kudos_prediction.ipynb

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      "cell_type": "markdown",
      "source": [
        "# Predicting 'kudos' counts based on various metadata on AO3\n",
        "\n",
        "I have scraped and randomly sampled approximately 25% of works published on AO3 in The Scum Villain's Self-Saving System fandom written in English between 01.10.2022 and 30.09.2023.\n"
      ],
      "metadata": {
        "id": "fyCX3oAYVime"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data import"
      ],
      "metadata": {
        "id": "l_IRC_fmeERg"
      }
    },
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      "source": [
        "import matplotlib.pyplot as plt\n",
        "import math\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "from datetime import datetime\n",
        "from collections import Counter\n",
        "from scipy.stats import pointbiserialr\n",
        "from sklearn.linear_model import LinearRegression\n",
        "from sklearn.ensemble import GradientBoostingRegressor\n",
        "from sklearn.feature_selection import SelectKBest, f_regression\n",
        "from sklearn.ensemble import RandomForestRegressor\n",
        "from sklearn.preprocessing import LabelEncoder, MultiLabelBinarizer\n",
        "from sklearn.metrics import mean_absolute_error, mean_squared_error, r2_score\n",
        "from sklearn.model_selection import cross_val_score, learning_curve, train_test_split"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = pd.read_csv('year_of_fandom.csv')"
      ],
      "metadata": {
        "id": "Sn1dTmOTECjp"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data cleaning and preprocessing"
      ],
      "metadata": {
        "id": "BrUh7bL_eQA9"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Overview of the data: NaN counts and data types**"
      ],
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        "id": "FgYFVXPPn2BC"
      }
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    {
      "cell_type": "code",
      "source": [
        "# Create a dictionary with column names, NaN counts, data types for easy viewing\n",
        "data = {\n",
        "    'Column': df.columns,\n",
        "    'NaN Count': [df[col].isna().sum() for col in df.columns],\n",
        "    'Dtype': df.dtypes\n",
        "}\n",
        "\n",
        "# Create a DataFrame from the dictionary\n",
        "result_df = pd.DataFrame(data)\n",
        "result_df.reset_index(drop=True, inplace=True)\n",
        "\n",
        "result_df"
      ],
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      "execution_count": null,
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            "text/plain": [
              "               Column  NaN Count   Dtype\n",
              "0             Work ID          0   int64\n",
              "1                 URL          0  object\n",
              "2               Title          0  object\n",
              "3             Authors          0  object\n",
              "4             Fandoms          0  object\n",
              "5            Language          0  object\n",
              "6            Warnings          0  object\n",
              "7             Ratings          0  object\n",
              "8          Categories          0  object\n",
              "9          Characters         30  object\n",
              "10      Relationships         53  object\n",
              "11               Tags         14  object\n",
              "12              Words          0   int64\n",
              "13     Date Published          0  object\n",
              "14       Date Updated          0  object\n",
              "15           Chapters          0  object\n",
              "16           Comments          0   int64\n",
              "17              Kudos          0   int64\n",
              "18          Bookmarks          0   int64\n",
              "19               Hits          0   int64\n",
              "20        Collections          0   int64\n",
              "21  Completion Status          0  object"
            ],
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              "      <th>10</th>\n",
              "      <td>Relationships</td>\n",
              "      <td>53</td>\n",
              "      <td>object</td>\n",
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              "      <th>11</th>\n",
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              "      <th>12</th>\n",
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              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>Date Published</td>\n",
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              "      <td>object</td>\n",
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              "      <th>14</th>\n",
              "      <td>Date Updated</td>\n",
              "      <td>0</td>\n",
              "      <td>object</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>Chapters</td>\n",
              "      <td>0</td>\n",
              "      <td>object</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>Comments</td>\n",
              "      <td>0</td>\n",
              "      <td>int64</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>Kudos</td>\n",
              "      <td>0</td>\n",
              "      <td>int64</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>Bookmarks</td>\n",
              "      <td>0</td>\n",
              "      <td>int64</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>Hits</td>\n",
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              "      <td>int64</td>\n",
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              "    <tr>\n",
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              "      <td>int64</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>Completion Status</td>\n",
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          "metadata": {},
          "execution_count": 31
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The dataset is mostly clean, thanks to the scraper handling data cleanup during the collection process. The presence of a few NaN values in columns like 'Characters', 'Relationships', and 'Tags' is expected, as not every work will have them (they're not required and are optional for authors)."
      ],
      "metadata": {
        "id": "s1bisAfBAZFa"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Check the number of rows before\n",
        "df.shape[0]"
      ],
      "metadata": {
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        },
        "id": "ebUKJaokrjal",
        "outputId": "ea70ade5-cf3c-476e-e788-2113097aa6f0"
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          "data": {
            "text/plain": [
              "1021"
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          "metadata": {},
          "execution_count": 32
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    },
    {
      "cell_type": "markdown",
      "source": [
        "**Filtering works based on date range: between 2022-10-01 and 2023-09-30**"
      ],
      "metadata": {
        "id": "rYbWDqz6oISi"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "unknown_count = (df['Date Published'] == 'Unknown').sum()\n",
        "print(f\"Number of rows with 'Unknown' in 'Date Published': {unknown_count}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PU6FpJWdBlu7",
        "outputId": "aefa378c-63a8-48b8-8570-d2630141182a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Number of rows with 'Unknown' in 'Date Published': 4\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The scraper was designed to make an additional request to access each work's individual page to extract the 'Date Published'. In instances where there might have been an issue with retrieving this data, the scraper defaults to labeling the date as \"Unknown\"."
      ],
      "metadata": {
        "id": "GUtxhQP9CYM_"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Filter off \"Unknown\" published dates\n",
        "df = df.dropna(subset=['Date Published'])\n",
        "df = df[df['Date Published'].astype(str) != 'Unknown']"
      ],
      "metadata": {
        "id": "MtGR-zEKGKJE"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Convert the \"Date Published\" and \"Date Updated\" column to datetime type\n",
        "df[\"Date Published\"] = pd.to_datetime(df[\"Date Published\"].copy())\n",
        "df[\"Date Updated\"] = pd.to_datetime(df[\"Date Updated\"].copy())\n",
        "\n",
        "# Define the date range\n",
        "start_date = \"2022-10-01\"\n",
        "end_date = \"2023-09-30\"\n",
        "\n",
        "# Create a mask\n",
        "mask = (df[\"Date Published\"] >= start_date) & (df[\"Date Published\"] <= end_date)\n",
        "\n",
        "# Apply the mask\n",
        "df = df.loc[mask].copy()\n",
        "\n",
        "# Sort by \"Date Updated\"\n",
        "df = df.sort_values(by=\"Date Published\", ascending=True)\n",
        "df.reset_index(drop=True, inplace=True)\n",
        "\n",
        "# Set maximum column width to 50\n",
        "pd.set_option('display.max_colwidth', 50)\n",
        "\n",
        "df.head()"
      ],
      "metadata": {
        "id": "i2o_ie7nE5_m",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 967
        },
        "outputId": "2c1eea99-ad3b-4abb-9c43-4021802a31a0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    Work ID                                         URL  \\\n",
              "0  42064923  https://archiveofourown.org/works/42064923   \n",
              "1  42055590  https://archiveofourown.org/works/42055590   \n",
              "2  42085191  https://archiveofourown.org/works/42085191   \n",
              "3  42078570  https://archiveofourown.org/works/42078570   \n",
              "4  42085296  https://archiveofourown.org/works/42085296   \n",
              "\n",
              "                                Title       Authors  \\\n",
              "0                 The King's Courtesy  AkatsukiShin   \n",
              "1            Shen Qingqiu Hates Cults    Sleepymono   \n",
              "2  Stress Relief Idol, Shang Qinghua!     shoujorei   \n",
              "3       The Sour and the Sweet | 两傻吃醋     Anonymous   \n",
              "4               [ART] Abyss!Shen Yuan           n_m   \n",
              "\n",
              "                                             Fandoms Language  \\\n",
              "0  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "1  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "2  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "3  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "4  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "\n",
              "                                    Warnings                Ratings  \\\n",
              "0                  No Archive Warnings Apply  Teen And Up Audiences   \n",
              "1             Graphic Depictions Of Violence              Not Rated   \n",
              "2  Creator Chose Not To Use Archive Warnings               Explicit   \n",
              "3                  No Archive Warnings Apply  Teen And Up Audiences   \n",
              "4                  No Archive Warnings Apply      General Audiences   \n",
              "\n",
              "  Categories                                         Characters  ...  Words  \\\n",
              "0        M/M                            Shàng Qīnghuá;Mòběi-jūn  ...   3165   \n",
              "1        M/M  Shěn Yuán | Shěn Qīngqiū;Luò Bīnghé;Shàng Qīnghuá  ...   1559   \n",
              "2        M/M  Shàng Qīnghuá;Luò Bīnghé;Yuè Qīngyuán;Liǔ Qīng...  ...   6692   \n",
              "3        M/M                 Original Shěn Qīngqiū;Yuè Qīngyuán  ...  10660   \n",
              "4        Gen                           Shěn Yuán | Shěn Qīngqiū  ...      0   \n",
              "\n",
              "  Date Published  Date Updated Chapters Comments Kudos  Bookmarks  Hits  \\\n",
              "0     2022-10-01    2022-10-01      1/1       15   291         21  1844   \n",
              "1     2022-10-01    2022-10-01      1/2        6   254         28  2618   \n",
              "2     2022-10-02    2022-10-02      1/2       33   168         25  2886   \n",
              "3     2022-10-02    2022-10-02      1/1       31   168         31  1147   \n",
              "4     2022-10-02    2022-10-22      2/2       50   984         46  9997   \n",
              "\n",
              "   Collections  Completion Status  \n",
              "0            0           Complete  \n",
              "1            0         Incomplete  \n",
              "2            0         Incomplete  \n",
              "3            1           Complete  \n",
              "4            0           Complete  \n",
              "\n",
              "[5 rows x 22 columns]"
            ],
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              "      <th></th>\n",
              "      <th>Work ID</th>\n",
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              "      <th>0</th>\n",
              "      <td>42064923</td>\n",
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              "      <td>The King's Courtesy</td>\n",
              "      <td>AkatsukiShin</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
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              "      <td>1/1</td>\n",
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              "      <td>Complete</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>42055590</td>\n",
              "      <td>https://archiveofourown.org/works/42055590</td>\n",
              "      <td>Shen Qingqiu Hates Cults</td>\n",
              "      <td>Sleepymono</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>Graphic Depictions Of Violence</td>\n",
              "      <td>Not Rated</td>\n",
              "      <td>M/M</td>\n",
              "      <td>Shěn Yuán | Shěn Qīngqiū;Luò Bīnghé;Shàng Qīnghuá</td>\n",
              "      <td>...</td>\n",
              "      <td>1559</td>\n",
              "      <td>2022-10-01</td>\n",
              "      <td>2022-10-01</td>\n",
              "      <td>1/2</td>\n",
              "      <td>6</td>\n",
              "      <td>254</td>\n",
              "      <td>28</td>\n",
              "      <td>2618</td>\n",
              "      <td>0</td>\n",
              "      <td>Incomplete</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>42085191</td>\n",
              "      <td>https://archiveofourown.org/works/42085191</td>\n",
              "      <td>Stress Relief Idol, Shang Qinghua!</td>\n",
              "      <td>shoujorei</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>Creator Chose Not To Use Archive Warnings</td>\n",
              "      <td>Explicit</td>\n",
              "      <td>M/M</td>\n",
              "      <td>Shàng Qīnghuá;Luò Bīnghé;Yuè Qīngyuán;Liǔ Qīng...</td>\n",
              "      <td>...</td>\n",
              "      <td>6692</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>1/2</td>\n",
              "      <td>33</td>\n",
              "      <td>168</td>\n",
              "      <td>25</td>\n",
              "      <td>2886</td>\n",
              "      <td>0</td>\n",
              "      <td>Incomplete</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>42078570</td>\n",
              "      <td>https://archiveofourown.org/works/42078570</td>\n",
              "      <td>The Sour and the Sweet | 两傻吃醋</td>\n",
              "      <td>Anonymous</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>No Archive Warnings Apply</td>\n",
              "      <td>Teen And Up Audiences</td>\n",
              "      <td>M/M</td>\n",
              "      <td>Original Shěn Qīngqiū;Yuè Qīngyuán</td>\n",
              "      <td>...</td>\n",
              "      <td>10660</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>1/1</td>\n",
              "      <td>31</td>\n",
              "      <td>168</td>\n",
              "      <td>31</td>\n",
              "      <td>1147</td>\n",
              "      <td>1</td>\n",
              "      <td>Complete</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>42085296</td>\n",
              "      <td>https://archiveofourown.org/works/42085296</td>\n",
              "      <td>[ART] Abyss!Shen Yuan</td>\n",
              "      <td>n_m</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>No Archive Warnings Apply</td>\n",
              "      <td>General Audiences</td>\n",
              "      <td>Gen</td>\n",
              "      <td>Shěn Yuán | Shěn Qīngqiū</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>2022-10-22</td>\n",
              "      <td>2/2</td>\n",
              "      <td>50</td>\n",
              "      <td>984</td>\n",
              "      <td>46</td>\n",
              "      <td>9997</td>\n",
              "      <td>0</td>\n",
              "      <td>Complete</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 22 columns</p>\n",
              "</div>\n",
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              "        document.querySelector('#df-ed619c1c-c034-4a60-a5a6-a3dbee04849b button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
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              "                                                    [key], {});\n",
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              "      --hover-fill-color: #174EA6;\n",
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              "\n",
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              "\n",
              "  .colab-df-quickchart {\n",
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              "    fill: var(--fill-color);\n",
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              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
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              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
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              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
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              "    60% {\n",
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              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
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              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-170968d1-7fa7-47cb-b72d-4618a428d180 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
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              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Check the number of rows after\n",
        "df.shape[0]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "quYuyPxfrfQm",
        "outputId": "f23b7b20-0ae2-4a74-88d2-b392cd625bac"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "900"
            ]
          },
          "metadata": {},
          "execution_count": 36
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Now we have a dataset that represents a full year's worth of works."
      ],
      "metadata": {
        "id": "CLJo786bCxfp"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Adding a column for the number of days since the work was published**"
      ],
      "metadata": {
        "id": "LwTECXANocE5"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def days_since_scraping(published_date):\n",
        "      days_difference = (scraping_date - published_date).days\n",
        "      return days_difference\n",
        "\n",
        "# Define the scraping date\n",
        "scraping_date = datetime(2023, 10, 7)\n",
        "\n",
        "# Apply the function, create a new column\n",
        "df['Days Since Publication'] = df['Date Published'].apply(days_since_scraping)\n",
        "\n",
        "df.head()"
      ],
      "metadata": {
        "id": "qMGyeszqLeWv",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 967
        },
        "outputId": "d76ac2a1-b0dc-41ea-aa89-e167ed172b56"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    Work ID                                         URL  \\\n",
              "0  42064923  https://archiveofourown.org/works/42064923   \n",
              "1  42055590  https://archiveofourown.org/works/42055590   \n",
              "2  42085191  https://archiveofourown.org/works/42085191   \n",
              "3  42078570  https://archiveofourown.org/works/42078570   \n",
              "4  42085296  https://archiveofourown.org/works/42085296   \n",
              "\n",
              "                                Title       Authors  \\\n",
              "0                 The King's Courtesy  AkatsukiShin   \n",
              "1            Shen Qingqiu Hates Cults    Sleepymono   \n",
              "2  Stress Relief Idol, Shang Qinghua!     shoujorei   \n",
              "3       The Sour and the Sweet | 两傻吃醋     Anonymous   \n",
              "4               [ART] Abyss!Shen Yuan           n_m   \n",
              "\n",
              "                                             Fandoms Language  \\\n",
              "0  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "1  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "2  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "3  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "4  人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...  English   \n",
              "\n",
              "                                    Warnings                Ratings  \\\n",
              "0                  No Archive Warnings Apply  Teen And Up Audiences   \n",
              "1             Graphic Depictions Of Violence              Not Rated   \n",
              "2  Creator Chose Not To Use Archive Warnings               Explicit   \n",
              "3                  No Archive Warnings Apply  Teen And Up Audiences   \n",
              "4                  No Archive Warnings Apply      General Audiences   \n",
              "\n",
              "  Categories                                         Characters  ...  \\\n",
              "0        M/M                            Shàng Qīnghuá;Mòběi-jūn  ...   \n",
              "1        M/M  Shěn Yuán | Shěn Qīngqiū;Luò Bīnghé;Shàng Qīnghuá  ...   \n",
              "2        M/M  Shàng Qīnghuá;Luò Bīnghé;Yuè Qīngyuán;Liǔ Qīng...  ...   \n",
              "3        M/M                 Original Shěn Qīngqiū;Yuè Qīngyuán  ...   \n",
              "4        Gen                           Shěn Yuán | Shěn Qīngqiū  ...   \n",
              "\n",
              "  Date Published Date Updated  Chapters Comments Kudos Bookmarks  Hits  \\\n",
              "0     2022-10-01   2022-10-01       1/1       15   291        21  1844   \n",
              "1     2022-10-01   2022-10-01       1/2        6   254        28  2618   \n",
              "2     2022-10-02   2022-10-02       1/2       33   168        25  2886   \n",
              "3     2022-10-02   2022-10-02       1/1       31   168        31  1147   \n",
              "4     2022-10-02   2022-10-22       2/2       50   984        46  9997   \n",
              "\n",
              "   Collections  Completion Status  Days Since Publication  \n",
              "0            0           Complete                     371  \n",
              "1            0         Incomplete                     371  \n",
              "2            0         Incomplete                     370  \n",
              "3            1           Complete                     370  \n",
              "4            0           Complete                     370  \n",
              "\n",
              "[5 rows x 23 columns]"
            ],
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              "      <th></th>\n",
              "      <th>Work ID</th>\n",
              "      <th>URL</th>\n",
              "      <th>Title</th>\n",
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              "      <th>0</th>\n",
              "      <td>42064923</td>\n",
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              "      <td>The King's Courtesy</td>\n",
              "      <td>AkatsukiShin</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
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              "      <td>2022-10-01</td>\n",
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              "      <td>15</td>\n",
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              "      <td>Complete</td>\n",
              "      <td>371</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>42055590</td>\n",
              "      <td>https://archiveofourown.org/works/42055590</td>\n",
              "      <td>Shen Qingqiu Hates Cults</td>\n",
              "      <td>Sleepymono</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>Graphic Depictions Of Violence</td>\n",
              "      <td>Not Rated</td>\n",
              "      <td>M/M</td>\n",
              "      <td>Shěn Yuán | Shěn Qīngqiū;Luò Bīnghé;Shàng Qīnghuá</td>\n",
              "      <td>...</td>\n",
              "      <td>2022-10-01</td>\n",
              "      <td>2022-10-01</td>\n",
              "      <td>1/2</td>\n",
              "      <td>6</td>\n",
              "      <td>254</td>\n",
              "      <td>28</td>\n",
              "      <td>2618</td>\n",
              "      <td>0</td>\n",
              "      <td>Incomplete</td>\n",
              "      <td>371</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>42085191</td>\n",
              "      <td>https://archiveofourown.org/works/42085191</td>\n",
              "      <td>Stress Relief Idol, Shang Qinghua!</td>\n",
              "      <td>shoujorei</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>Creator Chose Not To Use Archive Warnings</td>\n",
              "      <td>Explicit</td>\n",
              "      <td>M/M</td>\n",
              "      <td>Shàng Qīnghuá;Luò Bīnghé;Yuè Qīngyuán;Liǔ Qīng...</td>\n",
              "      <td>...</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>1/2</td>\n",
              "      <td>33</td>\n",
              "      <td>168</td>\n",
              "      <td>25</td>\n",
              "      <td>2886</td>\n",
              "      <td>0</td>\n",
              "      <td>Incomplete</td>\n",
              "      <td>370</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>42078570</td>\n",
              "      <td>https://archiveofourown.org/works/42078570</td>\n",
              "      <td>The Sour and the Sweet | 两傻吃醋</td>\n",
              "      <td>Anonymous</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>No Archive Warnings Apply</td>\n",
              "      <td>Teen And Up Audiences</td>\n",
              "      <td>M/M</td>\n",
              "      <td>Original Shěn Qīngqiū;Yuè Qīngyuán</td>\n",
              "      <td>...</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>1/1</td>\n",
              "      <td>31</td>\n",
              "      <td>168</td>\n",
              "      <td>31</td>\n",
              "      <td>1147</td>\n",
              "      <td>1</td>\n",
              "      <td>Complete</td>\n",
              "      <td>370</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>42085296</td>\n",
              "      <td>https://archiveofourown.org/works/42085296</td>\n",
              "      <td>[ART] Abyss!Shen Yuan</td>\n",
              "      <td>n_m</td>\n",
              "      <td>人渣反派自救系统 - 墨香铜臭 | The Scum Villain's Self-Savi...</td>\n",
              "      <td>English</td>\n",
              "      <td>No Archive Warnings Apply</td>\n",
              "      <td>General Audiences</td>\n",
              "      <td>Gen</td>\n",
              "      <td>Shěn Yuán | Shěn Qīngqiū</td>\n",
              "      <td>...</td>\n",
              "      <td>2022-10-02</td>\n",
              "      <td>2022-10-22</td>\n",
              "      <td>2/2</td>\n",
              "      <td>50</td>\n",
              "      <td>984</td>\n",
              "      <td>46</td>\n",
              "      <td>9997</td>\n",
              "      <td>0</td>\n",
              "      <td>Complete</td>\n",
              "      <td>370</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 23 columns</p>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 37
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The information in 'Days Since Publication' hopefully will be useful for understanding how the age of a work might correlate with other metrics."
      ],
      "metadata": {
        "id": "L-Vlp1LPEagz"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Transforming chapter counts into numericals.**"
      ],
      "metadata": {
        "id": "enzGgAA1opSW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Transform chapters to numerical format\n",
        "df['Published Chapters'] = df['Chapters'].apply(lambda x: int(x.split('/')[0]) if pd.notnull(x) else 0)\n",
        "\n",
        "df[['Chapters', 'Published Chapters']].head()"
      ],
      "metadata": {
        "id": "gpnePGfFJ2dH",
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          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "8714021e-4736-4cf1-b343-a46314ccd892"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "  Chapters  Published Chapters\n",
              "0      1/1                   1\n",
              "1      1/2                   1\n",
              "2      1/2                   1\n",
              "3      1/1                   1\n",
              "4      2/2                   2"
            ],
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            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        " The 'Chapters' column originally displayed the number of published chapters relative to the total planned chapters for a work, formatted as **published chapters/total chapters** with an ? for unknown. For further analysis only the published chapters are needed."
      ],
      "metadata": {
        "id": "Y2BQu2-kE-J_"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Create a histogram plot\n",
        "plt.figure(figsize=(8, 6))\n",
        "plt.hist(df['Kudos'], bins=20, color='cornflowerblue', edgecolor='k')\n",
        "\n",
        "# Add labels\n",
        "plt.xlabel(\"Residuals\")\n",
        "plt.ylabel(\"Frequency\")\n",
        "plt.title(\"Kudos Distribution\")\n",
        "\n",
        "# Add grid and background\n",
        "plt.grid(axis='y', linestyle='--', alpha=0.5)\n",
        "plt.gca().set_facecolor('snow')\n",
        "\n",
        "# Save as png\n",
        "plt.savefig(\"kudos_histogram.png\", dpi=300, bbox_inches='tight')\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "fh61ivXEg4Jn",
        "outputId": "1cfa171b-c115-4b67-8f76-d8addacbd904"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The distribution is highly right-skewed, there are a few outliers with a very high number of kudos compared to the majority.\n",
        "\n",
        "Maybe a log or SQRT transformation is needed and, of course, a model that deals well with a skewed distribution."
      ],
      "metadata": {
        "id": "odXEAbtvk2Bx"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Exploratory data analysis"
      ],
      "metadata": {
        "id": "FahOS78Ked24"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Encoding tags, characters, relationships, authors, completion status, warnings, categories, ratings, fandoms**\n"
      ],
      "metadata": {
        "id": "9KaFxGGDo2i-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "X_full = df.drop('Kudos', axis=1)  # Drop the target column\n",
        "y_full = df['Kudos']\n",
        "\n",
        "# Split the data into train and test sets for full feature set\n",
        "X_all_train, X_all_test, y_all_train, y_all_test = train_test_split(X_full, y_full, test_size=0.2, random_state=42)"
      ],
      "metadata": {
        "id": "7djw4jmd1rqL"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def one_hot_encode_column(df, column_name, min_frequency=10):\n",
        "    # Split the column into lists\n",
        "    df[column_name] = df[column_name].apply(lambda x: x.split(';') if pd.notna(x) else [])\n",
        "\n",
        "    # Count the frequencies of each unique value in the column\n",
        "    counter = Counter()\n",
        "    for row in df[column_name]:\n",
        "        counter.update(row)\n",
        "\n",
        "    # Keep only the values that have a frequency above min_frequency\n",
        "    frequent_labels = {key for key, value in counter.items() if value >= min_frequency}\n",
        "\n",
        "    # Filter the column values based on frequent_labels\n",
        "    df[column_name] = df[column_name].apply(lambda x: [label for label in x if label in frequent_labels])\n",
        "\n",
        "    # Initialize MLB\n",
        "    mlb = MultiLabelBinarizer()\n",
        "\n",
        "    # One-hot encode the column\n",
        "    one_hot_data = mlb.fit_transform(df[column_name])\n",
        "    one_hot_df = pd.DataFrame(one_hot_data, columns=mlb.classes_)\n",
        "\n",
        "    # Calculate the number of one-hot encoded columns\n",
        "    num_one_hot_columns = one_hot_df.shape[1]\n",
        "\n",
        "    print(f\"{num_one_hot_columns} one-hot encoded {column_name.lower()}\")\n",
        "\n",
        "    return one_hot_df"
      ],
      "metadata": {
        "id": "POBjVHSUnNCl"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# List of columns\n",
        "columns_to_encode = ['Tags', 'Characters', 'Relationships', 'Authors', 'Completion Status', 'Warnings', 'Categories', 'Ratings', 'Fandoms']\n",
        "\n",
        "# One-hot encoding for the training set\n",
        "one_hot_dfs_train = {}\n",
        "for column in columns_to_encode:\n",
        "    one_hot_dfs_train[column] = one_hot_encode_column(X_all_train.copy(), column)"
      ],
      "metadata": {
        "id": "DysMDs6tuGzB",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "d2a12c43-ec7c-4eba-ea4d-82a217813c2c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "80 one-hot encoded tags\n",
            "31 one-hot encoded characters\n",
            "21 one-hot encoded relationships\n",
            "3 one-hot encoded authors\n",
            "2 one-hot encoded completion status\n",
            "6 one-hot encoded warnings\n",
            "7 one-hot encoded categories\n",
            "5 one-hot encoded ratings\n",
            "6 one-hot encoded fandoms\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Categories, ratings, and warnings etc. are standardized across the platform. Tags, characters, and relationships, on the other hand, are more varied and user-generated. We'll be looking at features that were at least 10 times in the database."
      ],
      "metadata": {
        "id": "hFqeQXcs1Qil"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Checking correlations between encoded features and kudos**"
      ],
      "metadata": {
        "id": "06YDs41YpKm8"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def calculate_strong_correlations(one_hot_df, target_series, correlation_threshold=0.1):\n",
        "\n",
        "    strong_correlations = {}\n",
        "\n",
        "    # Remove constant columns\n",
        "    non_constant_columns = one_hot_df.columns[one_hot_df.nunique() > 1]\n",
        "\n",
        "    for col in non_constant_columns:\n",
        "        corr, _ = pointbiserialr(one_hot_df[col], target_series)\n",
        "        if abs(corr) > correlation_threshold:\n",
        "            strong_correlations[col] = corr\n",
        "\n",
        "    # Sort by absolute value of correlations\n",
        "    strong_correlations = {k: v for k, v in sorted(strong_correlations.items(), key=lambda item: abs(item[1]), reverse=True)}\n",
        "\n",
        "    return strong_correlations"
      ],
      "metadata": {
        "id": "YJ6BoQldnb71"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Dictionary for strong correlations\n",
        "strong_correlations_dict_train = {}\n",
        "\n",
        "# Loop through each one-hot-encoded DF\n",
        "for column, one_hot_df in one_hot_dfs_train.items():\n",
        "    strong_correlations = calculate_strong_correlations(one_hot_df, y_all_train.reset_index(drop=True))\n",
        "    strong_correlations_dict_train[column] = strong_correlations\n",
        "\n",
        "# Collecting features with strong correlation for the model\n",
        "strong_features = []\n",
        "for column, correlations in strong_correlations_dict_train.items():\n",
        "    for feature, corr_value in correlations.items():\n",
        "        if abs(corr_value) > 0.1:\n",
        "            strong_features.append(feature)\n",
        "\n",
        "# Create a dictionary to store each set of strong correlations\n",
        "strong_correlations_dataframes_train = {}\n",
        "\n",
        "min_occurrences = 10\n",
        "\n",
        "# Loop through to create DataFrames of strong correlations\n",
        "for column, strong_correlations in strong_correlations_dict_train.items():\n",
        "    if len(strong_correlations) > 0:\n",
        "        temp_df = pd.DataFrame(list(strong_correlations.items()), columns=['Feature', 'Correlation with Kudos'])\n",
        "        strong_correlations_dataframes_train[column] = temp_df\n",
        "\n",
        "\n",
        "# Loop through to add counts\n",
        "for column, strong_corr_df in strong_correlations_dataframes_train.items():\n",
        "    counts = []\n",
        "    valid_indices = []  # To store the indices of the features that meet the minimum occurrence criteria\n",
        "\n",
        "    for index, row in strong_corr_df.iterrows():\n",
        "        feature = row['Feature']\n",
        "\n",
        "        # Count the number of times the feature appears in the training set\n",
        "        count = X_all_train[column].apply(lambda x: feature in x.split(';') if pd.notna(x) else False).sum()\n",
        "\n",
        "        # Check if the count meets the threshold\n",
        "        if count >= min_occurrences:\n",
        "            valid_indices.append(index)\n",
        "            counts.append(count)\n",
        "\n",
        "    # Filter the DataFrame and add the counts as a new column\n",
        "    strong_corr_df = strong_corr_df.loc[valid_indices]\n",
        "    strong_corr_df['Count'] = counts\n",
        "    strong_correlations_dataframes_train[column] = strong_corr_df"
      ],
      "metadata": {
        "id": "2hNDParL6JKV"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "pd.set_option('display.max_colwidth', None)\n",
        "\n",
        "def display_all_strong_correlations(correlations_dict):\n",
        "    all_dfs = []\n",
        "    for column_name, df in correlations_dict.items():\n",
        "        if df is not None and not df.empty:\n",
        "            df = df.copy()\n",
        "            df['Source Column'] = column_name\n",
        "            all_dfs.append(df)\n",
        "\n",
        "    if all_dfs:\n",
        "        combined_df = pd.concat(all_dfs, ignore_index=True)\n",
        "        display(combined_df)\n",
        "    else:\n",
        "        print(\"No strong correlations were found.\")\n",
        "\n",
        "display_all_strong_correlations(strong_correlations_dataframes_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 551
        },
        "id": "6w7dEgWb6LLg",
        "outputId": "19c3a725-903e-4206-b6b6-a81ca93f1310"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "                                                                                  Feature  \\\n",
              "0                                                                     Unreliable Narrator   \n",
              "1                                                                               Slow Burn   \n",
              "2                                                                      Alternate Universe   \n",
              "3                                                  Transmigrator Shěn Yuán | Shěn Qīngqiū   \n",
              "4   Shěn Jiǔ | Original Shěn Qīngqiū and Shěn Yuán | Shěn Qīngqiū are Not the Same Person   \n",
              "5                                                      Oblivious Shěn Yuán | Shěn Qīngqiū   \n",
              "6                                                               Alpha/Beta/Omega Dynamics   \n",
              "7                                                       Other Additional Tags to Be Added   \n",
              "8                                                                            Happy Ending   \n",
              "9                                                                             Time Travel   \n",
              "10                                                  Alternate Universe - Canon Divergence   \n",
              "11                                                                Explicit Sexual Content   \n",
              "12                                                                        Identity Reveal   \n",
              "13                                                                             Luò Bīnghé   \n",
              "14                                                    Luò Bīnghé/Shěn Yuán | Shěn Qīngqiū   \n",
              "15                                                                                    M/M   \n",
              "\n",
              "    Correlation with Kudos  Count  Source Column  \n",
              "0                 0.219482     12           Tags  \n",
              "1                 0.189004     24           Tags  \n",
              "2                 0.187406     28           Tags  \n",
              "3                 0.164432     18           Tags  \n",
              "4                 0.155220     20           Tags  \n",
              "5                 0.152795     39           Tags  \n",
              "6                 0.128219     27           Tags  \n",
              "7                 0.128161     42           Tags  \n",
              "8                 0.122961     31           Tags  \n",
              "9                 0.111544     11           Tags  \n",
              "10                0.106795     87           Tags  \n",
              "11                0.104353     14           Tags  \n",
              "12                0.102488     20           Tags  \n",
              "13                0.132189    305     Characters  \n",
              "14                0.130337    225  Relationships  \n",
              "15                0.122488    572     Categories  "
            ],
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              "      <th></th>\n",
              "      <th>Feature</th>\n",
              "      <th>Correlation with Kudos</th>\n",
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              "      <th>Source Column</th>\n",
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              "      <th>0</th>\n",
              "      <td>Unreliable Narrator</td>\n",
              "      <td>0.219482</td>\n",
              "      <td>12</td>\n",
              "      <td>Tags</td>\n",
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              "      <th>1</th>\n",
              "      <td>Slow Burn</td>\n",
              "      <td>0.189004</td>\n",
              "      <td>24</td>\n",
              "      <td>Tags</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Alternate Universe</td>\n",
              "      <td>0.187406</td>\n",
              "      <td>28</td>\n",
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              "      <td>Transmigrator Shěn Yuán | Shěn Qīngqiū</td>\n",
              "      <td>0.164432</td>\n",
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              "      <td>0.128219</td>\n",
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              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>Other Additional Tags to Be Added</td>\n",
              "      <td>0.128161</td>\n",
              "      <td>42</td>\n",
              "      <td>Tags</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>Happy Ending</td>\n",
              "      <td>0.122961</td>\n",
              "      <td>31</td>\n",
              "      <td>Tags</td>\n",
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              "      <th>9</th>\n",
              "      <td>Time Travel</td>\n",
              "      <td>0.111544</td>\n",
              "      <td>11</td>\n",
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              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>Alternate Universe - Canon Divergence</td>\n",
              "      <td>0.106795</td>\n",
              "      <td>87</td>\n",
              "      <td>Tags</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>Explicit Sexual Content</td>\n",
              "      <td>0.104353</td>\n",
              "      <td>14</td>\n",
              "      <td>Tags</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>Identity Reveal</td>\n",
              "      <td>0.102488</td>\n",
              "      <td>20</td>\n",
              "      <td>Tags</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>Luò Bīnghé</td>\n",
              "      <td>0.132189</td>\n",
              "      <td>305</td>\n",
              "      <td>Characters</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>Luò Bīnghé/Shěn Yuán | Shěn Qīngqiū</td>\n",
              "      <td>0.130337</td>\n",
              "      <td>225</td>\n",
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              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>M/M</td>\n",
              "      <td>0.122488</td>\n",
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              "                                                    [key], {});\n",
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              "\n",
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              "  @keyframes spin {\n",
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              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
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              "        const charts = await google.colab.kernel.invokeFunction(\n",
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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Features with a correlation over 0.1. Mostly tags, with the highest correlation approx. 0.22, one character, one relationship and one category."
