecx5yV+Ph4LF++HF27dsWAAQP0VNe5tsTS0tIQGBiIu3fv6gXm16pVC8HBwShcuLDB9r169cKePXtyeEZ0SQ1ck3legel8gusvX75s8LP5bPUlJydj165detIggwYN4lW+JiUlBRs2bMCzZ89Qo0YNjBkzhpe4r46ZM2cafN/QDsKMGTMMXnNcuw9CpUnGjx+PIkWKoEGDBrhw4QLev38PmqYxa9Yszi34zp0754jFA5hxbODAgZxFsA3dk926deOVhDZgwADs3r0bAFMLMutig+ueF2rAWor8ZzaaGbFYjKlTp2LixIlm16zhE+yX10CfmpqKESNG8DLChAR7CskYMZSdxzfFv3379iaVDdGRPajeGKRSKaZPnw5/f3/23H/99de8072FFqEWGh+yZMkS1KxZE23btuVd5igruQkbyuVyHDhwAKmpqZxGmJDsQKHK34D+9fnx48c838uLn376iVc/eXH06FE4OTnhyZMnettzfMV+hdQvdHFxwerVq/Hs2TPWEJk2bRpvfTyhmbFCgutNjafKipubG/z9/U1qGxAQgDp16mDw4ME4deoUgoODDY5l2ZkyZQrvGpnZMaaf3FCr1Xj37l2OzPGrV69avH6i0Fi8zMzMXAVV09LSeFVpAPRL6emu+6zHZwjdNUvTNMaOHYvw8HBefVqaAm+E5RbcnHVy5XIPC03bzYuiRYvyju0QMpkLyRgRmp2XV4aYDj5bUkIMAaHnXmgRaqHxIYcPH0ZUVBROnTqF2rVro2vXrmjZsiXvTJ/cCpgfPHiQdwFzc8VR5Kb8nVVvLy/Mke0kJMbl/v37vPrIDaH1C7N6oXVbn58/f2Zf5/JCmysz1pTgeqEeCaHtk5OT2bJgbdq0MTpQvUePHqhevTq6dOkCb29vTq9jVoR6r0NCQnLNInRxcUFISAjnVq6Q+olCY/F69+4NPz8/zJ8/n/XYvXjxAgsWLOCtmyZkzM3qJZTJZIIT4sxFgTfChAY3C03bzYuLFy/yvrmFTOZZdcqePXumN8A9f/7cYFuh2XnmUNQXYggIPfdCi1B7enrqxYf8/fff+Pvvv3n37+7uDnd3d0ydOhXXrl1DdHQ0Fi5ciKlTp8LT05Ozf0BYAXNDHo2rV69yts9N+fvEiRO8PZEpKSnYsmULaJpmHwOMgcHHEylUb0qIArfQ+oVCvdBCM2OFBNcLleQR2h5AjoLpWZ9zbQWfOXMG58+fR0xMDFauXIn69euja9eu8PT05DyXpiTwZOXdu3e5lvepUaMG51YloJ/ND8Co+onTp0/H+PHj84zF42LkyJFwdnbG4MGD9cr6jR49Wk8ayRCfPn3C8ePHodVq8enTJ3YOomk6R3H0/EKBjwmzNbmt6j5+/IivvvoKS5YsQdWqVTk/Q0iwp5AYA3d3d4Oq51zxDXzKOnExY8YMk138QktVGKp9CXB7CoXGh+h4//49YmNjERcXB4lEAn9/f7YguiGyFjAfNGiQ0QXMNRoNYmNjkZSUhDZt2uCbb75BQkICNm7ciMzMTIMlmbIqf3fo0IFV/jamhImhmDaAO6bLnDEuxsZTZo0nNIXr16+jYcOGJrcHGC/gpk2b9JJq+HoBhQTXC62ZKrS9LoY2t6mPz1ZwVpRKJc6cOYOYmBhcunQJLVq04JT3AJh71pSavt9//32ei18vLy8cP37c6M80BiGxeFnRKQ8YE4sHCIvHy+o9njp1KpYvX653DVi61mxeFHhPmJDaiQAzkVWsWDFHJt/vv/+OFy9eYOrUqQbbZx+sdNmRxhQibdWqFSiKyuFJ0WHI0BDikhWqem6Osk65fV++CC1VIXQ7Vmh8yP79+xEbGwulUglvb2/88ssvvMs9AczWiEwmw/r16/WuQ74xTbNmzcLr169Rr149BAcH46uvvsLt27cxdepUzuLVQpW/AeG6RUJjXITEUz579oxXH3mxYMECwTUA27Vrx8vgyg0+8Z55wcdLacn2xtYqNIRMJkO1atVQpUoV3LlzB48ePTL49wkJCZg5cyYkEglEIhF++eUXo2SK6tSpg71796Jv3756r+/bt88oI8LUUm1ubm4YN26cXvy0MYXMHzx4gIiICD3D39fXl3fx7gkTJpgsEZJ1vM0uwcQ3htkSFHgjTEjtRAC4dOlSDu0SAOjbty9++OEHTiMsNyNILpfjyJEjiI6O5hU8KGQyFyKTIFT1PDehxKxwbQsA/20J5vUZllzdCN2OXbRoEWbNmgUA2LZtG4YNG8a+x8fDN3v2bFSvXh3lypVDYmJijuK1XNs2QmKaAGYr4ujRoxCJRFAoFGjdujWOHz/Oy4gRqvwNCM/uFBrjIiQmTei1L3QDQ2g8ppDgeqE1U4W2z41nz54hMjISMTExiI6O5vz7169fIzo6GtHR0ZDL5ejatSvWrVvHuXOxYsUK7Ny5E1WrVsVff/2FZcuWYceOHbyPMzAwEBMnTkRkZKTelqBKpeL0DAPCSrWp1Wo2m7xs2bJsNnmvXr0wefJkzuSg+Ph4LF26FGPGjGFj327fvo2ffvoJAQEBnAs3gImZ69OnD3x9fY1WLpgyZYpg77ElKPBGmJDaiQDjjs5tMBOJREYNlEqlEqdPn0ZkZCQSExPh7e3NSycLEDaZCy2jAZiuev7o0SP06tVL0LZAUlISFi9enOdnGFrdCK3bKbQI9ZUrV9jHhw8f1jtvfDx8lli5yeVyHD9+nNcCQCqVsrIKDg4OqFChAm8vEpBT+VsXnM9H+RsQnt0pNMZFiAK30Gv/xYsXJtcvBITHYwoJjhdaM1Voex1JSUmIjY1FZGQkHjx4gLFjx2LFihWc7fr374+kpCR07NgRCxcuNOq3lEgkrKFWv359o2PESpYsid9//x0XL15kvUnt2rVjYxO5EFKqbenSpUhPT0d8fDy7jZiWloYlS5ZgyZIlnIb76tWrsXnzZj1Plru7O1q0aIEff/yRlxF26NAhrF69Gr169UJQUJBRsYjm8B5bggJvhAmpnQgwk8+TJ0/YQsI6njx5wstNm5iYiOjoaCQmJqJ58+bo0aMHbt++bVRNQSGTuZDMSqGq59WqVTMYN8SHihUrmmyMCK3bKXQ71tB2Fh/y8kboVul8vRWmLgCyG7HZEzsMTcTx8fFISkrCoEGDAAADBw5ESkoKAO64Dx1CszubNGmCvXv3YteuXezgXLVqVezZs4dXjIsQBW6h176Q+oUAPx02Qwi5b4TWTBXafs+ePYiKisLbt2/RsWNHLFq0CD/++CPv7e3//e9/aNKkiUn1BrMmkOT2nI9AsI6sOxZ8EVKq7dSpUzmEal1cXDBv3jxe2cwajSbXrcTy5cvzLuTt4uKCwMBA3L59G8OHD0fp0qX1jsfQmGOv4e8F3ggTUjsRYLwho0ePxvjx4/VW0+Hh4QgMDORsP2rUKDRp0gS7du1i488WLVpk1HcQMpkLyawcMWIEq3quVCpx5MgRHDlyhH1fiOJ8bunzxnLz5k3Uq1cvz/eF1u0Uuh2r1Wrx8eNHtkxS9owtY9AF50dHR+Pt27fw8vLibCN0ARATE2PUMWbl119/xcqVK9nnSqUSBw4cQEZGBmbOnJmjtEleCMnuBITpTWU9x7o4JVOCrU2hUKFCgvW2Dh06hO3bt+Px48cAgCpVqmDo0KG8fvtHjx6hTZs2ub4XGxtr8L4SOhnm1V6nMcdlECxcuBANGjRAaGgoO94bY8jExcXh2LFjeb5vaNzr27evnvcr+3Mu8tpODA0N5dxOBISVasutsgXASF3w+f3EYnGulSxevnxpVM3ZCxcuICQkBH369MHAgQP1RI4NIdR7bCkKvBEmpHYiwLiCy5Qpg4iICHZvv1q1ali9ejWvYMNDhw4hOjoaI0aMQIUKFdC5c2fedRN1CJnMhcgkCFmNAjklPD59+oRjx44hKioK//77b44Yp9zIHnP38OFDREVFITo6Gq6urgZLYeQWEGtsbAhg+nZsWlqa3pZU9hp2fNofP34cUVFRePz4Mb7//nu8ePECZ86c4dW/0AWAbqL99OkTnjx5AgCoXLkyXF1dOduqVCqUKVOGfd64cWMUK1YMxYoV0xNkNETW7M7IyEijszuF6k3RNI2wsDD89ttvrDSJWCzG4MGDOb0qucnXfPz4EYULF+Z17vOKJf3jjz8QExPDuZV86NAhbNu2DTNmzEDt2rVB0zTu3LnDKpBzGWJjxoxBkyZNEBoammPiDw8PN2gICa2ZmnWr2BSNubNnzyIuLg5LlixBcnIyOnXqxNsTAwjbytVdF6ZmRwrZTgSYUnqzZ8/OtVQbV5JG1apVcfjw4RzXxpEjR1C5cmXOY/fz88OIESMwduzYHA4LrthpHZMnT8abN28QGhrKO5hfh1DvsaUo8BIV5qidaC50Wk/Hjh2Du7s7vLy8OLWKAMMp14DhbCBzySToVnPGToSZmZk4ceIEIiMjce/ePaSnpyMsLAxNmzY1aoUTHR2NqKgoSKVSvHz5EgcOHOCdRZNbbIiXlxfnTZ59O7Zz585GF6EWQr169VCvXj1MmjSJrcHo6enJO8X+3r17iI6ORlxcHLsAWLduHad+mg6lUomgoCDEx8ejfPnyoGkar169QocOHTB//nyD6uuG0uk7dOjAq26mu7s7ZDJZjpU43+xOnTxLXgraXF7SLVu24MyZM1iwYAFrxD5//hzz5s1DmzZtDNZfXLt2LTp16oSqVatCqVRi5MiR+PvvvyEWi7F8+XK0atXKYN86cttK9vLy4iz71bdvX6xYsSLHPfLixQtMmTKFTVbKix49emDgwIEICwvDzJkz0bFjR733DG21mqNmam4ac/Hx8bw15nS8efMGMTEx/9feeYdFcX1v/EUpFiwENRhjYokC35iISqwIiiJKCQgKUcRescRYMMFIBASjosaIgGIlgi1BhV3EDkHFGBQsCIqKUZEgRZpIUeb3B7+d7MKW2Z2dXcr9PI/PAzPcnevuzsyZe855X/B4PLx9+xZWVlYyO7bZSOuw7Y60traWuAonbZ+AulZtQK3PKhOrtpycHCxbtgytWrUSCaIqKioYrcIBtU0v+/fvF7Gpmz17tsS62rqcOHGint8p0wdnJlZmaoFq5jg6Oor9Wdzv4liwYIHUf4rw/v17KjExkfrhhx8UGq9KIiIiKAsLC2rw4MHU4MGDqVGjRlGHDx9mNHbFihWUubk59cMPP1BXrlyh3r17R40ePVqu47u4uFA2NjZUUFAQlZWVRVEUxfg1jh49Sk2bNo0aN24ctW3bNio9PV2u4xsaGlJff/015ePjQ/n6+lJ+fn4i/2QxYcIEKjg4mHr27BnjYwpz4MABavLkyZSdnR0VEhJC/fPPP5SlpaVCr3Xz5k3K19eXGjFiBDVnzhzq6NGjMsds376dWrFiBVVaWkpvKy0tpVavXk1t375d6tgVK1ZQx44dq7f9yJEj1HfffcdozlVVVYz+jglMzvW6ODg4UAUFBfW2FxQUUA4ODlLH2tjYUDU1NRRF/fc9fPfuHfXo0SPK2dlZ5rETExOp77//njIzM6NWrlxJXbx4Ua7v7oQJExTaJ0Dwfj158oRycnKivv/+e6q8vFxknyQKCwtF/hUUFFCHDx+mRo8eTS1ZskTmsUeOHEm5urpSJ0+epL978l43xJGVlUUFBQXJ/DtFvisC7OzsqEePHlEURVGpqamUm5ubXOOtrKzEbn///j01duxYxq/z9u1bKiMjg8rIyKA/N1kI/t/Xrl2jwsPDqfDwcOratWuMjykNCwsLuf7+33//pQ4cOEA5OTlR/fr1o3bu3EllZGRIHbN48eJ62968eUOdPHmSmjdvnlzHVybNPh1JsdD6Adhbt4hbiWvRogXMzMzoFI+iZGVlYd++fdiwYYPEv2FjoxEcHIyUlBT89ttvIisB/v7+KC4uhoeHh9TXfvToEdq3b4/evXujd+/ejGsLhNHX10dubi4KCgpQWFiIHj16MH4NtrUhAQEBChXnCti2bRudiu7YsSPs7OwwYcIERk+UADBz5kzMnDkTz58/B5/Px+LFi/Hq1Svs2bMHVlZWjFIEAgYOHIiBAwdi7dq1uHbtGvh8vsxV2AsXLuDEiRMiqw+6urr46aef4OrqiuXLl0sc6+XlhcWLF4u02qelpaGqqkps4bA4XFxc1Ppk++7dO7EppQ8++EBmektLS4v+7ly5cgW2trZo2bIlevfuzagekG0qWZqyuzwK/j179sSxY8fwyy+/wNHRkVFXKVvPVGVozKWkpCA3NxdfffUV9PX1kZGRgbCwMCQnJ8vsqmUjL8K2O9LCwkLhdCJQ2zC2adMmPH/+HH379sWaNWsYrx4K/r/Dhg1j3I3JFCb3WoBdU4VAwoONEgEXNPsgjK3/HNvi2IMHD9JB2IYNG0RuKn/88QejdGhGRgY2b96MV69eYcyYMXBzc4Ofnx9u374tM0hkY6Nx+vRpREdHi3SBdu/eHb/88gscHBxkBmGnT5/G48ePwefzMXPmTOjp6eHNmzdyFeUHBwfTukFBQUF4+vQpSktLZRblA+xrQ9iYhwP/2Q6tXLkSqampiI2NhaurK7p37w57e/t6gox1ERS5du/eHQsXLsTChQvx8OFD8Pl8zJ8/X6Z69suXL8Vu79WrFyNza2F5F2Hatm0r89zR19fH0aNHkZSURKcm5Gm1B9gXeAsraAvbTgmQpTEnTRdJlmaStrY2Hj58iE6dOtXTGmRSE8e2lvTx48cSa+Jk2ZUBou+9pqYmVq1ahZEjR2LFihUyxVTZeqay1ZjbtGkT4uPjYWxsjLCwMJiZmeH333/H/PnzERAQIPP4bORF2HZHenp6Ytu2bRg9erTYdKIsvLy84OjoCFNTU1y6dAl+fn6M9MWA2jo2aQ/t8nR21kUVD87KUCLggmZfE9a/f3988sknAGpzy4KfgdqLUWpqqtTxbIt7hesn6tZSyKqtEDB58mRMmTIFJiYmSExMxO7du+Ho6Ihvv/1WLjVjeRk/fjzi4uLk3ieJe/fugc/n48yZMzAwMMDRo0flnlNBQQFdG5CTk4OEhARG4xSpDZEmpaChocHogl6Xv/76Cxs3bsSjR49w7949qX8rXOOwdOlS7Ny5U65jSfruvn79GgUFBUhPT5c6/uuvv6aL0usyffp0REdHyzUfeTE3N5d64Zd1U5BmO8VEQdvY2FhsEEpRFKqqqkSCvLqkpqbi+++/x+vXrzF9+nR69SUhIQGnT59mpFclQJFaUjZ2ZUDtKqg4XaeSkhIcPXoU8+fPlziWjc2aOIQ15q5cuSJTY87GxgYnT56Ejo4OiouLMWrUKMTExDCuIWV6XRYHW6utO3fuwMDAAO3bt8c///yDGzdu4PLly+jVqxeWLFkiU+TXwcFBpINdnjopMzMzqStGsuYuKYCjKAqhoaG4ceOGzDm8fv0acXFx4PP59IPzyZMnGV3njYyMYGpqio0bN9Krx/LU0HJFs18JY9NmD/zX1kpJKO6VBduVF+rW0gAAIABJREFUOKB2eVWwKtOrVy+Eh4eLVfEXx/HjxzF48GD06NEDFEXBy8uLtm3atGmTVMHWDz/8UMTEWEBSUpLcXmIAaJFcT09PEe0zphQWFkJDQwPu7u5wd3dnZGgrwMDAALNnz8bs2bPx9OlT8Hg8mWNGjRpVb1tOTg4OHTokl8TEnTt3wOfzce7cOXz88cdwdXUVKXSWhHDww2T1oi51HxBevHiBsLAwJCUlYcGCBTLH1+3uFIZNmpYpNTU1rFZymdpOXb16FSNGjKi3XVaQKqC4uLiebIaJiYnYhxRFrISEU8lJSUng8Xgyg7CKigo6LVZVVSVSkJ2amiozCBMXgJWXl+Py5ctITk6WGoSxsVkDaleievXqRf+upaWF0aNHY/To0fj777+ljgVqu5kFD6cdOnTAp59+qrAVjrywtdr66aefcODAAbRq1QolJSXYvXs31q1bh/T0dHh7e+PXX3+VOr6yslJkxbeiokLkYUHa6m/nzp1ZzV/auSquW1gcenp6mDJlCqZMmUI/OOvr62PChAkyH5yVoUTABc0+CGPTZi88HqhNMcirOyUseFlX7JLpjbXuiaWtrS3yu7QTKzw8nJZG4PF4ePDgAS5cuID09HRs2LBBqmvAjz/+CA8PDwwaNEikW+bWrVsiQpaSkOS7eezYMbx48QJfffWVzNegKApBQUE4fPgwfUIxlQk4ffo0KIqq13KdmprKKD1ibW1N//z8+XOEhoYiOTkZ8+bNw6RJk2SO37ZtG2JjY9GhQwfY2triyJEjMDAwkDlOgLQAXh6ePn2K0NBQOn39448/ykynAcw9+DIzM9GnTx+F5ycJtjcFpgQGBooNwpgyc+bMeqsNbC2r3r9/j4qKCjr1lpqaiurqamhra9OvK41Vq1bRc3J1dRWZn4+PD+PVEUXqa9h6ptrY2MDBwQHe3t71Uo8BAQEy5y7O3UD4d1l6UZMnTxYrMVFYWIi2bdvKzD4kJCRgz549It6NTI3T379/T692CcoXrK2tYW1tTZe1SKNz584iDiOdOnXCpk2b6P3SVn/ZJs2Ynqu7d+9m9BAo/OCclZUlc0HF2NgYxsbGWLVqFb16XF1djblz5zJWIuCCZh+EsWmzVwZsV+KA2hNLOK8trHEmK63SsmVL+oYbHx8PBwcH6OnpYfjw4TL1fLS1tbFx40Y8ffqUvqCYmppi8uTJjNKgbH03gdqaulu3buH333+vJxNw8OBBqTIBhw8fxsGDB+ttHzduHKZNmyYz1QzU1taEhIQgPT0dc+bMgY+PD2NPM21tbezdu7ee2wJTMjIyMHDgQFAUhcrKSrrVnWIo0fDw4UOEhoYiMzMTc+fOhb+/v1yiiUzx9PTkpIBeVZUUbI8jbjxby6rAwEB88MEHmDdvHoBaX7y+ffuisrISn3/+ucxzh21DEpv6GrYBaJ8+fWBgYAAnJyds2rQJJiYmcs297gOivM1VGRkZ6Ny5c70Vu5s3b+LKlSvw8fGROPb48eM4evQoVq9eTdc03b17F1u3bsW///4rMxCoqanBu3fvoKmpiaSkJPj5+dH7mKy+r169GgYGBujSpQuA2tWhs2fP4uOPP5YZJIm7VnJBXFwcoyBMmJ49e+LEiRMymyoE1G1EEgS06qDZB2HBwcGorq5GfHy8iB+Wr68vgoODpXZ4AeyLe8WtnBUWFkJPT4/x6gbTtIo4WrRogVevXqFDhw5ISkoSeSKsqKiQOjYgIAArVqyot+rz4MEDBAQEyHyiVIbv5unTp7F//36Rp9Lu3btjy5YtmD17ttQg7N27d2KLeNu0aYPq6mqZx162bBnS0tIwe/ZseHl5oUWLFigrK6P3y6rP0NHRoQOwM2fOiIhMMtEiYpoOk4SDgwO6du0KCwsL3L17F3fv3hXZz8bxQBiugqX9+/ejqKhI4n4mBvBMYJtaFTdeWhDEhKSkJPz+++/07+3bt0doaCgoihKxXmMyJ0XKINh0Z7INQDU1NfHdd9/BzMwMq1atgqOjIzw8PNCiRQuVNFOlpaWJBD8CrKys8Msvv0gde/DgQURGRop8N4cNG4awsDBMnTpVZiBga2uLadOmQU9PD61ataK9E//55x/6/iUNQToTAP7++29s3bqVcTpTWeeTLBS9Xsgax6USARuafRDGps0eEF1ar6uyz6S4NzU1FVu3bkWHDh3g4eEBT09PvH79GjU1Ndi0aRPMzc1l/h/CwsLoJ2J5b+bLli2Ds7MzampqYGlpSaeNbty4QV9cJZGfny9W0NTQ0JBRPRZb302AnUxARUUFysvL6xlBl5WVMQrCBIXz+/btw/79+0UuAkxMmGNjY+nPra7KeGJiosKCkEzx9/dXSe0WV8eYNGmSRJFipgbw6oKtZVVNTY3Iiqtg5UtDQwPl5eUyx//777/YsGEDKIqifwZqb2S5ubkyx7Opr2EbgAr46quvEBUVhfXr12Pq1KkIDAxkNK6ub6kgvQjUrhTJqseU1r0q6z2gKEpsMMPU+H7RokUYNmwY8vLyMGLECPrcqqmpwbp162SOZ5vOVAWKXi9kjVOGEgEXNPsgjE2bPcBuFQqotaFYsWIFSktLMWPGDISFhcHExASPHz/GypUrGQVhbG7mo0ePxuXLl/HmzRuR4uF+/fqJePuJo7S0VOI+WatoAHvfTYCdTMCkSZOwbNky+Pj40CuSL168gK+vL6OaLqY1UZJgmxJiC1uJDXXD9v1nCht/UUD8Z8nWsqq6uhplZWX06oeZmRmA2nOSiW2WcBlAXRseJrY8bOpr2Aagwu9n+/btsW3bNpw8eRJTp05l9H8X51v6+++/076lsoIwfX19sRI4d+7ckWlFpKuri4yMjHoK8RkZGYzdRoTTrwKYagKyTWeqAmnXPmkdlrIePtR9vZUECcI0NCQK7zG5GLJZhQJqv/iCC+ivv/5Kn2CCziUmsPlynTt3TuR3DQ0N6OnpwcjISObydr9+/XD8+PF6elYnTpyQmYYF2PtuAv/VRdVFIBMgjTlz5qBNmzaYNm0aysvLQVEU2rZti3nz5jFK6UiTIABkp6KV0RnLBmlmtoDyDG2ZFPkrgrCtmKLF/69fvwaPx8OTJ08A1J53tra2IisTsmQFHjx4IDK+b9++IvvF1dKwDSBdXFzw3XffwcfHh5Z5yM7Oxvr16+vZuohDOOhji7zdmdICUCaI+/9NnDgRpqamCAsLkzmerW+pp6cnli9fjokTJ4o8PJ46dUrmg+uaNWuwaNEiODk51RvLROiWLWzTmapAWhDMpsNS3ddbSTR7nTBpvotMUhrCOit1NVeYaLCwHc/2NcRpXRUVFeHBgwfw9/eXKp6Zn5+PJUuWQEtLS+SCUl1djaCgIIVkKtSFoJZLnguRsnSmBIX1AqVyJjpTykCWLg+T2pl3797hzz//FAlCRo4cybg5gQ3SvvdMePz4MWbMmAEzMzMYGxuDoiikp6fj6tWrOHTokMwHodLSUnh4eCAnJweGhoagKAoPHz5E165dERISIvW7pIwA8siRI9i9ezfevn0r9wME2wBcUncmUPu9big3dHEow7c0Pz8fkZGRyMzMBFD78Dht2jTo6+vLHJuXl4fIyEi6mal3795wc3NT2fUyNTWVTmcKSjGysrJQXl7O6OGZDdevX8fhw4eRlZUF4L//+5AhQ+R6HUUM0NlqgnJFsw/CmCLpQslWbFUZN2IububZ2dlYvnw5Tpw4IfNvr1+/LnIxYqp6rqqVGEnUXdrW0NBAx44dMWjQIJn1cLKorq7mbAVIWQgU9xUlNzcX06dPR5cuXUSCmLy8PISHhzO2X1IU4cBLEQHNZcuWYfz48bCxsRHZfvbsWfB4PJnitxs2bICWlhZWr15Nm83X1NQgMDAQlZWVUmt02AaQwijyADF06FB07doVtra26N+/f72HUFkB+KZNm0S6My0tLeXqzhQHE5s1ABgwYIDEZgcmXcErV67EkCFD6q3gHz16FDdu3JBLKJfAnPj4ePj6+mLx4sX4/PPPQVEU0tLSEBISAm9vb0YSHWwM0A8ePIiBAweiQ4cOYh8S2ZYdKEqzT0cyRVKbPdslTrYdbsp6jbp069aNsYXP0KFDMXToULmPwdZ3ky3ilrZfvHiB0NBQLF26FLa2tnK9HkVRuH79OmJiYhAfH49r164pa6qcsHjxYlaK+9u3b8eUKVPqdaCGh4dj27ZtIvpDXFBSUoLz58+jpqYGZWVl9VLrskQ/Hzx4ILYbzNramtGN+Nq1a4iOjqYDMKC2s3fFihWM5E0EKPIczMbzFagVoL169Sr4fD54PB4sLCxgZ2fHeEWOTXcmG5s1oNb3kQ1sfUvrfraCEo4hQ4Zgzpw5UpuK2DqsNGb27duH4OBgkXo4Y2Nj9OvXDxs2bGAUhG3btg0RERHo3bs3bt++jS1bttClLLLIzc1FQEAAnjx5gr59+2LgwIEYMGAABgwYoLLOT3GQIIwhki6U0rSaZNUkKYtz587RNxxx6tyK8OTJE8410ti2irNFki5OUVERZs2axTgIS01NBY/Hw4ULF1BcXAxvb2+sWbNGmVPlBLaK+6mpqWI1naZPny4iZMsVgwcPpmurvvrqK1y+fFlkv6wgrG5XLNN9ArS0tMQ+UWtqaso8d9gGkGycAoBafUBzc3OYm5ujqqoKPB4P7u7uWLJkCaMuMTbdmevWrROxWXN0dISjoyMCAwNZ26yNGjUK8fHxUv+GrW+puBX64uJinDx5En5+flJX8tg6rDRm8vLy6jUkALV2Qvn5+Yxeg40BuuCaXFVVhXv37iElJQVRUVFYt24d2rdvrxTNTkUgQRhDJK1qcbEKJS8hISH0RVucOrc0xKUEi4uLkZeXJ1OslS3u7u4S31cNDQ0cOnSI0+NLomPHjoxWJ7Zt24a4uDh07doVdnZ2WLx4MZydnZVa9MwlbBX3BWlvcYjrOFY2TI13T548KfYzqWueLICiKJkm1EB9pwrh8bIewNgGkObm5jIN6mVRVVWF+Ph48Hg8ZGdnw93dHVZWVozGsunOZGOzJgt5VhU1NDTo7708339xaatu3brhf//7Xz33DWljFXFYacywfegB2BugA7XnbVlZGUpLS1FaWoouXbowbgTjAhKEsWT+/Pmws7PD2LFjGX+RlA0b3Z26y/+CuqhPP/2U85UwcatFt2/fxt69e+UuulQm169fR/v27WX+3YkTJ9CjRw9MmTIFlpaW0NbWVmuXjbywVdwvLS2tt4IjGC8sWqtuhK25hHFxcZH4JM2kw7CuU4UwnTp1kjqWaQApCW9vb5SXl8PGxgZ2dnb47LPP5Brv6emJzMxMmJubY8mSJfU6OmXBpjuTjc2aLJicf7m5uViyZAl0dHToY8XFxSEwMBC7du1iVcvYELwIGyrPnj2TWAfMdCW+7jkr7Ryuy7p165CZmYm2bduif//+GDBgAGbNmqWUzBEbSBDGEElF1i4uLoiNjUVAQACGDBkCOzs7WFhYcB7ACCNQ6q+pqRH7dC7toiYuJVhYWKiSonJhPaIbN24gODgYlZWVWL9+vdwmxoogrj6juLgYXbp0YVTPdOXKFbquRvD5V1ZW0jo8DR22q7iDBw+ut4IjgInvp6qQ9GDC1neSjUYg25quU6dO4cmTJ4iNjcWyZcugqakJOzs72NjYMDKjjo6ORuvWrfH06VOR/wfTAHzWrFlo1aoVpk6dSss6tGnThlF3JhubNYCdVhRQq804ZcqUejp5p06dwvr16xESEiJ1vLhGp5KSEkRHR8v83td1WKn7Wlx3J6oTaX7CTOuD2fhPvnz5ElVVVejRowc+/PBDGBgYMHrY5hrSHQnltNm/ffsWly9fBp/PR2pqKszNzWFnZ8fK+JcpbKQSlKHYz4bExESEhIRAW1sbCxcuVKjAX1HqqvoLVgGZrmgKdxdWVVXRn39ycjKGDRuGrVu3Kn3OBPmR1H0oTf9LQ0NDpg/d33//LXW/tBuyLO0xeQPEjIwM8Pl8nDlzBp06dcLRo0flGs+Gut2Z4oRMmcKkq5jte2dtbY2zZ8/KvU9A3eut4Loh6LiUNn9BCYbgtlt35U5WAEpghqRznqIoZGZmIiUlBSkpKXj48CE6duwIExMTLFu2TA0zJSthYtvs4+Pj8fPPP8vVZt+6dWvY2NjAxsYGGRkZ+P7773Hq1CmV1IyxeSJXhmK/ojg7O+P169eYM2cOLVIr/GTI9VOhoB5DltimJIS7C7W1tWn7j7KyMkZaQ40dWZIQsupjVIWk50xxwXZ5eTn++OMPFBUVyQzC9u3bJ3b7w4cPkZOTI/XclxYoyGuUXFNTg4KCAuTn5+Pt27eMtKqUia6uLh49egQejwc+n4927dohKiqK8Xh5u4qlvXd37txhdDxxCBT8ZcHmesvGQLuxo8oaYEmfsYaGBvr27Yv27dujXbt20NXVRXx8PO7cuUOCMHWhrDb7/Px8nDlzBnw+H3l5eZgwYYLYzjEuYKParwzFfkVp06YN2rRpg7i4OMTFxYnsY5KWYAsbsU1A8omuq6vbYAIQLqlr+C3g0qVLyM3NbTDvgSQdIeEUSFlZGcLDwxEVFQUbGxtG6ZG6XXI3b95ESEgIOnXqxMr8/ODBg1KN5wUkJyfTXbmGhoawsbGBl5cX2rVrp/Cx5eHFixe0xIWWlhays7Pxxx9/MEqHAsrrKpY3ALSwsMCPP/4ILy8vOhAvLy/Hxo0bGZdBPHnyBMePHxd5eHNxcZFpH8TGQLuxo8oaYHHBXnh4OL0CpqmpSctTTJo0Se6aSGXS7IMwtm32x48fB4/HQ1ZWFqytreHp6clYPE5ZsPGOFNY4qtvtxnWROVvfTbbs2LED/fr1w6FDh+qJbW7fvl2mIW5ubq7UdnQ2N+LGgPD7Q1EUoqOjsXfvXvTv31+mEK+yEHcznDx5Mnr16kX/jbe3t8TxRUVFOHDgAGJiYugUhryFuklJSXS9