      ],
      "metadata": {
        "id": "SfYyM0iBhTdi"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Creating a heatmap for other features and kudos**"
      ],
      "metadata": {
        "id": "9lxGLC4Sm2Sc"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Select the features\n",
        "features_for_correlation = ['Kudos', 'Bookmarks', 'Comments', 'Hits', 'Words','Published Chapters', 'Days Since Publication', 'Collections']\n",
        "\n",
        "# Calculate the correlation matrix\n",
        "correlation_matrix = df[features_for_correlation].corr()\n",
        "\n",
        "# Plot the heatmap\n",
        "plt.figure(figsize=(10, 8))\n",
        "sns.heatmap(correlation_matrix, fmt=\".2f\", linewidths=0.5, annot=True, cmap='coolwarm')\n",
        "plt.title(\"Correlation Heatmap of Selected Features and Kudos\")\n",
        "\n",
        "# Save as png\n",
        "plt.savefig(\"heatmap.png\", dpi=300, bbox_inches='tight')\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "HfXAy1zhO7Zq",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 842
        },
        "outputId": "ed3fc71a-7d08-45ff-dd0f-588ee82ffb11"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 2 Axes>"
            ],
            "image/png": 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++eSTt6pXdHQ0jI2Ntd6u8Db2798PqVSKkSNHqsskEgnGjh2rEfc237vm5ua4ePEinj9//p/qRlRWcUgqERWJqakpgLwfYkUREREBsViMihUrapTb29vD3NwcERERGuUVKlQocF2vv3f//n0A0DpE6YXk5GRYWFhofe/27dv45ptvcPz48XwdtLfpGL3woi2vDqN9wcvLC4cOHUJ6ejqMjIzU5a/+wAagrmtiYqJ6XxdEIpGgRYsWRarb/fv3ERISUuBQypiYGPW/z507h+nTpyMwMDDf/ZTJycnqIYJv8nrbXizn7Oycr/z1+9D27t2L77//HkFBQRr3fGnr5FSqVClfWeXKlZGRkYHY2FjY29trrV9ERAQqVaqUb+IkLy8v9fv/hlwux9SpUzF16lRERkbi1KlTWLx4MbZu3QqZTIaNGzciNjYWSUlJWLVqVYGzCb/6mbwqLCwMgiBg2rRpmDZtWoHLOjk5ITw8HN26dftX7Sjq+ZWdnY3MzEytn4OHh4fWCyXaFHY8379/H8nJybC1tdX6/qv76l2f12/i5OQEPT29fPUtyvnWq1cvrF69GkOHDsVXX32F5s2bo2vXrujevfsbJ/R6m/P09XMRyPuuefW8i4iIQN26dfPFafs+K8zGjRvRr18/tGzZEmfPni3wM3uTiIgIODg45Bsq/Hp93uZ796effsLAgQPh7OwMX19ftG3bFgMGDICbm9u/qiNRWcMOIxEViampKRwdHXHr1q23Wq6oD+8u7H6Z1997cUV+7ty5BT4OoKD7kpKSktCkSROYmpriu+++g7u7O/T19XHt2jVMnjz5X0308G9IJBKt5cJrk8D8VyqVClWrVsWCBQu0vv+iExceHo7mzZvD09MTCxYsgLOzM/T09LB//34sXLjwrfZLQW3TVv5qe8+cOYOOHTvi448/xrJly+Dg4ACZTIZ169bhjz/+KPL23wcODg7o3bs3unXrBh8fH2zduhXr169X78d+/foV2CGrVq2a1vIXy37xxRcFZvBev0DzbxT1/Hp9EpfioFKpYGtri02bNml9/0XH7F2c1wV9VxWUrdb2nVXU883AwACnT5/GiRMnsG/fPhw8eBBbtmxBs2bNcPjw4QLPobc9T0vqewYAmjRpgq1bt6Jr167w9/fHyZMnNTqvIpFI63YLGw3wrvTs2RONGzfGzp07cfjwYcydOxdz5szBjh070KZNm2LfPlFpxw4jERVZ+/btsWrVKgQGBqJ+/fqFxrq4uEClUuH+/fvqzA2QN2wpKSlJPUnIv+Hu7g4grxNb1EzbCydPnkR8fDx27NiBjz/+WF3+8OHDfLFF7ey+aEtoaGi+9+7evQtra2uN7GJJcnd3x40bN9C8efNC2/P3338jOzsbe/bs0chKvDrk74Wi7pe3tX37dujr6+PQoUOQy+Xq8nXr1mmNf5EJe9W9e/dgaGhYYIYHyPu8goODoVKpNLI5L4Yt/pdj83UymQzVqlXD/fv3ERcXBxsbG5iYmECpVL71sfsiGyKTyd64rLu7+xsv7hT0ORb1/LKxsYGBgYHWz0HbufBvuLu74+jRo2jYsGGhF5XexXn9Isv/+mycb5NxLur5BgBisRjNmzdH8+bNsWDBAvz444+YOnUqTpw4UeB+f5vztKhcXFze2WfYoUMHrF27FgMHDkT79u1x+PBh9edmYWGRbwg6kH//uri44NixY0hLS9O48Pd6fd72e9fBwQGjRo3CqFGjEBMTg5o1a+KHH35gh5GoCHgPIxEV2aRJk2BkZIShQ4ciOjo63/vh4eFYvHgxAKBt27YA8mbVfNWLK++vz3j5Nnx9feHu7o558+YhLS0t3/uxsbEFLvviivurV7pzcnKwbNmyfLFGRkZFGsrm4OCAGjVqYMOGDRo/Nm/duoXDhw+r94Uu9OzZE8+ePcOvv/6a773MzEykp6cD0L5fkpOTtXbWjIyMiuW5ghKJBCKRSCPj8OjRI42ZXF8VGBiocb/fkydPsHv3brRq1arAzAqQd2xGRUVhy5Yt6jKFQoElS5bA2NgYTZo0eeu6379/H48fP85XnpSUhMDAQFhYWMDGxgYSiQTdunXD9u3btXboCjt2bW1t0bRpU6xcuRKRkZGFLtutWzfcuHEj32zEwMvP+MWP6dc/y6KeXxKJBP7+/ti1a5dG20NCQnDo0KEC2/E2evbsCaVSiVmzZuV7T6FQqOv+Ls7rFx3lVx/NolQqCxw6XFB9i3K+JSQk5Hv/RTa3sMzt25ynRdW2bVtcuHABly5dUpfFxsYWmNV9k/79+2PRokU4e/YsunXrhtzcXAB5+/fu3bsax+mNGzfyzQzbtm1bKBQKjUeFKJVKLFmyRCOuqN+7SqUy3+dta2sLR0fHEsmSE30ImGEkoiJzd3fHH3/8gV69esHLywsDBgxAlSpVkJOTg/Pnz6sfTQAA1atXx8CBA7Fq1Sr1cLFLly5hw4YN6Ny5M/z8/P51PcRiMVavXo02bdrAx8cHgwYNgpOTE549e4YTJ07A1NQUf//9t9ZlGzRoAAsLCwwcOBDjxo2DSCTC77//rnWolK+vL7Zs2YKJEyeidu3aMDY2RocOHbSud+7cuWjTpg3q16+PIUOGqKd3NzMzw4wZM/51W/+r/v37Y+vWrRgxYgROnDiBhg0bQqlU4u7du9i6dav62ZetWrWCnp4eOnTogOHDhyMtLQ2//vorbG1t83VOfH19sXz5cnz//feoWLEibG1t1ZN6/Bft2rXDggUL0Lp1a/Tt2xcxMTFYunQpKlasiODg4HzxVapUgb+/v8ZjNQBg5syZhW7n008/xcqVKxEQEICrV6/C1dUV27Ztw7lz57Bo0aIiT+z0qhs3bqBv375o06YNGjduDEtLSzx79gwbNmzA8+fPsWjRIvWP/f/97384ceIE6tati2HDhsHb2xsJCQm4du0ajh49qrUz8cLSpUvRqFEjVK1aFcOGDYObmxuio6MRGBiIp0+f4saNGwCAL7/8Etu2bUOPHj0wePBg+Pr6IiEhAXv27MGKFStQvXp1uLu7w9zcHCtWrICJiQmMjIxQt25dVKhQocjn18yZM3Hw4EE0btwYo0aNUne8fXx8tH5mb6tJkyYYPnw4Zs+ejaCgILRq1QoymQz379/HX3/9hcWLF6N79+7v5Lz28fFBvXr1MGXKFCQkJMDS0hKbN2+GQqEocn2Ler599913OH36NNq1awcXFxfExMRg2bJlKFeuHBo1alTg+t/mPC2qSZMm4ffff0fr1q0xfvx49WM1XmTi/41x48YhISEBM2fOxIABA7Bp0yYMHjwYCxYsgL+/P4YMGYKYmBisWLECPj4+GvecdujQAQ0bNsRXX32FR48ewdvbGzt27NDayS/K925qairKlSuH7t27o3r16jA2NsbRo0dx+fJl9eRKRPQGOpiZlYhKuXv37gnDhg0TXF1dBT09PcHExERo2LChsGTJEo3p63Nzc4WZM2cKFSpUEGQymeDs7CxMmTJFI0YQCn50wYvp7P/66y+t9bh+/brQtWtXwcrKSpDL5YKLi4vQs2dP4dixY+oYbVPlnzt3TqhXr55gYGAgODo6CpMmTRIOHTqUb+r8tLQ0oW/fvoK5ubl62nhB0P64A0EQhKNHjwoNGzYUDAwMBFNTU6FDhw7CnTt3NGJeTEH/+nT6BU3p/7qBAwcKRkZGBb6P1x6rIQh5j4yYM2eO4OPjI8jlcsHCwkLw9fUVZs6cKSQnJ6vj9uzZI1SrVk3Q19cXXF1dhTlz5ghr167NV6+oqCihXbt2gomJicYjEF604fLly0Vqs7a2rFmzRqhUqZIgl8sFT09PYd26derltbVz48aN6viPPvpI4/MrTHR0tDBo0CDB2tpa0NPTE6pWrZrv8xSEoj9WIzo6Wvjf//4nNGnSRHBwcBCkUqlgYWEhNGvWTNi2bZvW+NGjRwvOzs6CTCYT7O3thebNmwurVq1SxxR0nIWHhwsDBgwQ7O3tBZlMJjg5OQnt27fPt534+HhhzJgxgpOTk6CnpyeUK1dOGDhwoMbjPHbv3i14e3sLUqk037aKcn4JgiCcOnVK8PX1FfT09AQ3NzdhxYoVWj8zbd50PL+watUqwdfXVzAwMBBMTEyEqlWrCpMmTRKeP3+ujvmv5/WLfduiRQtBLpcLdnZ2wtdffy0cOXJE62M1fHx8tNa1KOfbsWPHhE6dOgmOjo6Cnp6e4OjoKPTp00e4d+/eG/dFUc/Tgo5dbY+3CA4OFpo0aSLo6+sLTk5OwqxZs4Q1a9a81WM1tD0iZOzYsQIA9SN1Nm7cKLi5uQl6enpCjRo1hEOHDuV7rIYg5B27/fv3F0xNTQUzMzOhf//+wvXr1//V9252drbw5ZdfCtWrVxdMTEwEIyMjoXr16sKyZcsKbRcRvSQShGK485mIiKgYiUQijB49Gr/88ouuq0JERPRB4z2MREREREREpBU7jERERERERKQVO4xERERERESkFTuMRERU6giCwPsXiYioTDl9+jQ6dOgAR0dHiESiAh879aqTJ0+iZs2akMvlqFixItavX//W22WHkYiIiIiI6D2Xnp6O6tWrY+nSpUWKf/jwIdq1awc/Pz8EBQVhwoQJGDp06Fs/K5ezpBIREREREZUiIpEIO3fuROfOnQuMmTx5Mvbt24dbt26py3r37o2kpCQcPHiwyNtihpGIiIiIiEgHsrOzkZKSovHKzs5+J+sODAxEixYtNMr8/f0RGBj4VuuRvpPaEBERERERlUL7ZB462/blqX0wc+ZMjbLp06djxowZ/3ndUVFRsLOz0yizs7NDSkoKMjMzYWBgUKT1sMNIHwRdnuilVbvcUFxuVE/X1ShVap+9gIz1M98cSBoMA6bjQUB7XVejVHFbvxfnQ1J1XY1Sp4GXCVa83a05Zd4If2D0vCRdV6PUWfqFOebtUOm6GqXKF105sFGbKVOmYOLEiRplcrlcR7XRjh1GIiIiIiIqs0Qykc62LZfLi62DaG9vj+joaI2y6OhomJqaFjm7CPAeRiIiIiIiog9O/fr1cezYMY2yI0eOoH79+m+1HnYYiYiIiIiI3nNpaWkICgpCUFAQgLzHZgQFBeHx48cA8oa3DhgwQB0/YsQIPHjwAJMmTcLdu3exbNkybN26FZ999tlbbZdDUomIiIiIqMwSS3U3JPVtXLlyBX5+fuq/X9z7OHDgQKxfvx6RkZHqziMAVKhQAfv27cNnn32GxYsXo1y5cli9ejX8/f3farvsMBIREREREb3nmjZtCkEQCnx//fr1Wpe5fv36f9ouO4xERERERFRmiWS8S68w3DtERERERESkFTuMREREREREpBWHpBIRERERUZlVWia90RVmGImIiIiIiEgrZhiJiIiIiKjMEsmYYSwMM4xERERERESkFTOMRERERERUZvEexsIxw0hERERERERascNIREREREREWnFIKhERERERlVmc9KZwzDASERERERGRVswwEhERERFRmcVJbwrHDCMRERERERFpxQ4jERERERERacUhqUREREREVGaJJBySWhhmGImIiIiIiEgrZhiJiIiIiKjMEjPDWChmGImIiIiIiEgrZhiJiIiIiKjMEomZYSwMM4xERERERESkFTuMREREREREpBWHpBIRERERUZklkjCHVhjuHSIiIiIiItKKGUYiIiIiIiqz+FiNwjHDSO9U06ZNMWHCBF1Xg4iIiIiI3gFmGMuwgIAAJCUlYdeuXeqybdu2oV+/fvjhhx/w+eef665y7xnLRrXg9vkQmNWsAn1HW1zpNgrRe44VvszHdeA97ysYe1dC1pNIhM1ejqe/7dSIcRnZF24Th0Bub4OU4Lu4PWEWki/fLM6mlDjbrt1g36cfZJaWyAgPw+OF85EeckdrrEgigUP/gbBq0xZ61jbIevIYT5YvRcrFC1rj7fv1h/OI0YjauhlPfl5UjK0oWVuu3sOGiyGIT8tEZVsLTG7liyqO1lpjh246iquPY/KVN3J3xJKeTfOVf3/wErZfD8MXzWvikzqe77rqOmXavB3M2nSFxMwCOY8fIn7jSmQ/vFdwfKuOMPVrC6mVDVSpKUi/cg4J2zZAyM3NCxCJYdGlL4zrN4XEzALKpASknj2GpD2bS6hFxe/Y/q04sPN3JCfFo7xrJXwy7Eu4Va7yxuUunjmEFfOn4qM6TTDu6/kAAIVCgR2bliH46jnERj+DoaExvKvXQfcBY2FhaVPcTSlRQac34erxNUhPiYWNkyf8uk+DvUs1rbE3z2/FnUu7EB95HwBg6+yDRh0masTnZKfj7J75CA8+isyMJJhZlkONJv1RvVGfEmlPSfi4hh5a1NaHqZEIz2KV2HosExFRSq2xDlZitGuoj/J2UliZibHteCZOXMvWiGnbQB/tGuhrlEXFKzFrXWqxtUEXbgduQvDptchMi4OlvScadJwKW2ftx9rdS1tx7/oeJEblHWvWTt6o7f9ZgfFnds7A3UtbUK/dV6jaaGCxtYFKP2YYSW316tX45JNPsHz5cnYWXyMxMkRKcChujZtZpHgD13KovWcl4k9exNlanfBwyQZUXfk9rFs2Usc49GgDr7lTcP/7pThbpwtSg++i7r410LOxLK5mlDjLZi3gPGY8nq9bjdtDBiIj7D4qL1gEqbmF1ninT0fAplNnPF44H7f690HMrp2o9OP/YFipcr5YI08v2Hbsgoyw+8XdjBJ16E4E5h+7huGNquCPwW1Q2c4co7acQEJ6ltb4+V0b48jYLurXtqFtIRGJ0NKzfL7Y46FPcPNZHGyMDYq7GSXOqE5jWPUeisRdf+LZ9PHIefIQ9l98B7GJmfb4ek1g2SMAibv/xNOvRyJ27c8wqtMYFt1e/mgyb9cNpn5tELdxBZ5+PRIJW9fDvE1XmLboUFLNKlYXzx7G5rUL0an3MMxYsBHOrpUxf+ZYpCQlFLpcXPRzbFm/GJW9P9Ioz8nOQsSDu+jYcyhmLNiIMV/NRdSzCPz8w8TibEaJC722H6d3zka91qPxyZc7Ye3kiR3LhiAjNV5r/NP7F+Hp2w7dx/6G3hM3w8TCATuWDUZaUrQ65tTO/+FRyBm0HjAXA7/ej4+aDsSJbbMQfrPwC5OlRU0PGbo2NcD+wCz87/dUPI1RYkx3Ixgbah8GKJOJEJ+swu7TmUhOUxW43udxSkxZlqx+LdicVlxN0Inw4P24sG8OajYfjS5jtsPKwQMH1g5DZpr2Y+35g8uoWK0t2g9bj04j/4SxuQMOrB2K9OTofLEPbx9BzJMbMDS1Le5mlAoisUhnr9KAHUYCAPz0008YO3YsNm/ejEGDBiEgIACdO3fWiJkwYQKaNm2q/js9PR0DBgyAsbExHBwcMH/+/HzrTUxMxIABA2BhYQFDQ0O0adMG9++//IEfERGBDh06wMLCAkZGRvDx8cH+/fuLq5n/Wuyh07g3fRGidx8tUrzLp72R+fApQibNQdrdB4hYtglR2w+hwvgAdUyFCYPwZM1WPN2wA2kh4bg5ajqUGVlwDuhWTK0oeXa9+yD2792I278PWY8eIWLuHKiysmDdvr3WeCv/1oj8fQOSLwQi+/lzxO7agaTAQNj37qsRJzYwgNv0mXj002woUj+sq8kbL91F1+ru6FTNHe7WZpjaug70pVLsCg7XGm9mIIe1sYH6deFhFPRlknwdxpjUDMw5cgU/dmwA6Qc4G5yZf2eknDqEtLNHkfv8CeI2LIWQkw2Tj1tqjdev6IXs+yFIv3AKirgYZN6+jrSLp6HvVkkdI6/ohfTrF5F54woUcTFIv3IOmbevQ+6W/wJGaXR49yZ83KozGjfvCCdnNwwYOQV6cn2cObanwGVUSiVWLvwGnXt/Chs7J433DI2M8eXMZajTqCUcnFzh7lEVn3w6CY/CQxAfG1XczSkx106sQ5UGPeFTrxusHCqiRc+ZkOrp49aF7Vrj2wycj+qNP4FtOS9Y2rmjZZ/vIahUeHwvUB0T+fA6vOt0hnOlujCzKodqDXvBxtETURHBJdWsYtW8lhznb+bgwq0cRMWrsPlIJnJygfpV9LTGP45SYuepLFwNzYVCexISAKBSASkZgvqVnikUUwt04+aZDfCs3QMetbrCwq4iGnWeAamePkKv7NAa36z3XHjX7wsrRy+Y27qhcddZEAQVnoUHasSlJ0cjcM8P8Ov1E8RiDjakN/vwfjXQW5s8eTJmzZqFvXv3okuXLkVe7ssvv8SpU6ewe/duHD58GCdPnsS1a9c0YgICAnDlyhXs2bMHgYGBEAQBbdu2Re4/Q75Gjx6N7OxsnD59Gjdv3sScOXNgbGz8TtunC+b1aiDuuOYXdOyRs7CoVwMAIJLJYFbTB3HHzr8MEATEHT8P83qaV+1LK5FUCqPKHki5cvlloSAg5cplGPtU1bqMWKYHVXaORpmQnQ3jatU1ylwmfoGk8+c01/0ByFUqERKVgLoV7NVlYpEIdV3tEfwsrkjr2BUcDn9vFxjovfwRoBIEfPN3IAbW9YK7jfm7rrbuSaSQu1ZE5p2gl2WCgMzbQdB31z7sNissBHqu7pBXyOv8SW3sYFitFjKCr6hjssNCYOBdHTI7RwCAnnMFyCt5I/Pm1WJrSklR5ObiUfhd+FSrqy4Ti8Xwrl4HYaEFd1J2b10NUzNLfNyyc5G2k5mRBpFIBEOj0v+9DgBKRQ6in9xGeY8G6jKRWIzyHg0Q+fB6kdahyMmEUqWAvuHL7LdDhY/w4NZxpCVFQxAEPLl3AYmxD+Hi2aiQNZUOEjHgbCfB3QiFukwAcPexAm6O/62zYmMhxg8jTDFzqAkC2hrCwqR0ZGuKQqnIQdzz23CqWF9dJhKL4eReHzGPg4q0DkVuFlRKBeQGL481QaXCia2TUe3jwbC0q1TI0mWLWCLS2as04GWFMu7AgQPYvXs3jh07hmbNmhV5ubS0NKxZswYbN25E8+bNAQAbNmxAuXLl1DH379/Hnj17cO7cOTRokPef66ZNm+Ds7Ixdu3ahR48eePz4Mbp164aqVfM6EG5uboVuNzs7G9nZmvcxyOXyIte7pMjtrJEdrfkDPzs6DjIzE4j15ZBZmEEslSI7Jv61mHgYeRS+D0oLqZk5RFIpchM0h7flJiRC38VV6zLJly7AvncfpN4IQvazpzD1rQ3zJk0hEr+8tmXZvAUMK3vgzrDBxVl9nUjMyIZSEGBpqHlfjpWRPh7Fp7xx+VvP4xAWm4zpbetqlK8LvAOJSIQ+tTzeaX3fFxITU4gkEiiTkzTKlSlJkDmU07pM+oVTkBibwnHqHAAiiKRSpBzfj6S9f6ljkvZtg9jAEOVmr8hLZYjFSNz+O9ICTxZfY0pIamoSVColTM01h8CbmVki6ukjrcvcuxOEM0d3Y+bCP4q0jdycbPy1YQnqNvaHgeGH0WHMTE+EoFLC0MRKo9zQxAqJ0Q+KtI4ze+bB2NRWo9Pp120ajm6Zhl+//RhisRQikQgt+nyPchVrv9P664KxgQgSsQip6ZpDS1PTVbC3/Pc/Qx9FKvD7ASWiE5QwMxajbX19TOxjgu/XpSA797/WWveyMpIgqJQwMNY81gxMrJAU+7BI67h0YB4MTW3hVPHlsXbj9GqIxRL4NOj/TutLHzZ2GMu4atWqIS4uDtOnT0edOnWKnN0LDw9HTk4O6tZ9+cPU0tISHh4vf5CGhIRAKpVqxFhZWcHDwwMhISEAgHHjxmHkyJE4fPgwWrRogW7duqFaNe03ZwPA7NmzMXOm5n2E06dPR+n/L5UA4PHihXCdNAVVN20GBAFZz58hbv9e2LTLG8KqZ2uL8uMnIvSzcRByct6wtrJn140HqGRjrjFBzp3IBPx5JRR/DGoNkah0XMksCfqeVWHeoSfifluOrAehkNk6wvqTYTDv2Fs9qY1RncYwrtcUMSvnIedZBOTl3WDVdxgUSfFIO3dcxy0oWZmZ6fh10bcIGDUVJqbmb4xXKBRYNvcrCBAwYMRXxV/BUuLSkVUIvbYfPcb+Bqns5cXOoNO/I+pREDoOWw5TS0c8C7+C43/NhJGZLVxe6VjSS3cevsxYPo9T4VFkOmZ9aoqaHnoIvMX/H4JO/ooHwQfQbtgG9bEW++w2bp37HV3Gbuf/B68RlZJMn66ww1jGOTk5Ydu2bfDz80Pr1q1x4MABmJiYQCwWQxA07wV4MYz0XRo6dCj8/f2xb98+HD58GLNnz8b8+fMxduxYrfFTpkzBxImaEyjI5XIc/eHPd163/yI7Og5yO81ZLeV21shNToUqKxs5cYlQKRSQ21q9FmOF7KiiDT183ymSkyAoFJBZamYwZJYWyI3XfsO+IikJYV9PhkhPD1JTM+TGxaLcyNHIfv4cAGDo4QmZpSV81qxXLyOSSmFSvQbsunbHlWYf52WCSikLQzkkIhESMjQnuIlPz4KVsX4BS+XJzFHgUEgERjbWHO57/UkMEtKz0HbpbnWZUhCw4Ph1bLoSiv2jOr27BuiIMjUFglIJiZm5RrnE1BzK5ESty1h06Ye088eRevowACD3aQQS5HJYB4xB0t9bAEGAVc9BSNq/DekXT6tjpFa2MG/fo9R3GE1MzCEWS/JNcJOcnABTC6t88bGRTxEX8xyLX5nARhDyzrUhXeti9tLtsP0nm6tQKLB87leIj43CpO+WfzDZRQAwMLKASCzJN8FNRmo8DE20z2T8wpVja3Dl6Cp0Hb0ONk4vh0orcrJwbu9CdBj6C9x8mgIAbJw8Efs0BFePrSn1Hca0TAFKlQATIzGAlzckmhiJkZL+7u45zMwWEJOohI3Fh3G3lb6hOURiSb4JbjKLcKwFn16LG6d+Rdsha2Hl8PJCftTDK8hMj8efc16OKBNUSlzc/xNunfsNfSZ/GJMs0bvHDiPBxcUFp06dUncaDx48CBsbG9y6dUsjLigoCDKZDADg7u4OmUyGixcvonz5vMk1EhMTce/ePTRp0gQA4OXlBYVCgYsXL6qHpMbHxyM0NBTe3t7q9To7O2PEiBEYMWIEpkyZgl9//bXADqNcLn8vh6C+LulCEGzafKxRZt28ARIvBAEAhNxcJF+7Detm9V8+nkMkgpVffUQs21jCtS0egkKB9HuhMPWtjaQzeT+4IRLB1Lc2onf8VfiyOTnIjYuFSCKBRZOmSDiet49SrlzBrf6aE+BU+PobZEZEIGrT76W6swgAMokEXvaWuPgoGn6VnQHk3X94KSIKvXwLn2jlyN3HyFEo0dangkZ5uyoVNO6JBIBRm0+gXZUK6FTtwxj+DKUC2Y/CYOBdHRnX/nkEi0gEA+/qSD62V+siYrkcUGn+WBXUx48IgACRXP5K2T9UKkBU+n+QSmUyuLp74k7wJdSs1xQAoFKpEBJ8Gc3b9swX71DOFbMWaz5OZMem5cjKzEDfoZ/D0toOwMvOYnTkY0yatRLGRchGliYSqR7snH3w5F4gKlZrASDvuHkSGojqH/crcLnLR3/FpcMr0HXkGtiX17yoo1QqoFLm5sv4iMSSfBduSyOlCngSrYRHeSmCw/IuPIsAeJSX4tT17MIXfgtyGWBtJkZKIbOqliYSqR6sHX3wLPwCXH1eHmvPwy/Au/4nBS5349RqXD+xEm0G/wqbcpqPyKn0UUeNeyIB4MC6Yaj0UUdU9u367htBHwx2GAlAXqft5MmT8PPzg7+/PyZPnoy5c+fit99+Q/369bFx40bcunULH32UNyGLsbExhgwZgi+//BJWVlawtbXF1KlTIX7lXrNKlSqhU6dOGDZsGFauXAkTExN89dVXcHJyQqdOeVmNCRMmoE2bNqhcuTISExNx4sQJeHl56WQfFEZiZAijii9nnTSsUA6m1T2Rk5CMrCeR8Ph+IvSd7HBj0GQAQMSqzXAZ9Qk8Z3+JJ+u3w9qvHhx6tMHljsPV63i4aB2qr52DpKu3kHw5GK7jBkJqZIAnG7TPflYaRW/+ExWmTkP63RCkh9yBXc9eEBvoI27fPgBAhW++RW5sLJ6uXA4AMPL2gZ61DTLC7kFmbQOnwUMBsRhRf+R1olWZGch8qHmfkDIrC4qU5HzlpVW/Op74dm8gvO0tUcXRCn9cDkVmrkLdufvm7/OwNTHEuKY1NJbbdSMcTSuXg7mh5gUVc0N5vjKpRAxrI324WpkWa1tKUvKhXbAZ9hmyH95H9oN7MGvVCSK5PtLO5M1sbDNsIhSJ8UjctgEAkBF0CWb+nZH9+AGyw0Mhs3OAZdd+yAi6BPyTOcsIugSLDr2gSIhF7rPH0CvvDjP/zkg9c0Rn7XyXWnX6BKsXz4BrRW+4VfLB4b//QHZWJho1z3tsyK+LvoW5lS169B8DmZ4c5VwqaixvaGQCAOpyhUKBpT9NQkR4KCZ8sxCCSonkxLwRE0bGZpD+c8GxtKvpNwiHNk6GrXMV2LtUw/WTG5Cbkwmfunk/uA/+PgnGZnZo1DHv8VSXj6xC4P6f0WbgfJhaOSE9JRYAIJMbQk9uBLmBMcpVrIMzu+dCKtOHqaUjnoZdxp3Lu9Ck84cxnPfYlWwMaGOIx9EKPIpUopmvHHIZcOGfoaMD2hgiKU2FPWfyRldIxICDlSTv3xLA3ESEcjYSZOcKiE3KOz+7NNHHzfBcJKQIMDMWoV0DfagE4MrdD+AGxn9UbTwQp/6aAhunKrBxropb535Dbk4mKvvmTVB4YutkGJnaoU7rvMx/0KlfcfXIEjTrPQ8mFk7ISP3nWNMzhExuBH0jC+gbaT7WSiyWwsDYGuY2mhcby5pX50qg/NhhJLVy5cqpO43/+9//MH78eEyaNAlZWVkYPHgwBgwYgJs3Xz5Ufu7cuUhLS0OHDh1gYmKCzz//HMnJyRrrXLduHcaPH4/27dsjJycHH3/8Mfbv36/OVCqVSowePRpPnz6FqakpWrdujYULF5Zou4vCzLcK6h/7Xf2397yvAQBPftuB4CFTIHewgYGzg/r9zEdPcbnjcHjPnwLXsQOQ9TQKN4d/g7gjZ9UxkX8dgJ6NJSpPHwe5vQ1SboTgUvuhyInRPlyzNEo4fhRSc3M4DR0GmaUVMsLu497nn0GRmDcMTs/OXiPLI9bTg9Ow4ZA7OkKZmYnkC+fxYNZMKNM+rGdrFcbf2wWJGVlYfiYY8elZ8LC1wNKefrAyynt2YlRKBsSvZSIexafg+tNYLO/tp4sqvxfSL52BxMQMFl36QWpmgezHDxA1/1soU5IAAFIrG3VHEAAS92yGIAiw7NoPEgsrqFKTkR50CYnbX57ncRtXwrJrP1j3HwWJqRmUSQlIOXkAibs3v775Uqluo1ZITU7Erj9XIDkxHuUrVMbE6UtgZp43JDU+Ngqit8imJsXHIOhS3miC6Z9pjgSYPGsFPKvWeneV1yGPmm2RmZaAwP0/IyMlFjblvNBl5GoYmeYNE0xNjNTYb8HnNkOpzMXeteM01lOv9RjUb5s3mqZtwAKc/XsBDvz2BbIykmFq4YiG7T5DtUZ9Sq5hxehaaC5MDDPRvqEBTAxFeBarxNJt6UjNyPv+tzAV49VkqpmxGFMGmqj/blFbHy1q6+PeEwUWb8n7/8DcRIxB7Y1gpC9CWqaA8GcKzNuUhrQP6NEa7tXaIistEVeP/oyM1DhYOXihzaBV6iGp6Umax1rIhc1QKXNxdNN4jfXUbD4avi3GlGjd6cMiEj6E8Q5U5u2TfZizPxandrmhuNyonq6rUarUPnsBGetnvjmQNBgGTMeDAO3P3iTt3NbvxfmQD+sZoyWhgZcJVhzSdS1KlxH+wOh5SbquRqmz9AtzzNvxYQx/LSlfdH1/s3jXmuvuETY1j519c5COvb+fHBEREREREekUO4xERERERESkFe9hJCIiIiKiMkvM5zAWihlGIiIiIiIi0ooZRiIiIiIiKrNEYmYYC8MMIxEREREREWnFDCMREREREZVZIjFzaIXh3iEiIiIiIiKt2GEkIiIiIiIirTgklYiIiIiIyixOelM4ZhiJiIiIiIhIK2YYiYiIiIiozBJLmGEsDDOMREREREREpBU7jERERERERKQVh6QSEREREVGZxUlvCscMIxEREREREWnFDCMREREREZVZIjFzaIXh3iEiIiIiIiKtmGEkIiIiIqIyi/cwFo4ZRiIiIiIiItKKHUYiIiIiIiLSikNSiYiIiIiozOKQ1MIxw0hERERERERaMcNIRERERERlFjOMhWOGkYiIiIiIiLRih5GIiIiIiIi04pBUIiIiIiIqs0Ri5tAKw71DREREREREWjHDSEREREREZZZYwklvCsMMIxEREREREWnFDCMREREREZVZfKxG4ZhhJCIiIiIiIq3YYSQiIiIiIiKtRIIgCLquBBERERERkS48HNxRZ9uusHaPzrZdVLyHkT4IlxvV03UVSp3aZy9gn8xD19UoVdrlhiJ57lhdV6PUMftyCR4EtNd1NUoVt/V7cSU0UdfVKHVqeVhg6QFd16J0Gd0G6D7+ga6rUepsW+yGeTtUuq5GqfJFVw5sLK3YYSQiIiIiojKLk94Ujl19IiIiIiIi0oodRiIiIiIiItKKQ1KJiIiIiKjM4pDUwjHDSERERERERFoxw0hERERERGWWSMwcWmG4d4iIiIiIiEgrdhiJiIiIiIhIKw5JJSIiIiKiMouT3hSOGUYiIiIiIiLSihlGIiIiIiIqszjpTeG4d4iIiIiIiEgrZhiJiIiIiKjsEvEexsIww0hERERERERascNIREREREREWnFIKhERERERlVl8rEbhmGEkIiIiIiIirZhhJCIiIiKiMouP1Sgc9w4RERERERFpxQ4jERERERERacUhqUREREREVGZx0pvCMcNIREREREREWjHDSEREREREZRYnvSkc9w4RERERERFpxQwjERERERGVWbyHsXDMMBIREREREZFW7DASERERERGRVhySSkREREREZRaHpBaOGUYiIiIiIiLSihlGIiIiIiIqu/hYjUJx73xgHj16BJFIhKCgIF1XBcD7Vx8iIiIiIio6ZhhLUEBAADZs2KD+29LSErVr18ZPP/2EatWq6bBmVBS2XbvBvk8/yCwtkREehscL5yM95I7WWJFEAof+A2HVpi30rG2Q9eQxnixfipSLF7TG2/frD+cRoxG1dTOe/LyoGFtRsiwb1YLb50NgVrMK9B1tcaXbKETvOVb4Mh/Xgfe8r2DsXQlZTyIRNns5nv62UyPGZWRfuE0cArm9DVKC7+L2hFlIvnyzOJtSovQ+agx57eYQGZlCGfMMWce2QRkVoTXWqNc4SMtXyleeG34bGTtWAABEhibQb9IJUldPiOQGUDwNQ9bRbVAlxRZrO0qaafN2MGvTFRIzC+Q8foj4jSuR/fBewfGtOsLUry2kVjZQpaYg/co5JGzbACE3Ny9AJIZFl74wrt8UEjMLKJMSkHr2GJL2bC6hFhW/w/u2Yd/OjUhOTED5ChUx8NPP4V7Z543LBZ4+gl/mTYNv3Y8xcepPWmPWLJuD4wd3ot+QCWjTqfe7rrpO3TizCdeOr0FGaiysHT3RpNs02Lto/3/8VuBW3L28C/GR9wEAts4+qN9uokb8zxM8tC7bsOOX8G029N03QAdaNzJFx2ZmMDeVIOJZDtZsj0fY4+wC4+vXMELvthawsZQiMlaBjX/H4/qdTPX7+noifNLBEnWqGcHYUIyYBAUOnE7G4XOpJdGcEnM7cBOCT69FZlocLO090aDjVNg6az/W7l7ainvX9yAxKu9Ys3byRm3/zwqMP7NzBu5e2oJ67b5C1UYDi60NVPoxw1jCWrdujcjISERGRuLYsWOQSqVo3769rqtVLHJycnRdhXfGslkLOI8Zj+frVuP2kIHICLuPygsWQWpuoTXe6dMRsOnUGY8Xzset/n0Qs2snKv34PxhWqpwv1sjTC7YduyAj7H5xN6PESYwMkRIcilvjZhYp3sC1HGrvWYn4kxdxtlYnPFyyAVVXfg/rlo3UMQ492sBr7hTc/34pztbpgtTgu6i7bw30bCyLqxklSuZRE/pNuyDr/AGk/fYTVLHPYNRjFESGxlrjM3avRsqyr9Wv1LU/QFApkRt6XR1j2GUYxGZWyNi5Cmkb5kCVkgCjnmMAmV5JNavYGdVpDKveQ5G46088mz4eOU8ewv6L7yA2MdMeX68JLHsEIHH3n3j69UjErv0ZRnUaw6Lbyx9N5u26wdSvDeI2rsDTr0ciYet6mLfpCtMWHUqqWcUq8MwRbFqzGF17D8X3CzegvGsl/G/6BCQnJRS6XGz0c2xa9zM8vGsUGHM58CTCQm/BwtLmHdda9+5d248zu2ajbuvR6P3FTlg7eWL3iiHISI3XGv8s7CIq12yHrqN/Q48Jm2Fs7oBdywcjLSlaHTPku7MarxZ9fgREIlSs5l9SzSpWDT4ywsAuVvjrUCImzX2GR89z8M1Ie5gaa/8Z6uEqx4QBtjh2IRVfzn2GyzfTMWmIPZwdZOqYgV2sUMPLED//HoMJs59i38lkDOlmjVpVDEuqWcUuPHg/Luybg5rNR6PLmO2wcvDAgbXDkJmm/Vh7/uAyKlZri/bD1qPTyD9hbO6AA2uHIj05Ol/sw9tHEPPkBgxNbYu7GaWCSCTS2as0YIexhMnlctjb28Pe3h41atTAV199hSdPniA2Nu9K/82bN9GsWTMYGBjAysoKn376KdLS0tTLq1QqfPfddyhXrhzkcjlq1KiBgwcPFrg9pVKJwYMHw9PTE48fPwaQd1KsXLkS7du3h6GhIby8vBAYGIiwsDA0bdoURkZGaNCgAcLDw9XrCQ8PR6dOnWBnZwdjY2PUrl0bR48e1diWq6srZs2ahQEDBsDU1BSffvrpG+sjCAJmzJiB8uXLQy6Xw9HREePGjftP+7g42PXug9i/dyNu/z5kPXqEiLlzoMrKgnUBnX0r/9aI/H0Dki8EIvv5c8Tu2oGkwEDY9+6rESc2MIDb9Jl49NNsKFI/rKuiABB76DTuTV+E6N1H3xwMwOXT3sh8+BQhk+Yg7e4DRCzbhKjth1BhfIA6psKEQXiyZiuebtiBtJBw3Bw1HcqMLDgHdCumVpQsvVp+yAkORO6ti1DFRyHz8BYIuTnQq1Jfa7yQlQEhPVX9krp6Ark5yL2X12EUW9hA6lgBmUe2QBn1GKrEGGQd3gpIZZB5+pZk04qVmX9npJw6hLSzR5H7/AniNiyFkJMNk49bao3Xr+iF7PshSL9wCoq4GGTevo60i6eh7/YyWyuv6IX06xeReeMKFHExSL9yDpm3r0Pulv/CT2l0YPef8GvVCU1atEe58hUweNRkyOX6OHV0b4HLqJRKLJ0/Hd37DIOtvaPWmIT4GGxYNR+jP58JiVRSXNXXmesn16FK/Z7wrtsNVvYV0azHTEj19HHn4nat8f7956Nao09gU84LlnbuaN77ewiCCk/uBapjjExtNF4Pbh5DuYp1YWbtXFLNKlYdmprh6PkUnLiYhqfRuVi1NQ7ZOQKa1TPRGt+2iRmC7mZgz/FkPIvOxeb9iXj4NBttGr+8AORRQR+nLqXidlgWYhMUOBqYikfPc1CxvLykmlXsbp7ZAM/aPeBRqyss7CqiUecZkOrpI/TKDq3xzXrPhXf9vrBy9IK5rRsad50FQVDhWXigRlx6cjQC9/wAv14/QSzmYEN6M3YYdSgtLQ0bN25ExYoVYWVlhfT0dPj7+8PCwgKXL1/GX3/9haNHj2LMmDHqZRYvXoz58+dj3rx5CA4Ohr+/Pzp27Ij79/Nnp7Kzs9GjRw8EBQXhzJkzKF++vPq9Fx27oKAgeHp6om/fvhg+fDimTJmCK1euQBAEje2mpaWhbdu2OHbsGK5fv47WrVujQ4cO6k7oC/PmzUP16tVx/fp1TJs27Y312b59OxYuXIiVK1fi/v372LVrF6pWrfqudvE7IZJKYVTZAylXLr8sFASkXLkMYx/tdRXL9KDK1sywCtnZMK5WXaPMZeIXSDp/TnPdZZh5vRqIO675H1vskbOwqFcDACCSyWBW0wdxx86/DBAExB0/D/N6H5VgTYuJWAKJvTMUEaGvFApQRIRC4uhapFXoVa2P3LvXgNx/jj/JPz8GlAqNdUKpgLSc+7uote5JpJC7VkTmnaCXZYKAzNtB0Hf31LpIVlgI9FzdIa+Q1/mT2tjBsFotZARfUcdkh4XAwLs6ZHZ5HSM95wqQV/JG5s2rxdaUkqLIzcXDsFBUqVFbXSYWi1Glem3cv1vw8O4dW9bCzNwSTVt11Pq+SqXC8gUz0b5LP5Qr7/bO661rSkUOYp7ehnPlBuoykVgM58oNEPnoeiFLvqTIyYRKpYC+kfbsd0ZqHB7dOQWfet3fSZ11TSoB3JzlCL73cjipIAA372XCw1Vf6zKVK+gjODRToyzobiYqu77sDIY+zEKtqoawNMu7KOFTUR+ONjLceG250kqpyEHc89twqvjyYqFILIaTe33EPA4q0joUuVlQKRWQG7w81gSVCie2Tka1jwfD0i7/7QxllUgs1tmrNOBlhRK2d+9eGBvnDS1LT0+Hg4MD9u7dC7FYjD/++ANZWVn47bffYGRkBAD45Zdf0KFDB8yZMwd2dnaYN28eJk+ejN698+4HmTNnDk6cOIFFixZh6dKl6u2kpaWhXbt2yM7OxokTJ2Bmpvkf06BBg9CzZ08AwOTJk1G/fn1MmzYN/v55w1/Gjx+PQYMGqeOrV6+O6tVfdnZmzZqFnTt3Ys+ePRody2bNmuHzzz9X//3o0aNC6/P48WPY29ujRYsWkMlkKF++POrUqVPg/svOzkZ2tuY9D3J58V5NlJqZQySVIjdBc5hWbkIi9F1ctS6TfOkC7Hv3QeqNIGQ/ewpT39owb9JU44vBsnkLGFb2wJ1hg4uz+qWK3M4a2dFxGmXZ0XGQmZlArC+HzMIMYqkU2THxr8XEw8ij9P84FRkYQSSWQMhI0SgXMlIhtrR74/ISexdIbByRefAPdZkqIRqq5ATIG3dA5uHNQG4O9Gr5QWxqAZGR6Ttvgy5ITEwhkkigTE7SKFemJEHmUE7rMukXTkFibArHqXMAiCCSSpFyfD+S9v6ljknatw1iA0OUm70CUKkAsRiJ239HWuDJ4mtMCUlNSYJKpYSZueZQblNzCzx/9kjrMqF3gnDyyB7MXvx7gev9e/vvEEsk8O/Q811W972RmZ4IQaWEoYmVRrmhiRUSox8UaR3n/p4HI1NbjU7nq0Iu7YRM3wju1Vr95/q+D0yMJJBIREhOVWqUJ6Uq4WQr07qMuYkESa/FJ6cqYW76MmO9ZlscRvS2warvXKBQChAEYMXmWISEZ737RuhAVkYSBJUSBsaax5qBiRWSYh8WaR2XDsyDoaktnCq+PNZunF4NsVgCnwb932l96cNWOrq1HxA/Pz8EBQUhKCgIly5dgr+/P9q0aYOIiAiEhISgevXq6s4iADRs2BAqlQqhoaFISUnB8+fP0bBhQ411NmzYECEhIRplffr0QXp6Og4fPpyvswhAY5IdO7u8H6KvZvbs7OyQlZWFlJS8H65paWn44osv4OXlBXNzcxgbGyMkJCRfhrFWrVpa211QfXr06IHMzEy4ublh2LBh2LlzJxQKhdZ1AMDs2bNhZmam8Zo9e3aB8bryePFCZD15gqqbNqPWiTMoP/FzxO3fCwgqAICerS3Kj5+IB9/NgPAB3etJuiWrVg/K2GeaE+SoVEjfvRoSS1uYjfsJpp/Nh7R8JeQ+uJ13mb+M0vesCvMOPRH323I8nTEeUT//AMPqtWDe8eXkLEZ1GsO4XlPErJyHpzPGI3b1Qpi16QLjhs10WHPdyMxIx/IFMzF0zBSYmJprjXkYdheH/t6CEeOnlZr7ckralaOrcO/6frQf8gukMu0XO+9c3A4P3w4Fvk952n5shkoucsxeFYXJ855hw654DO1ujaqVDXRdtfdC0Mlf8SD4AFr2W6I+lmKf3catc7+jSY/ZPEdfIxKLdPYqDZhhLGFGRkaoWLGi+u/Vq1fDzMwMv/766zvdTtu2bbFx40YEBgaiWbP8P25kspdX9V58aWgrU6nyOjhffPEFjhw5gnnz5qFixYowMDBA9+7d801s82pntyj1cXZ2RmhoKI4ePYojR45g1KhRmDt3Lk6dOqVRnxemTJmCiRMnapTJ5XIEHy34Ps7/SpGcBEGhgMxS80q8zNICufHabzxXJCUh7OvJEOnpQWpqhty4WJQbORrZz58DAAw9PCGztITPmvXqZURSKUyq14Bd1+640uzjvIxGGZMdHQe5nbVGmdzOGrnJqVBlZSMnLhEqhQJyW6vXYqyQHaWZmSyNhMx0CColRIaamT+RoQmE9JQClvqHTA96nr7IOrsv31uq6CdI2zAH0NOHSCKFkJkGo08+hzL6sZYVlT7K1BQISiUkZuYa5RJTcyiTE7UuY9GlH9LOH0fq6cMAgNynEUiQy2EdMAZJf28BBAFWPQchaf82pF88rY6RWtnCvH0PpJ07XqxtKm4mpuYQiyX5JrhJSUqEmblVvvjoqGeIjYnE/FlfqsuEfy6A9e/cEPOWb8Hd20FISU7EuCGd1TEqlRKb1v2Mg39vxuLVu4qlLSXJwMgCIrEk3wQ3GanxMDS1LmCpPNeOr8GVo6vQZdQ6WDtqHyr9LPwKEmMeovXARe+qyjqXmq6EUinAzETzflZtWcQXklKVMH8t3sxEgqSUvHg9mQh92lti7pooXPtn5tSI5zlwddJDx2ZmuHmv9A9L1Tc0h0gsyTfBTWZqPAxNCj/Wgk+vxY1Tv6LtkLWwcng5A2/UwyvITI/Hn3Ne/g4TVEpc3P8Tbp37DX0mFz6LOZVd7DDqmEgkglgsRmZmJry8vLB+/Xqkp6erO17nzp2DWCyGh4cHTE1N4ejoiHPnzqFJkybqdZw7dy7fMM6RI0eiSpUq6NixI/bt26cR/2+cO3cOAQEB6NKlC4C8jOOL4aZFUVh9DAwM0KFDB3To0AGjR4+Gp6cnbt68iZo1a+Zbj1wuL/YhqK8TFAqk3wuFqW9tJJ3J++EIkQimvrURveOvwpfNyUFuXCxEEgksmjRFwvG8L+OUK1dwq7/mBDgVvv4GmRERiNr0e5nsLAJA0oUg2LT5WKPMunkDJF4IAgAIublIvnYb1s3qv3w8h0gEK7/6iFi2sYRrWwxUSiijnkDqUhmKsOB/CkWQulRGzrUzhS4qq/wRIJEi904h98PmZEEAIDa3gcS+PLLP5e9clkpKBbIfhcHAuzoyrv3z6BqRCAbe1ZF8TPsELmK5HFBpZlgF9XknAiBAJJe/UvYPlQoQlf7BOVKZDBUqeuD2jcuoVS/v+1ilUuFW8GW0atcjX7xjORf8b8kmjbK/Nq5EVmYG+g/7DFbWdmjk10bjnkgAmDN9Ahr5tcbHzT+M2cAlUj3YlvPBk/uBcK/WAkDecfPkXiCqN+5X4HJXj/2Ky0dWoNOINbArX/B9+ncubIOtsw9snLR3KEsjhRJ48CQbVSsb4PLNDACASARUrWyAA2eStS5z72EWqlY2wL5TLy+UVfcwwL1HebekSMSATCrKN0hCpQJKScLmjSRSPVg7+uBZ+AW4+rw81p6HX4B3/U8KXO7GqdW4fmIl2gz+FTblqmi8V+mjjhr3RALAgXXDUOmjjqjs2/XdN4I+GOwwlrDs7GxERUUBABITE/HLL78gLS0NHTp0QJ06dTB9+nQMHDgQM2bMQGxsLMaOHYv+/furh41++eWXmD59Otzd3VGjRg2sW7cOQUFB2LRpU75tjR07FkqlEu3bt8eBAwfQqFGjfDFFValSJezYsQMdOnSASCTCtGnT1NnHotJWn/Xr10OpVKJu3bowNDTExo0bYWBgABcXl39d1+IQvflPVJg6Del3Q5Aecgd2PXtBbKCPuH15P7grfPMtcmNj8XTlcgCAkbcP9KxtkBF2DzJrGzgNHgqIxYj6I69To8rMQOZDzftdlFlZUKQk5ysvzSRGhjCq+HKyJcMK5WBa3RM5CcnIehIJj+8nQt/JDjcGTQYARKzaDJdRn8Bz9pd4sn47rP3qwaFHG1zuOFy9joeL1qH62jlIunoLyZeD4TpuIKRGBniyQfuscaVNzpUTMGjbD8qox1BGRkCvVlOIZHLk3MrrCBm07Q9VahKyz/ytsZxetfrIvR8MISsj3zqllWtAyEyDKiUREhtHGDTrBkVYMBSP7pZIm0pC8qFdsBn2GbIf3kf2g3swa9UJIrk+0s7kzdBrM2wiFInxSNyW9yzcjKBLMPPvjOzHD5AdHgqZnQMsu/ZDRtAl9dDxjKBLsOjQC4qEWOQ+ewy98u4w8++M1DNHdNbOd6lNpz5YuWgWKlT0gntlbxzcswXZWVlo0rwdAGD5wpmwsLRB74GjoKcnh7OL5iRJhkZ59+O/KDeRmcHEVPMWCIlUAjNzKziWe7++0/+Lj5oOwpE/JsPOuQrsyldD0KkNUORkwrtu3g/uwxsnwcjMDg075N3Pf+XoKlw48DNaD5gPU0snpKfkzYoukxtCT/5yVE52Vhru3ziIxp0ml3yjitnfJ5Mx5hMbhD/ORtjjbLRrYga5nggnLubNAj/2ExvEJyvwx968EQH7TyVj5jhHdPAzw9XbGWhU0xhuznKs2JK37zKzBdy+n4n+nayQkxuH2AQFvCvqo0ltY2zYpX3kT2lUtfFAnPprCmycqsDGuSpunfsNuTmZqOybd/H+xNbJMDK1Q53WeSOvgk79iqtHlqBZ73kwsXBCRuo/x5qeIWRyI+gbWUDfSPNxYGKxFAbG1jC3qVCyjXvflJLJZ3SFHcYSdvDgQTg4OAAATExM4Onpib/++gtNmzYFABw6dAjjx49H7dq1YWhoiG7dumHBggXq5ceNG4fk5GR8/vnniImJgbe3N/bs2YNKlbTPdDVhwgSoVCq0bdsWBw8eRIMG2m+yf5MFCxZg8ODBaNCgAaytrTF58mT1/Y1v4/X6mJub43//+x8mTpwIpVKJqlWr4u+//4aVVf4hUbqUcPwopObmcBo6DDJLK2SE3ce9zz+DIjFvOJeenb1GtkKspwenYcMhd3SEMjMTyRfO48GsmVC+8oiUssDMtwrqH3s5QYb3vK8BAE9+24HgIVMgd7CBgbOD+v3MR09xueNweM+fAtexA5D1NAo3h3+DuCNn1TGRfx2Ano0lKk8fB7m9DVJuhOBS+6HIifkwfiTkhl6DyNAY+g3bQWRkAmXMM6RvWwYhI++xK2ITi3z3HootbCEt5470rb9oXafY2Axyv64QGZlASEtBzu1LyA4svmHcupB+6QwkJmaw6NIPUjMLZD9+gKj530KZkgQAkFrZqDuCAJC4ZzMEQYBl136QWFhBlZqM9KBLSNz+8niN27gSll37wbr/KEhMzaBMSkDKyQNI3L25pJtXLOo3bonU5CRs++NXJCfGw8WtEibPWAgzi7zv3/jYKN7npEXlmm2RmZ6ACwd+RnpKLGycvNBp+Gr1MMHUxEiIXslC3zy3GSplLvav03xkVB3/MajXZqz67/vX9gGCgMo1P4xs7KvOX0+HqbEEvdtawNxUikdPs/HDiij1RDjWFlKNhH/oo2ws/i0GvdtaoG97S0TG5uKnNVF4Epmrjlm4IQZ9O1hiXH9bGBuKEZeowJ/7EnH43IfziCr3am2RlZaIq0d/RkZqHKwcvNBm0Cr1sZaepHmshVzIO9aObhqvsZ6azUfDt8UY0Idh6dKlmDt3LqKiolC9enUsWbKk0AkjFy1ahOXLl+Px48ewtrZG9+7dMXv2bOjra5+lWBuRIJThWQ/og3G5UT1dV6HUqX32AvbJPN4cSGrtckORPHfsmwNJg9mXS/Ag4MP7EVyc3NbvxZVQ7fdfUsFqeVhg6QFd16J0Gd0G6D7+wxnZUlK2LXbDvB1l8/aRf+uLru9vFi/h++FvDiomlt+sLHLsli1bMGDAAKxYsQJ169bFokWL8NdffyE0NBS2trb54v/44w8MHjwYa9euRYMGDXDv3j0EBASgd+/eGgmpN3l/PzkiIiIiIiICkDfib9iwYRg0aBC8vb2xYsUKGBoaYu3atVrjz58/j4YNG6Jv375wdXVFq1at0KdPH1y6dOmttssOIxERERERkQ5kZ2cjJSVF4/X6M8cBICcnB1evXkWLFi3UZWKxGC1atEBgYKDWdTdo0ABXr15VdxAfPHiA/fv3o23btm9VR3YYiYiIiIiozBKJxDp7FfUZ43FxcVAqleqJMF+ws7NTT6j5ur59++K7775Do0aNIJPJ4O7ujqZNm+Lrr79+q/3DDiMREREREZEOTJkyBcnJyRqvKVOmvJN1nzx5Ej/++COWLVuGa9euYceOHdi3bx9mzZr1VuvhLKlERERERFR26fABnkV9xri1tTUkEgmio6M1yqOjo2Fvb691mWnTpqF///4YOnQoAKBq1apIT0/Hp59+iqlTp0JcxMeJMMNIRERERET0HtPT04Ovry+OHTumLlOpVDh27Bjq16+vdZmMjIx8nUKJRAIAeJsHZTDDSEREREREZZaoiJk2XZs4cSIGDhyIWrVqoU6dOli0aBHS09MxaNAgAMCAAQPg5OSkvgeyQ4cOWLBgAT766CPUrVsXYWFhmDZtGjp06KDuOBYFO4xERERERETvuV69eiE2NhbffvstoqKiUKNGDRw8eFA9Ec7jx481MorffPMNRCIRvvnmGzx79gw2Njbo0KEDfvjhh7faLjuMREREREREpcCYMWMwZswYre+dPHlS42+pVIrp06dj+vTp/2mb7DASEREREVGZJdLhpDelQekYsEtEREREREQljhlGIiIiIiIqu0TMoRWGe4eIiIiIiIi0YoeRiIiIiIiItOKQVCIiIiIiKrM46U3hmGEkIiIiIiIirZhhJCIiIiKiskvMHFphuHeIiIiIiIhIK2YYiYiIiIiozBKJeA9jYZhhJCIiIiIiIq3YYSQiIiIiIiKtOCSViIiIiIjKLk56UyjuHSIiIiIiItKKGUYiIiIiIiqzRGJOelMYZhiJiIiIiIhIK3YYiYiIiIiISCsOSSUiIiIiorJLxBxaYbh3iIiIiIiISCtmGImIiIiIqOzipDeFYoaRiIiIiIiItGKGkYiIiIiIyiwR72EsFPcOERERERERacUOIxEREREREWklEgRB0HUliIiIiIiIdCH91290tm2jYd/rbNtFxXsY6YOQsX6mrqtQ6hgGTEfy3LG6rkapYvblEuyTeei6GqVOu9xQ3O7UTNfVKFV8dh9H1uF1uq5GqaPfahDuhj/VdTVKFU/3cmjS9byuq1HqnNrRACPmJOq6GqXKiskWuq4C/UvsMBIRERERUZklEvMuvcJw7xAREREREZFW7DASERERERGRVhySSkREREREZZdIpOsavNeYYSQiIiIiIiKtmGEkIiIiIqKyi5PeFIp7h4iIiIiIiLRih5GIiIiIiIi04pBUIiIiIiIquzjpTaGYYSQiIiIiIiKtmGEkIiIiIqIyS8RJbwrFvUNERERERERaMcNIRERERERll4g5tMJw7xAREREREZFW7DASERERERGRVhySSkREREREZZeYj9UoDDOMREREREREpBUzjEREREREVGaJOOlNobh3iIiIiIiISCt2GImIiIiIiEgrDkklIiIiIqKyi5PeFIoZRiIiIiIiItKKGUYiIiIiIiq7OOlNobh3iIiIiIiISCtmGImIiIiIqOwS8R7GwjDDSERERERERFqxw0hERERERERacUgqERERERGVXWLm0ArDvUNERERERERaMcNIRERERERlFx+rUSjuHSIiIiIiItKKGUYdioqKwg8//IB9+/bh2bNnsLW1RY0aNTBhwgQ0b95c19V7506ePAk/Pz8kJibC3Nxc19V5a1uu3sOGiyGIT8tEZVsLTG7liyqO1lpjh246iquPY/KVN3J3xJKeTfOVf3/wErZfD8MXzWvikzqe77rqOqX3UWPIazeHyMgUyphnyDq2DcqoCK2xRr3GQVq+Ur7y3PDbyNixAgAgMjSBfpNOkLp6QiQ3gOJpGLKOboMqKbZY21FSLBvVgtvnQ2BWswr0HW1xpdsoRO85VvgyH9eB97yvYOxdCVlPIhE2ezme/rZTI8ZlZF+4TRwCub0NUoLv4vaEWUi+fLM4m1LiLNt2glXnXpBaWCLrUTiiVi1B5v272oMlEth07wtzP39IrayR8+wJojesQtr1y+oQQ+9qsO7SC/oVK0FmaY3HP05D6sVzJdSakrH59FVsOHYRcSnpqOxki6+6t0RVV8cC41MysvDL3tM4diMUyRlZcLAwxaRuLdDYx10dE52UikW7T+LcnXBk5SrgbG2B7/q1hU95h5JoUonY9/cu7Nq+FYmJCXCt4I5PR45FZY83f3efPnUc8+f8gLr1GuDrb2epyzMzM/Hbul9xMfAcUlNTYGtnj/Ydu6JNuw7F2YwS1bm1PXp3doSluR7CH6Vj8eqHuBuWVmB80/pWGNzHGfa2+ngWmYkVv0fg4rUk9fuN61qik789KrsbwcxEhiETgxD2KKMEWlKymnwkR6u6cpgaifE0RoktRzPwKFKpNdbBWowOjQzgYi+BlZkEW49l4PiV7ALX7V9Xji5NDXHsShb+OpZZXE2gDwA7jDry6NEjNGzYEObm5pg7dy6qVq2K3NxcHDp0CKNHj8bduwX8yCGdOHQnAvOPXcPU1rVRxdEaf1y+i1FbTmDXpx1gaaSfL35+18bIVarUfydnZqPXmgNo6Vk+X+zx0Ce4+SwONsYGxdoGXZB51IR+0y7IPLIFysgIyH2bwqjHKKSumQUhI/8PhYzdqwGJRP23SN8IxgFfITf0urrMsMswQKlExs5VELKzoFfbD0Y9xyB13Q9Abk6JtKs4SYwMkRIciifrt6PWtqVvjDdwLYfae1bi8arNCBrwBaya1UfVld8jKzIWcUfOAgAcerSB19wpuDV6OpIu3UCFcQNRd98anPRpjZzYhOJuUokwbdQUdoNHInL5ImTeC4Flh25wmTEH90cNhDI5KV+83SeDYda0JZ4vnY/sp49h/FFtOE/5Dg8nj0XWwzAAgFhfH1mPwpF47ADKT/muhFtU/A5eDcG8ncfxTS9/VHVxxKaTlzFy2RbsnvYprEyM8sXnKpQYsXQzLI2NMG9IF9iaGSMyIQUmBnJ1TEpGFgIW/o5alVywdGRPWBgb4nFsIkwN8n9PllZnTp3A2l9XYOSYCajs6Ym/d+3AjGmTsWzVepibWxS4XHR0FNavXglvn6r53lv763IE37iOz76cAls7ewRdu4IVSxfD0soKdes1KM7mlAi/hlYYPcgVC1Y+wJ17qejR3gHzvvVGv7HXkZScmy/ex8ME0yZWxq8bIxB4JRHNP7bGD5M9MezLYDx8nNcpNNCX4GZICk6cj8OkURVLukklwtdThu7NDPDH4Qw8eq5As1r6GNvTGDN+TUFqhpAvXk8qQlySCtdCc9CjmWGh63axl6BxDTmexiiKq/qli5jPYSwMh6TqyKhRoyASiXDp0iV069YNlStXho+PDyZOnIgLFy4AAB4/foxOnTrB2NgYpqam6NmzJ6Kjo9XrmDFjBmrUqIG1a9eifPnyMDY2xqhRo6BUKvHTTz/B3t4etra2+OGHHzS2LRKJsHLlSrRv3x6Ghobw8vJCYGAgwsLC0LRpUxgZGaFBgwYIDw/XWG737t2oWbMm9PX14ebmhpkzZ0KhUGisd/Xq1ejSpQsMDQ1RqVIl7NmzB0BeB9nPzw8AYGFhAZFIhICAAADAtm3bULVqVRgYGMDKygotWrRAenr6O9/n/8XGS3fRtbo7OlVzh7u1Gaa2rgN9qRS7gsO1xpsZyGFtbKB+XXgYBX2ZJF+HMSY1A3OOXMGPHRtAKvnwTke9Wn7ICQ5E7q2LUMVHIfPwFgi5OdCrUl9rvJCVASE9Vf2SunoCuTnIvZfXYRRb2EDqWCGvAxr1GKrEGGQd3gpIZZB5+pZk04pN7KHTuDd9EaJ3Hy1SvMunvZH58ClCJs1B2t0HiFi2CVHbD6HC+AB1TIUJg/BkzVY83bADaSHhuDlqOpQZWXAO6FZMrSh5Vp16IPHwfiQdO4jsJxGIXL4QquxsWLRoozXezK8l4rZtQtrVi8iNjkTiwT1Iu3oRVp17qGPSrl1CzKa1SL1wtqSaUaJ+P3EJXetXR+d61eDuYI1verWGvp4MuwKDtcbvvBCM5IwsLPy0Kz5yKwcnK3PUqlQeHuXs1DFrj1yAnbkpZvVrh6qujihnbY4GXhXgbFNwR6q02b1zG1q1bosWrVqjfHlXjBwzAXK5HEcPHyxwGaVSiQU//Yg+/QbC3iF/pvVuyG00a94KVavVgJ2dPfzbtEcFN3fcD/0wLh737OCIvUeiceB4DCKeZmL+ygfIylaibTNbrfHd2zvg0vVEbN79HBHPMrH2zye49zAdXdrYq2MOn4rFhr+e4uqN5JJqRolrUVsf525kI/BmDiLjVfjjUAZyc4EGVfW0xkdEKbHjZCauhORCoczfoXxBLgMGdzDCxoMZyMgqOI7ohQ/vF2opkJCQgIMHD2L06NEwMsp/Fdfc3BwqlQqdOnVCQkICTp06hSNHjuDBgwfo1auXRmx4eDgOHDiAgwcP4s8//8SaNWvQrl07PH36FKdOncKcOXPwzTff4OLFixrLzZo1CwMGDEBQUBA8PT3Rt29fDB8+HFOmTMGVK1cgCALGjBmjjj9z5gwGDBiA8ePH486dO1i5ciXWr1+frzM6c+ZM9OzZE8HBwWjbti0++eQTJCQkwNnZGdu3bwcAhIaGIjIyEosXL0ZkZCT69OmDwYMHIyQkBCdPnkTXrl0hCO/PF1iuUomQqATUrfDyPyqxSIS6rvYIfhZXpHXsCg6Hv7cLDPReJvVVgoBv/g7EwLpecLcxf9fV1j2xBBJ7ZygiQl8pFKCICIXE0bVIq9CrWh+5d6+9zBxK/tl/yleviAqAUgFpOfd8y5cF5vVqIO54oEZZ7JGzsKhXAwAgkslgVtMHccfOvwwQBMQdPw/zeh+VYE2Lj0gqhYF7ZaTfuPqyUBCQfuMqDDy8C1hGBlWOZkZalZMNQ6/82Z8PUa5CiZAnUajn4aouE4tFqOfhiuBHz7Quc+rmfVRzdcLsrYfh9/XP6Prjaqw+dB5K1cvRFKdu3YdPeXt8sWYnmk75GT3nrMX2c0HF3JqSk5ubi/Cwe6heo6a6TCwWo3qNmgi9e6fA5bb8+TvMzM3R0r+t1vc9vXxw6WIg4uNiIQgCgm9cx7NnT/FRzVrvvA0lTSoVobK7Ma4Gv+zYCQJwNTgZPh4mWpfxqWyiEQ8Al68nFRj/IZKIgfL2EoREvPz/TgAQ8igXbk7/bYBg75aGuBWei7sRzC6qicS6e5UCHJKqA2FhYRAEAZ6eBd/vcOzYMdy8eRMPHz6Es7MzAOC3336Dj48PLl++jNq1awMAVCoV1q5dCxMTE3h7e8PPzw+hoaHYv38/xGIxPDw8MGfOHJw4cQJ169ZVr3/QoEHo2bMnAGDy5MmoX78+pk2bBn9/fwDA+PHjMWjQIHX8zJkz8dVXX2HgwIEAADc3N8yaNQuTJk3C9OnT1XEBAQHo06cPAODHH3/Ezz//jEuXLqF169awtLQEANja2qrvYQwPD4dCoUDXrl3h4uICAKhateAfbNnZ2cjO1hyPL5fLC4h+NxIzsqEUBFgaag6psjLSx6P4lDcuf+t5HMJikzG9bV2N8nWBdyARidCnlsc7re/7QmRgBJFYAiFDcx8JGakQW9oVsNRLEnsXSGwckXnwD3WZKiEaquQEyBt3QObhzUBuDvRq+UFsagGRkek7b0NpILezRna05oWL7Og4yMxMINaXQ2ZhBrFUiuyY+Ndi4mHk4VaSVS02ElMziCQSKJISNcoVSYkwLJd/GDgApF2/AqtOPZBxOxg5Uc9hVK0mTOs3LjPP4kpMz4BSJcDKVPOipZWJER5Gx2td5mlcEp4nRKBtLR8sHdETj2MT8ePWQ1AoVRjRtpE6ZuvZ6+jvVwdDWtXH7cdRmLP9KGRSCTrWLf2d8ZSUZKhUKphbaGZMzc0t8PTJE63L3Ll9E0cPHcCiX1YVuN5PR47B0p8XYPCA3pBIJBCJxBg9fiJ8qlZ7p/XXBTMTKaQSERKTNC/QJCbloryT9lsxLM1lSEzSHKqamJwLS3NZsdXzfWNsKIJELEJKukqjPDVDgL2VpICl3qyWlwzl7aWYveHNv1+IXmCHUQeKkj0LCQmBs7OzurMIAN7e3jA3N0dISIi6w+jq6goTk5dX3Ozs7CCRSCB+5UePnZ0dYmI0