y8KFC1mXIDCpELGwsMBHH30EW1tbLF26VGT1SxVCwa6urigrK4ONjQ127tyJHj16wNLSklEApoyuYjYBoKenJ7Zt24bRo0fTq+EvX77ExIkT8d1338kcn5KSgqVLl8LFxYUWfL1//z7c3d0RFBQk1ttRQGMw0OYKVdYAizuHsrOzMX78ePzwww/0SmRDoNkHYWzb7FNSUrBgwQIMGzZMJKCpi6LWJExg4x2pTp0zNr6VyoCt2GarVq2adCEtE969e4eTJ09i3759MDExwY4dO0QCIC4R3AxdXV1FbobTp0+XeTMEalXfz58/DxcXF8TExDA2UBYQHx+P0NBQ6Orq4ttvv6V9+NjC5OEnMjJSRN5A1ULB+vr6yM3NRUFBAQoLC9GjRw/GD21su4rZBIBAbcnDmjVr8O233+Kff/4BAHzyySeMZVV27dqFrVu3iljtjB07FkOHDkVQUBD27t0rcWxjMNDmElXVAIvznxRn0dcQaPZBGNs2e6at5pIU95UBG9V+deqcieusY+pbqQzYiG0CtXpijUUTjAsiIiIQHh6OoUOHYu/evYxvgsqCzc0QqO2y09bWRkhIiEhqkWmH4MKFC2FgYAAjIyPs3bu33vGk2W5Js96RpbMF/FfPqC6h4ODgYPraGRQUhKdPn6K0tJRRUT7brmI2ASAA+Pj44OTJk2jVqpVC+lDPnz8X63U4ePBgmavnjcFAmyuUVQOckJCAPXv20EK7ffr0wbx580RW01S1Eq8Mmn0Qpqo2ey6bUBuCar8iSApg5fGtZAMbsU1AsmxJTU0NeDwevv76a6XMs6Hi5+cHfX193Lp1C4sWLaq3n2sLFjY3Q6D2vGEDm5pFttY7DUEouF27dnB2doazszNdExsQEICcnBwkJCRIHFdXrf/y5cuorKyEubk5o65iNgGgMpC2Yiqrs3rRokUYNmwYbaAtCB5ramoYfWcbM8I1wGfPnhW57jKtAT5+/DiOHj2K1atX44svvgBQW5u6detW/Pvvv3B1deVs/lxBJCpUBFuT3uaGKt4vadIegOyatdLSUkRGRiI3NxeWlpYYMWIEDh8+jAMHDsDQ0FCm3lBjp67ER124VgN3cnKSWISt6PenvLwc58+fB5/PV9hSJicnB3w+H3PnzlVoPBOGDRuGHj16YMaMGXRKb8yYMbh48SJnx2RKdna21M++srISR44cwbNnz2BoaAhnZ2doamrSXcXyNnQUFBQgNjYWfD5fZgAIAKamplJTx9JWMIHa916cpRlFUThz5kyD94xtiDCtY7SxsUFkZGQ9r8fXr19j6tSpOHPmDFdT5IxmvxLWWNrsFaGkpAQRERFiVykaMqrwrQTYNwZ4enqiQ4cOMDExwYkTJ7B7925QFIVdu3bB2NhYSbNsuEi60SYnJ4PP5+Onn37i9Pg5OTliGyMoikJubi7j16mqqkJCQgJiYmJw5coVWFtb45tvvpFrLoWFhXR39KtXrxjb/yiKuoWCZaV7pAUya9asgaamJkxNTZGQkIBHjx5h7dq1CncV6+vrw93dHe7u7jIfDADggw8+YCwOKg5pFkvCxecE6ShSx0hRlFizbT09PS6mqBKafRCmqjZ7LruVcnJyEBwcjFevXmHs2LGwtbXFr7/+ilOnTsHOzo6z47JFnb6VADtpD6C2Q0uw2jV58mSYmZkhPj6etQlxY+T+/fuIiYnB2bNn0a1bN5neh8qA7c3wypUr4PP5uHLlCoYMGQJHR0fcu3ePcZ1nWVkZzp8/T3dHjxs3Di9evMCff/7J+P+gKGxTemxJTU1F165dYWtri/79+8tVbvH48WM6VT1p0iRGFlHCSCuw1tDQQEBAgNTxbdu2FesUwhThlK/AMkfepo7mDJs6Rl1dXWRkZNQzAs/IyGi0n0GzD8KU0WbPRHH/+PHjyp24EJ6enhg8eDDGjRuHxMREODs7w9jYGDExMejcuTNnx2WLOn0rAXbSHgBEPt+WLVvCwMCgWQVgWVlZtEyAnp4ebGxsQFGUyqRH2NY/zZ07F6ampoiMjET37t0BAP7+/ozHDx8+HF9++SWWL1+OQYMGQUNDA+fPn2c1J0VQh1Dw1atX6ZU4Ho8HCwsL2NnZMeoAFz5vFFm1GzVqVL1tOTk5OHToEKMOQ2WkySMjI7Fnzx4Ry6a5c+fCzc2N9Ws3VZRRx7hmzRosWrQITk5OdCH/vXv3cOrUKWzevJmrqXNKsw/CAHZt9spS3GdDcXExli5dCgAYOXIkzM3NERgYKFUyoyHA5mlUGbCR9gD+a4gQ/L2gKYJpd11jZ8KECTA1NcXu3bvx6aefApBf7Z0NbFdETp48CT6fj1mzZqF79+6wsbGRy4B5xYoViI2NhY+PD2xtbWFjY8N4LFtklVFwTd2VOB6PB3d3dyxZsgTTpk2TOpbteSOs3/j8+XOEhoYiOTkZ8+bNw6RJk2TOPSgoCAUFBYiIiKA77D777DNMnTpVpvE6UNsYkJKSgt9++40O3p8/fw5/f38UFxfDw8ND5ms0R9hKkwC19XwnTpxAREQEXfPZu3dvHDt2rEEvOEij2QdhbNvslaW4z5bi4mI6cOjYsSNKS0tFfm+I1G3TF1yEVRXEsJH2ANQr79EQCAoKAp/Px/Tp0zFy5EjY2tpy2gVcF7YrIsbGxjA2NsaqVatw69Yt8Pl8VFdXY+7cubCyspLZaTVz5kzMnDkTz58/B5/Px+LFi/Hq1Svs2bMHVlZWMtXT2dAQ3AqqqqoQHx8PHo+H7OxsuLu7M6qFU8Z58/jxY4SEhCA9PR1z5syBj48P41W1mzdvYtWqVZg4cSItkJqWlgYXFxds2bIFgwYNkjr+9OnTiI6OFln17t69O3755Rc4ODiQIEwCyqhjLCsrQ6dOnfDtt9/W2yfs5duYaPbdkUZGRtDX15domyCrzX78+PH1LHcEMDGDVQaWlpYiprDCaGhoNIiOKXF4eHggPz8fVlZWsLW1VfkJZGxsjNatW9NP4wLhXoFEhbCGjTiSkpJoLbPnz5/TT8VArRCtKuqiGgLl5eW4ePEi+Hw+rl+/DgcHB1hZWdF2WKpAeEVkxowZmDRpkkIp7ZqaGly7dg18Pp+uDZNHaPnhw4fg8/mIjY1VWWpSuIyid+/eWLhwYb2aGWXj6emJzMxMmJubw9bWVqW2L8uWLUNaWhpmz56NCRMm1Fvxl/XQ6eLigvXr1+N///ufyHaBdZAsaRxp13xp+wj/Iahj5PP5SE5OZlzHKNz1PGPGDBG/ycaqQNDsgzC2bfaOjo4SUwPS9qkDLlX7FUWg9xMbG4vKykpMmDABtra2DXb1Thjhk77uBaCxXhDYUlxcjLi4OMTGxtIXyOLiYrmtgJhSd0Xk66+/Vnp3INvP0tXVFceOHVPijGqpW0Yxf/58lbkVGBkZ0Qrz4lazuVzFtrS0pH+u+/DJ5KHTxsYGsbGxcu8TMGPGDCxcuLCemLTAvkrddmyNjbrSJCdPnpRYJyZ8T617f21o91umNPt0JNs2e7aK+6qES9V+RREIPk6cOBF8Ph8bNmxAVVUVZs2ape6pyYRtTVlTpEOHDnB1dRVJ5c2cOZOT753wioiXlxdatGghcs4pK5Bn+1kyUcCXF3W7FTAVuuUiAL906RKr8RRFiZ1XUVERo5rAH3/8ER4eHhg0aJBIcfitW7doD1ECc+pKk4SHh0sMwtiWkDREmn0QJowibfaqUtxXBg0xMBDU4iQnJ2PQoEHYtWuX0jz4uKYpXhC4gKvv3b179wAA+/btw/79+0WOpcw0PNvPkovvgrrdCpjCVQBeVVWFmJgYkcJ6e3t7RinomTNnYvbs2VizZg2dkkxLS0NgYGC92l5x9OnTBzweT+T4pqam8PX1bVbd0Vwh7XpRUFCAAwcOgKIo+mfBmMLCQlVNUak0+yCMbZs9U02hhkBDCwwsLS3Rrl072Nraws/PDy1btgTwn59YQzfHfv78OS1jIvwzUKshRqiFq+8d2xWRxkxTWpsnAAAgAElEQVRDrfOsCxcB+KNHj7Bo0SIMHDiQvkbcuHEDoaGhCA4Ollly4erqii5dumDHjh0iQdyiRYtEUp3S0NHRqdeJWVNTg+jo6CZvV8Y10q4XLi4utDab8M8A5Nabayg0+yCMbZt9U1bc5xpBKjgxMRGJiYki+5h6iakT4dRDXc0zNorcBMV59uwZYmJiaBsbZcBWaJmLQISp1hVX9WhM4WoVcP369RgxYoTI9mvXrsHX15fRA/To0aMxevRohY5fVlaGiIgI5ObmYsyYMRg+fDgiIiKwf/9+GBoakiCMJdLOlyVLlqhwJqqh2QdhbNvsG0KrOFO4VO1XhMZewBoVFYWff/5Z3dNo8HCdBs/NzcWZM2cQExODhw8fYsGCBdi2bZvMcadPn6YlCm7evCkiTXD48GFa74qp0PLr16+RnJyMrl27iij2q1NEkot6NHWTm5tbLwADasVz/fz8ZI738/OTGhz++OOPUsevXr2atis7fvw4QkNDm5VdGRecPXuW1n8TaMhJ4vr164iIiBARR3dzc8OQIUM4nycXNPvuSAHKaLNXR6u4ACaq/Q0NcQ0NwjR0iYfm2gFZlwcPHoh87+rKFRQVFXHS7Xrs2DHweDy8evUK48ePx4QJE+Dh4cE4Tcm2u3XBggVYuXIl+vbti1evXsHJyQn9+vXDs2fP4OLiwqi+iGvU/R3lomPN2toaMTEx9eq/KisrYW9vL/O6Ivx+7Ny5kxa6FiBLwd3e3p6uuXv//n2ztitTFqNGjUJ8fLzMv4uPj4evry8WL16Mzz//HBRFIS0tDSEhIfD29oaFhQX3k1UyDfcOrWLatGkDe3t72Nvb0232YWFhdBAmrcuHjeK+MmgIqv2KsGzZMhgbG0sMVBt6EPb27Vvcv39f4kpPQ69pY0tpaSk8PDyQk5MDQ0NDUBSFhw8fomvXrggJCYGuri4A7sSC/fz8YGJigsDAQHzxxRcA5Et/se1uffHiBR1wRkVFYfjw4di8eTPKysrECjg3RWQF4Fw4KDg4OGDp0qXw9vam07IvXrzAhg0bGKUChYOsQ4cOyW1/1dztyriA6VrQvn37EBwcLHLPMDY2Rr9+/bBhwwYShDUV5GmzV3erONBwVPvlRZAKfvDgAcaMGQM7Ozu6Lq8xkJubi59//lmiSG5Dr2ljy44dO9CvXz8cOnSIFsysqalBYGAgtm/fLuLLygWJiYmIi4vDpk2bkJeXhwkTJuDdu3eMx7PtbhW+GSclJcHFxQVAbct9Q7EM4yrRoc4A3MPDA4cPH4abm5uId+Ps2bPh7u4u12spUrMmsF0SvLfNza6MC5h+Dnl5eWIf2o2MjJCfn6/saakEko5kiKRldbaK+8qgIaj2s0GQCo6NjUVRURG+++47tftKMqGxigMqCxsbG0RHR9dLeb979w729vY4c+aMyuby77//IjY2FjweD2/fvoWVlZVMA/b+/fvjk08+AVBb0C/4Gajtdk1NTZU6fuHChRgxYgQMDAzg5eWFixcvon379qioqICzs7PSGgOkUVJSgqdPnwIAevbsiXbt2onsf/jwISdq9hs2bICWlhZWr15dLwCvrKzkPAAXINCFEwR98qLudG1zwt7eXuK+rKwsWnJGGk5OToiKipJ7X0OGrIQxRFKk3hBaxQV2O+IQqFo3ZHR0dNCuXTvo6uri5cuXTbKYuCmipaUltuZQU1NTIcsgNhgYGGD27NmYPXs2LTsj4OrVq2ILuWUpo8vC398fO3bswLVr17B9+3a0b98eAJCamgonJydWry2LqqoqeHt748KFC/j4449BURRevnyJsWPHwsfHh37/ubITunbtGqKjo0VW/Fq0aIEVK1ZIvdkqg0uXLsHQ0BDdunWDrq4ugoKCcO7cOXz00UdYu3atiH2YOASetcLm4QBztf/KykocOXIEz549g6GhIZydnRt07W1DITQ0lPVrPHv2TEQKSJjnz5+zfn11QL45LGGruK8MGpNqvzBJSUmIjY3FnTt3MHz4cEyfPp2u7WkMrF69Wt1TUCuVlZVia+IE3pvqomfPniKt7IGBgWKDsLrnrqTuRkno6+vD19e33vahQ4dyLjgcEhKC6upqxMfH06tAZWVl8PX1RXBwMJYvX87p8dUZgG/fvp3uWL18+TJiYmKwdetWpKenY/369di3b5/U8SkpKayOv2bNGmhqasLU1BQJCQnIzMyU2VFJACoqKtC7d28AtQ8Rwt+T1NRURrIr0hwJGqssULMPwpg6uDPJ2iqiuK8MGpNqvzCzZs2CoaEhBg0ahKqqKpw+fRqnT5+m9zf0C1toaCh2794tdp+GhoaIuWxTpHPnzhLFijt16qTi2UhG0rnLtrtxypQpOHLkCIDagHzLli30vsmTJ3Oa5jp//jxOnDghstKtq6uLn376Ca6urpwHYeoMwDU0NOj/97lz5+Ds7Ix+/fqhX79+iIyMlDme7UrW48eP6TKTSZMmNVqRUFWzatUq+pxwdXUVOT98fHwYnS+NoUxFXpp9EMb0Yimpy4et4r4yaEyq/cI01nkLWLNmTb1tt2/fxt69eyXWCDYlGovOm6RSArbdjYKicAC08roArktthQMRYdq2basSZwx1BuAUReHNmzdo3bo1rl+/jqlTp9L7mJQysF3JEg7YSBqSOcrw2pWV6m4odl3y0Oy/QUw/fEldPmwV95VBY1XtF24NF9hPtG3bVl3TkRvhlNWNGzcQHByMyspKrF+/vlG2SitCQUEBIiIiROxf3NzcoK+vr+aZyYZtd6O0YIfrQEhDQwPFxcUSO3O5Rp0B+IwZM+Do6AhdXV306tWLLmG4f/8+OnfuLHM825UsQXckAJG6MtIdKR1leO0aGBhgwYIFMDAwaHA2fIrS7IOwwsJC2gRUHLNmzZI6nq3ivjJoTKr9dYmMjMSePXtEWs3nzp0LNzc3Nc+MGYmJiQgJCYG2tjYWLlyIoUOHqntKKuPmzZtYtWoVJk6cSCvPp6WlYfLkydiyZYuIAr06kVRr0rVrV/z2228wMDDA/fv3MXLkSAC1tStMpC5KSkpw/vx51NTUoKSkhK7LpCgKpaWlyvsPiKGsrAxOTk5qC8L+/vtvqfu5LIOYNGkSRo4ciYKCAhG5gk6dOjFysGC7kpWeni73GEJtB/OGDRtAURT9M1B7vuTm5jJ6DTMzM2zZsgV5eXkYP3487OzsaBP2xkqzl6gwMzPDN998I3E/U68qZSjuKwN1qvbLS3BwMFJSUuDt7U13ND1//hz+/v748ssv4eHhoeYZSsfZ2RmvX7/GnDlzYGJiUm9/UxdrdXFxwfr16+tdBNPT0+Ht7Y0TJ05weny2jgsFBQXYsWMH8vLy4ObmRp+r169fR1paGubMmSN1/A8//CB1f2NPt0tDUofaw4cPkZOTo5ZAJSsrC/v27aNv7pIwNjamU7mClaxWrVqRlSyOkVX2I49obnZ2Nvh8PmJjY1FRUQE7OzvY2tqiZ8+ebKepcpp9EMaFToxAcT82NpYuzpamuK8M6qr2z58/X6Wq/YpgbW2N6OjoemrTFRUVcHBwaPD6ZtKEIZuDWKuNjY1EmQdp+5SFcBB06dIlWFpaiuxvykHQy5cvpe7/6KOPVDSTWm7evImQkBCUlJRg4cKF9T4LZZKRkYHNmzfj1atXGDNmDNzc3ODn54fbt29j9uzZzcKpoDFy5swZWFpaKt1d4P79+/Dy8sKDBw8a5Spls09HSotB65r6MkUexX1l0BBU+xVBQ0ND7AnZqlWrRpHvbyyF6VxBUZTYh4uioiLU1NRwfnzhIMvR0VHuoKvuao6Ghgb09PQwZMgQOr0qDWllDIDsUgY2LFiwQOz2169fo6CgQGU3o6SkJFo2QCBeyzXr1q3DlClTYGJigsTERDg6OsLR0RGBgYHEPqgBw+Px4OvrCzMzM9jZ2cHMzAwtW7ZU6LUEXsmCzNPgwYMZZ60aGs0+CNu3bx94PB5yc3MxcuRI9O3bF5cvX8bu3btRUVGhNEV0Lhcc/fz8oK+vj1u3bmHRokX19jfUjpEPP/wQSUlJGDZsmMj2pKQkRgW26iYsLAzz5s0DUPuUN2HCBHrftm3bZCq2N3ZmzpyJ2bNnY82aNXRKMi0tDYGBgSpfjVAkaBenK1RcXIzo6GhkZmZi1apVUscLmknUQd1z+sWLFwgLC0NSUpLEAE2ZxMfHIzQ0FLq6uvj2228510UTpqqqihbD7dWrF8LDw+Hp6amy4xMUY9euXSgrK8P58+fx22+/Ye3atbC0tISdnR1j6YmrV6+Cx+Phzz//xBdffAFbW1v4+fmhTZs2HM+eO5p9OvL7779HTk4OvvzyS9y+fRtdunTBvXv3sGrVKowdO1Zpx+HSHiM7O1vqfiYieOogMzMTHh4eGDRoEF0/de/ePdy6dQvBwcHo06ePmmcoHeHPtO7n21zsUC5fvoy9e/eKdEfOmTOH03SUOJT5fr9//x5OTk4imnXyUl5erpIbw9OnTxEaGkqn4hwdHaGlpcX5cY2MjGBgYCCx3lQZ6uiSGD9+PLZt20Y/2K5atQpbt26lf2/qtZhNhdevX+Ps2bOIjIxEcXExEhISZI6ZPn067O3tMW7cOE7Le1RJs18Ju3v3LmJiYtCiRQtUVlZixIgROH/+PPT09NQ9NcY0BNV+RdDW1sbGjRvx9OlT+iZuamqKyZMnN4q0gjJ0bxo7o0ePxujRo9VybOF04vPnz+ulFxUNBORJkeTm5uLVq1cwNDSEtrY2CgoKcOjQIURFReHKlSsKHZ8JDx8+RGhoKDIzMzF37lz4+/srnNpRBHXWO9bVKOvUqRP9e3OoxWwKFBcX4/z584iNjUVxcTGsra0ZjWuKn22zD8K0tbVpTSAdHR10796dkwBMVTdldan2K0JAQABWrFiBSZMmiWx/8OABAgICOH2aVgbK0L1p7CQkJCAsLAyZmZkAgD59+mDevHkq0UkTTicqYllSVFRUb1tJSQlOnTqFzz77TOb4gwcPIjQ0FJ9++imqqqowdepUBAYGwsHBgXMjYQcHB3Tt2hUWFha4e/duPZkart0mJKWPcnJywOfzOVU2b+61mI2VN2/e4Pz58+Dz+UhPT4elpSU8PDwwZMiQZnO9FEezD8KePHkiosL77Nkz+ncNDQ1ER0czep3r16+LpGTq6kVxKeDaEFT7FSE/Px+Ghob1thsaGspMsTYEBKKN4oyA1emdqCqOHz+Oo0ePYvXq1bRg5t27d7F161b8+++/Io0pXBAVFcVIF0oSTk5OtJEzUHu+d+zYEUOGDIGPj4/M8cePH0dcXBw6duyIly9fwtraGkeOHGHkO8mWgIAAzo/BlMLCQpw5cwZ8Ph+vXr2ClZUVp8dr7rWYjRVLS0uMHDkSU6dOhZmZmUjaPD8/v0FZnamSZh+EiWujF4jJSfIFFCY3NxdLliyBjo4OXYsQFxeHwMBA7Nq1Cx9++CEAyYr7yqAhqPYrgjRBy4qKChXORDEaYzu0Mjl48CAiIyNFvtvDhg1DWFgYpk6dynkQ9uDBA1bjL126xGq8jo4O/X//6KOP0LNnT5UEYIBkTaXKykrW/y8mCAqseTwesrKyMG7cOLx48QJ//vkn58eOjY2lg7A9e/aIBGGJiYkkCGugJCQkoFWrVvTvJSUlOHv2LHg8Hh4/fsxp+r4h0+yDMOF6qrqpPCZ5al9fX0yZMoXu1hFw6tQprF+/HiEhIUqfc10agmq/IvTr1w/Hjx+n7WIEnDhxghTXNgIoihL7cKGqesq3b9+KNZEWwOQ7xMZ2SVj1GwDy8vJEfleVAf379+9x5coV8Hg8XL16FaampiKBCRcMHz4cX375JZYvX45BgwZBQ0MD58+f5/SYAkgtZuOkVatWqKiowMWLFxETE4P09HS8efMGu3bt4tRhoaHT7IMwtqm8R48eYdeuXfW2Ozo6qiQAA4CxY8di7NixtGr/oUOHUFhYiJ9++kktqv1M8fLywpIlSxATEyPSHVldXY2goCA1z44gC11dXWRkZNTrkMvIyFCJB2hubi5+/vlnidY9sop42dou1ZVFUPWDw40bN8Dj8ZCQkIAvv/wSt27dwsWLF8UaeyubFStWIDY2Fj4+PrC1tYWNjQ3nxxRAajEbJytXrkRycjJGjBgBd3d3DB06FFZWVhgyZIi6p6ZWmr1EhZGREUxNTeHv70+n8saMGYOLFy8yGj9u3Dix9ik1NTWwtrZW2dNhXdSh2q8o169fpwu7P/vss3q6YYSGSXJyMlavXg0nJyeRIPrUqVPYvHkz59pRjo6OEnX8cnNz6VIASXBluyRICXK5GmVubo6PPvoI33zzDcaOHQtdXV1YWlqqJBUpzPPnz8Hn88Hn8/H06VMsXboUVlZWnNrHCGyHhC2HgP9qMdPS0jg7NkFxHBwcUFNTA0dHR9ja2sLAwECue21TpdkHYRcuXACfz8etW7foVN7atWsZX8z8/f3x9u1beHl50bpA5eXl2LhxI3R0dFSWkmBCc9GuIqiO/Px8kXRe79694ebmphKxXWlB2KhRoxAfHy91vDJtl8SlBH/99VfG4+XF398fFy9eRJ8+fWBnZ4cxY8bA3t5erTe0hw8f0n5+6nr4JDRsHj9+TH9H9PT0kJWVBR6P12yL8gEShNEoasBdXV2Nbdu2ISoqiq4ve/nyJSZOnIjvvvsO2traqpg+I6TdtAgEeXn58qXKPQqFuXLlisTz08LCQqb444QJE3D06FGxtkvffPMN4uLiZM5BXErwwoULKkkJUhSFv/76C3w+HwkJCSgtLYW/vz8sLCxUkg5mgqurK44dO6bU16ysrMSRI0fw7NkzGBoawtnZGZqazb6yptFx79498Hg8xMXFwcDAAEePHlX3lNQCCcLEIC6VJ4nU1FSYmJigoqIC//zzDwDgk08+UclFWF7IShhBmQh/n5YuXYqdO3eqeUb/wWQl7NixYzh+/LhY2yVnZ2d88803Usc3lJQgUPswKFiJu3LlCv766y+Vz0EcXDz4LV++HJqamjA1NcWff/6Jjz76qEFlHAjyUV1djd27dzda70e2kMcHMYgz4JaEj48PTp48iVatWonVvCIQmirCz2/Pnz9X+fH9/PzEFmJTFIWSkhKZ411dXdGlSxfs2LFDpDty0aJFjGyXrK2tcfHiRZw5cwYtW7bEmDFj1FYYrqWlRbsXCMu7qDs45uL9ePz4Me2dOWnSJEyePFnpxyAon7KyMkRERCA3NxeWlpYYMWIEIiIisH///mZ97yRBWDOCLHoSlIm0LjVVIE2Ti6leFxvbpbVr18LLy4tOCW7ZsgWlpaWIjY1Va0pQWItJHcEx1winHkkasvGwevVqdOjQASYmJjhx4gR2794NiqKwa9cuGBsbq3t6aoOkI1liamoqtQtMFdY7b9++haamJq1A/OTJE3qZXti2qKioiFPRWELzQlqXmoaGBm7duqWWeTHtTpS0kiZA3hRXdXU1EhMTwefzG0xKUN0lCFykIwXfOwAi3z11f+8I0rG3t6dXMN+/fw8zMzPEx8c3Cp9gLiGPESz54IMPFPKtUyYCA98ePXrgn3/+wTfffAN7e3tcvnwZd+/excqVKwFwq9pPaH40JMcARQRLhVfLdu7ciaVLl7Kag5aWFiwtLdGjR48G1ZCjCl6/fo3k5GR07dpV5H3dvHmz0o/VkL53BOYIr1q2bNkSBgYGzT4AA0gQxpo2bdpwalbLhJKSEvTo0QMAcPLkSdja2mLdunWoqqqCs7MzHYQRCE0NNoKlwtY/hw4dkmgFJImMjAxs3rwZr169wpgxY+Dm5gY/Pz/cvn1b7Q9mArhKdCxYsAArV65E37598erVKzg5OaFfv3549uwZXFxcMHPmTABA3759OTk+ofGRnp4u4q8r8Ntt7iuYJAhjyccff6zuKYhw/fp1zJ07FwCgra1NFKQJTRbh7kRPT0+6O1GRzmRFzpN169ZhypQpMDExQWJiIhwdHeHo6IjAwECVP+FXV1cjMzMTH374oYjl0qpVqzg53osXL+gAKyoqCsOHD8fmzZtRVlaGKVOm0EEYgSDAyMiISCSJgQRhLLG3txdRzNfQ0ICenh6MjIygq6urkjkYGhpi06ZN+PDDD/Hs2TOMGDECABh1iBEIjRV1dydWVVXRnrG9evVCeHh4PSsjrvD29oa7uzv69OmD0tJSuLq6omXLligqKsKaNWtgZ2cHAJxZlgmnlpKSkmj/V11dXbRo0YKTYxIaN2RBQDwkCGOJOC2ioqIiPHjwAP7+/iqx4NmwYQPCw8Px4sUL7N+/n14JePToUYNJixAIyoZtd+KAAQPoG0NFRYVIqoRJeqSyslLEQFxbW1vkdy69JG/evAlfX18AwB9//IEePXogODgYeXl5mDdvHh2EcUXXrl3x22+/wcDAAPfv38fIkSMB1L6P79694/TYhMZJQUEBDhw4IHH/rFmzVDibhgMJwliyceNGsduzs7OxfPlyhf3n5OHmzZuYP39+ve0DBw5s9r5chKaNhoYGhg4diqFDh4oIlvr4+MjsTkxJSWF17M6dO4uc/506daJ/Z2IgzgZBJzQAXLt2DePHj6fnpAr8/f2xY8cOXLt2Ddu3b0f79u0B1IpXC1YHCQRhampq8ObNG3VPo8FBgjCO6Natm8qeCH19ffHDDz9g1KhR9Laamhp4eXkhLy9PJXMgEFRNWVmZSMpfWLD08ePHnB//t99+4/wYkmjXrh0uX76MLl264NatW/D39wcAvHv3TkSslStevXoFHx+feikmQUBMINSlc+fOzVYVXxokec8Rjx8/Vlmb+t69e/Hzzz/TprmVlZVYtGgRqqurVaJTRiCoA3d3d/rnGTNmiOzjqiC9LtnZ2SgsLARQuwq0b98+XLhwgfPj+vr64vDhw/Dy8oKXlxe9ApaUlCTyMMYVa9euxZAhQzBr1iz8+uuvuHLlCsrKyjg/LqHxQiRJxUPEWlmycOHCetuKi4uRl5eHLVu2YMCAASqZx7///os5c+Zg2rRpiI6OxhdffAEvLy+VHJtAUAfCQqB1RUFVYVYfFBSEU6dOQUNDAzY2NkhKSsLgwYNx+/ZtGBkZYe3atZweHwAKCwvxwQcfcH4ccbx9+xZ37txBSkoKUlJScPfuXXTq1AkDBw7E+vXr1TInQsOFiIWLh6QjWVK38F1DQwMdOnRAcXExoqOjVRKEpaWlAah9+v/+++8xfPhwODg40Nu5LBAmENSFNNskVXRixcbGIjY2FhUVFRg1ahSuXr2K1q1b4927d3B0dOT02JcuXYKXlxc0NTXRokUL/PLLL3Rjgapo3bo1hgwZgi+++AL9+/fHzZs3cfr0aSQmJqp0HoTGAQnAxEOCMJYIC7Xev38fMTExOHv2LLp16wZra2uVzOHnn3+mf+7bty/y8/PpbVwXCBMI6kLQbUVRlEjnFUVRdIqQS3R0dKCtrQ1tbW188skndFeysIUYV2zfvh0RERHo3bs3bt++jS1btuDw4cOcHlOYmJgYpKSkID09Hdra2nQgFhkZqbLmAAKhKUCCMJZkZWWBz+eDx+NBT08PNjY2oChKpUW76iwQJhDUhYuLC91tJfwzAEyePJnz45eUlODcuXOgKAplZWW0XiBFUSgtLeX02JqamujduzcAoH///irvOvP29kbPnj0xZcoUmJqaomfPnio9PoHQVCA1YSwxMjKCqakp/P398emnnwIAxowZo3JpiIKCAkRERODRo0cAgM8++wxubm4i6tkEAkF5/PDDD1L3S5KvUQbm5uYiukoHDhwQ+Z1rzaX3798jIyODrgfLyspC586dYWJiAhMTE5XoIxIITQEShLHkwoUL4PP5uHXrFkaOHAlbW1usXbsWly5dUtkcbt68iVWrVmHixIl0/VdaWhpOnTqFLVu2YNCgQSqbC4GgKjZs2CB1/48//qiimaieoKAgqftVLQWQn5+PuLg4HDp0CC9evCAm2wQCQ0gQpiTKy8tx8eJF8Pl8XL9+HQ4ODrCysuLMNkQYFxcXrF+/Hv/73/9Etqenp8Pb21slgrEEgqo5efIk/fPOnTuxdOlSkf3yGnLLizT1b0B9CuB37tzBl19+yekxhFfBUlJSUF1djQEDBsDExAQDBw7EF198wenxCYSmAqkJUxJt2rSBvb097O3tUVxcjLi4OISFhakkCCsrK6sXgAGAsbExUSgmNFmEg6xDhw5xHnTVpSGdW48ePQKPxwOfz0e7du0QFRXF6fF++OEHDBo0CObm5li+fDk++ugjTo9HIDRVSBDGAR06dICrqytcXV1VcjyKolBcXIwOHTqIbC8qKkJNTY1K5kAgqBN1mANLS/kdPHiQ8+O/ePGCbgrS0tJCdnY2/vjjD3z88cecHzs8PBzt2rUTu+/ly5ckKCMQGEIU85sAM2fOxOzZs3Hjxg2UlZWhrKwMf/31F+bNm4eZM2eqe3oEQrOD6yDM1dUVCxYswLt377Bz505ERUWhbdu2KgnAAGD69On0z3XdChYvXqySORAITQGyEtYEcHV1RZcuXbBjxw6R7shFixbB0tJSzbMjELhhwIAB9ApYRUUFLVZKURQ0NDRw69Yttc2N61JbfX195ObmoqCgAIWFhejRo4dKVwOF/3/FxcUS9xEIBOmQIKyJIDAuJhCaCykpKeqegkS4DoiCg4NRWlqKc+fOISgoCE+fPkVpaalKivIB9bsVEAhNBRKENRESEhIQFhaGzMxMAECfPn0wb948WFhYqHlmBELTRHglThiKolBZWcn58du1awdnZ2c4OzsjPz8fZ86cQUBAAHJycpCQkMDpsdXtVkAgNBWIREUT4Pjx4zh69ChWr15Nt4bfvXsXW7duxeTJk1XWIEAgENRPdnY2unXrxukxGppOGYHQWCFBWBPAxsYGkZGR9QxSX79+jalTp+LMmTNqmhmBQOCChQsXSt0fGhqqopkQCAQ2kHJFUtgAAAZ0SURBVHRkE4CiKLEO9Xp6emqYDYFA4JrU1FR07doVtra26N+/v8qL4aWthGloaJAOSQKBISQIawLo6uoiIyMDRkZGItszMjLQtm1bNc2KQCBwxdWrV3H16lVaJ8zCwgJ2dnbo06ePSo7fpk2betvKy8vxxx9/oKioiARhBAJDSDqyCZCcnIzVq1fDycmJ9o68d+8eTp06hc2bN8PU1FTNMyQQCFxRVVUFHo+HzZs3Y8mSJZg2bZpKj19WVobw8HD8/vvvmDBhAmbPng19fX2VzoFAaKyQIKyJkJeXh8jISFonrHfv3nBzc0Pnzp3VPDMCgcAFVVVViI+PB4/HQ3Z2NiwtLTFp0iR8+OGHKjl+UVERDhw4gJiYGEycOBHTp0+v59pBIBCkQ4KwJkphYSH09PSIZg+B0ATx9PREZmYmzM3NYWtri759+6r0+Js2bcL58+fh4uICNzc3UvZAICgICcKaAKmpqdi6dSs6dOgADw8PeHp64vXr16ipqcGmTZtgbm6u7ikSCAQlYmRkhNatWwMQFUdVlVuAkZERtLW10bJlS7Ucn0BoKpAgrAng5OSEFStWoLS0FN7e3ggLC4OJiQkeP36MlStX4tSpU+qeIoFAIBAIhDoQA+8mwPv372FmZoYJEyagU6dOMDExAVBbF0YgEAgEAqFhQoKwJkCLFv99jK1atRLZR2rCCAQCgUBomJB0ZBPA2NgYrVu3pj3rBIEYRVGoqqpCWlqammdIIBAIBAKhLiQIIxAIBAKBQFADJB1JIBAIBAKBoAZIEEYgEAgEAoGgBkgQRiAQGh15eXn47rvvMHbsWDg5OWHevHnIysoS+7clJSWIiIhQ8QwJBAJBNiQIIxAIjQqKorBkyRIMHjwYFy5cQFRUFFauXImCggKxf19SUoIjR45wPq93795xfgwCgdC00FT3BAgEAkEerl+/Dk1NTUyZMoXeZmRkhDdv3mDGjBkoKSnBu3fv8O2332Ls2LHYunUrnj17BgcHBwwfPhxr1qzB3r17cebMGVRVVcHKygrLli0DAOzatQvR0dH44IMP0LVrV3z++eeYM2cO0tPT8dNPP+Ht27f45JNPEBAQgA4dOsDd3R1GRka4efMmLC0tERUVhbNnz0JLSwtlZWX4+uuv6d8JBAKhLiQIIxAIjYrMzEx8/vnn9bbr6Ohg165d0NXVRWFhIVxdXTFmzBisXLkSmZmZOH36NADgypUr+Oeff/D777+DoigsWrQIf//9N3R0dHDu3DlER0ejuroaTk5O9HE8PT2xbt06DB48GDt27EBQUBDWrl0LAKiurkZUVBQAIDs7GwkJCRg7diz4fD7GjRtHAjACgSAREoQRCIQmAUVR2LZtG/7++2+0aNECubm5yM/Pr/d3V69exdWrV+Ho6AgAKC8vx9OnT/HmzRuMGTMGOjo60NHRwejRowEApaWlKC0txeDBgwEAEydOxLfffku/no2NDf3zpEmTsHfvXowdOxZRUVHw8/Pj8r9MIBAaOSQIIxAIjYo+ffrg7Nmz9bbHxMSgsLAQUVFR0NLSgqWlJSorK+v9HUVRmD9/Pr755huR7QcPHlRoPgIjbQAYNGgQfHx88Ndff+H9+/fo27evQq9JIBCaB6Qwn0AgNCqGDh2KqqoqHDt2jN6WkZGBly9fQl9fH1paWrh+/Tqys7MBAG3btsWbN2/ovzUzM8Mff/xBb8vNzUVBQQEGDhyIy5cvo7KyEm/evEF8fDwAoF27dmjfvj2Sk5MBAKdPn8ZXX30lcX6Ojo5YuXIlnJyclP1fJxAITQyyEkYgEBoVGhoaCAoKQkBAAMLCwqCjo4Nu3bphyZIl8Pf3h729Pfr164devXoBAPT09DBw4EDY2dlh5MiRWLNmDR4/fkyvhLVp0wZbtmzBl19+CUtLS3z99dfQ19dH37590a5dOwDApk2b6ML87t27Y+PGjRLnZ29vj19++QV2dnbcvxkEAqFRQ2yLCAQC4f958+YN2rZti7dv38LNzQ1+fn5imwCkERcXh4sXL2LLli0czZJAIDQVyEoYgUAg/D/e3t549OgRKisrMXHiRLkDMD8/P/z555/Ys2cPRzMkEAhNCbISRiAQCAQCgaAGSGE+gUAgEAgEghogQRiBQCAQCASCGiBBGIFAIBAIBIIaIEEYgUAgEAgEghogQRiBQCAQCASCGiBBGIFAIBAIBIIa+D/TdLmDcURk5AAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "grp=df.groupby('Category')\n",
        "z=grp['Reviews'].agg(np.mean)\n",
        "plt.figure(figsize=(10,6))\n",
        "plt.plot(z , 'r--' , color='b')\n",
        "plt.xticks(rotation=90)\n",
        "plt.xlabel('Category')\n",
        "plt.ylabel('Reviews')\n",
        "plt.title('Category wise Reviews')"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Inference: We can see that Communication , Social And Games are mostly review by users"
      ],
      "metadata": {
        "id": "F89ts-f9-Pwz"
      }
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mvyHeXtveS-O"
      },
      "source": [
        "#**Category Vs Installs**"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 537
        },
        "id": "s5UdQ8queeDK",
        "outputId": "272a288c-cafe-4394-d184-6ce44c666ef3"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Category wise Installs')"
            ]
          },
          "metadata": {},
          "execution_count": 55
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "grp=df.groupby('Category')\n",
        "w=grp['Installs'].agg(np.mean)\n",
        "plt.figure(figsize=(10,6))\n",
        "plt.plot(w , 'r--' , color='y')\n",
        "plt.xticks(rotation=90)\n",
        "plt.xlabel('Category')\n",
        "plt.ylabel('Installs')\n",
        "plt.title('Category wise Installs')"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Inference:\n",
        "The Most installs application are as follows communication , social , video player etc."
      ],
      "metadata": {
        "id": "9QPQL1Ty1cg2"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "#**Most Popular Apps**"
      ],
      "metadata": {
        "id": "i9r-OtNf17QK"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "O5fMIm3PPt-A",
        "outputId": "72dec42e-789c-46d2-9ae5-3dc7acbc47e3"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                     App       Category  Rating     Reviews  Size  \\\n",
              "2544            Facebook         SOCIAL     4.1  78158306.0   NaN   \n",
              "3943            Facebook         SOCIAL     4.1  78128208.0   NaN   \n",
              "381   WhatsApp Messenger  COMMUNICATION     4.4  69119316.0   NaN   \n",
              "336   WhatsApp Messenger  COMMUNICATION     4.4  69119316.0   NaN   \n",
              "3904  WhatsApp Messenger  COMMUNICATION     4.4  69109672.0   NaN   \n",
              "\n",
              "          Installs  Type  Price Content Rating         Genres    Last Updated  \\\n",
              "2544  1.000000e+09  Free    0.0           Teen         Social  August 3, 2018   \n",
              "3943  1.000000e+09  Free    0.0           Teen         Social  August 3, 2018   \n",
              "381   1.000000e+09  Free    0.0       Everyone  Communication  August 3, 2018   \n",
              "336   1.000000e+09  Free    0.0       Everyone  Communication  August 3, 2018   \n",
              "3904  1.000000e+09  Free    0.0       Everyone  Communication  August 3, 2018   \n",
              "\n",
              "             Current Ver         Android Ver  \n",
              "2544  Varies with device  Varies with device  \n",
              "3943  Varies with device  Varies with device  \n",
              "381   Varies with device  Varies with device  \n",
              "336   Varies with device  Varies with device  \n",
              "3904  Varies with device  Varies with device  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-c1e0aa7f-e915-4bb7-b770-a3c2a84e5355\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>App</th>\n",
              "      <th>Category</th>\n",
              "      <th>Rating</th>\n",
              "      <th>Reviews</th>\n",
              "      <th>Size</th>\n",
              "      <th>Installs</th>\n",
              "      <th>Type</th>\n",
              "      <th>Price</th>\n",
              "      <th>Content Rating</th>\n",
              "      <th>Genres</th>\n",
              "      <th>Last Updated</th>\n",
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              "      <th>Android Ver</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2544</th>\n",
              "      <td>Facebook</td>\n",
              "      <td>SOCIAL</td>\n",
              "      <td>4.1</td>\n",
              "      <td>78158306.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1.000000e+09</td>\n",
              "      <td>Free</td>\n",
              "      <td>0.0</td>\n",
              "      <td>Teen</td>\n",
              "      <td>Social</td>\n",
              "      <td>August 3, 2018</td>\n",
              "      <td>Varies with device</td>\n",
              "      <td>Varies with device</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3943</th>\n",
              "      <td>Facebook</td>\n",
              "      <td>SOCIAL</td>\n",
              "      <td>4.1</td>\n",
              "      <td>78128208.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1.000000e+09</td>\n",
              "      <td>Free</td>\n",
              "      <td>0.0</td>\n",
              "      <td>Teen</td>\n",
              "      <td>Social</td>\n",
              "      <td>August 3, 2018</td>\n",
              "      <td>Varies with device</td>\n",
              "      <td>Varies with device</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>381</th>\n",
              "      <td>WhatsApp Messenger</td>\n",
              "      <td>COMMUNICATION</td>\n",
              "      <td>4.4</td>\n",
              "      <td>69119316.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1.000000e+09</td>\n",
              "      <td>Free</td>\n",
              "      <td>0.0</td>\n",
              "      <td>Everyone</td>\n",
              "      <td>Communication</td>\n",
              "      <td>August 3, 2018</td>\n",
              "      <td>Varies with device</td>\n",
              "      <td>Varies with device</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>336</th>\n",
              "      <td>WhatsApp Messenger</td>\n",
              "      <td>COMMUNICATION</td>\n",
              "      <td>4.4</td>\n",
              "      <td>69119316.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1.000000e+09</td>\n",
              "      <td>Free</td>\n",
              "      <td>0.0</td>\n",
              "      <td>Everyone</td>\n",
              "      <td>Communication</td>\n",
              "      <td>August 3, 2018</td>\n",
              "      <td>Varies with device</td>\n",
              "      <td>Varies with device</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3904</th>\n",
              "      <td>WhatsApp Messenger</td>\n",
              "      <td>COMMUNICATION</td>\n",
              "      <td>4.4</td>\n",
              "      <td>69109672.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>1.000000e+09</td>\n",
              "      <td>Free</td>\n",
              "      <td>0.0</td>\n",
              "      <td>Everyone</td>\n",
              "      <td>Communication</td>\n",
              "      <td>August 3, 2018</td>\n",
              "      <td>Varies with device</td>\n",
              "      <td>Varies with device</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "    }\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-c1e0aa7f-e915-4bb7-b770-a3c2a84e5355 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-c1e0aa7f-e915-4bb7-b770-a3c2a84e5355');\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": 56
        }
      ],
      "source": [
        "highly_reviewd_app = df.sort_values(by=['Reviews'],ascending = False).head(25)\n",
        "highly_reviewd_app.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tQ64xINsddTX",
        "outputId": "8dcfb836-5220-4a38-bb62-d2a4385bbd0a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(25, 13)"
            ]
          },
          "metadata": {},
          "execution_count": 57
        }
      ],
      "source": [
        "highly_reviewd_app.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 546
        },
        "id": "KXae0kDIcAfp",
        "outputId": "31df5fc2-2538-461b-9c9e-ec7aab94992b"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(10 ,5))\n",
        "plt.xticks(rotation= 90)\n",
        "plt.xlabel('Top_Reviewed_Apps')\n",
        "plt.ylabel('No. of user reviews')\n",
        "plt.title('Popular Apps')\n",
        "sns.barplot(x=highly_reviewd_app.App, y=highly_reviewd_app.Reviews)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#**Analysis Of User Review Data**"
      ],
      "metadata": {
        "id": "eHlckih12vA2"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_review.head()"
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        "id": "9krhG9OLGzwE",
        "outputId": "d3b4a53e-3c35-4ec0-96ef-8141f5bbeb3f"
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      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                     App                                  Translated_Review  \\\n",
              "0  10 Best Foods for You  I like eat delicious food. That's I'm cooking ...   \n",
              "1  10 Best Foods for You    This help eating healthy exercise regular basis   \n",
              "2  10 Best Foods for You                                                NaN   \n",
              "3  10 Best Foods for You         Works great especially going grocery store   \n",
              "4  10 Best Foods for You                                       Best idea us   \n",
              "\n",
              "  Sentiment  Sentiment_Polarity  Sentiment_Subjectivity  \n",
              "0  Positive                1.00                0.533333  \n",
              "1  Positive                0.25                0.288462  \n",
              "2       NaN                 NaN                     NaN  \n",
              "3  Positive                0.40                0.875000  \n",
              "4  Positive                1.00                0.300000  "
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              "    <tr>\n",
              "      <th>2</th>\n",
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              "      <td>NaN</td>\n",
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              "      <th>3</th>\n",
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              "      <td>Positive</td>\n",
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              "      <th>4</th>\n",
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              "      <td>Best idea us</td>\n",
              "      <td>Positive</td>\n",
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              "                                                     [key], {});\n",
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              "\n",
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              "  "
            ]
          },
          "metadata": {},
          "execution_count": 59
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    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "ZDKjwLfFfVSD"
      },
      "outputs": [],
      "source": [
        "#Drop missing data\n",
        "df_review.dropna(inplace= True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "5QpUoVU2gDX4"
      },
      "outputs": [],
      "source": [
        "#Drop the column \n",
        "df_review.drop(\"Translated_Review\",axis= 1, inplace= True)"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Rename the remaining column \n",
        "df_review.columns = [\"App\", \"Sentiment\", \"polarity\", \"subjectivity\"]\n",
        "df_review"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "xJTmLdy7IQiy",
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      "execution_count": null,
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          "data": {
            "text/plain": [
              "                                  App Sentiment  polarity  subjectivity\n",
              "0               10 Best Foods for You  Positive  1.000000      0.533333\n",
              "1               10 Best Foods for You  Positive  0.250000      0.288462\n",
              "3               10 Best Foods for You  Positive  0.400000      0.875000\n",
              "4               10 Best Foods for You  Positive  1.000000      0.300000\n",
              "5               10 Best Foods for You  Positive  1.000000      0.300000\n",
              "...                               ...       ...       ...           ...\n",
              "64222  Housing-Real Estate & Property  Positive  0.173333      0.486667\n",
              "64223  Housing-Real Estate & Property  Positive  0.225000      0.447222\n",
              "64226  Housing-Real Estate & Property  Negative -0.287500      0.250000\n",
              "64227  Housing-Real Estate & Property  Positive  0.800000      1.000000\n",
              "64230  Housing-Real Estate & Property  Negative -0.316667      0.400000\n",
              "\n",
              "[37427 rows x 4 columns]"
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              "                                                     [key], {});\n",
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              "\n",
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            ]
          },
          "metadata": {},
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#shape before removing duplicates\n",
        "df_review.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "cpdVPpwkJd7f",
        "outputId": "c8108405-c094-4094-831c-248e3fdde989"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(37427, 4)"
            ]
          },
          "metadata": {},
          "execution_count": 63
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(df_review[df_review.duplicated()])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "nBR9VdRSS2oP",
        "outputId": "fb631bf5-134f-4084-f809-1eb6ebf2efd8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "12343"
            ]
          },
          "metadata": {},
          "execution_count": 64
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#list of all duplicates values\n",
        "duplicate_review = df_review[df_review.duplicated(keep = 'last')]\n",
        "print(duplicate_review)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rtBCt2AWTvxI",
        "outputId": "aa26f2c4-816c-4e6f-ab18-ff57b5bbd51b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                                  App Sentiment  polarity  subjectivity\n",
            "0               10 Best Foods for You  Positive      1.00      0.533333\n",
            "1               10 Best Foods for You  Positive      0.25      0.288462\n",
            "3               10 Best Foods for You  Positive      0.40      0.875000\n",
            "4               10 Best Foods for You  Positive      1.00      0.300000\n",
            "5               10 Best Foods for You  Positive      1.00      0.300000\n",
            "...                               ...       ...       ...           ...\n",
            "64179  Hotwire Hotel & Car Rental App   Neutral      0.00      0.000000\n",
            "64188  Hotwire Hotel & Car Rental App   Neutral      0.00      0.000000\n",
            "64199  Housing-Real Estate & Property  Negative     -0.50      0.200000\n",
            "64200  Housing-Real Estate & Property   Neutral      0.00      0.000000\n",
            "64205  Housing-Real Estate & Property   Neutral      0.00      0.000000\n",
            "\n",
            "[12343 rows x 4 columns]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Remove duplicates and save as new DataFrame\n",
        "df_new_reviews = df_review.drop_duplicates()\n",
        "df_new_reviews.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zKCUPnnrUSxC",
        "outputId": "2e7e84e8-e79f-4445-8b11-525d1d9e14c4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(25084, 4)"
            ]
          },
          "metadata": {},
          "execution_count": 66
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_new_reviews.isnull().sum()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TLxHToD8eEv-",
        "outputId": "7c450dec-7095-497c-d264-1702133e9320"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "App             0\n",
              "Sentiment       0\n",
              "polarity        0\n",
              "subjectivity    0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 67
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_new_reviews.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "HTzKTYNaVJ1A",
        "outputId": "37d05247-96dd-4d46-f872-8538e86118f4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           polarity  subjectivity\n",
              "count  25084.000000  25084.000000\n",
              "mean       0.189794      0.538103\n",
              "std        0.355776      0.220541\n",
              "min       -1.000000      0.000000\n",
              "25%        0.000000      0.403700\n",
              "50%        0.189167      0.540000\n",
              "75%        0.416667      0.666667\n",
              "max        1.000000      1.000000"
            ],
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>polarity</th>\n",
              "      <th>subjectivity</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>25084.000000</td>\n",
              "      <td>25084.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>0.189794</td>\n",
              "      <td>0.538103</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.355776</td>\n",
              "      <td>0.220541</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>-1.000000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.403700</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>0.189167</td>\n",
              "      <td>0.540000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>0.416667</td>\n",
              "      <td>0.666667</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
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              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "        \n",
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              "  </svg>\n",
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              "      \n",
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              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      padding: 0 0 0 0;\n",
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              "    }\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",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-085283e1-dd7f-40a8-9e4f-a5c18661e4c6 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-085283e1-dd7f-40a8-9e4f-a5c18661e4c6');\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",
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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 68
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#**Percentage of review sentiments**"
      ],
      "metadata": {
        "id": "s9U6lrjg13YV"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10,8))\n",
        "labels=['Positive', 'Neutral', 'Negative']\n",
        "pd.value_counts(df_new_reviews[\"Sentiment\"]).plot(kind='pie', autopct= '%1.2f%%', shadow= True, explode=[0.0, 0.05, 0.08] ,startangle=45 ,labels= labels)\n",
        "plt.legend()\n",
        "plt.title(\"sentiment data across database\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 482
        },
        "id": "tMdofvsgmqyg",
        "outputId": "013c63aa-3a37-4e38-d47c-9ce33d87fbe6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Inference: From the above pie chart we can see Positive sentiment upto 70% , Neutral upto 25% appro. remaining is Negative"
      ],
      "metadata": {
        "id": "j-gKa9hQ5IbK"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "#**Proportionality of Subjectivity and Polarity**"
      ],
      "metadata": {
        "id": "Gi8DeTRx2Vs-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#merging dataframes on apps\n",
        "merged_df= df.merge(df_new_reviews, on=\"App\")"
      ],
      "metadata": {
        "id": "19JfFTBAqigv"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "subjectivity_polarity= merged_df.groupby(['Category'])['polarity', 'subjectivity'].mean().reset_index().rename(columns={'subjectivity' : 'subjectivity_avg', 'polarity':'polarity_avg'})\n"
      ],
      "metadata": {
        "id": "eVJIR5ukscKg",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "3f508c21-7c29-42c1-9d1e-a47f3c82aec4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:1: FutureWarning: Indexing with multiple keys (implicitly converted to a tuple of keys) will be deprecated, use a list instead.\n",
            "  \"\"\"Entry point for launching an IPython kernel.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "merged_df['subjectivity'] = merged_df['subjectivity'].abs()"
      ],
      "metadata": {
        "id": "CWCJPM9pypCU"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "merged_df['polarity'] = merged_df['polarity'].abs()"
      ],
      "metadata": {
        "id": "9bN7OEL8zDZI"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,8))\n",
        "sns.scatterplot(merged_df['subjectivity'], merged_df['polarity'])\n",
        "plt.title('polarity subjectivity')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 568
        },
        "id": "0bDNPNdWvJOB",
        "outputId": "2644b795-d23b-40cf-da0c-c0e55e0b010d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
            "  FutureWarning\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
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        "#**SUMMARY**\n",
        "Play store app Review Analysis project was done by group of 5 members – Rahul Gaykwad,Rutuja Hingankar,Narayan Borde,Prashik Ingle and Rohit Meshram. In this project we got 2 different csv files as an input. The Csv files are play store data.csv and reviews.csv\n",
        "\n",
        "So, We decided to divide these 2 csv files among 5 and start exploring dataset. I worked on  play store data.csv\n",
        "\n",
        "**Rohit Meshram** :\n",
        "I downloaded the project first work individually gaining insights doing some eda etcs After doing some random EDAs.I gained some confidence.I took play store data.csv The very first problem that I faced on lots of missing values in categary , rating, price,size and install.missing value show in  boxpolt and hist. caluating all unique values. drop the unrelevent data. repalce str to float in category,Reviews,Size,Price and Installs \n",
        "\n",
        "**Rahul Gayakwad** :\n",
        "When I start to exploring play store data.csv file, then I found null values in columnus such as: rating,size ,current android version ,update version . we fill that null values with nan and using the threshold we set limit for data then drop threshold .null values are present in rating,type, android version cuurent version and type. for easy analysis  we convert str data into float \n",
        "\n",
        "**Rutuja Hingankar**:\n",
        "Initially I started with looking at each database available to us for play store project. I went through various columns available within each of the databases tried to make sense of what all data is available to us. I took ‘review.csv’ and understood that it contained details of each app ,translated review , sentiment ,sentiment popularity and sentiment subjectivety.rename all coloums .some duplicate values present in data  find that value and drop from data set.\n",
        "\n",
        "**Prashik Ingle**:\n",
        "I work on Exploratory Data Analysis,firstly  we compare  categpry with number of app. From this plotting we know that most of the apps in the play store are from the categories of 'Family', 'Game' and Tools.\n",
        "From this distribution plotting, it implies that most of the apps in the Play Store are having rating higher than 4 or 4.7\n",
        "\n",
        "**Narayn Borde**:\n",
        "I work on Exploratory Data Analysis,firstly we compare category with rating ,price review and install sentiment subjectivity is not always proportional to sentiment polarity but in maximum number of case, shows aproportional behavior, when variance is too high or low.There are more numbers of positive reviews of the apps in which facebook, instagram, whatsapp messanger are the most review apps.\n"
      ]
    },
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      "source": [
        "#**CONCLUSIONS**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xiWMzFSl17WD"
      },
      "source": [
        "In this project of play store app review analysis we've drawn many intersting inferences and some  great results, here's a conclusion of few of them:\n",
        "\n",
        "\n",
        "1)Maximum number of apps belongs to  the family category and gaming category.\n",
        "\n",
        "2)Most of the apps are free very few apps are paid apps in which family \n",
        "category has the most free and paid apps and social apps like entertainment are almost free.\n",
        "\n",
        "3)The rating is very high  with atleast 75% of the apps in the range 4.0 to 4.7.\n",
        "\n",
        "4)Among all rating of events apps is highest whereas dating apps has lowest rating.\n",
        "\n",
        "5)Communication and social category apps has high reviews.\n",
        "\n",
        "6)Mostly downloaded apps are communication apps.\n",
        "\n",
        "7)Most of the paid apps belongs to finance category.\n",
        "\n",
        "8)There are more numbers of positive reviews of the apps in which facebook, instagram, whatsapp messanger are the most review apps.\n",
        "\n",
        "9)sentiment subjectivity is not always proportional to sentiment polarity but in maximum number of case, shows aproportional behavior, when variance is too high or low.\n",
        "   \n"
      ]
    }
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