J2CpVq2axvuAZkfNzs4OWVlZSElJgampKW7cuIFz585pZBSVSiWysrKQkZEBQ0PDfOs1MjKCqalpvm2/qnr16mjevDmqVq0Kf39/tGrVCt27d4eFhfbhS7Nnz8bMmTM1yqZPn45Jru/v2PNdNx6gko25xgQ5dyIT8OeVUPwxqDVEove37rokq1YPythnmhPkqFRI370ahq37wmzcTxBUSigiQpH74DYA7kcquqjVv8Bx9OeouHQ9ACAn6jmSjh2EeXPtQ1gpb1SEpYkRvu3TGhKxGN7l7RGTnIoNxy6qO4wqQYBPeQeM69gEAODlbI+wyFj8dfb6B9FhfFsZGRlYOO9/GD1uIkzNzAqM27tnF0LvhmDq9FmwtbXD7Vs3sXLZz7C0tEKNjz6M4fakexYmIvRsbojFW9Kg0D5vTtnF32KFYodRBypVqgSRSPROJraRyTSvtolEIq1lKpXmFapXY150WLSVvVguLS0NM2fORNeuXfPVQV//ZeatKNt+lUQiwZEjR3D+/HkcPnwYS5YswdSpU3Hx4kVUqFAhX/yUKVMwceJEjTK5XA7ln/8rcBv/lYWhHBKRCAkZWRrl8elZsDIufCKHzBwFDoVEYGRjzR9K15/EICE9C22X7laXKQUBC45fx6Yrodg/qtO7a4COCJnpEFRKiAw1M38iQxMI6W+4sinTg56nL7LO7sv3lir6CdI2zAH09CGSSCFkpsHok8+hjH78LqtfamRHx0Fupzlbr9zOGrnJqVBlZSMnLhEqhQJyW6vXYqyQHVW0IdXvO2VKMgSlEtLXJhyRmltAkah9Uh9lSjKezP4WIpkMEhMzKBLiYDdgGHKiI0uiyjpnYWQIiViE+BTN+8XjU9NhbZr/VgkAsDEzhlQshuSVC5JudlaIS0lHrkIJmVQCG1NjuNlrHmtudlY4GhT6+upKJVNTM4jFYiQlamazk5ISYfHPKJpXRUU+R0x0FL6f+Y267MVF4y7tW2LZrxtgaWmFjRvWYMo3M1GrTj0AgGsFdzwID8OuHX+V+g5jcqoCCqUAC3PN++4szGVISMo/4Q0AJCTlwuK1bKKFWcHxH6K0DAFKlQBTIzGAl707E8P8WceiKm8vhamRGF8HvEw0SMQiVHSWomlNOcbMS8J7dEcQvUfYYdQBS0tL+Pv7Y+nSpRg3bly++xiTkpLg5eWFJ0+e4MmTJ+os4507d5CUlARvb+335BSnmjVrIjQ0FBUr/vuZyPT08v6zUCo1L2uJRCI0bNgQDRs2xLfffgsXFxfs3LkzX8cQyOscahuCWpwTacskEnjZW+Lio2j4Vc77LFSCgEsRUejlW7nQZY/cfYwchRJtfTQ7v+2qVNC4JxIARm0+gXZVKqBTtQ9jmCBUSiijnkDqUhmKsBeTaIggdamMnGtnCl1UVvkjQCJF7p3LBQflZEEAIDa3gcS+PLLP5e9clgVJF4Jg0+ZjjTLr5g2QeCEIACDk5iL52m1YN6v/8vEcIhGs/OojYtnGEq5t8RAUCmSG34NRtZovH3shEsGoWk0k7N9V+LK5uVAkxAESCUwafIyUsyeLvb7vA5lUAi9ne1y89wjNqud9j6lUAi7ei0DvxjW1LlOjQjkcuHobKpUA8T8zCkbEJsDG1Bgyad4QuRpu5fAoWrOTHhGTAEfLgrNrpYlMJoN7xcoIvnEd9Rr8k1VVqRAcdB1tO3TOF1/OuTx+XrZao2zTb2uRmZmJocNHw9raBrm5OVAoFPlGm0gkYgiFXHAtLRQKAffC0+BbzQxnL+UdGyIRULOaGXbuj9K6zO17qfCtaoZte19ewKlV3Qy3Q1NLpM7vA6UKeBylhKeLFDfu53WURQA8XWU4eTWr8IULcDciF9+t0bw3dEBbI0TFK3H4YhY7i1Qgdhh1ZOnSpWjYsCHq1KmD7777DtWqVYNCocCRI0ewfPly3LlzB1WrVsUnn3yCRYsWQaFQYNSoUWjSpAlq1Sr5m+C//fZbtG/fHuXLl0f37t0hFotx48YN3Lp1C99//32R1uHi4gKRSIS9e/eibdu2MDAwwO3bt3Hs2DG0atUKtra2uHjxImJjY+Hl5VXMLXo7/ep44tu9gfC2t0QVRyv8cTkUmbkKdefum7/Pw9bEEOOa1tBYbteNcDStXA7mhpqdXHNDeb4yqUQMayN9uFp9OPfi5Vw5AYO2/aCMegxlZAT0ajWFSCZHzq28mYAN2vaHKjUJ2Wf+1lhOr1p95N4PhpCV/1KAtHINCJlpUKUkQmLjCINm3aAIC4bi0Ycxm6DEyBBGFV/ed2dYoRxMq3siJyEZWU8i4fH9ROg72eHGoMkAgIhVm+Ey6hN4zv4ST9Zvh7VfPTj0aIPLHYer1/Fw0TpUXzsHSVdvIflyMFzHDYTUyABPNuwo8fYVl/jdf8Fp/FfIDAtF5v27sOrQDWJ9fSQezZu50mnCV8iNj0PM73k/3g0qe0JqaYOsh2GQWVnDpvdAiEQixO3crF6nWF8feg5O6r/17BygX8EdytRU5MYVPNS+tOjvVwfTNu6FT3kHVHFxwMaTV5CZnYPO9fJuLZj629+wNTfB+I5NAQA9G3+EzWeuYs72I+jTpBYexyRg9eFA9G3y8v+kfn61MXDB71h96Dxa1fTCrYjn2Hb+Br7t3VoXTSwWnbp0x+IFc1CxUmVUquyJv3dvR1Z2Flq0zJsDYOG8/8HKyhoDBg2Fnp4eXFw1LxgaGRsDgLpcJpOhStXqWL92FfTkctja2uHWzRs4cewIBg8bWbKNKyZb/36OKWMr4W5YGu7eT0P3Dg4wkEtw4HjeefT1uIqIjc/Br5vyRops2xuJn2f5oGdHR1y4mohmjazh4W6MeSseqNdpYiyFnbUerCzzLkY7/3M/ZEJS7geTiTx6OQsB7YwQEaXEo8i8x2royYDzN/PuBw1oZ4ikVBV2nc7rQErEgIO15J9/i2BuLEY5WwmycwTEJqmQnQM8j9O8CJGTKyA9S8hXXuaUkfvX/y12GHXEzc0N165dww8//IDPP/8ckZGRsLGxga+vL5YvXw6RSITdu3dj7Nix+PjjjyEWi9G6dWssWbJEJ/X19/fH3r178d1332HOnDmQyWTw9PTE0KFDi7wOJycn9eQ5gwYNwoABAzB58mScPn0aixYtQkpKClxcXDB//ny0afN+3Ufk7+2CxIwsLD8TjPj0LHjYWmBpTz9YGeX9BxWVkgHxa1eHH8Wn4PrTWCzv7aeLKr8XckOvQWRoDP2G7SAyMoEy5hnSty2DkJF3lVhsYoHXL2mKLWwhLeeO9K2/aF2n2NgMcr+uEBmZQEhLQc7tS8gOLHg6+9LGzLcK6h/7Xf2397yvAQBPftuB4CFTIHewgYHzy2n5Mx89xeWOw+E9fwpcxw5A1tMo3Bz+jfoZjAAQ+dcB6NlYovL0cZDb2yDlRggutR+KnBjtk5uURilnT0Jqag7bvoMgtbBA1sNwRMycDGVy3tBBmbWtRrZGJNODbb9B0LNzhCorE2lXL+LZotlQvfJIH/2KHqjww0L13/ZDRgEAEo8dxPOffyqhlhWf1r5eSEzLwLJ9ZxCXmg4PJ1ssG9VLPRFOVGKKxveavYUplo/qhbk7jqHH7DWwNTfBJ01qYVDLeuqYKi4OWDCsK37ecworD56Dk5U5JnVtjna1fUq8fcWlcRM/pKQk44/f1yMxMREV3Nwx/bv/wdwib0hqXGyMOgNbVF9M/ga/rV+NBXN/RFpqKmxs7dBvwGC0btuhOJpQ4k6ci4e5qQyD+5SHpbkMYQ/T8eWsO0j85xmMttZyvJpMvR2ailkL72NI3/IY9kl5PI3MwtQ5d9XPYASAhrUtMGVsJfXfMz7Pm0Bu3ZYnWL9F+wREpc3Vu7kwMcxEh0b6MDUS42mMEku2pqmfwWhpKtb4L9TcWIxvBr286Nyqrj5a1dXHvce5WPBn/mcfExWVSHifnl9A9C9lrJ/55iDSYBgwHclzx+q6GqWK2ZdLsE/2Yc5qW5za5Ybidqdmuq5GqeKz+ziyDq/TdTVKHf1Wg3A3/Kmuq1GqeLqXQ5Ou598cSBpO7WiAEXMS3xxIaismv7/PY83at0Jn29ZvN0Jn2y4q5l+JiIiIiIhIK3YYiYiIiIiISCvew0hERERERGWXiDm0wnDvEBERERERkVbMMBIRERERUdnFx2oUinuHiIiIiIiItGKGkYiIiIiIyi7R2z07taxhhpGIiIiIiIi0YoeRiIiIiIiItOKQVCIiIiIiKrv4WI1Cce8QERERERGRVswwEhERERFR2cVJbwrFDCMRERERERFpxQ4jERERERERacUhqUREREREVHaJmUMrDPcOERERERERacUMIxERERERlVkCJ70pFDOMREREREREpBUzjEREREREVHaJmEMrDPcOERERERERacUOIxEREREREWnFIalERERERFR2cUhqobh3iIiIiIiISCtmGImIiIiIqMziYzUKxwwjERERERERacUOIxEREREREWnFIalERERERFR2cdKbQnHvEBERERERkVbMMBIRERERUdnFSW8KxQwjERERERERacUMIxERERERlV1i5tAKw71DREREREREWrHDSERERERERFqJBEEQdF0JIiIiIiIiXUg/v0Nn2zZq0FVn2y4q3sNIH4QHAe11XYVSx239Xu63t+S2fi9ud2qm62qUOj67j2OfzEPX1ShV2uWGIuPMX7quRqlj2LgH7oY/1XU1ShVP93Lo+xX32dv643/l8MXyDF1Xo1SZN9JQ11Wgf4kdRiIiIiIiKrtEvEuvMNw7REREREREpBU7jERERERERKQVh6QSEREREVGZJXBIaqG4d4iIiIiIiEgrZhiJiIiIiKjsEol0XYP3GjOMREREREREpBU7jERERERERKQVh6QSEREREVGZxUlvCse9Q0REREREVAosXboUrq6u0NfXR926dXHp0qVC45OSkjB69Gg4ODhALpejcuXK2L9//1ttkxlGIiIiIiIqu0rJpDdbtmzBxIkTsWLFCtStWxeLFi2Cv78/QkNDYWtrmy8+JycHLVu2hK2tLbZt2wYnJydERETA3Nz8rbbLDiMREREREdF7bsGCBRg2bBgGDRoEAFixYgX27duHtWvX4quvvsoXv3btWiQkJOD8+fOQyWQAAFdX17feLoekEhERERFR2SUS6+yVnZ2NlJQUjVd2dna+Kubk5ODq1ato0aKFukwsFqNFixYIDAzU2qw9e/agfv36GD16NOzs7FClShX8+OOPUCqVb7V72GEkIiIiIiLSgdmzZ8PMzEzjNXv27HxxcXFxUCqVsLOz0yi3s7NDVFSU1nU/ePAA27Ztg1KpxP79+zFt2jTMnz8f33///VvVkUNSiYiIiIiIdGDKlCmYOHGiRplcLn8n61apVLC1tcWqVasgkUjg6+uLZ8+eYe7cuZg+fXqR18MOIxERERERlVmCDie9kcvlReogWltbQyKRIDo6WqM8Ojoa9vb2WpdxcHCATCaDRCJRl3l5eSEqKgo5OTnQ09MrUh05JJWIiIiIiOg9pqenB19fXxw7dkxdplKpcOzYMdSvX1/rMg0bNkRYWBhUKpW67N69e3BwcChyZxFgh5GIiIiIiMoyHU568zYmTpyIX3/9FRs2bEBISAhGjhyJ9PR09aypAwYMwJQpU9TxI0eOREJCAsaPH4979+5h3759+PHHHzF69Oi32i6HpBIREREREb3nevXqhdjYWHz77beIiopCjRo1cPDgQfVEOI8fP4ZY/LIT6uzsjEOHDuGzzz5DtWrV4OTkhPHjx2Py5MlvtV12GImIiIiIiEqBMWPGYMyYMVrfO3nyZL6y+vXr48KFC/9pm+wwEhERERFRmSVAd5PelAa8h5GIiIiIiIi0YoaRiIiIiIjKLOEtJ58pa7h3iIiIiIiISCtmGImIiIiIqOxihrFQ3DtERERERESkFTuMREREREREpBWHpBIRERERUZkliPhYjcIww0hERERERERaMcNIRERERERlFh+rUTjuHSo269evh7m5ua6rQURERERE/xIzjPSvBAQEICkpCbt27dIoP3nyJPz8/JCYmIhevXqhbdu26vdmzJiBXbt2ISgoqGQr+46YNm8HszZdITGzQM7jh4jfuBLZD+8VHN+qI0z92kJqZQNVagrSr5xDwrYNEHJz8wJEYlh06Qvj+k0hMbOAMikBqWePIWnP5hJqUcngfnt7lm07wapzL0gtLJH1KBxRq5Yg8/5d7cESCWy694W5nz+kVtbIefYE0RtWIe36ZXWIoXc1WHfpBf2KlSCztMbjH6ch9eK5EmpNybBsVAtunw+BWc0q0He0xZVuoxC951jhy3xcB97zvoKxdyVkPYlE2OzlePrbTo0Yl5F94TZxCOT2NkgJvovbE2Yh+fLN4mxKidpy/AI2HDqL+OQ0VHa2x+Q+7VHFrVyB8akZmfhl51Ecv3YbyemZcLAyxxe92qJxNQ8AwNYTF7Ht5CU8j08CALg52uLTDn5oVLVySTSnxOz7exd2bd+KxMQEuFZwx6cjx6Kyh+cblzt96jjmz/kBdes1wNffzlKXZ2Zm4rd1v+Ji4DmkpqbA1s4e7Tt2RZt2HYqzGSWqZT0jtG9iAjNjCR5H5mLDnkSEP83VGutkK0WPVqao4KQHGwspfvs7CQfPpf2ndZZWDXykaFpDChNDESLjVdh5NhdPYlRaY+0sRPCvI0M5azEsTcXYfS4HZ4IVGjEiEdCqlgy+lSUwMRQhOV3AlVAFjl5VaF0nEcAMIxUjAwMD2Nra6roa74RRncaw6j0Uibv+xLPp45Hz5CHsv/gOYhMz7fH1msCyRwASd/+Jp1+PROzan2FUpzEsug1Ux5i36wZTvzaI27gCT78eiYSt62HepitMW3w4PxC4396eaaOmsBs8ErFbfsODicOR9TAcLjPmQGJmrjXe7pPBsPDvgMhflyBszCAkHPwbzlO+g36FiuoYsb4+sh6FI3LlzyXUipInMTJESnAobo2bWaR4A9dyqL1nJeJPXsTZWp3wcMkGVF35PaxbNlLHOPRoA6+5U3D/+6U4W6cLUoPvou6+NdCzsSyuZpSoQ5duYv7WAxjewQ9/fDsKlZ3tMWrReiSk5P9hDgC5CgVGLFiP53GJmDuiD3Z9PwHTBnSGrYWpOsbOwgxju7XCpmkjsembkajj6YbPftmE8GfRJdWsYnfm1Ams/XUFevUdgAVLVqCCmztmTJuMpKTEQpeLjo7C+tUr4e1TNd97a39djmtXL+OzL6fgl5Xr0LFzN6xa/jMuXjhfXM0oUfWqGaBfe3PsOJqCqUui8TgyB18NsYGpkfafoXI9EWLildh8IBmJKcp3ss7SqLq7BB0bynDkSi4WbcvC83gBw9rLYWygPV5PKkJCioD9F3ORki5ojfH7SIoGPlLsPJODnzZnYf+FXDStIUOjqmU8hyQS6e5VCnw4ZxW9d14dkrp+/XrMnDkTN27cgEgkgkgkwvr16yEIAmbMmIHy5ctDLpfD0dER48aN023FtTDz74yUU4eQdvYocp8/QdyGpRBysmHycUut8foVvZB9PwTpF05BEReDzNvXkXbxNPTdKqlj5BW9kH79IjJvXIEiLgbpV84h8/Z1yN0+nCvx3G9vz6pTDyQe3o+kYweR/SQCkcsXQpWdDYsWbbTGm/m1RNy2TUi7ehG50ZFIPLgHaVcvwqpzD3VM2rVLiNm0FqkXzpZUM0pc7KHTuDd9EaJ3Hy1SvMunvZH58ClCJs1B2t0HiFi2CVHbD6HC+AB1TIUJg/BkzVY83bADaSHhuDlqOpQZWXAO6FZMrShZG4+cQ9fGtdCpkS/cHW0xtV9H6OvJsOvsVa3xu85eQ0p6BhaM/gQ1KrnA0doCtTwqwMPZQR3TpIYnGlfzgIudNVzsrTGma0sYyvUQ/OBJSTWr2O3euQ2tWrdFi1atUb68K0aOmQC5XI6jhw8WuIxSqcSCn35En34DYe/gkO/9uyG30ax5K1StVgN2dvbwb9MeFdzccT+0gJEFpUzbRiY4cSkdp65m4FmMAmt2JSE7R0CTWkZa4x88zcUfB5IRGJwJhVJ7x+dt11kaNakuxcU7ClwOVSI6UcD2UznIzRVQ21N75+5JrAp7A3MRFKYscL+52klw65ESIY9VSEwVEPxAiXtPlXC2ZZeACsajg0pEr1698Pnnn8PHxweRkZGIjIxEr169sH37dixcuBArV67E/fv3sWvXLlStmv/qq05JpJC7VkTmnaCXZYKAzNtB0HfXPgQpKywEeq7ukFfI68RIbexgWK0WMoKvqGOyw0Jg4F0dMjtHAICecwXIK3kj86b2H2ulDvfbWxNJpTBwr4z0G6+0RRCQfuMqDDy8C1hGBlVOjkaZKicbhl7v2Xn0njGvVwNxxwM1ymKPnIVFvRoAAJFMBrOaPog79kqGRxAQd/w8zOt9VII1LR65CgVCIp6jrre7ukwsFqOul3uBnbtTQXdRza08/vfH32j+2Wx0//ZnrNl3EkqV9uFxSpUKBy8FIzMnB9XcyxdLO0pabm4uwsPuoXqNmuoysViM6jVqIvTunQKX2/Ln7zAzN0dL/7Za3/f08sGli4GIj4uFIAgIvnEdz549xUc1a73zNpQ0iQSo4CTDrbAsdZkgALfCslDJRe+9Wef7RiIGnGzEuPf05fklALj/TAUXu3//8/1RtBKVnMSwNsvLbDlYiVDBXoK7j7VncssKQSTW2as0KOP5Z/ov9u7dC2NjY40ypVL7F46BgQGMjY0hlUphb2+vLn/8+DHs7e3RokULyGQylC9fHnXq1Clwm9nZ2cjOztYok8vl/6EVbyYxMYVIIoEyOUmjXJmSBJmD9nt90i+cgsTYFI5T5wAQQSSVIuX4fiTt/Usdk7RvG8QGhig3ewWgUgFiMRK3/460wJPF15gSxP329iSmZhBJJFC8NrRNkZQIw3Laf3CnXb8Cq049kHE7GDlRz2FUrSZM6zcGxKXjPyFdkdtZIzs6TqMsOzoOMjMTiPXlkFmYQSyVIjsm/rWYeBh5uJVkVYtFYloGlCoVLE01v8OtTI3xKCpO6zLP4hJw+W4S2tSrhiXjB+BJTAJmb9oDhVKF4R2bqePuP43CwNmrkJOrgIFcD/NH9YX7/9m777Cmrv8P4O8khAAhIew9RBQEFfdeuPeu1WrVOr6ts9ZRtcPR2mrdtVVb67a2auuue9e9EQegoiAoQ/aGrN8ftMFIoOJPQOD9ep48j9x87s05x4x77uecc50qxvSE1NQUaDQaKCwt9bYrFJaIijTc0b539zaOHzmE5T+uKfS4/xszHitXLMWIoQMhEokgEAgx7uPJ8KtV+42WvyzIzIQQiQRISde/sJCSroGTrfitOebbRmoigEgoQHqWfqYwLVMLO8Xrf7+fuqGCiViATweZQKsBBELg8GUlbj6o3B1GKho7jPTaAgICsHr1ar1tly9fxpAhQ175GO+88w6WL18OT09PdO7cGV27dkWPHj1gZGT4rTl//nzMnas/R2n27NkYWvzilygTn1pQ9BiA+M2rkf0oFGI7J9gMHg1Fz4G6xVmkjVrCvEkbxP28GLlPIyBx84T1e6OhSk5A+vmTZVyDssF2K76YtT/CadwUeK3cCADIjXmG5BOHoWhneAgr0evSaLWwkkvx5dDeEAmF8PVwRlxyKjYfOavXYfRwsMG2WeOQnpWN49fvYtb6nVj76agK02ksjszMTCxbvADjJk6G3MLw3G0A+GvfHoSGBOPz2V/Dzs4ed+/cxs+rVsDKyhp16tYvxRJTRefvJUK96iL8djwXMYkaONkI0au5MVIztbgWWnk7jVqUj7mEZYUdRnptUqkUXl5eetuioqKKdQxXV1eEhobi+PHjOHbsGMaOHYtFixbhzJkzEIsLXiWcOXMmJk+erLdNIpHg6YclN6dInZYKrVpdYNERkVwBdYrhRQ4s+wxB+oWTSPv7KABAGRWBRIkENsPHI3n/dkCrhfWAD5B88E9kXP5bF2NkbQdF93cqRMeH7VZ86tQUaNVqGCn0sxdGCkuokhIL3Sdy/iwIxGKIZBZQJcbDfuho5MZGl0aRy62c2HhI7G30tknsbaBMSYMmOwe58UnQqFSQ2Fm/FGONnEIycOWJpbkZREJhgQVuElLTYW1hbnAfGwsZjERCiF7IXldxtEV8SjqUKhXE/1zoExsZwc0+r918PZxxNzwKvx+/gC+G9i6ZypQiudwCQqEQyUn632HJyUmwtCq4GFJM9DPExcZg3twvdNu02ryMUZ/uHbDql02wsrLGr5vWYeYXc9GgURMAgEeVqngU9hB7dv1R7juMaZkaqNVaWJjrZ8UszIVITn+9DkpJHPNtk5GthVqjhbmpfkdGZiZAaqbh+YmvontTMU7eUCHwYV47xSSqYWmuRNu64krdYaSiccwSlRpjY2ODQ1ZNTU3Ro0cPrFixAqdPn8bFixdx+7bhZeslEgnkcrneo6SHpEKtQk74Q5j6+udvEwhg6uuP7DDDCxIIJRJAo/+FrtXN88n78hdIJC9s+4fmn/EhFQHbrdi0KhWywu5DWjt/fhQEAkhr10NWaOHzowBAq1RClRgPiESQNWtV4W6b8aYlXwqEddsmetts2jVD0qVAAHntmXLjLmzaNs0PEAhgHdAUyZdulmJJS4bYyAg13J1wOfiRbptGo8GVkEeo7elqcJ86Xm6IjEuE5oXP35PYeNhYyHSdRUO0Wi1yVRXjRFQsFqOqV3UE3cp/D2g0GgQF3oS3T8F5xi6ublixai2W/7hG92jUuClq1a6D5T+ugY2NLdRqFVQqFQQvrZYoEgkLfteVQ2o18PipEn5eJrptAgHg5yXBg4jcIvYs3WO+bdQa4OlzDaq55P+2CQB4OQsREfv67wuxkQAvdze12nKzWCeVEWYYqdR4eHjg8ePHCAwMhIuLC2QyGX7//Xeo1Wo0btwYZmZm+PXXX2Fqagp3d/eyLq6elCN7YDv6E+Q8foCcR/dh0bEXBBITpJ/NW5HRdvRkqJISkPTnJgBAZuAVWHTqjZwnj5ATFgqxvSOs+g5BZuAVQKvRxVj2eBeqxOdQPn0CY7eqsOjUG2lnj5VZPd80tlvxJez9A84fz0DWw1BkPQiBdY9+EJqYIOl43gqMzpNmQJkQj7gtawEAptV9YGRli+zHDyG2toHtwGEQCASI351/X0qhiQmMHZ11fxvbO8KkSlWo09KgjI8r3QqWEJHUDFKv/HmeZlVcIPf3QW5iCrIjo+E9bzJMnO1x64PpAICINdvgPnYwfOZPQ+TGnbAJaALHd7rgas8Pdcd4vHwD/Nd/h+Trd5ByNQgeE4fBSGqKyE27Sr1+JWFIh+aYtX4nfN2dULOKC347fgFZObno1Twvo/XFuj9hp5BjYr+OAIB32jTC9pOXsXDbQQxq2wRP4hKw7sAZDGqX36lesfMomteqBkcrBTKyc3DochCuhYZj1aRhBstQHvXq0x/fL/0OXtWqo1p1H+zfuxPZOdlo36ETAGDZ4gWwtrbB0A9GwdjYGO4eVfT2l/4z9//f7WKxGDVr+WPj+jUwlkhgZ2ePO7dv4dSJYxgxekzpVq6EHDyXho/escKjqFyEReaiSwtzmBgLceZ6BgBgzABLJKaosf1IKoC8RW1c7PJGGRmJBLCSi+DuKEZ2rgaxCepXOmZFcOaWCgPbGiPquQZPYjVoWdsIxmIBrobk3TNxYFtjpGRocehy3r0nRcK8ezECeW1oIRXAyVqAHCWQkJrXTbwXrka7ekZITtMgJkkLZxshWvmLdcesrMrL4jNlhR1GKjX9+vXDrl27EBAQgOTkZGzYsAEKhQILFizA5MmToVarUatWLezfvx/W1tb/fcBSlHHlLEQyC1j2GQIjC0vkPHmEmCWzoE5NBgAYWdvqOjQAkLRvG7RaLaz6DoHI0hqatBRkBF5B0s4tupj4X3+GVd8hsHl/LERyC6iTE5F6+hCS9lacG9Cz3Yov9dxpGMkVsHvvAxhZWiL7cRgi5k7XDeMV29jpZR0EYmPYDfkAxvZO0GRnIf36ZTxdPh+ajPyTJhMvb1T5Zpnub4eRYwEASScO49mKhaVUs5JlUb8mmp7If5/4Lv4MABC5eReCRs6ExNEWpi/c/iErPApXe34I3yUz4TFhKLKjYnD7wy8Qfyz/1iPRfxyCsa0Vqs+eCImDLVJvBeNK91HIfWkhnPKqU6NaSErPwOq9J5CQmg5vV0esnDRMNyQ1JiEZwhfSDg5WCqz8ZBiWbD+IAXN+hJ2lDO+1b4rhXVrpYhLT0vHlup2IT0mDuakJqrnYY9WkYWji51Xg9curlq0DkJqagt+2bERSUhKqeFbF7K8WQGGZNyQ1/nkchMLipWumTv8CmzeuxdJF3yI9LQ22dvYYMnQEOnetGPeXvRSUBbk0Gf07yKGQiRDxTIkF6+OR+s+iNdYKI73BJZZyEeZ/bK/7u3trGbq3luHeoxzMW/P8lY5ZEdwKU8PcVIlODcWQmQnwLF6DtX/lID0r73lLcwG0L7SbXCrA5AH5N2lsU0eINnXECHuqxup9eQsG7jmXi06NxOjbyhjmpgKkZGhx6Z4Kx64pS7NqVM4ItFrt6w+EJnpLPBrevayLUO54bvyL7VZMnhv/wt1ebf87kPT47T2JA2Lvsi5GudJNGYrMs3/8dyDpMWv5DkLCijeXvrLzqeqC92awzYrrtwUumLo6s6yLUa4sHmNW1kUo1PN7V8rstW19C787wNuC+VciIiIiIiIyiB1GIiIiIiIiMohzGImIiIiIqNLSModWJLYOERERERERGcQMIxERERERVVpa3oiySMwwEhERERERkUHMMBIRERERUaWlFTCHVhS2DhERERERERnEDiMREREREREZxCGpRERERERUaWnBRW+KwgwjERERERERGcQMIxERERERVVpc9KZobB0iIiIiIiIyiB1GIiIiIiIiMohDUomIiIiIqNLSCrjoTVGYYSQiIiIiIiKDmGEkIiIiIqJKi7fVKBozjERERERERGQQM4xERERERFRp8bYaRWPrEBERERERkUHsMBIREREREZFBHJJKRERERESVFhe9KRozjERERERERGQQM4xERERERFRpcdGborF1iIiIiIiIyCB2GImIiIiIiMggDkklIiIiIqJKi4veFI0ZRiIiIiIiIjKIGUYiIiIiIqq0uOhN0dg6REREREREZBAzjEREREREVGlxDmPRmGEkIiIiIiIig9hhJCIiIiIiIoMEWq1WW9aFICIiIiIiKgthjx6V2WtX9fQss9d+VZzDSBXCheC0si5CudOshgzXQpPKuhjlSgNvS2Qf3VDWxSh3TDp+gMyzf5R1McoVs5bv4IDYu6yLUe50U4Yi+8i6si5GuWLSaSRa9DhT1sUod87tb41eY0LLuhjlyt7V/E4rr9hhJCIiIiKiSkur5aI3ReEcRiIiIiIiIjKIHUYiIiIiIiIyiENSiYiIiIio0tIyh1Yktg4REREREREZxAwjERERERFVWlpw0ZuiMMNIREREREREBrHDSERERERERAZxSCoREREREVVaHJJaNGYYiYiIiIiIyCBmGImIiIiIqNJihrFozDASERERERGRQcwwEhERERFRpcUMY9GYYSQiIiIiIiKD2GEkIiIiIiIigzgklYiIiIiIKi2tlkNSi8IMIxERERERERnEDCMREREREVVaXPSmaMwwEhERERERkUHsMBIREREREZFBHJJKRERERESVFoekFo0ZRiIiIiIiIjKIGUYiIiIiIqq0mGEsGjOMREREREREZBAzjEREREREVGlptcwwFoUZRiIiIiIiIjKIHUYiIiIiIiIyiENSiYiIiIio0tJw0ZsiMcNIREREREREBjHDSERERERElRZvq1E0Zhip1LVp0waTJk0q62IQEREREdF/YIaxEvrpp58wbdo0JCUlwcgo7y2Qnp4OS0tLNG/eHKdPn9bFnj59GgEBAXj48CGqVq1aRiV+O5w4uAOHdm9BSnIC3DyqYfDoafCsXvM/97t89gh+WvI56jZqjYmfLQEAqFQq7Nq6CkHXz+N57FOYmZnD178R+g+dAEsr25KuSqk6euBPHNj9K1KSEuFWxQvD/jcFVav7/ed+F/8+hh8Xf4n6jVth8ucLDcasW/UdTh7ejSEjJ6FLr4FvuuhlZtvf17HpxGXEp2agurMdZvTvgFoeToXGp2Zm48e//saJW6FIycyGo6Ucn/Zrj5Z++Z/Z2OQ0LN97GufvhSFbqYKrjSW+GtIVfm6OpVGlUrH95CVsOnIOCSnpqO7qgOmDuqOmp0uh8WmZWfhx93GcvHEXKRlZcLRWYOq7XdGytjcAYMepy/jz9BU8S0gGAHg62eF/PQLQolb10qhOibNq0QCeU0bCol5NmDjZ4Vq/sYjdd6LofVo1gu/iGTD3rYbsyGg8nL8aUZt368W4j3kPnpNHQuJgi9SgENyd9DVSrt4uyaqUum1/38Cmk1de+Iy2Ry33wj9LeZ/RszgRdB8pGdlwtJLj075tdZ/RLnN+wrPE1AL7vduiLj4b0KHE6lEWRg72QI+ODpBJjXA7OBWLVz1AVHRWkfv07eqEQX1dYWVpjLDH6Vj280MEP0jTPW8sFmD8yKpo19IOYrEQV24mYsnqB0hKVpZ0dUpc19YK9O5gBUu5COFROVizPQ4PIrILjW9WzxyDe9jAzlqMZ3FKbN79HNfvZujFuDgYY1gfW/hVM4VIKEBkdA4WrHmG+CRVSVeHyil2GCuhgIAApKen49q1a2jSpAkA4OzZs3BwcMDly5eRnZ0NExMTAMCpU6fg5uZW7M6iVquFWq3WdUjLu8vnjmLb+mUYOmYmPKvXxLF9v2PJ3AmYv3In5AqrQveLj32G7Ru/R3Xfunrbc3OyEfEoBD0HjIJrlWrITE/Db2sXY8U3kzF7yZaSrk6puXj2GLau+x4jxk5H1ep+OLxvGxbMnoTFq7fDooh2ex77DFs3rIC3b51CY65ePI2HoXcqXAf78PVgLN59El+82wm13J2w9fRVjFm1HXu//B+sZdIC8UqVGh+t3AYrcykWj+wDOwtzRCemQmYq0cWkZmZj+LItaFDNHSvHDICluRmePE+C3NSkNKtWoo5cuY0lOw7h8yE9UdPTFb8dv4Cxyzdiz7xJsJKbF4hXqlT4aOlGWMmkWPTRINhZyvEsIRkys/w2sbe0wIR+HeFmbw1ogf0XbuKTH7di26yxqOpsX5rVKxEiqRlSg0IRuXEnGvy58j/jTT1c0HDfz3iyZhsCh06FddumqPXzPGRHP0f8sXMAAMd3uqDGopm4M242kq/cQpWJw9D4wDqc9uuM3OeJJV2lUnH4RjAW7z6FL97tiFrujth65hrGrNqBvV+MKvwzumoHrMzNsHhEL9hZyBCdmKL3Xts6ZSg0Wo3u74fR8fhw5Q50qOtdKnUqLYP7uaJ/d2d8szwE0bHZGDXYA0u/qoUhY68iV6k1uE/bFrYYP6oqFq+8j3v30zCgpzOWflULgz66iuSUvA7hhFFeaNbQCl9+dw8ZGSp88lE1fDPTD2OnB5Zi7d68FvVlGNHPFqt/j8X9x9no0dYScya6YOycx0hJUxeI9/E0wdQRTtiy9zmu3s5Aq4YyzPzIGZPnh+PJs1wAgIONGPOnuOH4hRT8tj8eWdkauDkZQ6ky3P6VBe/DWDQOSa2EvL294ejoWCCT2KtXL1SpUgWXLl3S2x4QEICcnBxMnDgRdnZ2MDExQYsWLXD16lW9OIFAgEOHDqF+/fqQSCQ4d+4cMjIyMHToUJibm8PR0RFLliwpUJ5Vq1ahWrVqMDExgb29Pfr371+i9X8dR/duRauOvdGyXU84u3pi6JiZMJaY4OyJfYXuo1Gr8fOyL9B74P9ga++s95yZ1BzT5q5CoxYd4OjsgaretTD4f58iPCwYCc9jSro6pebQ3t8R0LEXWrfvDhe3KhgxdjokEhOcOf5Xofto1GqsXDIb/QeNhp2D4axaYkIcNq1ZgnFT5kJkJCqp4peJLaeuoG9Tf/RuUhtVHW3wxbudYWIsxp6LQQbjd18KQkpmNpb9ry/qerrA2VqBBtXc4O2S36FZf+wS7BVyfD2kG2p5OMHFRoFmNarA1daytKpV4n49dh59WzZArxb1UdXJDp8P6ZnXbueuG4zfc+4GUjMysXTcYNSp5g4nG0s08K4Cb9f8LFHrOj5oWdsb7vY2cHewwfi+HWAmMUbQo8jSqlaJen7kb9yfvRyxe4+/Urz7/wYi63EUgj/9DukhjxCxaitidh5BlY+H62KqTPoAket2IGrTLqQHh+H22NlQZ2bDdXi/EqpF6dty6hr6NquN3k1q5X1GB3TKe69dMpxF3X0pCCkZ2Vg2us8/n1GLvM+os50uxkpmBhu5ue7x950wuNoo0MDLtbSqVSre6emMzTsicO5yAsLCMzBvWQisrSRo2cSm0H0G9nbB/iPROHgiFuGRmVi06gGyczTo3sEBACA1E6F7Bwf8sDYMN4KSERqWjm+/D0FtXwv4ectKq2ololc7Sxw9n4ITF1MRGZOL1b/HIidXg/ZNLQzG9wiwxI17Gdh9LAlRMbn4bX8CHkVmo1vr/O/6Ib1scP1uOjbtfo7HUTmIiVfiSlCGwQ4o0b/YYaykAgICcOrUKd3fp06dQps2bdC6dWvd9qysLFy+fBkBAQH49NNPsXPnTmzatAk3btyAl5cXOnXqhMRE/SvGM2bMwIIFCxAcHIzatWtj2rRpOHPmDPbu3YujR4/i9OnTuHHjhi7+2rVrmDhxIr766iuEhobi8OHDaNWqVek0witSKZUIDwuBX+3Gum1CoRC+/o3wMNTwSTwA7N2xFnILK7Tq0PuVXicrMx0CgQBm0oLZkPJIpVTi8cNQ1KzTULdNKBSipn9DPAgpfHjaru3rYaGwQpuOPQ0+r9FosHrpXHTvMwQubp5vvNxlSalSIzgyBk28PXTbhEIBmnh7ICj8qcF9ztx+gNoezpi/4ygCPluBvt+uxdojF6DW5Gcrztx5AD83B0xdtxttZq7AgO/WY+f5wBKuTelRqlQIjniGxr75IyGEQiEa16haaOfuTGAIanu6YcFv+9Huk/noP2sF1h04rdduL1JrNDh8JQhZubmoXdWtROrxtlM0qYP4kxf1tj0/dg6WTeoAAARiMSzq+SH+xIX8AK0W8ScvQNFEf5RFeVX4Z9QdQY+fGdznzJ0w1K7ihPl/HEPA5z+i7/z1WHv0YqHvNaVKjQPX7qF3k1oQCCpO1sPJ3gQ2VhJcDUzSbcvIVOPe/VTU9JEb3MfISIDqXjJcu5W/j1YLXAtMgp933j7eXjKIxUK9mCdRWYiJy4ZfIcctD4xEQFU3E9wKydRt02qBWyGZ8PY0PDrE29NULx4Abt7L0MULBECDmuZ4FqvEnAku2LSwKhZ96obG/hXjvOP/QwtBmT3Kg4oxXpCKLSAgAJMmTYJKpUJWVhZu3ryJ1q1bQ6lU4qeffgIAXLx4ETk5OWjTpg1Gjx6NjRs3okuXLgCAX375BceOHcO6deswbdo03XG/+uordOiQN98iPT0d69atw6+//op27doBADZt2gQXl/w5RU+ePIFUKkX37t0hk8ng7u6OunULP7HIyclBTk6O3jaJRFJI9JuRlpYMjUZdYOiphYUVYqLCDe5z/14gzh7fi7nLfnul11Dm5uCPTT+gcctOMDWrGF/caal57fby0FO5whLPnoYb3Cf0XiBOH9uH+d8XPix3/84tEIpE6NRjwJss7lshKSMTao0W1nL9YW3WMikexyYY3CcqPhnPEiPQtYEfVn40AE+eJ+HbHUegUmvwUdcWupgd527i/YBGGNmxKe4+icF3O49DbCRCz8a1SrxeJS0pPRNqjabA0FNruTnCY+IN7vM0PhFXQ5LRpUlt/PDxUETGJWL+1n1QqTX4sGdbXdyDqBgMm78GuUoVTCXGWDL2PVR1sjN4zIpOYm+DnFj99syJjYfYQgahiQRiSwsIjYyQE5fwUkwCpN4V4+KO7jMqM9PbnvcZNTzkNu8zmoKuDXyx8sP+eBKfhG93HMv7jHZpXiD+ZNADpGVlo2fj/54jX55YWRoDQIF5hUnJubrnXmYhF8NIJEBikv4+iclKuLvk/R9YWxojV6lBeob6pZhcWCsMH7c8kJuLIBIJkJyqP68wOVUNF3vD9VLIjQzGW8rzTvctZCKYmgjRr5MVtu6Lx6bdz1HPV4oZ/3PCF8sjcfdB0XNJqfJih7GSatOmDTIyMnD16lUkJSWhevXqsLW1RevWrfHBBx8gOzsbp0+fhqenJ1JSUqBUKtG8ef4Pm1gsRqNGjRAcHKx33AYNGuj+HRYWhtzcXDRunJ+Zs7Kygrd3/pyMDh06wN3dHZ6enujcuTM6d+6MPn36wMxM/8f4X/Pnz8fcuXP1ts2ePRsd353y/2qPNykrKwO/LJ+F4WM/h0yu+M94lUqFVYtmQAsthn40o+QL+JbKyszA6qVzMWr8zELb7fHDEBzZvx3fLNtUoa68/39otFpYyaSYNagzREIhfN0cEJeShk0nLus6jBqtFn5ujpjYszUAoIarAx5GP8cf525WiA7j69BotbCSS/Hl0N557ebhjLjkVGw+clavw+jhYINts8YhPSsbx6/fxaz1O7H201GVttNIxZf3GTXDrIGd8j+jyenYdPKKwQ7j7ktBaF7DE3YW5Xs4ZYfWdpg2Ln+BqE+/qlgLH5VHwn9+Ni8HpWPfybyM7OOoHPhUNUXnlopK3WHkHMaiscNYSXl5ecHFxQWnTp1CUlISWrfOO5F0cnKCq6srLly4gFOnTqFt27b/cSR9UmnBCf9FkclkuHHjBk6fPo2jR49i1qxZmDNnDq5evQqFQlEgfubMmZg8ebLeNolEguuPcov1usUrowJCoQipyfpXj1NSEiG3tC4Q/zw6CvFxz/D9N/nl1P6zmMHIvo0xf+VO2DnmZVlVKhVWL5qBhOcx+PSr1RUmuwgAMnleu6W81G6pyUmwUBRst9iYp3geF40lX+dnrP9tt/d7N8fi1dsRcjcQqSlJmDiyty5Go1Fj64YVOLx/G75fu6dE6lJaLKVmEAkFSEjVX9EuIS0DNnLDny1bC3MYCYUQCfNnGHjaWyM+NQNKlRpiIxFs5ebwdNBvc097axwPDH3zlSgDluZmEAmFSExN19uekJoOawvDnykbCxmMRPrtVsXRFvEp6VCqVBD/s2CX2Mgob9EbAL4ezrgbHoXfj1/AF0N7l0xl3mI5sfGQ2OvPNZPY20CZkgZNdg5y45OgUakgsbN+KcYaOYVkessb3Wc0TX/YX0JaBmwMLHgDALZyKYxEIv3PqIP+Z/RfzxJTcDk0Aktf+I4rr85dScC9+9d0fxuL8+pvqRAjISn/N9tSYYyHj9IL7A8AKalKqNRaWFmK9bZbvXCMhKRcGIuFMJeK9LKMVgpjJCSX3LlBSUtNV0Ot1kIh1z9VV8hFSEo1vJppcqqqyPjUdDVUai0io/VHakVG58DXy/CFeiKAcxgrtYCAAJw+fRqnT59GmzZtdNtbtWqFQ4cO4cqVKwgICEDVqlVhbGyM8+fP62KUSiWuXr0KX1/fQo9ftWpViMViXL58WbctKSkJ9+/f14szMjJC+/btsXDhQgQFBSE8PBwnT540eEyJRAK5XK73KOkhqUZiMTyq+uBe0BXdNo1Gg+Cgq/Dyrl0g3tHFA19/vw1zl23VPeo0bAWfmg0wd9lWWNnkLUbyb2cxNvoJps5dBfNXyEaWJ0ZiMap4eePurfzFkTQaDe4EXUU1n4JZLScXdyz4YSu+/X6z7lGvUUv41qqPb7/fDGsbe7QI6IL5K37Vi7G0skX3PoMxfc73pVm9EiE2EqGGqwMu3w/XbdNotLh8PwK1PZwN7lOnigsi45Og0eSvcBfxPBG2cnPdiWgdTxeEvzRcLiIuEU5WhhdOKG/ERkao4e6Ey8GPdNs0Gg2uhDxCbU/Di4bU8XJDZFwiNC/MI3sSGw8bC5mus2iIVqtFrqpyLg6RfCkQ1m2b6G2zadcMSZcCAQBapRIpN+7Cpm3T/ACBANYBTZF86WYplrTk5H9GI3TbNBotLodGoHYVw4t01fE08BmNS4StXKrXWQSAvZduw0pmpndLnPIqK0uNp9HZusfjJ5mIT8xBA//8BVjMTEXwrS7HnZCCtxQBAJVKi/sP01C/dv4+AgFQ398Sd0Pz9gl9mAalUoP6LxzX1dkUDnYmuFvIccsDlRoIe5KN2t75HTmBAKjtbYbQR4ZvqxH6KEsvHgDq+Eh18So18DA8G84vDWl1tjdGXGL5vwUJlRxmGCuxgIAAjBs3DkqlUpdhBIDWrVtj/PjxyM3NRUBAAKRSKcaMGYNp06bBysoKbm5uWLhwITIzMzFy5MhCj29ubo6RI0di2rRpsLa2hp2dHT7//HMIX7jK+tdff+HRo0do1aoVLC0tcfDgQWg0Gr1hq2+Djr0GY+33c+Dh5QvPan44uv835GRnoUW7HgCAX5bPgsLaDu+8Px5iYwlc3L309jeT5g0t+ne7SqXCyoWfIiIsFJO+WAatRo2UpLwr8FJzCxiJ9a+mllddeg3Cz8u/RhWvGqha3ReH921HTnY2WrfrBgBYvWwuLK1sMXDYWBgbS+Dqrn+S9O8CQP9ul4ktIJPrd3JERiJYKKzh5OJeCjUqee8HNMKXv/4FPzdH1HR3xK+nryErJxe9m+RdnPh8837YKWT4uGcbAMCAlnWx7ex1fLfzGAa1boAncYlYe/Qi3mudPzx8SEBDDFu6BWuPXEDHejVwJ+IZ/rxwC7MGdi6LKpaIIR2aY9b6nfB1d0LNKi747fgFZOXkolfz+gCAL9b9CTuFHBP7dQQAvNOmEbafvIyF2w5iUNsmeBKXgHUHzmBQu/zOzoqdR9G8VjU4WimQkZ2DQ5eDcC00HKsmDSuTOr5pIqkZpF75C/iYVXGB3N8HuYkpyI6Mhve8yTBxtsetD6YDACLWbIP72MHwmT8NkRt3wiagCRzf6YKrPT/UHePx8g3wX/8dkq/fQcrVIHhMHAYjqSkiN+0q9fqVlPcDGuDLXw/Cz9Uh/zOaq0Tvf4Z3f77lAOwszPHxP0PAB7Sog21/38B3u05gUKt6ePI8CWuPXcJ7rerrHVej0WLv5Tvo0agmjEQV83r+H/ueYti7boh8lpV3W40hHkhIzMHZS/kZ6OXzauPvi/HYdSBvEaFte6Lw+Sc+CHmYhuD7aRjQyxmmJkIcOJ63onhGphp/HYvBhJFVkZqmQmamCpM+9MLt4BTcDU0zWI7yYu+JJHw8zAEPn2TjQXjebTVMJEIcv5gCAJg0zAEJySps2ZvXfvtPJeGbyW7o1c4S1+5koGUDGaq6m2Dlb/mrr+8+loipo5xw90EWbt/PRD1fKRrWMsfnyyrG6s+vq7wsPlNW2GGsxAICApCVlQUfHx/Y2+cvwd+6dWukpaXpbr8BAAsWLIBGo8H777+PtLQ0NGjQAEeOHIGlZdHL8i9atAjp6eno0aMHZDIZpkyZgpSUFN3zCoUCu3btwpw5c5CdnY1q1arh999/h5/ff9/YvTQ1btERaSlJ2PP7T0hJSoBbleqYPPsH3dDKhOcxEAhe/Qc+OSEOgVf+BgDM/uQ9veemf/0TfGo1MLRbudO0ZQekpSTjz99+QUpSAtw9q2H6nGWwsHyx3fgl/aLO9WsgKT0Tqw6cRXxaBryd7bBq7Lu6hXBiklIhfKHNHCzlWD32XSzadQLvzF8HO4UMg1s3wAcd8jNBNd0dsXR0X6zYdwY/Hz4PZ2sFPu3bDt0avl2fs/+PTo1qISk9A6v3nkBCajq8XR2xctIw3ZDUmIRk/XazUmDlJ8OwZPtBDJjzI+wsZXivfVMM75K/SnNiWjq+XLcT8SlpMDc1QTUXe6yaNAxN/LwKvH55ZFG/JpqeyF9gynfxZwCAyM27EDRyJiSOtjB94TYjWeFRuNrzQ/gumQmPCUORHRWD2x9+obsHIwBE/3EIxrZWqD57IiQOtki9FYwr3UchN87wok3lUed6NZCUnoVVB88hPjUD3i52WDXmnf/4jL6DRbtO4p0FG2BnIcPg1vXxQfvGese9FBqO6KRU9G5ScecVb90ZCRMTET4dXx3mUiPcvpeCKbNv692D0dnBFAp5/kXTk+eeQ2EhxqjBHrCyzBu+OmX2bb3Fc35Y+xBabVV8M9MXYrEQV24kYsnqB6Vat5Jw7noa5OYivNfdBpZyER5H5WDuD1G6W2DYWInxQuIaIY+ysWT9MwzpaYv3e9ng2XMl5v/0VHcPRgC4dCsdq3+LQf/O1hg9wA5PY3OxYM0zBIdV3vmL9N8EWq22ct+pkyqEC8Hl+ypiWWhWQ4ZroUn/HUg6DbwtkX10Q1kXo9wx6fgBMs/+UdbFKFfMWr6DA+K3a6RFedBNGYrsI+vKuhjlikmnkWjR40xZF6PcObe/NXqNqRjzwEvL3tVv73falZCU/w4qIY183v7pIRVzzAMRERERERH9v7HDSERERERERAZxDiMREREREVVamv8OqdSYYSQiIiIiIiKDmGEkIiIiIqJKS6vliu1FYYaRiIiIiIiIDGKGkYiIiIiIKi0tmGEsCjOMREREREREZBA7jERERERERGQQh6QSEREREVGlxUVvisYMIxERERERERnEDCMREREREVVaXPSmaMwwEhERERERkUHsMBIREREREZUDK1euhIeHB0xMTNC4cWNcuXLllfbbtm0bBAIBevfuXezXZIeRiIiIiIgqLY227B7FsX37dkyePBmzZ8/GjRs34O/vj06dOiEuLq7I/cLDwzF16lS0bNnytdqHHUYiIiIiIqK33NKlSzF69Gh88MEH8PX1xU8//QQzMzOsX7++0H3UajUGDx6MuXPnwtPT87Velx1GIiIiIiKqtLQQlNkjJycHqampeo+cnJwCZczNzcX169fRvn173TahUIj27dvj4sWLhdbtq6++gp2dHUaOHPna7cMOIxERERERURmYP38+LCws9B7z588vEBcfHw+1Wg17e3u97fb29oiJiTF47HPnzmHdunX45Zdf/l9l5G01iIiIiIio0tJqy+62GjNnzsTkyZP1tkkkkv/3cdPS0vD+++/jl19+gY2Nzf/rWOwwEhERERERlQGJRPJKHUQbGxuIRCLExsbqbY+NjYWDg0OB+LCwMISHh6NHjx66bRqNBgBgZGSE0NBQVK1a9ZXKyCGpREREREREbzFjY2PUr18fJ06c0G3TaDQ4ceIEmjZtWiDex8cHt2/fRmBgoO7Rs2dPBAQEIDAwEK6urq/82swwEhERERFRpaUt5u0tysrkyZMxbNgwNGjQAI0aNcLy5cuRkZGBDz74AAAwdOhQODs7Y/78+TAxMUHNmjX19lcoFABQYPt/YYeRiIiIiIjoLffuu+/i+fPnmDVrFmJiYlCnTh0cPnxYtxDOkydPIBS++QGk7DASEREREVGlpUHZLXpTXOPHj8f48eMNPnf69Oki9924ceNrvSbnMBIREREREZFB7DASERERERGRQRySSkRERERElVZZ3oexPGCGkYiIiIiIiAxihpGIiIiIiCqt8nJbjbLCDCMREREREREZxAwjERERERFVWtpydFuNssAMIxERERERERnEDiMREREREREZJNBqOc2TiIiIiIgqp8OBuWX22p3rGJfZa78qzmGkCuGnI2VdgvLno07AykNlXYryZVwXICQsqqyLUe74VHVhuxWTT1UXZB9ZV9bFKHdMOo3EAbF3WRejXOmmDEXvsffLuhjlzp5V1dFt1J2yLka5cmBtzbIuAr0mdhiJiIiIiKjS0mq56E1ROIeRiIiIiIiIDGKHkYiIiIiIiAzikFQiIiIiIqq0uARo0ZhhJCIiIiIiIoOYYSQiIiIiokpLAy56UxRmGImIiIiIiMggdhiJiIiIiIjIIA5JJSIiIiKiSouL3hSNGUYiIiIiIiIyiBlGIiIiIiKqtLRaLnpTFGYYiYiIiIiIyCBmGImIiIiIqNLScA5jkZhhJCIiIiIiIoPYYSQiIiIiIiKDOCSViIiIiIgqLd5Wo2jMMBIREREREZFBzDASEREREVGlpQVvq1EUZhiJiIiIiIjIIHYYiYiIiIiIyCAOSSUiIiIiokqL92EsGjOMREREREREZBAzjEREREREVGnxthpFY4aRiIiIiIiIDGKGkYiIiIiIKi1mGIvGDCMREREREREZxA4jERERERERGcQhqUREREREVGlptIKyLsJbjRlGIiIiIiIiMogZRiIiIiIiqrS46E3RKlSG0cPDA8uXLy8yRiAQYM+ePQCA8PBwCAQCBAYG/uexixNbXK9S7tI8DhEREREREfAWZRiHDx+OTZs2AQDEYjHc3NwwdOhQfPbZZzAyKpliurq6Ijo6GjY2NiVy/DcpNTUV3333HXbu3Inw8HAoFArUrFkTY8eORZ8+fSAQlN7Y6+HDhyM5OVnX8a4sAv/eiusn1yEj9TlsnX0Q0P9LOLjXNhh7+8IO3LuyBwnRDwAAdq5+aNFjsl58bk4Gzu1bgrCg48jKTIaFlQvqtH4f/i0GlUp9Ssuts1tx4+Q6ZKY9h42TD1r3K7zd7lzcgZCr+u3WtJt+u62Y5G1w3+Y9p6F+21FvvgJl4MD+PdizcweSkhLhUaUq/jdmAqp7+/znfn+fOYkl332Dxk2a4bNZX+u2Z2VlYfOGX3D54nmkpaXCzt4B3Xv2RZduPUqyGqWO7VZ82/6+gU0nryA+NQPVne0wo3971HJ3LDQ+NTMbP/51FieC7iMlIxuOVnJ82rctWvpVBQB0mfMTniWmFtjv3RZ18dmADiVWj9Jk1aIBPKeMhEW9mjBxssO1fmMRu+9E0fu0agTfxTNg7lsN2ZHReDh/NaI279aLcR/zHjwnj4TEwRapQSG4O+lrpFy9XZJVKVVdWlmgTwcrKOQihEfl4Jcdz/EgIrvQ+GZ1zfFeDxvYWRshOk6JzXvicf1uhu75PauqG9xv467n2HM86Y2Xv6x0C7BCv042sLQwwuPIbPz0ezTuP84qNL5FfTmG9LaHvY0Yz2JzsWFnDK7dTtc9/8kHzmjf3FJvn+t30jBreUSJ1YHKv7emwwgAnTt3xoYNG5CTk4ODBw9i3LhxEIvFmDlzZom8nkgkgoODQ4kc+01KTk5GixYtkJKSgnnz5qFhw4YwMjLCmTNn8Omnn6Jt27ZQKBRlXcxiy83NhbGxcVkX45WE3jiIv3fPR7t358LB3R83zmzCrlUjMfyLwzCTWReIj3pwGT71u8GxSj0YiY1x9fha7Fo1AkNnHoC5wh4AcGb3AkTev4TOQxdBbuWMiJDzOPnHXJhb2KFqrXalXcUScf/GQZzdMx9tB8yFvbs/As9swt6fRuL9zwy329OHl1G9Xjc4etSDSGyM6yfWYs/qERgyI7/dRn51Tm+fiOC/cXzb5/Cq3alU6lTSzp45hfW//IQx4yehuo8P9u/ZhTlfTseqNRuhUFgWul9sbAw2rv0Zvn61Cjy3/pfVCLp1E59Mmwk7ewcE3riGn1Z+DytrazRu0qwkq1Nq2G7Fd/hGMBbvPoUv3u2IWu6O2HrmGsas2oG9X4yCtUxaIF6pUuOjVTtgZW6GxSN6wc5ChujEFMjMTHQxW6cMhUar0f39MDoeH67cgQ51DV/oKY9EUjOkBoUicuNONPhz5X/Gm3q4oOG+n/FkzTYEDp0K67ZNUevneciOfo74Y3nfZ47vdEGNRTNxZ9xsJF+5hSoTh6HxgXU47dcZuc8TS7pKJa55fXOM6GeL1b/H4X54Nnq2VWD2BGeMmxOOlHR1gXhvTxNMGeGILXvjce1OBlo1kGHGh06YMj8CT6JzAQDDZ4Tp7VPPV4rxQ+xx8WZ6geOVVy0byjF6gAN+/PUZQh9loXd7a3w9yQP/++I+UtIKtluNqqb49H+u2LgrFleD0tC6kQW+GOeGj78KQ8SzHF3ctdtpWL7hqe5vpUpT4FiVDYekFu2tGpIqkUjg4OAAd3d3jBkzBu3bt8e+ffsAAG3atMGkSZP04nv37o3hw4frbUtLS8OgQYMglUrh7OyMlSsL/zJ/eZhpUlISBg8eDFtbW5iamqJatWrYsGGD3j6PHj1CQEAAzMzM4O/vj4sXL+o9f+7cObRs2RKmpqZwdXXFxIkTkZGRf0UsLi4OPXr0gKmpKapUqYKtW7f+Z7t89tlnCA8Px+XLlzFs2DD4+vqievXqGD16NAIDA2Fubq6LzczMxIgRIyCTyeDm5oY1a9boHWv69OmoXr06zMzM4OnpiS+//BJKpVL3/Jw5c1CnTh38/PPPcHV1hZmZGQYMGICUlBTd85s2bcLevXshEAggEAhw+vRpAEBkZCQGDBgAhUIBKysr9OrVC+Hh4bpjDx8+HL1798Y333wDJycneHvnnUCsWrUK1apVg4mJCezt7dG/f///bJPSduPUBtRsNgB+TfrB2tEL7QfMhZGxCe5c2mkwvsuwJfBvORh2LjVgZV8VHQbNg1ajwZP7+e+X6Mc34duoN1yrNYaFtQtqN38Xtk4+iIkIKq1qlbibpzegZtMB8G3cD9YOXmj7Tl673btsuN06vb8EtVsMhu0/7dZu4DxotRpEvtBuUrmt3uPR7RNw8WoMCxvX0qpWidq7+0907NwV7Tt2hpubB8aMnwSJRILjRw8Xuo9arcbShd9i0JBhcHAsmB0KCb6Ltu06olbtOrC3d0CnLt1RxbMqHoSGlGRVShXbrfi2nLqGvs1qo3eTWqjqaIMvBnSCibEYey4ZzmrtvhSElIxsLBvdB3U9XeBsbYEG1dzg7Wyni7GSmcFGbq57/H0nDK42CjTwqhifTwB4fuRv3J+9HLF7j79SvPv/BiLrcRSCP/0O6SGPELFqK2J2HkGVj4frYqpM+gCR63YgatMupAeH4fbY2VBnZsN1eL8SqkXp6tXWEkfPp+LkpVRExeRi9e9xyMnVol0zucH4HgGWuHEvA3uOJyEqJhe//ZWAR5HZ6NpGoYtJTlXrPRr7m+PO/SzEJigNHrM86tPBBofPJuH4+WRERufgx1+fITtXg44tDF8E69neBtfvpGHXkXhERufg171xCIvIRve2+hdolSotklJVukd6JjuMVLS3qsP4MlNTU+Tm5hZrn0WLFsHf3x83b97EjBkz8PHHH+PYsWOvtO+XX36Je/fu4dChQwgODsbq1asLDFf9/PPPMXXqVAQGBqJ69eoYNGgQVCoVACAsLAydO3dGv379EBQUhO3bt+PcuXMYP368bv/hw4cjMjISp06dwp9//olVq1YhLi6u0DJpNBps27YNgwcPhpOTU4Hnzc3N9YbsLlmyBA0aNMDNmzcxduxYjBkzBqGhobrnZTIZNm7ciHv37uH777/HL7/8gmXLlukd8+HDh9ixYwf279+Pw4cP644FAFOnTsWAAQPQuXNnREdHIzo6Gs2aNYNSqUSnTp0gk8lw9uxZnD9/Hubm5ujcubPe/+GJEycQGhqKY8eO4a+//sK1a9cwceJEfPXVVwgNDcXhw4fRqlWrV/nvKjVqVS5iI+/CzTs/oyAQCuHm3QzRj2++0jFUuVlQa1QwMbPQbXOsUheP7pxEenIstFotIu9fQtLzx3D3afHG61AW1KpcxEXdhWt1/XZzrd4M0eGv3m4ajQomUguDz2emxSP83hn4NXn7LjK8DqVSibCH9+Ffp55um1AohH+deggNuVfoftt/3wILhQIdOnU1+LxPDT9cuXwRCfHPodVqEXTrJp4+jULdeg3eeB3KAtut+JQqNYIjY9DE20O3TSgUoIm3O4IePzO4z5k7YahdxQnz/ziGgM9/RN/567H26EWoNYZPNpUqNQ5cu4feTWqV6rSJt42iSR3En9S/uPz82DlYNqkDABCIxbCo54f4ExfyA7RaxJ+8AEWTuqVY0pJhJAKqupkgKDT/4rlWC9wKyYB3FVOD+3hXMUFQSKbetpv3MguNt5CJUL+mFMcvpLy5gpcxI5EAXu6mCLyXnzHVaoHA4HT4eJoZ3MfH0xSBwRl6227cTYdPVf12q+UtxdalPvh5XjWMHeIImVT05itQzmi0ZfcoD96qIan/0mq1OHHiBI4cOYIJEyYUa9/mzZtjxowZAIDq1avj/PnzWLZsGTp0+O+5E0+ePEHdunXRoEHeyYCHh0eBmKlTp6Jbt24AgLlz58LPzw8PHz6Ej48P5s+fj8GDB+syodWqVcOKFSvQunVrrF69Gk+ePMGhQ4dw5coVNGzYEACwbt061KhRo9AyxcfHIykpCT4+/z0PBwC6du2q69xNnz4dy5Ytw6lTp3TZvC+++EIX6+HhgalTp2Lbtm349NNPdduzs7OxefNmODs7AwB++OEHdOvWDUuWLIGDgwNMTU2Rk5OjN5z3119/hUajwdq1a3UnBhs2bIBCocDp06fRsWNHAIBUKsXatWt1Q1F37doFqVSK7t27QyaTwd3dHXXrFv4DmZOTg5ycHL1tEokEgOSV2ud1ZGUkQatRFxhCaSazRlLso1c6xtl9i2Eut9PrdAb0+xLHt3+JX2a1glBoBIFAgPaD5sHFq+EbLX9ZeRPtdn7/YkjldnqdzhcFX9kNsYkUVWt3/H+X922QmpoCjUYDhaX+1WOFwhJRkZEG97l39zaOHzmE5T+uMfg8APxvzHisXLEUI4YOhEgkgkAgxLiPJ8OvluG5pOUN2634kjIyodZoYS3TP/G0lknxONbwEMio+GQ8S0xB1wa+WPlhfzyJT8K3O45Bpdbgoy7NC8SfDHqAtKxs9Gxcs0TqUF5I7G2QExuvty0nNh5iCxmEJhKILS0gNDJCTlzCSzEJkHp7lmZRS4TMXASRSIDkVP0hlClparjYG56WopAbITnt5XgVLOWGOzZtm8iRla3BxcCKMxxVrms3ld725FQVXB0Mn/NYWhgZjLe0EOv+vn4nHRdupCImPheOtsYY1tcecye5Y+q3j8pN54VK31vVYfzrr79gbm4OpVIJjUaD9957D3PmzCnWMZo2bVrg71ddOXTMmDHo168fbty4gY4dO6J3795o1kz/RLV27fwTBcd/hjDFxcXBx8cHt27dQlBQkN4wU61WC41Gg8ePH+P+/fswMjJC/fr1dc/7+PgUOf9QW8xB1S+WTyAQwMHBQS+DuX37dqxYsQJhYWFIT0+HSqWCXK4/JMTNzU3XWQTy2lCj0SA0NLTQOZ+3bt3Cw4cPIZPJ9LZnZ2cjLCx/nkGtWrX05i126NAB7u7u8PT0ROfOndG5c2f06dMHZmaGr57Nnz8fc+fO1ds2e/ZsODSdU0iLlL0rx9Yg9MZBvDNhM4zE+V/ygX9vQUx4IHqOXg25lROehl3DyT/mQmphB3fv8j8/6v/r2vE1uH/zIPqN12+3F927vBPe9XsU+nxFl5mZiWWLF2DcxMmQWxjOwgLAX/v2IDQkGJ/P/hp2dva4e+c2fl61AlZW1qhTt36h+1VUbLfXo9FqYSUzw6yBnSASCuHr5oC45HRsOnnFYIdx96UgNK/hCTsLmYGjEb057Zpa4O+rqVCq2OP5L39fzc/CRjzNQXhUNtYt8EYtbyluhWQUsWfFptVW3lEQr+Kt6jAGBARg9erVMDY2hpOTk95QS6FQWKDz9OLcuzehS5cuiIiIwMGDB3Hs2DG0a9cO48aNw+LFi3UxYnH+VZp/M2maf4bjpKen48MPP8TEiRMLHNvNzQ33798vdplsbW2hUCgQEvJqc2ZeLN+/Zfy3fBcvXsTgwYMxd+5cdOrUCRYWFti2bRuWLFlS7HK9LD09HfXr1zc4J9PW1lb3b6lUfyEFmUyGGzdu4PTp0zh69ChmzZqFOXPm4OrVqwY70jNnzsTkyZP1tkkkEmw4/f+uQqFMpZYQCEXITNO/+puZlgAzWdEr7F47sQ7Xjq9B33EbYOucnyVW5Wbj/F/L0GPUj/D0awMAsHX2wfOoYFw/sa5CdBiLbDd50e1242Reu/UZuwE2Toaz60/DriEp7jE6D1v+popc5uRyCwiFQiQn6a/wl5ycBEsrqwLxMdHPEBcbg3lz80cO/Ps92ad7B6z6ZROsrKzx66Z1mPnFXDRo1AQA4FGlKh6FPcSeXX9UiI4P2634LKVmEAkFSEjTH/aXkJYBGwML3gCArVwKI5EIImH+bBZPB2vEp2ZAqVJDbJSf/XmWmILLoRFYOrJ3iZS/PMmJjYfEXv87T2JvA2VKGjTZOciNT4JGpYLEzvqlGGvkxOhnJsujtHQ11GotFC9lBy1kIiSlFly4BcjLiilkL8cbGYz3rWoKFwdjLF5neCh1eZWqazf9U3WF3AhJKSqD+ySlqAqJL/x8OSZeiZQ0FRztjCt1h5GK9lbNYZRKpfDy8oKbm1uBW2nY2toiOjpa97darcadO3cKHOPSpUsF/i5qyOfLbG1tMWzYMPz6669Yvnx5gUVjilKvXj3cu3cPXl5eBR7Gxsbw8fGBSqXC9evXdfuEhoYiOTm50GMKhUIMHDgQW7duxbNnBb8M/80SvooLFy7A3d0dn3/+ORo0aIBq1aohIqLgMspPnjzRe61Lly5BKBTqhrUaGxtDrdb/0q5Xrx4ePHgAOzu7AnW3KOIKPgAYGRmhffv2WLhwIYKCghAeHo6TJ08ajJVIJJDL5XqPvCGpJUdkZAx7Vz+9hVe0Gg0iQy/CsUrhw2evHv8Fl4+sQp+P1sLBTX8FRrVaBY1aWWBej0AoKnZW+W0lMjKGnYsfIh+81G73L8LRo/B2u37iF1w5ugq9PloLe7eCK1f+696lP2Hn6qfXES/vxGIxqnpVR9Ct/DmeGo0GQYE34e3jWyDexdUNK1atxfIf1+gejRo3Ra3adbD8xzWwsbGFWq2CSqUq8F4TiYTQFjL3rLxhuxWf2EiEGq4OuHw//zdAo9HicmgEalcpOF8eAOp4uiAyPgmaF8atRcQlwlYu1essAsDeS7dhJTPT3W6jMku+FAjrtk30ttm0a4akS4EAAK1SiZQbd2HT9oURUgIBrAOaIvnSq833fpup1EDYk2zU9s4fOSQQALW9zRBayO0hQh9no7aP/kijOjUMx7dvJsfDiGyEPy3emhdvO5Vai4cRWahTI39hQ4EAqONjjpBHmQb3CXmUBf8a+hd86vqaIySs8NtwWFsaQSYVFdoJJQLesg5jUdq2bYsDBw7gwIEDCAkJwZgxYwx2tM6fP4+FCxfi/v37WLlyJf744w98/PHHr/Qas2bNwt69e/Hw4UPcvXsXf/31V7E6m9OnT8eFCxcwfvx4BAYG4sGDB9i7d69u0Rtvb2907twZH374IS5fvozr169j1KhRMDU1PIn7X9988w1cXV3RuHFjbN68Gffu3cODBw+wfv161K1bF+nprzZmv1q1anjy5Am2bduGsLAwrFixArt37y4QZ2JigmHDhuHWrVs4e/YsJk6ciAEDBuiGo3p4eCAoKAihoaGIj4+HUqnE4MGDYWNjg169euHs2bN4/PgxTp8+jYkTJyIqKqrQMv31119YsWIFAgMDERERgc2bN0Oj0eg6p2+LegEf4PaFHbh7eTcSYsJwYsccKHOz4Ne4LwDg8JZPcW5ffqb26rE1uHjge3R871vIrZ2RkfocGanPkZuTd/VOYmoOF69GOLt3ESIfXEZKQiTuXt6Fe1f3wKt2+zKpY0mo2+YD3L24A8FXdiMxJgyn/pgDVW4WfP9pt6O/forz+/Pb7drxNbh48Hu0H/Qt5FYF2+1fOdnpeHDrMPyavFOq9SkNvfr0x9HDB3Dy+BFEPonATyuXIzsnG+075N02ZNniBdi8YS2AvIs37h5V9B5Sc3OYmprC3aMKxGIxzMykqFnLHxvXr8HtoEDExkTjxLHDOHXiGJo0qxgLLAFst9fxfkAD7LpwC/su38GjmATM23EUWblK9G6cd6Hm8y0H8P2+M7r4AS3qICUjG9/tOoHwuET8fTcMa49dwrst6+kdV6PRYu/lO+jRqCaMROXmNOOViaRmkPv7QO6fd7HKrIoL5P4+MHHNm6biPW8y/Dd8p4uPWLMNZlVc4TN/GqTennD/6D04vtMFj7/fqIt5vHwDXEcOgPP7vWHu44maK+fASGqKyE27SrVuJWXvySR0aG6BgMZyuDgY46OBdjCRCHHiYt49Oz8e5oAhvfKzsPtPJaGurxS92lnC2V6Mgd2sUdXNBAdPJ+sd19REiGb1ZDhWgRa7edHuY/Ho1MoS7Zop4OoowbghTjCRCHHsfN5oiskjnDGsr70uft/xeNT3k6FPR2u4OBjjvZ528PIwwV8n80b6mEiEGNHfHt6eprCzFsPfR4pZ490RHZeL63crzvzP16HVlt2jPHirhqQWZcSIEbh16xaGDh0KIyMjfPLJJwgICCgQN2XKFFy7dg1z586FXC7H0qVL0anTq92fzdjYGDNnzkR4eDhMTU3RsmVLbNu27ZXLWLt2bZw5cwaff/45WrZsCa1Wi6pVq+Ldd9/VxWzYsAGjRo1C69atYW9vj3nz5uHLL78s8rhWVla4dOkSFixYgHnz5iEiIgKWlpaoVasWFi1a9J8ZvH/17NkTn3zyCcaPH4+cnBx069YNX375ZYF5ol5eXujbty+6du2KxMREdO/eHatWrdI9P3r0aJw+fRoNGjRAeno6Tp06hTZt2uDvv//G9OnT0bdvX6SlpcHZ2Rnt2rUrMEfyRQqFArt27cKcOXOQnZ2NatWq4ffff4efn98r1am0eNfriqz0RFw8uAKZqc9h61IDfcashfSfoZVpSdEQCPJPjILOb4NarcRf6/WHJzfpPB5Nu+Yt5NR1+FKc278UhzZPRXZmCuSWTmje7RPUbjGo9CpWwqrX64qsjERcOrQCGanPYetcA70+XKsbyvtyu90+vw0atRIHN+i3W6NO49GkS/4CWA9uHAC0WlSv1710KlKKWrYOQGpqCn7bshFJSUmo4lkVs79aAIVl3tDK+OdxEAqLN9di6vQvsHnjWixd9C3S09Jga2ePIUNHoHPXinMDerZb8XWuVwNJ6VlYdfAc4lMz4O1ih1Vj3oG1PC9DEZOUCuELGVYHSzlWj30Hi3adxDsLNsDOQobBrevjg/aN9Y57KTQc0Ump6N2k8BEC5ZlF/ZpoemKL7m/fxZ8BACI370LQyJmQONrC1DX/Ni1Z4VG42vND+C6ZCY8JQ5EdFYPbH36huwcjAET/cQjGtlaoPnsiJA62SL0VjCvdRyH3pYVwyqvz19NhYR6PQd2tYSkX4XFUDub++FR3L0FbSyNoX8hchz7KxtL10Rjc0wZDelrj2XMlFvz8THcPxn+1rC+DQACcvZpWqvUpLWevpsLCPAZDetnBUm6ER5HZmLU8XLeAkK21sV6HIzgsC4t+icT7fewxrI89nsblYt7KJ7p7MGo0Wni4mKBdM0tIzYRITFbh5t10bNkbCxXnf1IRBNqKMv6N3og5c+Zgz549untTlhc/HSnrEpQ/H3UCVh4q61KUL+O6ACFhhWfMyTCfqi5st2LyqeqC7CPryroY5Y5Jp5E4IH67Rqi87bopQ9F7bPHXWKjs9qyqjm6jCk6NosIdWPv2rpi88XTZvfbwNmX32q+q4o0VISIiIiIiojeCHUYiIiIiIiIyiB1G0jNnzpxyNxyViIiIiOh1cdGborHDSERERERERAaVm1VSiYiIiIiI3rTykukrK8wwEhERERERkUHMMBIRERERUaWlYYaxSMwwEhERERERkUHsMBIREREREZFBHJJKRERERESVFhe9KRozjERERERERGQQM4xERERERFRpaTRlXYK3GzOMREREREREZBA7jERERERERGQQh6QSEREREVGlxUVvisYMIxERERERERnEDCMREREREVVazDAWjRlGIiIiIiIiMogZRiIiIiIiqrQ0zDAWiRlGIiIiIiIiMogdRiIiIiIiIjKIQ1KJiIiIiKjS0pbpqjeCMnztV8MMIxERERERERnEDCMREREREVVavK1G0ZhhJCIiIiIiIoPYYSQiIiIiIiKDOCSViIiIiIgqLY2mrEvwdmOGkYiIiIiIiAxihpGIiIiIiCotLnpTNGYYiYiIiIiIyCBmGImIiIiIqNLSMMNYJGYYiYiIiIiIyCB2GImIiIiIiMgggVbLaZ5ERERERFQ5LdlTdt2hKb0FZfbar4pzGKlCGLc4uayLUO6snKpA/48flXUxypU/v/dE674XyroY5c6ZXc3w3oyosi5GufLbAhe06HGmrItR7pzb3xq9x94v62KUK3tWVccBsXdZF6Pc6aYMRdcRt8u6GOXKwfW1yroI9JrYYSQiIiIiokpLW6ar3rz9GUbOYSQiIiIiIiKD2GEkIiIiIiIigzgklYiIiIiIKi3eh7FozDASERERERGRQcwwEhERERFRpcWbDBaNGUYiIiIiIiIyiB1GIiIiIiIiMohDUomIiIiIqNLScNWbIjHDSERERERERAYxw0hERERERJUWF70pGjOMREREREREZBAzjEREREREVGkxw1g0ZhiJiIiIiIjIIHYYiYiIiIiIyCAOSSUiIiIiokpLwzGpRWKGkYiIiIiIiAxihpGIiIiIiCotraasS/B2Y4aRiIiIiIiIDGKHkYiIiIiIiAzikFQiIiIiIqq0tFz0pkjMMBIREREREZFBzDASEREREVGlpeGiN0VihpGIiIiIiIgMYoeRiIiIiIgqLa1WW2aP4lq5ciU8PDxgYmKCxo0b48qVK4XG/vLLL2jZsiUsLS1haWmJ9u3bFxlfGHYYiYiIiIiI3nLbt2/H5MmTMXv2bNy4cQP+/v7o1KkT4uLiDMafPn0agwYNwqlTp3Dx4kW4urqiY8eOePr0abFelx1GIiIiIiKit9zSpUsxevRofPDBB/D19cVPP/0EMzMzrF+/3mD81q1bMXbsWNSpUwc+Pj5Yu3YtNBoNTpw4UazX5aI3RERERERUaWnK8K4aOTk5yMnJ0dsmkUggkUj0tuXm5uL69euYOXOmbptQKET79u1x8eLFV3qtzMxMKJVKWFlZFauMzDASERERERGVgfnz58PCwkLvMX/+/AJx8fHxUKvVsLe319tub2+PmJiYV3qt6dOnw8nJCe3bty9WGZlhJCIiIiKiSktbhinGmTNnYvLkyXrbXs4uvgkLFizAtm3bcPr0aZiYmBRr30qVYfTw8MDy5cvLuhj/b69SD4FAgD179gAAwsPDIRAIEBgYWKLlmjNnDurUqVOir0FEREREVFFIJBLI5XK9h6EOo42NDUQiEWJjY/W2x8bGwsHBocjXWLx4MRYsWICjR4+idu3axS5jsTKMw4cPx6ZNm/J2NDKClZUVateujUGDBmH48OEQCsuu/5mZmYmvv/4aO3bswNOnTyGTyeDr64vJkyejV69eAICrV69CKpWWWRkB/TYUi8Vwc3PD0KFD8dlnn8HIqGQSvq6uroiOjoaNjc0bO6ZAIMDu3bvRu3dv3bapU6diwoQJb+w13jat6hijfUMTyKUCPH2uxo4TWYiIURuMdbQWoltzE7jZG8HaQog/T2bh1A398eldm5mgWzP9KzwxCWp8vSGtxOpQFjq3kKNnWwso5CJEPM3Fup0JePgkp9D4pnWkGNjVErZWRoh+rsKv+xNw816W7nkTYwEG97BCo9pSmJsJEZeowqG/U3D0fMVpt96dHTCwtxOsFMYIC8/A92sfI+RheqHxbZpaY8QgVzjYmeBpdBZ+2hKByzeSdc+3bGyFXp0cUL2qFBYyMUZODsTD8MxSqEnp6tBEiu6tZbAwF+FJtBKb9iUhLEppMNbZzgjvdJSjirMxbC2NsHl/Mg6fL9jGxTlmeTZysAd6dHSATGqE28GpWLzqAaKis4rcp29XJwzq6worS2OEPU7Hsp8fIvhB/ufQWCzA+JFV0a6lHcRiIa7cTMSS1Q+QlFz+269LKwv06WAFhVyE8Kgc/LLjOR5EZBca36yuOd7rYQM7ayNExymxeU88rt/N0D2/Z1V1g/tt3PUce44nvfHylzarFg3gOWUkLOrVhImTHa71G4vYfUUvumHVqhF8F8+AuW81ZEdG4+H81YjavFsvxn3Me/CcPBISB1ukBoXg7qSvkXL1dklWpdR1b2uFfp1tYWlhhMeR2Vi99RnuPy78s9migRzv97GHvY0xnsXmYv0fMbh2O/9z+ckIF3RoYam3z7XbaZi1LLykqkBviLGxMerXr48TJ07ozr//XcBm/Pjxhe63cOFCfPPNNzhy5AgaNGjwWq9d7B5e586dER0djfDwcBw6dAgBAQH4+OOP0b17d6hUqtcqxJvw0UcfYdeuXfjhhx8QEhKCw4cPo3///khISNDF2NrawszMrMzK+K9/2/DBgweYMmUK5syZg0WLFpXY64lEIjg4OJRYh/Rf5ubmsLa2LtHXKCv1vMXo28YUBy9mY8GWNETFqTG+vxTmZgKD8WKxAAkpGuz9Owsp6ZpCj/ssXo2Zq1J0j6XbCu8UlEfN6koxrI81/jiShE8XPUX4s1x8McYBcnPDXz3eHhJMGmqHE5fSMG3RU1y9nYFPRzrA1VGsixnWxxp1aphhxZY4TJofhQOnUzCynw0a1Cz7z/abENDcGuM+8MCmHVEYPfUWwsIzsHiWLxQWYoPxft4yfDm5Og6eiMPoKbdw9koivpnugypu+e1haiLC7eBU/LwlorSqUeqa1DbFkO4K7Dqeis9/iMWT6FzMGGkLudTwe01iLEBcghrbDqUgKdXwhZ/iHrO8GtzPFf27O2Pxqgf439SbyMpWY+lXtWAsNvz9BgBtW9hi/Kiq2PB7OEZOuo6Hj9Ox9Ktaeu/TCaO80LyRNb787h4mzAyEjZUE38z0K40qlajm9c0xop8tth1IwOT5TxD+NAezJzjDwlxkMN7b0wRTRjji+IUUTJ7/BJdvpWPGh05wczTWxQyfEab3WLE5BhqNFhdvVozfBJHUDKlBobgzce4rxZt6uKDhvp+RcPoyzjXohcc/bEKtn+fBpkMLXYzjO11QY9FMPJi3Euca9UFaUAgaH1gHY9viLebxNmvV0AKj33XEb/viMGHuQzyKzMbXk6vAQmb4vVajqhmmf+iGo2eTMGHOQ1y8mYovJ7jB3Vk/W3XtdhoGTwrWPRb+/KQ0qvNW02rL7lEckydPxi+//IJNmzYhODgYY8aMQUZGBj744AMAwNChQ/UWxfnuu+/w5ZdfYv369fDw8EBMTAxiYmKQnl6875Zi/+pJJBI4ODjA2dkZ9erVw2effYa9e/fi0KFD2Lhxoy5u6dKlqFWrFqRSKVxdXTF27Fhd4TIyMiCXy/Hnn3/qHXvPnj2QSqVIS0tDbm4uxo8fD0dHR5iYmMDd3d3gBNB/7du3D5999hm6du0KDw8P1K9fHxMmTMCIESN0MS8P5RQIBFi7di369OkDMzMzVKtWDfv27dM77t27d9G9e3fI5XLIZDK0bNkSYWFhuufXrl2LGjVqwMTEBD4+Pli1atUrt6G7uzvGjBmD9u3b6163TZs2mDRpkl587969MXz4cL1taWlpGDRoEKRSKZydnbFy5cpCX8/QkNSi6nX16lV06NABNjY2sLCwQOvWrXHjxg29dgSAPn36QCAQ6P5+eUiqRqPBV199BRcXF0gkEtSpUweHDx8uUK5du3YhICAAZmZm8Pf3f+WVnkpTuwYSXLidi0t3chGToMG2Y1nIVQJNaxobjH8So8buM9m4HqqEyvC5KABAowFSM7W6R0ZWGS7TVQJ6tLHA8QupOHU5HVGxSqzZEY+cXC3aNpEZjO/a2gKBIZnYdzIFT2OV2HYwCY+jctClpYUuxruKCc5cScPdh9l4nqjC8YtpCH+WCy+3Nz/evywM6OGEv47F4tDJOEREZWHJz4+QnaNG17Z2BuP7d3fElZtJ2Lb3GSKeZmH975G4/zgDfbrkD085euY5Nv0Rheu3UkqrGqWuawsZTl3JwJnrmXgap8K6PcnIydWidQPDo0oeRSnx26EUXAzKgkpt+HNX3GOWV+/0dMbmHRE4dzkBYeEZmLcsBNZWErRsUviolIG9XbD/SDQOnohFeGQmFq16gOwcDbp3yHvfSc1E6N7BAT+sDcONoGSEhqXj2+9DUNvXAn7ehj//5UWvtpY4ej4VJy+lIiomF6t/j0NOrhbtmskNxvcIsMSNexnYczwJUTG5+O2vBDyKzEbXNgpdTHKqWu/R2N8cd+5nITah/GdjAeD5kb9xf/ZyxO49/krx7v8biKzHUQj+9DukhzxCxKqtiNl5BFU+Hq6LqTLpA0Su24GoTbuQHhyG22NnQ52ZDdfh/UqoFqWvTycbHP47CcfOJSHyWQ5+3PwUObkadGxpuFPcq4M1rt9Jw87D8YiMzsGW3bEIi8hGj7b6F/OVSg2SUlW6R3pm4Re26e3y7rvvYvHixZg1axbq1KmDwMBAHD58WLcQzpMnTxAdHa2LX716NXJzc9G/f384OjrqHosXLy7W676Ry6Rt27aFv78/du3alX9goRArVqzA3bt3sWnTJpw8eRKffvopAEAqlWLgwIHYsGGD3nE2bNiA/v37QyaTYcWKFdi3bx927NiB0NBQbN26VdcxMcTBwQEHDx5EWlrxhqXNnTsXAwYMQFBQELp27YrBgwcjMTERAPD06VO0atUKEokEJ0+exPXr1zFixAhdJnXr1q2YNWsWvvnmGwQHB+Pbb7/Fl19+qRty+qpMTU2Rm5tbrH0WLVoEf39/3Lx5EzNmzMDHH3+MY8eOvdK+/1WvtLQ0DBs2DOfOncOlS5dQrVo1dO3aVde2V69eBZD3/xUdHa37+2Xff/89lixZgsWLFyMoKAidOnVCz5498eDBA724zz//HFOnTkVgYCCqV6+OQYMGlWm2+mUiIeBqL0JIRH6ZtABCnqjg6fT/y9raWgrxzUdyzB0lw/CuZrCUFX5Fv7wxEgGerhIE3c8fOqPVArfvZ8Hbw/Bk6+pVTBAUqj/UJjAkC9U98juDoY+z0aCWGaws8q6w+nmZwMlWjFuhRQ+fKw+MjASoXtUc14PyO3ZaLXA9KKXQk2y/6jK9eAC4ejO53J+UF4dIBFRxFuPOw/whgVotcOdhNqq5G76oUxbHfBs52ZvAxkqCq4H5wx4zMtW4dz8VNX0Md4CMjASo7iXDtVv5+2i1wLXAJPh55+3j7SWDWCzUi3kSlYWYuGz4FXLc8sBIBFR1M0FQaP5wUq0WuBWSAe8qpgb38a5igqAQ/SHgN+9lFhpvIROhfk0pjl+ouBd4/ouiSR3En9S/ePz82DlYNqkDABCIxbCo54f4ExfyA7RaxJ+8AEWTuqVY0pJjJBLAy90UgffyM0FaLRB4Lx0+VQ2PqPGpaoab9/QzR9fvpMHHSz++lo85flteA2u+rY5x7ztBJjWcsaxMNBptmT2Ka/z48YiIiEBOTg4uX76Mxo0b6547ffq0XgIvPDwcWq22wGPOnDnFes03NkbRx8cHQUFBur9fzJJ5eHhg3rx5+Oijj3QZuFGjRqFZs2aIjo6Go6Mj4uLicPDgQRw/nnf16cmTJ6hWrRpatGgBgUAAd3f3Il9/zZo1GDx4MKytreHv748WLVqgf//+aN68eZH7DR8+HIMGDQIAfPvtt1ixYgWuXLmCzp07Y+XKlbCwsMC2bdsgFucNs6lePX+ewezZs7FkyRL07dsXAFClShXcu3cPP//8M4YNG/afbabVanHixAkcOXKk2HP/mjdvjhkzZujKdP78eSxbtgwdOnT4z33/q15t27bVi1+zZg0UCgXOnDmD7t27w9bWFgCgUCiKnGS7ePFiTJ8+HQMHDgSQlxY/deoUli9frpcRnTp1Krp16wYgrwPv5+eHhw8fwsfHp8AxC7tXTUkyNxVAJBQgLUP/ClxahgYOVq//EQqPVmHLITViE9WwMBeia1MTTB4kw7wNqcipABeVZVIRRCIBUtL0U6zJaWo42xkeXqmQiZD8UnxKmhoKef6P2bo/4/HRQFus+codKrUWWi3w07bnCA4rfP5QeWEhM4KRSICkZP0LSEnJSrg5Gz65tFKIC8wJS0pRwkphuI0rIpmZMO+99tLw75R0DZxsX68dSuKYbyMry7zOb4H3UHKu7rmXWcjFMBIJkJikv09ishLuLnknptaWxshVapCeoX4pJhfWivLb4ZaZ532vJacW/J5ysTdcL4XcyMD3mgqWcsMn6W2byJGVrcHFwIoxHPV1SOxtkBMbr7ctJzYeYgsZhCYSiC0tIDQyQk5cwksxCZB6e5ZmUUuMXJb3XktK1b+Anpyqgquj4fMeSwsjJBuIt5Tnn6tcv5OGCzdSEPs8F452EgzrZ4+vPvHAlG/CyvRehPR2e2MTMbRaLQSC/OzI8ePH0a5dOzg7O0Mmk+H9999HQkICMjPzrrI1atQIfn5+umzcr7/+Cnd3d7Rq1QpAXkcuMDAQ3t7emDhxIo4ePVrk67dq1QqPHj3CiRMn0L9/f9y9exctW7bE119/XeR+L64UJJVKIZfLERcXBwAIDAxEy5YtdZ2qF2VkZCAsLAwjR46Eubm57jFv3jy9IauG/PXXXzA3N4eJiQm6dOmCd999t9g9/aZNmxb4Ozg4+JX2LapeQN5qS6NHj0a1atVgYWEBuVyO9PR0PHny6mPcU1NT8ezZswId9ubNmxco54v/B46OjgCg+z942aveq6Y8uPdYhZv3lXgWr0FwuAqrdmXAVCJAPe/yezJVGrq2skA1dwnmr4nB9MVPsWlPAkb1t0Gt6oY7VESUr0NrOxzd0UL3MDKqOKMaKop2TS3w99VUKFU8e6c37+8rKbgcmIbwpzm4eDMVc74Ph7enGWr5VKyh9sVlKAtXWo/y4I11GIODg1GlShUAeenP7t27o3bt2ti5cyeuX7+uyyi9OPRy1KhRurTphg0b8MEHH+g6nfXq1cPjx4/x9ddfIysrCwMGDED//v2LLINYLEbLli0xffp0HD16FF999RW+/vrrIod7vtxpEggE0GjyriibmhZ+AvrvfMxffvkFgYGBusedO3dw6dKlIssZEBCAwMBAPHjwAFlZWdi0aZNu9VahUFjgzaNUvtl0U1H1AoBhw4YhMDAQ33//PS5cuIDAwEBYW1sXe9jsq3rx/+Df//9//w9eNnPmTKSkpOg9XpzcWxLSs7RQa7SQvbTQhUwqRGrGm/ugZ+VoEZekhq1lxVhQIy1DDbVaW2ByvqEs4r+S09RQvBRvIRPpruYbiwUY1N0Km/Yk4PrdTEQ8y8Xhs6k4fzMdPdtaGDpkuZKSpoJKrYXlSxkYS4UYiYWsLJmYrITlS9lES4vC4yuitExN3nvtpcWULMyFSE4vYhJxKR/zbXDuSgI++Pia7pGSmvc+KfAeUhgjMcnwd35KqhIqtRZWlvr7WCnESPhnn4SkXBiLhTB/aaiblcIYCckl81tSGtLS877XFPKC31OFLZ6UnKoy8L1mZDDet6opXByMcex85R2OCuRlEyX2+nNoJfY2UKakQZOdg9z4JGhUKkjsrF+KsUZOjH5msrxKTct7r72YHQTyMtaJKYan7SSlqKAwEP9ylvJFMc+VSElTwcmuYqwDQCXjjZyZnjx5Erdv30a/fnkTja9fvw6NRoMlS5agSZMmqF69Op49e1ZgvyFDhiAiIgIrVqzAvXv3CgzjlMvlePfdd/HLL79g+/bt2Llzp25+4avw9fWFSqVCdvbrDVWrXbs2zp49a7DDZm9vDycnJzx69AheXl56j387zoWRSqXw8vKCm5tbgZVLbW1t9SarqtVq3Llzp8AxXu6UXrp0CTVq1Ph/1wsAzp8/j4kTJ6Jr167w8/ODRCJBfLz+F7BYLIZaXfhJk1wuh5OTE86fP1/g2L6+vq9UTkNe9V41b5JaA0TGquHtlv9/JQDg7WaER8/e3FxLiRiwsRAitYhVVcsTlRp4FJmjl/kTCIBa1U0RGm74M3n/cXaBTKG/tynuh+cNQxYJAbGRoMCqYhoNIKwAiRKVSov7YemoXzu/8ysQAPVqW+BuqOH52Xfvp6F+Lf3OcgP/wuMrIrUaePxUCT+v/LmxAgHg5yXBg4jX65yUxDHfBllZajyNztY9Hj/JRHxiDhr45y+zb2Yqgm91Oe6EpBo8hkqlxf2HaahfO38fgQCo72+Ju6F5+4Q+TINSqUH9F47r6mwKBzsT3C3kuOWBSg2EPclGbe/8OWECAVDb2wyhhdzqIPRxNmr76M8hq1PDcHz7ZnI8jMhG+NPy+x57E5IvBcK6bRO9bTbtmiHpUiAAQKtUIuXGXdi0fWG0lUAA64CmSL50sxRLWnJUai0eRmTBv0Z+5k8gAOrUMEdImOHbIoWEZaJODXO9bXX9zBHysPDbKFlbGkEmFSExpfJcZKTiK3aHMScnBzExMXj69Clu3LiBb7/9Fr169UL37t0xdOhQAICXlxeUSiV++OEHPHr0CFu2bMFPP/1U4FiWlpbo27cvpk2bho4dO8LFxUX33NKlS/H7778jJCQE9+/fxx9//AEHBwcoFAqD5WrTpg1+/vlnXL9+HeHh4Th48CA+++wzBAQEQC5/vQn248ePR2pqKgYOHIhr167hwYMH2LJlC0JDQwHkzbebP38+VqxYgfv37+P27dvYsGEDli5d+lqvB+TNHzxw4AAOHDiAkJAQjBkzBsnJyQXizp8/j4ULF+L+/ftYuXIl/vjjD3z88cdvpF7VqlXDli1bEBwcjMuXL2Pw4MEFspIeHh44ceIEYmJikJRk+B5R06ZNw3fffYft27cjNDQUM2bMQGBg4CuX821y4loOmtc2RmM/MeythBjYwRQSMXDpTt6P+tAuZujZMv/EUiQEXGxFcLEVQSQCFDIBXGxFsFXkf+T6tDaBl4sIVnIhqjiJMLqXFBotcC2k4nxp7z+dgvZNZWjd0BzO9mKMfscGEmMBTl3Oy9BPGGyL97rnn1AePJOCOjXM0CPAAk52YgzobAlPVwkOnc272p6Vo8XdB1l4v5c1/LxMYGdlhDaNzNG6oTkuB2UYLEN5s2P/M3Rrb49ObWzh7myKyR96wlQiwqGTecO0P5vohdGD3XTxf/4VjUZ1FRjQ0wluzqYY/q4rvKuaY/ehGF2MzNwIXh5mcHfN+xy7OpvCy8OsQs1zPHguDQENpWhZzwxOtkYY0VsBE2MhzlzPe1+MGWCJdzvl/xaIRIC7oxjujnnz8azkIrg7imFvLXrlY1YUf+x7imHvuqF5I2t4ukvxxWQfJCTm4Oyl/AuFy+fVRt9uTrq/t+2JQo9Ojujc1h7uLmaYOrYaTE2EOHA8732XkanGX8diMGFkVdStpYB3VXN89rE3bgenlPuLGXtPJqFDcwsENJbDxcEYHw20g4lEiBMX8zrCHw9zwJBe+dmx/aeSUNdXil7tLOFsL8bAbtao6maCg6eT9Y5raiJEs3oyHKuAi92IpGaQ+/tA7p+3NoFZFRfI/X1g4po3DcV73mT4b/hOFx+xZhvMqrjCZ/40SL094f7Re3B8pwsef79RF/N4+Qa4jhwA5/d7w9zHEzVXzoGR1BSRm3ahoth9JB6dW1uhXTMFXB0lGPe+EyQSIY6dyzvvmjLKBcP72evi9x5LQP2aMvTpZAMXBwkG97JDNQ9T7D+ZN9fTRCLEiHcc4O1pCjtrMfxrSDFrggei43Jx/U7lnTMLAFpN2T3Kg2Kv2HH48GE4OjrCyMgIlpaW8Pf3x4oVKzBs2DAIhXknw/7+/li6dCm+++47zJw5E61atcL8+fN1HcoXjRw5Er/99pve7S8AQCaTYeHChXjw4AFEIhEaNmyIgwcP6l7jZZ06dcKmTZvw2WefITMzE05OTujevTtmzZpV3CrqWFtb4+TJk5g2bRpat24NkUiEOnXq6ObljRo1CmZmZli0aBGmTZsGqVSKWrVqFbgtRnGMGDECt27dwtChQ2FkZIRPPvkEAQEBBeKmTJmCa9euYe7cuZDL5Vi6dCk6der0Ruq1bt06/O9//0O9evXg6uqKb7/9FlOnTtU7xpIlS3T3gnF2dkZ4eHiB15k4cSJSUlIwZcoUxMXFwdfXF/v27UO1atWK3zBl7EaoEjKzLHRvbgqZmQBPn6ux8s8MpGXmpbos5UK9rJeFuRAzh+WvUtm+oQnaNzTB/UgVvt+e96WskAnxQXcppCYCpGdpEfZUhcVb05FegW6tceFmBuTmIgzsagmF3AjhUTn45qcY3UI4NpZGepPsQ8Nz8P3mOAzsaon3ulsh+rkSC9fFIDI6vxO9bFMc3uthhYnv28HcTIj4JBV+P5CEo+fL90nov06dT4BCLsaIQW6wUojx8HEGpn19D0n/XP21s5HgxRHbd0PT8PWyBxj5nhtGD3ZDVHQ2Pv8uBI+f5F9Rbt7QEjMn5H/u5kzxBgBs2B6JjdsjS6diJexSUBbk0mT07yCHQiZCxDMlFqyP12XsrRX67zVLuQjzP84/0ereWoburWW49ygH89Y8f6VjVhRbd0bCxESET8dXh7nUCLfvpWDK7NvIVeY3mLODKRTy/AsMJ889h8JCjFGDPWBlaYyHj9IxZfZtvcVzflj7EFptVXwz0xdisRBXbiRiyWr9VbLLo/PX02FhHo9B3a1hKRfhcVQO5v74VPe9ZmtpBO0Lb7bQR9lYuj4ag3vaYEhPazx7rsSCn5/hSbR+FrFlfRkEAuDs1YrxXfYii/o10fTEFt3fvos/AwBEbt6FoJEzIXG0hek/nUcAyAqPwtWeH8J3yUx4TBiK7KgY3P7wC8QfO6eLif7jEIxtrVB99kRIHGyReisYV7qPQu5LC+GUZ39fTYFcZoT3e9vD0sIIjyKzMWvZY93CNrZWYr3fg+CwTCxc8wRD+zpgeF97PI3Nxdc/PEHE07xROhqNFlVcTdC+uSWkZkIkJqtw4246tuyOhYpzZqkIAm0Zz7bcsmULPvnkEzx79gzGxlzsg17PuMXJZV2EcmflVAX6f/yorItRrvz5vSda973w34Gk58yuZnhvRlRZF6Nc+W2BC1r0OFPWxSh3zu1vjd5j75d1McqVPauq44DYu6yLUe50U4ai64jbZV2McuXg+lplXYRCTV1d+LDdkrZ4jOHbpLxN3thtNYorMzMT0dHRWLBgAT788EN2FomIiIiIiN4yZbYc48KFC+Hj4wMHB4cSX+WSiIiIiIiIiq/MOoxz5syBUqnEiRMnYG5u/t87EBERERERvWG8D2PRKsYN34iIiIiIiOiNK7M5jERERERERGVNoykfmb6ywgwjERERERERGcQMIxERERERVVrlZCphmWGGkYiIiIiIiAxih5GIiIiIiIgM4pBUIiIiIiKqtLRc9KZIzDASERERERGRQcwwEhERERFRpaXhqjdFYoaRiIiIiIiIDGKHkYiIiIiIiAzikFQiIiIiIqq0uOhN0ZhhJCIiIiIiIoOYYSQiIiIiokqLGcaiMcNIREREREREBjHDSERERERElRYTjEVjhpGIiIiIiIgMYoeRiIiIiIiIDOKQVCIiIiIiqrS46E3RmGEkIiIiIiIig5hhJCIiIiKiSkurZYaxKMwwEhERERERkUHsMBIREREREZFBHJJKRERERESVloaL3hSJGUYiIiIiIiIyiBlGIiIiIiKqtLjoTdGYYSQiIiIiIiKDmGEkIiIiIqJKS8s5jEVihpGIiIiIiIgMYoeRiIiIiIiIDBJoOcuTiIiIiIgqqRFz48rstdfPtiuz135VnMNIFcLiXZqyLkK5M7WvkO1WTFP7CvHRd0llXYxy56fplpi6OrOsi1GuLB5jhl5jQsu6GOXO3tXe6DbqTlkXo1w5sLYmuo64XdbFKHcOrq+FA2Lvsi5GudJNye+08oodRiIiIiIiqrQ0HHBZJM5hJCIiIiIiIoPYYSQiIiIiIiKDOCSViIiIiIgqLd6HsWjMMBIREREREZFBzDASEREREVGlxbsMFo0ZRiIiIiIiIjKIHUYiIiIiIiIyiENSiYiIiIio0tJw0ZsiMcNIREREREREBjHDSERERERElRZvq1E0ZhiJiIiIiIjIIGYYiYiIiIio0uJtNYrGDCMREREREREZxA4jERERERERGcQhqUREREREVGlpNZqyLsJbjRlGIiIiIiIiMogZRiIiIiIiqrQ0vK1GkZhhJCIiIiIiIoPYYSQiIiIiIiKDOCSViIiIiIgqLd6HsWjMMBIREREREZFBzDASEREREVGlpeWiN0VihpGIiIiIiIgMYoaRiIiIiIgqLWYYi8YMIxERERERERnEDiMREREREREZxCGpRERERERUaWm0mrIuwluNGUYiIiIiIiIyiBlGIiIiIiKqtLjoTdGYYSyn5syZgzp16uj+Hj58OHr37l2irxkeHg6BQIDAwMASfR0iIiIiIno7MMNYRmJiYvDNN9/gwIEDePr0Kezs7FCnTh1MmjQJ7dq1K+viYfjw4UhOTsaePXt021xdXREdHQ0bG5uyK1gZuntxK4L+Xo+s9HhYOfigWc/PYeda22BsyJUduH9zH5JiHgAAbJx90bDTJ4XGn909ByFXtqNJtxmo1WJYidWhLLDdiq91XQk6NpZALhUiKk6N7cczER6tNhjraCNEjxamcHcQwdpChB0nMnHyWk6hx+7UWII+bcxw4lo2/jiRVVJVKBPN/IzQpo4RZGYCRCdosPucEpFxhuel2FsK0KmRGC42QljJhdh7Phdng1R6MQIB0LGBGPWriyAzEyAlQ4troSocv64yeMzyqGtrBXp3sIKlXITwqBys2R6HBxHZhcY3q2eOwT1sYGctxrM4JTbvfo7rdzP0YlwcjDGsjy38qplCJBQgMjoHC9Y8Q3xSxWm3bgFW6NfJBpYWRngcmY2ffo/G/ceFf55a1JdjSG972NuI8Sw2Fxt2xuDa7XTd85984Iz2zS319rl+Jw2zlkeUWB1KW/e2VujX2VbXZqu3Piu6zRrI8X4fe9jbGONZbC7W/xGDa7fTdM9/MsIFHVrot9m122mYtSy8pKpQ6qxaNIDnlJGwqFcTJk52uNZvLGL3nSh6n1aN4Lt4Bsx9qyE7MhoP569G1ObdejHuY96D5+SRkDjYIjUoBHcnfY2Uq7dLsipUzjHDWAbCw8NRv359nDx5EosWLcLt27dx+PBhBAQEYNy4cWVdvEKJRCI4ODjAyKjyXWcICzqISwe+Q71249Bn/E5YO3rj0PrRyEpPMBj/7NFVeNXuiu6jN6LXmN9hrnDEofWjkJESWyD28d1jiIu8BTO5XUlXo9Sx3Yqvvo8Y/dua4q/z2fh2Yyqi4tSYMMAcMjOBwXhjIwHikzXYfSYLKelFT9p3dxChZR0JouIqzon7v/yritCzuRjHrimx/M9sPEvQYnR3CcxNDccbGwmQmKrFwctKpGYYHooUUNcIzfyMsPtsLhZuy8bBS0q0qSNGi1oV4zuwRX0ZRvSzxfYD8Zj8bQQeR+VgzkQXWMhEBuN9PE0wdYQTjl9IwSffRuDyrTTM/MgZbk7GuhgHGzHmT3FDVEwuPl8aiY/nhWPHoQQoVRVnuFfLhnKMHuCA3/bHYeJXYXgcmY2vJ3kU2m41qpri0/+54ui5JEz8KgwXb6bii3FucHeS6MVdu52GIZNDdI+FayJLozqlolVDC4x+1xG/7YvDhLkP8SgyG19PrlJEm5lh+oduOHo2CRPmPMTFm6n4coIb3J0LttngScG6x8Kfn5RGdUqNSGqG1KBQ3Jk495XiTT1c0HDfz0g4fRnnGvTC4x82odbP82DToYUuxvGdLqixaCYezFuJc436IC0oBI0PrIOxrVVJVaNc0Gq0ZfYoD9hhLANjx46FQCDAlStX0K9fP1SvXh1+fn6YPHkyLl26BAB48uQJevXqBXNzc8jlcgwYMACxsQVPmguj0Wgwf/58VKlSBaampvD398eff/6pF3P37l10794dcrkcMpkMLVu2RFhYGObMmYNNmzZh7969EAgEEAgEOH36tMEhqWfOnEGjRo0gkUjg6OiIGTNmQKXKPxlt06YNJk6ciE8//RRWVlZwcHDAnDlzdM9rtVrMmTMHbm5ukEgkcHJywsSJE1+vYUvQ7bOb4NPwHXg36AtLey+06D0HRsYmCL22y2B824GL4Nv0PVg71YDCzhMt+34NrVaDp2EX9eIyUmJxcd83CHh3IYTCinES+iK2W/G1b2iC87dycPF2LqITNPjtSCaUSqBZLWOD8RExauw6nYVrwUqo1IX/8EjEwIgeUvx6OBOZ2eXjB6o4Wvsb4fI9Fa6GqhGbpMXOM7lQKrVo6GP4/RH5XIO/LioR+FBdaLt52ItwJ1yN4CcaJKVpEfRIjftRarjaVYyfzl7tLHH0fApOXExFZEwuVv8ei5xcDdo3tTAY3yPAEjfuZWD3sSRExeTit/0JeBSZjW6t87M8Q3rZ4PrddGza/RyPo3IQE6/ElaAMpKQZzpCXR3062ODw2SQcP5+MyOgc/PjrM2TnatDxpWzXv3q2t8H1O2nYdSQekdE5+HVvHMIistG9rbVenFKlRVKqSvdIz6w4qzb26WSDw38n4di5JEQ+y8GPm58iJ1eDji0Nd1J6dbDG9Ttp2Hk4r8227I5FWEQ2erzcZkpNhW0zAHh+5G/cn70csXuPv1K8+/8GIutxFII//Q7pIY8QsWorYnYeQZWPh+tiqkz6AJHrdiBq0y6kB4fh9tjZUGdmw3V4vxKqBVUEFeNXrxxJTEzE4cOHMW7cOEil0gLPKxQKaDQa9OrVC4mJiThz5gyOHTuGR48e4d13333l15k/fz42b96Mn376CXfv3sUnn3yCIUOG4MyZMwCAp0+folWrVpBIJDh58iSuX7+OESNGQKVSYerUqRgwYAA6d+6M6OhoREdHo1mzZgVe4+nTp+jatSsaNmyIW7duYfXq1Vi3bh3mzZunF7dp0yZIpVJcvnwZCxcuxFdffYVjx44BAHbu3Illy5bh559/xoMHD7Bnzx7UqlWrOE1a4tSqXMQ/uwtnr6a6bQKhEM5VmyLuSeArHUOlzIZGrYLENP9ETKvR4NSO6ajdagSs7Ku96WKXObZb8YmEgJuDCMER+RddtACCw5XwdP7/dYwHdjDDnTAlQiIqXnZRJAScbYW4H5V/sqgF8OCpBu72r/8zFx6rRjVnIWws8rK7jtYCVHEQIeRJ+e/8GImAqm4muBWSqdum1QK3QjLh7WlicB9vT1O9eAC4eS9DFy8QAA1qmuNZrBJzJrhg08KqWPSpGxr7m5dcRUqZkUgAL3dTBN7LH06q1QKBwenw8TQzuI+PpykCg/WH7d64mw6fqvrp71reUmxd6oOf51XD2CGOkEkNZ9/Km0Lb7F46fKoW0mZVzXDzhXggb4iuj5d+fC0fc/y2vAbWfFsd4953qjBt9roUTeog/qT+Bdbnx87BskkdAIBALIZFPT/En7iQH6DVIv7kBSia1C3Fkr59tFptmT3Kg4p1ab4cePjwIbRaLXx8fAqNOXHiBG7fvo3Hjx/D1dUVALB582b4+fnh6tWraNiwYZGvkZOTg2+//RbHjx9H06Z5J+uenp44d+4cfv75Z7Ru3RorV66EhYUFtm3bBrFYDACoXr267himpqbIycmBg4NDoa+zatUquLq64scff4RAIICPjw+ePXuG6dOnY9asWRAK807UateujdmzZwMAqlWrhh9//BEnTpxAhw4d8OTJEzg4OKB9+/YQi8Vwc3NDo0aNiqxbTo7+/CyJRAJAXGSb/H9kZyZDq1HD1Fz/yqapzBrJzx+/0jGuHFoMM7kdnL3yO963/l4LoVAEv2bvv9Hyvi3YbsVnbiaASChAaob+VfK0TC0crF//RKhBDTHcHIwwf1Pq/7eIbyWpSV67pWfp//CmZWphp3j9DuOpGyqYiAX4dJAJtBpAIAQOX1bi5oPy32GUm4sgEgmQnKp/ASE5VQ0Xe8PZbIXcyGC8pTzvVMJCJoKpiRD9Ollh6754bNr9HPV8pZjxPyd8sTwSdx+U/zmzhbebCq4OEoP7WFoYajcVLC3yf7eu30nHhRupiInPhaOtMYb1tcfcSe6Y+u0jlJMRa4WSy/LaLMlQmzkWs83k+aet1++k4cKNFMQ+z4WjnQTD+tnjq088MOWbsHLfZq9LYm+DnNh4vW05sfEQW8ggNJFAbGkBoZERcuISXopJgNTbszSLSuUMO4yl7FWuJAQHB8PV1VXXWQQAX19fKBQKBAcH/2eH8eHDh8jMzESHDh30tufm5qJu3bwrSIGBgWjZsqWus/g6goOD0bRpUwgE+XOrmjdvjvT0dERFRcHNzQ1AXofxRY6OjoiLiwMAvPPOO1i+fDk8PT3RuXNndO3aFT169Ch0nuT8+fMxd67+WP7Zs2fDvPas165HSQs8/QseBR1Ct9GbYCTO+3F8/vQu7pzfgj4Tduq1H+Vju70ZljIBBrQzw/fb06Eq//2cUuXvJUK96iL8djwXMYkaONkI0au5MVIztbgWysZ8mfCfj+TloHTsO5kEAHgclQOfqqbo3FJRITqMJeXvqym6f0c8zUF4VDbWLfBGLW8pboVkFLFn5fX3lfw2C3+ag8dRWVj/nQ9q+UhxK5htRsWj0VSs4cxvGjuMpaxatWoQCAQICQkpsddIT88bxnHgwAE4OzvrPZeXjcvLIJaWlzulAoFA98F0dXVFaGgojh8/jmPHjmHs2LFYtGgRzpw5Y7AzO3PmTEyePFlvm0QiwQ8HSq78JmYKCISiAgu1ZKUlwExW9IqxQX+vx60zv6DryPWwdvTWbY95fA1ZGQn4/bu2um1ajRqXDy7EnfObMWh60auglQdst+JLz9RCrdFCLhUCyO+QyMwKZh1flZuDEeRSIT4bLtNtEwkF8HI1Qpt6EoxfnIxyMiKmUBnZee1mbqp/EUFmJkBq5utXrntTMU7eUCHwYd7/RUyiGpbmSrStKy73HcbUdDXUai0Ucv3TAIVcVCAT9K/kVFWR8anpefNBI6P1R4FERufA18vw0MPypvB2M0JSiuF2S0ox1G5GSEpRFvo6MfFKpKSp4GhnXO47jKlpeW1maaANEovbZoW8NwEg5nlemznZSSpthzEnNh4Se/3fV4m9DZQpadBk5yA3PgkalQoSO+uXYqyRE6OfmSR6ETuMpczKygqdOnXCypUrMXHixALzGJOTk1GjRg1ERkYiMjJSl2W8d+8ekpOT4evr+5+v4evrC4lEgidPnqB169YGY2rXro1NmzZBqVQa7JgZGxtDrS76hKhGjRrYuXMntFqtLttz/vx5yGQyuLi4/Gc5/2VqaooePXqgR48eGDduHHx8fHD79m3Uq1evQKxEItF1evWV3JUhkZExbJz88DTsEjz82gPIm0f3LOwSfJsOLnS/W2fW4uapn9FlxC+wdamp91y1uj315vYBwKENo1Gtbk9Ur9/3zVeiDLDdik+tAZ7EqOHjboRbD/JOJgUAfDzEOH298FsdFCUkQomv1qXobRvaVYqYBDWOXs4u951FIK/dnj7XoJqLEHfD8763BAC8nIU4f+f152yKjQR4uXm02ry5euWdSg2EPclGbW8zXL6Vd5FRIABqe5vh4Olkg/uEPspCbW8z7P8newgAdXykCH2UrTvmw/BsOL80pNXZ3hhxiYV3jsoTlVqLhxFZqFPDHJcC827xIBAAdXzM8dcpw6s/hzzKgn8NKfYez3++rq85QsIKz7haWxpBJhUV2gktT/5tM/8aUly8mTcsXiAA6tQwx/6ThbRZWCbq1DDH3mMvtJmfOUIeZhqMB/LbLLGIjnhFl3wpELZdWults2nXDEmXAgEAWqUSKTfuwqZt0/zbcwgEsA5oiohVv5Zyaak84aI3ZWDlypVQq9Vo1KgRdu7ciQcPHiA4OBgrVqxA06ZN0b59e9SqVQuDBw/GjRs3cOXKFQwdOhStW7dGgwYN/vP4MpkMU6dOxSeffIJNmzYhLCwMN27cwA8//IBNmzYBAMaPH4/U1FQMHDgQ165dw4MHD7BlyxaEhoYCADw8PBAUFITQ0FDEx8dDqSz4BTx27FhERkZiwoQJCAkJwd69ezF79mxMnjxZN3/xv2zcuBHr1q3DnTt38OjRI/z6668wNTWFu7t7MVq05NVqOQyhV//A/et7kBQXhnN750KZm4Xq9fsAAE7tmI4rh5fq4gPP/IJrx1agdf9vILN0Rmbac2SmPYcyJ++qp4nUElYO1fUeQqERTM1toLCtUiZ1LAlst+I7fjUbLfwlaFLTGA7WQgzqZAZjMXDhdi4AYHg3M/Rulb8oiUgIuNiJ4GIngkgogMJcCBc7EWz/mbuXkws8i9foPXKVWmRka/EsvuIMwTlzS4XGNYzQwFsEO4UAfVuJYSwW4GpI3gn3wLbG6NI4/+KYSAg4WQvgZC2ASARYSPP+bS3P7w3eC1ejXT0j1HATIPswzAAAPlpJREFUwlImQM0qIrTyF+PO4/KdXfzX3hNJ6NjCAgFN5HBxMMZHg+xhIhHi+MW8CwyThjng/V752Yr9p5JQz0+KXu0s4WxvjIHdrFHV3QQHzuR3IHcfS0SL+nJ0aG4BB1sxurZWoGEtcxw6k1za1Ssxu4/Fo1MrS7RrpoCrowTjhjjBRCLEsfN57TB5hDOG9bXXxe87Ho/6fjL06WgNFwdjvNfTDl4eJvjrn86SiUSIEf3t4e1pCjtrMfx9pJg13h3Rcbm4fjfdYBnKm91H4tG5tVV+m73vBIlEiGPn8tpsyigXDO+X32Z7jyWgfk0Z+nSygYuDBIN72aGah6mug2kiEWLEOw75bVZDilkTPPLa7E7FaDMg77Yacn8fyP3z1r0wq+ICub8PTFwdAQDe8ybDf8N3uviINdtgVsUVPvOnQertCfeP3oPjO13w+PuNupjHyzfAdeQAOL/fG+Y+nqi5cg6MpKaI3GR49fLKgrfVKBozjGXA09MTN27cwDfffIMpU6YgOjoatra2qF+/PlavXg2BQIC9e/diwoQJaNWqFYRCITp37owffvjhlV/j66+/hq2tLebPn49Hjx5BoVCgXr16+OyzzwAA1tbWOHnyJKZNm4bWrVtDJBKhTp06aN68OQBg9OjROH36NBo0aID09HScOnUKHh4eeq/h7OyMgwcPYtq0afD394eVlRVGjhyJL7744pXLqVAosGDBAkyePBlqtRq1atXC/v37YW1t/d87l6KqtbsiOz0J14+vQGZaPKwda6DLB2t0QyszkqMhEOR3koMvbYNGrcTxrR/rHadeu3Go3358qZa9LLHdiu96iBIysyz0aGECuVSIqDg1ftiRjrR/hlZayYV6WUGFuRBffCDX/d2xsQk6NjbB/SdKLP294pw4/ZdbYWqYmyrRqaEYMjMBnsVrsPavHKT/k8SxNBfotZtcKsDkAflD89vUEaJNHTHCnqqxel/ekMo953LRqZEYfVsZw9xUgJQMLS7dU+HYtYqRwTh3PQ1ycxHe624DS7kIj6NyMPeHKN0tMP6vvTuPqznf/wD+Oidp04aKsrSRoijGOqjsUoxrGMuEMMMMmsKMGbshzCBjuGNM9juDucbWZcpYsmevGKGSskUkadNyzu8Pv844OjUa6fOtXs/H4zwenc/3O7fX43uPzvf9/Wx1a2urLR5y7WYulq2/hxE+Zviwf13cS83HojV3kXwvT3VOZHQmfvglBYN618G4wea4+yAPi9feQ2wpvWmVzfFzGTCulYIR/c1halQDN2/nYvaKW0jPeHHdzOrUVPusxSbk4NufbuPD9yww8j0L3H2YhwWrk5F078XnTKFQwrqBLrp1NIWBvhxp6QW49Gcmtux5gIIqsn/lsXNPYWRYAx8OsICp8f9fs+BE1cI2ZrW18fIUstiEbHyzNhm+A+th1EAL3H2Qh6+/T0bS3b+umU1DXXTv9Nc1u/hnJrbsqjrXDACMW7dAh0NbVO+dlr64h7u9eSdixnwJnfpm0Pv/4hEAcm7dwTmfj+G07EtYT/JF7p0UXP54Jh79cUJ1zv3//o6aZrXRdM5k6NQzQ0Z0LM72G4u8h5p7e4kAQKasLOu5EpVi6c6q01NSUaYOlPO6ldHUgXKMX/Lk708kNWu+MMXUH0oeSkbFLZ2gj/4TrouOUens+cEBXmOviI5RqewLaYG+fpdFx6h09q93xj5th78/kVS88qX7N03k3419IS3+/iTBOCSViIiIiIiINGLBSERERERERBpxDiMREREREVVblWXxGVHYw0hEREREREQasYeRiIiIiIiqLfYwlo49jERERERERKQRexiJiIiIiKjaUii5zVhp2MNIREREREREGrFgJCIiIiIiIo04JJWIiIiIiKotLnpTOvYwEhERERERkUbsYSQiIiIiompLqeCiN6VhDyMRERERERFpxIKRiIiIiIiINOKQVCIiIiIiqra46E3p2MNIREREREREGrGHkYiIiIiIqi2lkovelIY9jERERERERKQRexiJiIiIiKjaUnAOY6nYw0hEREREREQasWAkIiIiIiIijTgklYiIiIiIqi2lgovelIY9jERERERERKQRexiJiIiIiKjaUnLRm1Kxh5GIiIiIiIg0YsFIREREREREGnFIKhERERERVVtKJRe9KQ17GImIiIiIiEgjFoxERERERFRtKRVKYa+yWr16NaytraGrq4t27drh7NmzpZ7/3//+F82aNYOuri6cnZ2xf//+Mv9OFoxEREREREQSt337dgQGBmLOnDm4ePEiWrZsiV69euHhw4cazz916hSGDh2KMWPG4NKlSxgwYAAGDBiAK1eulOn3smAkIiIiIqJqS6lQCHuVxfLlyzFu3DiMHj0aTk5OWLNmDfT19bF+/XqN53/33Xfo3bs3pk2bBkdHR3z99ddwc3PDqlWryvR7WTASEREREREJ8Pz5c2RkZKi9nj9/Xuy8vLw8XLhwAd27d1e1yeVydO/eHadPn9b4v3369Gm18wGgV69eJZ5fEhaMREREREREAixatAjGxsZqr0WLFhU779GjRygsLISFhYVau4WFBVJSUjT+b6ekpJTp/JJwWw2qEqYOlN6zj+fPn2PRokX48ssvoaOjIzqORlK7bpXhmq35wlR0hGIqw3VbOkFfdAQ1leGa7fnBQXSEYirDddsX0kJ0BDWV4ZrtX+8sOkIxleG6eeVfFx1BTWW4ZlJ1IrSrsN/9/Hl7BAYGqrVJ7f8/mVKpLPvyPET0tzIyMmBsbIynT5/CyMhIdJxKgdfsn+F1Kztes3+G163seM3+GV63suM1q9ry8vKgr6+PHTt2YMCAAar2kSNHIj09HXv27Cn23zRq1AiBgYH47LPPVG1z5szB7t27ER0d/dq/W1rdC0RERERERKSmZs2aaN26NQ4dOqRqUygUOHToEDp06KDxv+nQoYPa+QDwxx9/lHh+STgklYiIiIiISOICAwMxcuRItGnTBm3btsWKFSuQlZWF0aNHAwB8fX1hZWWlmgPp7++Prl27YtmyZfDy8sK2bdtw/vx5rF27tky/lwUjERERERGRxA0ZMgSpqamYPXs2UlJS0KpVK4SFhakWtklOToZc/tcA0o4dO+KXX37BzJkz8dVXX6FJkybYvXs3WrQo21xvFoxEb4mOjg7mzJkjuYnLUsZr9s/wupUdr9k/w+tWdrxm/wyvW9nxmlUPEydOxMSJEzUei4iIKNb2/vvv4/3333+j38lFb4iIiIiIiEgjLnpDREREREREGrFgJCIiIiIiIo1YMBIREREREZFGLBiJiIiIiIhII66SSkRERPSWZGRk4PDhw3BwcICjo6PoOJKmUCgQHx+Phw8fQqFQqB3r0qWLoFRExFVSiYgqoZycHCiVSujr6wMAkpKSsGvXLjg5OaFnz56C01FVxeLn7w0ePBhdunTBxIkTkZOTg5YtW+LWrVtQKpXYtm0b/vWvf4mOKEmRkZEYNmwYkpKS8OqtqUwmQ2FhoaBklUthYSEuX76Mxo0bw9TUVHQcqiI4JJWIJKewsBBRUVF48uSJ6CiS1b9/f2zevBkAkJ6ejnbt2mHZsmXo378/fvjhB8HpKg9+1ko3ePBgrFq1CsCLhxRt2rTB4MGD4eLigt9++01wOmk6duwYOnfuDADYtWsXlEol0tPTsXLlSixYsEBwOukaP3482rRpgytXriAtLQ1PnjxRvdLS0kTHk6zPPvsM69atA/Di71nXrl3h5uaGhg0batyTj+ifYMFIVI7CwsJw4sQJ1fvVq1ejVatWGDZsGG9IS8EvvLK7ePGi6qZ0x44dsLCwQFJSEjZv3oyVK1cKTidd/KyVDYufsnv69Clq164N4MV3wr/+9S/o6+vDy8sLcXFxgtNJV1xcHIKCguDo6AgTExMYGxurvUizHTt2oGXLlgCA0NBQJCYm4tq1awgICMCMGTMEp6OqggUjUTmaNm0aMjIyAACXL1/GlClT0LdvXyQmJiIwMFBwOuniF17ZZWdnw9DQEABw4MABDBw4EHK5HO3bt0dSUpLgdNLFz1rZsPgpu4YNG+L06dPIyspCWFiYaoj4kydPoKurKziddLVr1w7x8fGiY1Q6jx49Qr169QAA+/fvx/vvv4+mTZvCz88Ply9fFpyOqgoWjETlKDExEU5OTgCA3377Df369UNQUBBWr16N33//XXA66eIXXtnZ29tj9+7duH37NsLDw1U3pQ8fPoSRkZHgdNLFz1rZsPgpu88++wzDhw9HgwYNYGlpCXd3dwAvemudnZ3FhpOwSZMmYcqUKdi4cSMuXLiAmJgYtRdpZmFhgatXr6KwsBBhYWHo0aMHgBcPFbW0tASno6qCq6QSlaOaNWsiOzsbAHDw4EH4+voCAGrXrq3qeaTiir7w6tevj7CwMNUcPH7hlWz27NkYNmwYAgIC0K1bN3To0AHAi95GV1dXwemki5+1sikqfmrVqoXGjRuz+HkNn3zyCdq1a4fk5GT06NEDcvmLZ/O2trYcxluKosWA/Pz8VG0ymQxKpZKL3pRi9OjRGDx4MOrXrw+ZTIbu3bsDAM6cOYNmzZoJTkdVBQtGonL07rvvIjAwEJ06dcLZs2exfft2AMCNGzfQoEEDwemki194ZTdo0CC8++67uH//vmqIJQB069YNAwcOFJhM2vhZK5tPPvkEbdu2xe3bt1n8vIb8/Hw0a9YM//vf//Dee++pHfPy8hKUqnJITEwUHaFSmjt3Llq0aIHbt2/j/fffh46ODgBAS0sL06dPF5yOqgpuq0FUjpKTk/HJJ5/g9u3bmDx5MsaMGQMACAgIQGFhIRcjKcWOHTtUX3hFxfWmTZtgYmKC/v37C04nPX5+fvjuu+9U8xiLZGVlYdKkSVi/fr2gZNLHzxq9TVZWVjh48CC3HSGiKoMFIxEJd+fOnRJ7YCMjI9G+ffsKTiR9WlpauH//PszNzdXai+boFRQUCEombZs3b8aQIUNUT+GL5OXlYdu2baph5NVZWRboWr58+VtMUjkFBQXhxo0bCAkJQY0aHMhVFgkJCVixYgViY2MBAE5OTvD394ednZ3gZNJ26NAhHDp0CA8fPoRCoVA7xoeHVB5YMBKVs8LCQuzevVv1hde8eXP4+PhwflQpnJyccOLECdVqjEVOnjwJLy8vpKeniwkmQRkZGVAqlTA1NUVcXBzMzMxUxwoLCxEaGorp06fj3r17AlNKV0mF9uPHj2Fubs55UgA8PDzU3l+8eBEFBQVwcHAA8GKIvZaWFlq3bo3Dhw+LiChp7733Hg4dOoRatWrB2dkZBgYGasd37twpKJm0hYeHw8fHB61atUKnTp0AvPgOiI6ORmhoqGoxF1I3b948zJ8/H23atFENtX/Zrl27BCWjqoSPvojKUXx8PPr27Yu7d++qbq4WLVqEhg0bYt++fXxKWoL27dujZ8+eOHLkiGqI5bFjx9CvXz/MmzdPcDppMTExgUwmg0wmQ9OmTYsdl8lkvGalKFpA41V37tzhXm//78iRI6qfly9fDkNDQ2zatAmmpqYAXqyQOnr0aNX+jKTOxMREtYALvb7p06cjICAAixcvLtb+xRdfsGAswZo1a7Bx40Z8+OGHoqNQFcYeRqJy1LdvXyiVSvz888+q3rLHjx9jxIgRkMvl2Ldvn+CE0qRQKDBo0CCkpaUhPDwcp06dgo+PDxYsWAB/f3/R8STl6NGjUCqV8PT0xG+//abWK1uzZk00btwYlpaWAhNKk6urK2QyGaKjo9G8eXO1oYKFhYVITExE79698euvvwpMKT1WVlY4cOAAmjdvrtZ+5coV9OzZkz3ZVG50dXVx+fJlNGnSRK39xo0bcHFxQW5urqBk0lanTh2cPXuWD6TprWIPI1E5Onr0KCIjI9Vu4uvUqYPFixerhthQcXK5HNu2bYOXlxc8PT0RExODRYsWYeLEiaKjSU7Xrl0BvFhRsGHDhqpVK6l0AwYMAABERUWhV69eqFWrlupYzZo1YW1tzV4hDTIyMpCamlqsPTU1Fc+ePROQqHIoKChAREQEEhISMGzYMBgaGuLevXswMjJS++zRX8zMzBAVFVWsYIyKiio2hJz+MnbsWPzyyy+YNWuW6ChUhbFgJCpHOjo6Gm+iMjMzUbNmTQGJpEvTRsxz587F0KFDMWLECHTp0kV1jouLS0XHk7zGjRsjPT0dZ8+e1bjQARdvUTdnzhwAgLW1NYYMGcJN51/Te++9h9GjR2PZsmVo27YtgBdbkEybNo3bt5QgKSkJvXv3RnJyMp4/f44ePXrA0NAQS5YswfPnz7FmzRrRESVp3Lhx+Oijj3Dz5k107NgRwIs5jEuWLCnTQkzVTW5uLtauXYuDBw/CxcUF2traase5MBWVBw5JJSpHvr6+uHjxItatW6d2czVu3Di0bt0aGzduFBtQQuRyuWpT5iIvv+eGzaULDQ3F8OHDkZmZCSMjI7V5eTKZDGlpaQLTUVWRnZ2NqVOnYv369cjPzwcA1KhRA2PGjMG3335bbEEXetGbbWhoiHXr1qFOnTqIjo6Gra0tIiIiMG7cOMTFxYmOKElKpRIrVqzAsmXLVEOdLS0tMW3aNEyePFnj3GMqvkjVy2QyGRemonLBgpGoHKWnp2PkyJEIDQ1VPeUrKCiAj48PNm7cyEU1XpKUlPTa5zZu3PgtJqmcmjZtir59+yIoKAj6+vqi40ha7dq1cePGDdStWxempqal3niy0P5LYWEhTp48CWdnZ9SsWRMJCQkAADs7OxaKpahTpw5OnToFBwcHGBoaqgrGW7duwcnJCdnZ2aIjSl7RSJ1X95klIjE4JJWoHJmYmGDPnj2Ii4vDtWvXAACOjo6wt7cXnEx6iorA/Px8fPzxx5g1axZsbGwEp6o87t69i8mTJ7NYfA3BwcGqG8/g4GD2VLwmLS0t9OzZE7GxsbCxseHQ8NekUCg0joq4c+cOC6DXxOv0z9y5cwcAStzXmOifYg8jEQlnbGyMqKgoFoxlMHDgQHzwwQcYPHiw6CiVQkZGxmudZ2Rk9JaTVC5t2rTBkiVL0K1bN9FRKo0hQ4bA2NgYa9euhaGhIWJiYmBmZob+/fujUaNG2LBhg+iIkuHm5oZDhw7B1NRUtZJxSS5evFiBySoPhUKBBQsWYNmyZcjMzATwouCeMmUKZsyYwYXRqFywh5HoDZVlMj4nn2s2YMAA7N69GwEBAaKjVBpeXl6YNm0arl69Cmdn52ILHfj4+AhKJk1F+1f+Hc6XVbdgwQJMnToVX3/9NVq3bl1sKCoL7OKWLVuGXr16wcnJCbm5uRg2bBji4uJQt25dbN26VXQ8Senfvz90dHRUP7P3v+xmzJiBdevWqa3GfuLECcydOxe5ublYuHCh4IRUFbCHkegNvTrh/OLFiygoKICDgwOAF3tIaWlpoXXr1px8XoKip6PdunXTeFM6efJkQcmkq7SnxlwoqLijR4+qflYqlejbty9CQkJgZWWldl7RtiX0wsufs5dv5rkgVekKCgqwfft2REdHIzMzE25ubhg+fDj09PRER6MqxtLSEmvWrCn2kHDPnj345JNPcPfuXUHJqCphwUhUjpYvX46IiAhs2rQJpqamAIAnT55g9OjR6Ny5M6ZMmSI4oTSVNhRVJpPh5s2bFZiGqoOXFyOhkr1caGvCAru4Y8eOoWPHjqhRQ30QV0FBAU6dOoUuXboISiZttra2OHfuHOrUqaPWnp6eDjc3N34PlEBXVxcxMTFo2rSpWvv169fRqlUr5OTkCEpGVQkLRqJyZGVlhQMHDqB58+Zq7VeuXEHPnj1VS4UTlafc3FzuK1hGLBjpbdHS0sL9+/eLbTb/+PFjmJubs1e2BHK5HCkpKcWu24MHD9CwYUPk5eUJSiZt7dq1Q7t27bBy5Uq19kmTJuHcuXOIjIwUlIyqEs5hJCpHGRkZSE1NLdaempqqWiacqDwUFhYiKCgIa9aswYMHD3Djxg3Y2tpi1qxZsLa2xpgxY0RHpCoiPT0d69atQ2xsLACgefPm8PPz4zZBJSgarvuqx48fczsSDfbu3av6OTw8XO1zVVhYiEOHDnFBtFJ888038PLywsGDB9GhQwcAwOnTp3H79m3s379fcDqqKtjDSFSOfH19cfz4cSxbtgxt27YFAJw5cwbTpk1D586dsWnTJsEJpevOnTvYu3cvkpOTiz1J5mJBxc2fPx+bNm3C/PnzMW7cOFy5cgW2trbYvn07VqxYgdOnT4uOKGlFq1fyRrR058+fR69evaCnp6f6m3bu3Dnk5OTgwIEDcHNzE5xQOgYOHAjgxdyx3r17qxZzAV4UPjExMXBwcEBYWJioiJJUNE9WJpPh1VtSbW1tWFtbY9myZejXr5+IeJXCvXv3sHr1arXtvD755BNYWloKTkZVBQtGonKUnZ2NqVOnYv369cjPzwcA1KhRA2PGjMG3337Lp8slOHToEHx8fGBra4tr166hRYsWuHXrFpRKJdzc3LhYkAb29vb48ccf0a1bN7XhldeuXUOHDh3w5MkT0RElpehmvkhoaCg8PT2L/ZvcuXNnRcaSvM6dO8Pe3h4//fSTak5eQUEBxo4di5s3b+LYsWOCE0rH6NGjAQCbNm3C4MGD1Ra4qVmzJqytrTFu3DjUrVtXVERJs7Gxwblz53h9iCSIBSPRW5CVlYWEhAQAgJ2dHQvFv9G2bVv06dMH8+bNUxU/5ubmGD58OHr37o0JEyaIjig5enp6uHbtGho3bqxWMF69ehVt27ZV7cdFLxTdzP8d7pGnTk9PD5cuXUKzZs3U2q9evYo2bdogOztbUDLpmjdvHqZOncq/+/TWxMTEoEWLFpDL5YiJiSn1XBcXlwpKRVUZ5zASvQUGBgb8I10GsbGxqv3JatSogZycHNSqVQvz589H//79WTBq4OTkhOPHj6Nx48Zq7Tt27ICrq6ugVNLFQvCfMTIyQnJycrGC8fbt2zA0NBSUStrmzJkDAHj48CGuX78OAHBwcCi2mAsVl5WVhaNHj2qcmsDtlf7SqlUr1QJBrVq10jicF+AWS1R+WDASlSMPD49SNx7m0ErNDAwMVDcH9evXR0JCgmql2UePHomMJlmzZ8/GyJEjcffuXSgUCuzcuRPXr1/H5s2b8b///U90PKoihgwZgjFjxmDp0qXo2LEjAODkyZOYNm0ahg4dKjidND179gyffPIJtm3bprpZ19LSwpAhQ7B69WouFlSCS5cuoW/fvsjOzkZWVhZq166NR48eQV9fH+bm5iwYX5KYmAgzMzPVz0RvGwtGonLUqlUrtff5+fmIiorClStXMHLkSDGhKoH27dvjxIkTcHR0RN++fTFlyhRcvnwZO3fuRPv27UXHk6T+/fsjNDQU8+fPh4GBAWbPng03NzeEhoaiR48eouNRJZeYmAgbGxssXboUMpkMvr6+KCgogFKpRM2aNTFhwgQsXrxYdExJGjt2LC5duoT//e9/aqtW+vv74+OPP8a2bdsEJ5SmgIAAeHt7Y82aNTA2NkZkZCS0tbUxYsQI+Pv7i44nKS+PLElKSip1389XR6EQ/ROcw0hUAebOnYvMzEwsXbpUdBRJunnzJjIzM+Hi4oKsrCxMmTIFp06dQpMmTbB8+XJ+4RFVMLlcjsaNG8PDwwMeHh5wd3dHeno6gBfzsvX19cUGlDADAwOEh4fj3XffVWs/fvw4evfujaysLEHJpM3ExARnzpyBg4MDTExMcPr0aTg6OuLMmTMYOXKkagVQUsd9P6kisIeRqAKMGDECbdu2ZcFYgpc3TzcwMMCaNWsEpql8MjMzoVAo1NqMjIwEpaGq4PDhw4iIiEBERAS2bt2KvLw82NrawtPTE56ennB3d4eFhYXomJJUp04djcNOjY2NYWpqKiBR5aCtra3aYsPc3BzJyclwdHSEsbExbt++LTiddHHfT6oILBiJKsDp06fV9uSikrH4eT2JiYmYOHEiIiIikJubq2ovunngU2V6E+7u7nB3dwcA5Obm4tSpU6oCctOmTcjPz0ezZs3w559/ig0qQTNnzkRgYCC2bNmCevXqAQBSUlIwbdo0zJo1S3A66XJ1dcW5c+fQpEkTdO3aFbNnz8ajR4+wZcsWtGjRQnQ8ySnaKkgmk2HUqFEa9/0smndM9KY4JJWoHL2615tSqcT9+/dx7tw5fPbZZ1i2bJmgZNLG4qfsOnXqBKVSCX9/f1hYWBR7wty1a1dByaiqysvLw8mTJ/H777/jxx9/RGZmJv9tauDq6or4+Hg8f/4cjRo1AgAkJydDR0cHTZo0UTv34sWLIiJK0vnz5/Hs2TN4eHjg4cOH8PX1VU1NWLduXbE1Aqo77vtJFYk9jETlIDg4GAEBATAyMlK7cZfL5XBwcMBXX32FJUuWCEwobSNGjIBSqcT69es1Fj9UXHR0NC5cuAAHBwfRUaiKysvLQ2RkJI4cOYKIiAicOXMGDRs2RJcuXbBq1So+lCjBgAEDREeolNq0aaP62dzcHGFhYQLTSF/RVkHW1taYNm0a5xXTW8UeRqJyoKenhx9//BG+vr7FjmVmZqJXr154/PgxJ+2XoFatWix+ysjDwwMzZsxA9+7dRUehKsjT0xNnzpyBjY0Nunbtis6dO6Nr166oX7++6GhURSUmJqKgoKBYL2xcXBy0tbVhbW0tJpjE8bpRRZCLDkBUFWzZsgUff/wx9u7dq9aelZWFPn364NGjR9yDsRTvvPMOFzUoo5CQECxZsgSbNm3ChQsXEBMTo/YiehPHjx9HnTp14OnpiW7duqFHjx4sFumtGjVqFE6dOlWs/cyZMxg1alTFB6okeN2oIrCHkaichISEwN/fH/v27YO7uzuysrLQu3dvpKSkICIiAlZWVqIjSlZCQgLGjx+PESNGoEWLFtDW1lY77uLiIiiZdEVGRmLYsGG4deuWqk0mk3HeJ5WLrKwsHD9+HBEREThy5AiioqLQtGlTdO3aFe7u7ujatatq43BSV1hYiODgYPz6669ITk5GXl6e2vG0tDRByaTNyMgIFy9ehL29vVp7fHw82rRpo9rWhdTxulFF4BxGonIyduxYpKWloX///tizZw9mz56Ne/fu4ejRoywW/0ZqaioSEhJUk/gBFj9/x8/PD66urti6dSvnfVK5MzAwQO/evdG7d28AwLNnz3DixAkcOXIE33zzDYYPH44mTZrgypUrgpNKz7x58xASEoIpU6Zg5syZmDFjBm7duoXdu3dj9uzZouNJlkwmw7Nnz4q1P336lN8BpeB1o4rAHkaicjZ9+nR8++23sLa2RkREBBo2bCg6kuQ5OTnB0dERn3/+ucbip3HjxoKSSZeBgQGio6OLPVUmehsUCgXOnTuHI0eO4MiRIzhx4gRyc3N5Q6qBnZ0dVq5cCS8vLxgaGiIqKkrVFhkZiV9++UV0REny9vaGnp4etm7dCi0tLQAvemuHDBmCrKws/P7774ITShOvG1UEFoxE5eDV7TT279+Pli1bFutZ3LlzZ0XGqjRY/JSdt7c3Ro0ahX/961+io1AVpFAocP78edWQ1JMnTyIrKwtWVlbw8PBQvfgwpzgDAwPExsaiUaNGqF+/Pvbt2wc3NzfcvHkTrq6uePr0qeiIknT16lV06dIFJiYm6Ny5M4AXc2kzMjJw+PBh7sVYAl43qggckkpUDoyNjdXeDx06VFCSysnT05MFYxl5e3sjICAAly9fhrOzc7F5nz4+PoKSUVVgYmKCrKws1KtXDx4eHggODoa7uzvs7OxER5O8Bg0a4P79+2jUqBHs7Oxw4MABuLm54dy5c2qbq5M6JycnxMTEYNWqVYiOjoaenh58fX0xceJE1K5dW3Q8yeJ1o4rAHkYiEm7t2rVYsGAB/Pz8WPy8Jrm85EWuOe+T3tSPP/4IDw8PNG3aVHSUSmf69OkwMjLCV199he3bt2PEiBGwtrZGcnIyAgICsHjxYtERiYjKhAUjEQnH4oeIqqrTp0/j9OnTaNKkCby9vUXHkZSYmBi0aNECcrn8b7cD4mrZJTt+/Dh+/PFH3Lx5E//9739hZWWFLVu2wMbGBu+++67oeFQFsGAkIiIiogonl8uRkpICc3NzyOVy1erYr+KDw5L99ttv+PDDDzF8+HBs2bIFV69eha2tLVatWoX9+/dj//79oiNSFcCCkYiEu3PnDho0aKDxWGRkJNq3b1/BiSqHolUrHz58CIVCoXZs+fLlglIRUVxcXIn/Nrm1xl+SkpLQqFEjyGQyJCUllXouF1jSzNXVFQEBAfD19YWhoSGio6Nha2uLS5cuoU+fPkhJSREdkaoALnpDRML17NkTJ06cKDZB/+TJk/Dy8uLGwxoEBQVh5syZcHBwKLYVCfdkJBLnp59+woQJE1C3bl3Uq1ev2L9NFox/ebkIZEH4z1y/fh1dunQp1m5sbMzvTio3LBiJSLj27dujZ8+eOHLkCAwNDQEAx44dg7e3N+bOnSs2nER99913WL9+PUaNGiU6ChG9ZMGCBVi4cCG++OIL0VEkb+/eva99Lhc/06xevXqIj4+HtbW1WvuJEydga2srJhRVOSwYiUi4kJAQDBo0CN7e3ggPD8epU6fg4+ODBQsWwN/fX3Q8SZLL5ejUqZPoGET0iidPnuD9998XHaNSGDBgwGudxzmMJRs3bhz8/f2xfv16yGQy3Lt3D6dPn8bUqVMxa9Ys0fGoiuAcRiKShLy8PHh5eSE7OxsxMTFYtGgRJk6cKDqWZH3zzTe4d+8eVqxYIToKEb1kzJgxeOeddzB+/HjRUagaUCqVCAoKwqJFi5CdnQ0A0NHRwdSpU/H1118LTkdVBQtGIhJC0xLqz549w9ChQ+Hl5YUJEyao2rmcenEKhQJeXl64ceMGnJyciu1duXPnTkHJiKqflStXqn7OysrC8uXL4eXlpXFf2cmTJ1d0PKoG8vLyEB8fj8zMTDg5OaFWrVqiI1EVwoKRiITQtIT6y++LfuZQJM0mTpyIkJAQeHh4FFv0BgA2bNggKBlR9WNjY/Na58lkMty8efMtp6m8Dh06hODgYMTGxgIAHB0d8dlnn6F79+6CkxFVbywYiUiIv1tC/WVcPa84Q0NDbNu2DV5eXqKjEBG9sX//+9/w9/fHoEGD0KFDBwAvtlXasWMHgoOD8emnnwpOKB0DBw587XM52oTKAxe9ISIhWAS+mdq1a8POzk50DCJ6SUZGBmrVqgW5XK7WrlAokJmZCSMjI0HJpC8oKAjBwcFqc9cnT56MTp06ISgoiAXjS4yNjUVHoGqGPYxEJAkJCQlYsWKFaiiSk5MT/P39WRSVYMOGDQgLC8OGDRugr68vOg5Rtbdr1y588cUXiIqKKvZvMisrC25ubli6dCm8vb0FJZS2WrVqISoqCvb29mrtcXFxcHV1RWZmpqBkRCT/+1OIiN6u8PBwODk54ezZs3BxcYGLiwvOnDmD5s2b448//hAdT5JWrlyJ33//HRYWFnB2doabm5vai4gq1g8//IDPP/9c4wMcAwMDfPHFF1i1apWAZJWDj48Pdu3aVax9z5496Nevn4BERFSEPYxEJJyrqyt69eqFxYsXq7VPnz4dBw4cwMWLFwUlk6558+aVenzOnDkVlISIAMDS0hLHjh0r1kNWJD4+Hl26dMG9e/cqOJl0vby6bEZGBpYuXYpOnTqpzWE8efIkpkyZgpkzZ4qKKTmurq7FFjorCb8/qTywYCQi4XR1dXH58mU0adJErf3GjRtwcXFBbm6uoGRERK9HT08Ply5dQrNmzTQej42NhZubG3Jycio4mXRxddl/5u8eGL6MDw+pPHDRGyISzszMDFFRUcUKxqioKJibmwtKVTlcuHBBNe+zefPmcHV1FZyIqHqytrbG+fPnSywYz58/z8W+XpGYmCg6QqXEIpAqGgtGIhJu3Lhx+Oijj3Dz5k107NgRAHDy5EksWbIEgYGBgtNJ08OHD/HBBx8gIiICJiYmAID09HR4eHhg27ZtMDMzExuQqJoZOHAgZsyYgR49esDCwkLtWEpKCmbOnIkRI0YISkdVHR8e0tvEIalEJJxSqcSKFSuwbNky1fweS0tLTJs2DZMnT37tuRrVyZAhQ3Dz5k1s3rwZjo6OAICrV69i5MiRsLe3x9atWwUnJKpenj17hg4dOiA5ORkjRoyAg4MDAODatWv4+eef0bBhQ0RGRsLQ0FBwUmny8/Mr9fj69esrKEnlwoeHVBFYMBKRpDx79gwAeFP1N4yNjXHw4EG88847au1nz55Fz549kZ6eLiYYUTX29OlTfPnll9i+fTuePHkCADAxMcEHH3yAhQsXwtTUVHBC6XrvvffU3ufn5+PKlStIT0+Hp6cnN6AvAR8eUkVgwUhEkpGamorr168DAJo1a4a6desKTiRdhoaGOH78OFq1aqXWfunSJXTt2hUZGRlighERlEolHj16BKVSCTMzM46S+IcUCgUmTJgAOzs7fP7556LjSBIfHlJF4D6MRCRcVlYW/Pz8UL9+fXTp0gVdunRB/fr1MWbMGGRnZ4uOJ0menp7w9/dXW6L/7t27CAgIQLdu3QQmIyKZTAYzMzOYm5uzWHwDcrkcgYGBCA4OFh1FshQKBbS1tYu1a2trQ6FQCEhEVRELRiISLjAwEEePHkVoaCjS09ORnp6OPXv24OjRo5gyZYroeJK0atUqZGRkwNraGnZ2drCzs4ONjQ0yMjLw/fffi45HRFQuEhISUFBQIDqGZPHhIVUEDkklIuHq1q2LHTt2wN3dXa39yJEjGDx4MFJTU8UEkzilUomDBw/i2rVrAABHR0d0795dcCoiorJ7dUVspVKJ+/fvY9++fRg5ciRWrVolKJm03b59Gz4+Pvjzzz/RsGFDVVuLFi2wd+9eNGjQQHBCqgpYMBKRcPr6+rhw4YJqwn6RP//8E23btkVWVpagZNJz+PBhTJw4EZGRkTAyMlI79vTpU3Ts2BFr1qxB586dBSUkIio7Dw8PtfdyuRxmZmbw9PSEn58fatTgTnAl4cNDettYMBKRcN26dUOdOnWwefNm6OrqAgBycnIwcuRIpKWl4eDBg4ITSoePjw88PDwQEBCg8fjKlStx5MgR7Nq1q4KTERFRReHDQ6pILBiJSLgrV66gV69eeP78OVq2bAkAiI6Oho6ODg4cOIDmzZsLTigdjRs3RlhYWLHe2CLXrl1Dz549kZycXMHJiKqvlStXvva5kydPfotJKh+FQoFvv/0We/fuRV5eHrp164Y5c+ZAT09PdDRJ48NDqkgsGIlIErKzs/Hzzz+rDakZPnw4bxpeoauriytXrsDe3l7j8fj4eDg7OyMnJ6eCkxFVXzY2NmrvU1NTkZ2drbaRur6+PszNzXHz5k0BCaXr66+/xty5c9G9e3fo6ekhPDwcQ4cOxfr160VHkzQ+PKSKxFVSiUi4x48fQ19fH+PGjYO/vz8MDAxw/fp1nD9/XnQ0ybGyssKVK1dKPB4TE4P69etXYCIiSkxMVL0WLlyIVq1aITY2FmlpaUhLS0NsbCzc3Nzw9ddfi44qOZs3b8a///1vhIeHY/fu3QgNDcXPP//MLSH+xoMHDzRup1GkRo0aXDCOyg0LRiIS5vLly7C2toa5uTmaNWuGqKgotG3bFsHBwVi7di08PDywe/du0TElpW/fvpg1axZyc3OLHcvJycGcOXPQr18/AcmICABmzZqF77//Hg4ODqo2BwcHBAcHY+bMmQKTSVNycjL69u2ret+9e3fIZDK1bSKoOD48pIrEgpGIhPn888/h7OyMY8eOwd3dHf369YOXlxeePn2KJ0+e4OOPP8bixYtFx5SUmTNnIi0tDU2bNsU333yDPXv2YM+ePViyZAkcHByQlpaGGTNmiI5JVG3dv39f476BhYWFePDggYBE0lZQUKBa7KyItrY28vPzBSWqHPjwkCoS5zASkTB169bF4cOH4eLigszMTBgZGeHcuXNo3bo1gBdzMNq3b4/09HSxQSUmKSkJEyZMQHh4OIr+hMtkMvTq1QurV68uNp+KiCqOt7c37t69i5CQELi5uQEALly4gI8++ghWVlbYu3ev4ITSIpfL0adPH+jo6KjaQkND4enpCQMDA1Xbzp07RcSTrAcPHsDNzQ1aWlqYOHGiqkf72rVrWL16NQoLC3Hx4kVYWFgITkpVAQtGIhJGLpcjJSUF5ubmAABDQ0NER0fD1tYWwIsvREtLSxQWFoqMKVlPnjxBfHw8lEolmjRpAlNTU9GRiKq91NRUjBw5EmFhYao5ZgUFBejVqxc2btyo+ntHL4wePfq1ztuwYcNbTlL58OEhVRQWjEQkjFwux4MHD2BmZgbgRcEYExOj+pJjwUhEldWNGzdUqz43a9YMTZs2FZyIqio+PKS3rYboAERUvY0aNUo1FCk3Nxfjx49XDUN6/vy5yGhERP+YtbU1lEol7OzsUKMGb7fo7TE1NcU777wjOgZVYexhJCJhOBSJiKqa7OxsTJo0CZs2bQLwoqfR1tYWkyZNgpWVFaZPny44IRFR2bBgJCIiIion/v7+OHnyJFasWIHevXsjJiYGtra22LNnD+bOnYtLly6JjkhEVCYcI0FERERUTnbv3o3t27ejffv2kMlkqvbmzZsjISFBYDIion+G+zASERERlZPU1FSNK6FmZWWpFZBERJUFC0YiIiKictKmTRvs27dP9b6oSAwJCUGHDh1ExaoUtmzZgk6dOsHS0hJJSUkAgBUrVmDPnj2CkxFVbxySSkRERFROgoKC0KdPH1y9ehUFBQX47rvvcPXqVZw6dQpHjx4VHU+yfvjhB8yePRufffYZFi5cqNpOycTEBCtWrED//v0FJySqvtjDSERERFRO3n33XURFRaGgoADOzs44cOAAzM3Ncfr0abRu3Vp0PMn6/vvv8dNPP2HGjBnQ0tJStbdp0waXL18WmIyI2MNIREREVI7s7Ozw008/iY5RqSQmJsLV1bVYu46ODrKysgQkIqIiLBiJiIiIypFCoUB8fDwePnwIhUKhdqxLly6CUkmbjY0NoqKi0LhxY7X2sLAwODo6CkpFRAALRiIiIqJyExkZiWHDhiEpKQmvbnUtk8lUc/NIXWBgID799FPk5uZCqVTi7Nmz2Lp1KxYtWoSQkBDR8YiqNZny1b9mRERERPSPtGrVCk2bNsW8efNQv379YltpGBsbC0omfT///DPmzp2r2q/S0tIS8+bNw5gxYwQnI6reWDASERERlRMDAwNER0fD3t5edJRKKzs7G5mZmRr3sySiisdVUomIiIjKSbt27RAfHy86RqWTmJiIuLg4AIC+vr6qWIyLi8OtW7cEJiMizmEkIiIiegMxMTGqnydNmoQpU6YgJSUFzs7O0NbWVjvXxcWlouNVCqNGjYKfnx+aNGmi1n7mzBmEhIQgIiJCTDAi4pBUIiIiojchl8shk8mKLXJTpOgYF70pmZGRES5evFhsKG98fDzatGmD9PR0McGIiD2MRERERG8iMTFRdIRKTyaT4dmzZ8Xanz59yiKbSDD2MBIRERGRUN7e3tDT08PWrVuhpaUFACgsLMSQIUOQlZWF33//XXBCouqLBSMRERFROdm0aRPq1q0LLy8vAMDnn3+OtWvXwsnJCVu3bi22MT29cPXqVXTp0gUmJibo3LkzAOD48ePIyMjA4cOH0aJFC8EJiaovrpJKREREVE6CgoKgp6cHADh9+jRWrVqFb775BnXr1kVAQIDgdNLl5OSEmJgYDB48GA8fPsSzZ8/g6+uLa9eusVgkEow9jERERETlRF9fH9euXUOjRo3wxRdf4P79+9i8eTP+/PNPuLu7IzU1VXREIqIy4aI3REREROWkVq1aePz4MRo1aoQDBw4gMDAQAKCrq4ucnBzB6aQtPT0dZ8+excOHD6FQKNSO+fr6CkpFRCwYiYiIiMpJjx49MHbsWLi6uuLGjRvo27cvAODPP/+EtbW12HASFhoaiuHDhyMzMxNGRkaQyWSqYzKZjAUjkUCcw0hERERUTlavXo0OHTogNTUVv/32G+rUqQMAuHDhAoYOHSo4nXRNmTIFfn5+yMzMRHp6Op48eaJ6paWliY5HVK1xDiMRERERCWVgYIDLly/D1tZWdBQiegWHpBIRERG9gZiYGLRo0QJyuRwxMTGlnuvi4lJBqSqXXr164fz58ywYiSSIPYxEREREb0AulyMlJQXm5uaQy+WQyWR4+faq6L1MJkNhYaHApNK1bt06zJ8/H6NHj4azszO0tbXVjvv4+AhKRkQsGImIiIjeQFJSEho1agSZTIakpKRSz23cuHEFpapc5PKSl9VgoU0kFgtGIiIiIiIi0ohzGImIiIjewN69e1/7XA6tJKLKhj2MRERERG+gtOGUL+PQSnUrV67ERx99BF1dXaxcubLUcydPnlxBqYjoVSwYiYiIiKjC2djY4Pz586hTpw5sbGxKPE8mk+HmzZsVmIyIXsaCkYiIiIiIiDR6vTEURERERPRaDh06hH79+sHOzg52dnbo168fDh48KDpWpVJQUIDMzEzRMYgILBiJiIiIys2///1v9O7dG4aGhvD394e/vz+MjIzQt29frF69WnQ8yQkNDcXGjRvV2hYuXIhatWrBxMQEPXv2xJMnT8SEIyIAHJJKREREVG4aNGiA6dOnY+LEiWrtq1evRlBQEO7evSsomTR5eHhg0KBB+PTTTwEAp06dQufOnTF//nw4OjpixowZ6NOnD5YvXy44KVH1xYKRiIiIqJzUqlULUVFRsLe3V2uPi4uDq6srh1m+wtzcHOHh4XB1dQUABAYG4urVqwgLCwMA7N+/H/7+/oiLixMZk6ha45BUIiIionLi4+ODXbt2FWvfs2cP+vXrJyCRtD179gx16tRRvT9x4gS6deumet+8eXPcu3dPRDQi+n81RAcgIiIiqsxe3kPQyckJCxcuREREBDp06AAAiIyMxMmTJzFlyhRRESXLysoKsbGxaNSoETIzMxEdHY3g4GDV8cePH0NfX19gQiLikFQiIiKiN1DaHoIv436CxX355ZfYvXs3vvrqK+zfvx+nTp3CzZs3oaWlBQBYu3YtNm/ejBMnTghOSlR9sYeRiIiI6A0kJiaKjlBpzZ49G3fv3sXkyZNRr149/Oc//1EViwCwdetWeHt7C0xIROxhJCIiIiIiIo3Yw0hERERUTvz8/Eo9vn79+gpKQkRUPlgwEhEREZWTVzeZz8/Px5UrV5Ceng5PT09BqYiI/jkWjERERETlRNOWGgqFAhMmTICdnZ2AREREb4ZzGImIiIjesuvXr8Pd3R33798XHYWIqEzkogMQERERVXUJCQkoKCgQHaNSSU9PFx2BiMAhqURERETlJjAwUO29UqnE/fv3sW/fPowcOVJQKulbsmQJrK2tMWTIEADA4MGD8dtvv6FevXrYv38/WrZsKTghUfXFIalERERE5cTDw0PtvVwuh5mZGTw9PeHn54caNfisXhMbGxv8/PPP6NixI/744w8MHjwY27dvx6+//ork5GQcOHBAdESiaosFIxEREREJpaenhxs3bqBhw4bw9/dHbm4ufvzxR9y4cQPt2rUrtvosEVUczmEkIiIiekMKhQJLlixBp06d8M4772D69OnIyckRHavSMDU1xe3btwEAYWFh6N69O4AXQ3oLCwtFRiOq9lgwEhEREb2hhQsX4quvvkKtWrVgZWWF7777Dp9++qnoWJXGwIEDMWzYMPTo0QOPHz9Gnz59AACXLl2Cvb294HRE1RuHpBIRERG9oSZNmmDq1Kn4+OOPAQAHDx6El5cXcnJyIJfz+fzfyc/Px3fffYfbt29j1KhRcHV1BQAEBwfD0NAQY8eOFZyQqPpiwUhERET0hnR0dBAfH4+GDRuq2nR1dREfH48GDRoITFY5ZGVlwcDAQHQMItKAj7yIiIiI3lBBQQF0dXXV2rS1tZGfny8oUeViYWEBPz8/nDhxQnQUInoF13YmIiIiekNKpRKjRo2Cjo6Oqi03Nxfjx49X6znbuXOniHiS95///AcbN26Ep6cnrK2t4efnB19fX1haWoqORlTtcUgqERER0RsaPXr0a523YcOGt5ykcktNTcWWLVuwceNGxMbGolevXvDz84OPjw/3sCQShAUjEREREUnO999/j2nTpiEvLw9169bF+PHjMX36dOjr64uORlStsGAkIiIiIkl48OABNm3ahI0bNyIpKQnvvfcexowZgzt37mDJkiWwtLTEgQMHRMckqlZYMBIRERGRUDt37sSGDRsQHh4OJycnjB07FiNGjICJiYnqnISEBDg6OiIvL09cUKJqiIPBiYiIiEio0aNH44MPPsDJkyfxzjvvaDzH0tISM2bMqOBkRMQeRiIiIiISKjs7m3MTiSSKBSMRERERSUZubm6xYadGRkaC0hCRXHQAIiIiIqresrKyMHHiRJibm8PAwACmpqZqLyIShwUjEREREQn1+eef4/Dhw/jhhx+go6ODkJAQzJs3D5aWlti8ebPoeETVGoekEhEREZFQjRo1wubNm+Hu7g4jIyNcvHgR9vb22LJlC7Zu3Yr9+/eLjkhUbbGHkYiIiIiESktLg62tLYAX8xXT0tIAAO+++y6OHTsmMhpRtceCkYiIiIiEsrW1RWJiIgCgWbNm+PXXXwEAoaGhansxElHF45BUIiIiIhIqODgYWlpamDx5Mg4ePAhvb28olUrk5+dj+fLl8Pf3Fx2RqNpiwUhEREREkpKUlIQLFy7A3t4eLi4uouMQVWssGImIiIiIiEijGqIDEBEREVH1pVAosHHjRuzcuRO3bt2CTCaDjY0NBg0ahA8//BAymUx0RKJqjT2MRERERCSEUqmEt7c39u/fj5YtW6JZs2ZQKpWIjY3F5cuX4ePjg927d4uOSVStsYeRiIiIiITYuHEjjh07hkOHDsHDw0Pt2OHDhzFgwABs3rwZvr6+ghISEXsYiYiIiEiInj17wtPTE9OnT9d4PCgoCEePHkV4eHgFJyOiItyHkYiIiIiEiImJQe/evUs83qdPH0RHR1dgIiJ6FQtGIiIiIhIiLS0NFhYWJR63sLDAkydPKjAREb2KBSMRERERCVFYWIgaNUpeUkNLSwsFBQUVmIiIXsVFb4iIiIhICKVSiVGjRkFHR0fj8efPn1dwIiJ6FQtGIiIiIhJi5MiRf3sOV0glEourpBIREREREZFGnMNIREREREREGrFgJCIiIiIiIo1YMBIREREREZFGLBiJiIiIiIhIIxaMREREREREpBELRiIiIiIiItKIBSMRERERERFpxIKRiIiIiIiINGLBSERERERERBr9Hwjr5c0Nhy3tAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "A high correlation between these four: kudos, bookmarks, comments and hits, which is not surprising. They are all engagement metrics, so it makes sense.\n",
        "\n",
        "Words, comments, hits and published chapters have an interesting correlation, too.\n",
        "\n",
        "Days since publication and collections: surprisingly low correlation to kudos and other features."
      ],
      "metadata": {
        "id": "IwRjzQwnlIJK"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Creating scatter plots for chosen features**"
      ],
      "metadata": {
        "id": "b-mcjs04pmOZ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Select the features\n",
        "features_for_plotting = ['Days Since Publication', 'Hits', 'Bookmarks',\n",
        "                         'Comments', 'Published Chapters', 'Words']\n",
        "\n",
        "# Calculate number of rows and columns for subplots\n",
        "n = len(features_for_plotting)\n",
        "ncols = 3\n",
        "nrows = math.ceil(n / ncols)\n",
        "\n",
        "# Create subplots\n",
        "fig, axes = plt.subplots(nrows, ncols, figsize=(12, 8))\n",
        "\n",
        "# Flatten the axes array\n",
        "if nrows > 1:\n",
        "    axes = axes.flatten()\n",
        "\n",
        "# Define the colormap\n",
        "cmap = plt.get_cmap('coolwarm')\n",
        "\n",
        "# Normalize the kudos values\n",
        "norm = plt.Normalize(df['Kudos'].min(), df['Kudos'].max())\n",
        "\n",
        "# Loop over each feature\n",
        "for i, feature in enumerate(features_for_plotting):\n",
        "    ax = axes[i]\n",
        "    scatter = ax.scatter(df[feature], df['Kudos'], c=df['Kudos'], cmap=cmap, norm=norm, alpha=1, edgecolors='k')\n",
        "    ax.set_ylabel('Kudos')\n",
        "    ax.set_title(f'{feature} vs. Kudos')\n",
        "    ax.grid(axis='both', linestyle='--', alpha=0.5)\n",
        "    ax.set_facecolor('snow')\n",
        "    ax.set_xlabel(feature)\n",
        "\n",
        "    # For 'Words' and 'Hits' format in thousands\n",
        "    if feature.lower() == 'words' or feature.lower() == 'hits':\n",
        "        ax.get_xaxis().set_major_formatter(plt.FuncFormatter(lambda x, loc: \"{:.0f}k\".format(x / 1000)))\n",
        "\n",
        "plt.tight_layout()\n",
        "\n",
        "plt.savefig('features_vs_kudos_subplots.png', dpi=300, bbox_inches='tight')\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "oAP4Pc1lTG1r",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 807
        },
        "outputId": "c9fb8cf6-460e-44cc-dee5-ff036abd872b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x800 with 6 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Shows nicely the correlations, not only when it comes to kudos count but also to other features."
      ],
      "metadata": {
        "id": "QhPuRKEAmewk"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Define the features and the target variable\n",
        "X = df[['Comments', 'Bookmarks', 'Hits', 'Words']]\n",
        "y = df['Kudos']\n",
        "\n",
        "# Split the data\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)"
      ],
      "metadata": {
        "id": "A__HTcFgR22o"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Training the models and evaluation"
      ],
      "metadata": {
        "id": "KcVwEnjJegFc"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def evaluate_model(model, X_train, y_train, X_test, y_test):\n",
        "    model.fit(X_train, y_train)\n",
        "\n",
        "    # Make predictions\n",
        "    y_pred = model.predict(X_test)\n",
        "\n",
        "    # Evaluate the model\n",
        "    mae = mean_absolute_error(y_test, y_pred)\n",
        "    mse = mean_squared_error(y_test, y_pred)\n",
        "    r2 = r2_score(y_test, y_pred)\n",
        "\n",
        "    # Perform 5-fold cross-validation\n",
        "    scores = cross_val_score(model, X_train, y_train, cv=5, scoring='r2')\n",
        "    mean_r2 = np.mean(scores)\n",
        "\n",
        "    return {\n",
        "        'Model': model.__class__.__name__,\n",
        "        'Mean Absolute Error': mae,\n",
        "        'Mean Squared Error': mse,\n",
        "        'R2 Score': r2,\n",
        "        'Mean R2 Score (CV)': mean_r2\n",
        "    }\n",
        "\n",
        "# Initialize models\n",
        "rf_model = RandomForestRegressor(random_state=42)\n",
        "lr_model = LinearRegression()\n",
        "gbm_model = GradientBoostingRegressor(random_state=42)\n",
        "\n",
        "# Evaluate models and collect results\n",
        "rf_results = evaluate_model(rf_model, X_train, y_train, X_test, y_test)\n",
        "lr_results = evaluate_model(lr_model, X_train, y_train, X_test, y_test)\n",
        "gbm_results = evaluate_model(gbm_model, X_train, y_train, X_test, y_test)\n",
        "\n",
        "# Create a DF for results\n",
        "model_results_df = pd.DataFrame([rf_results, lr_results, gbm_results])\n",
        "\n",
        "# Sort the results\n",
        "sorted_model_results_df = model_results_df.sort_values(by='R2 Score', ascending=False)\n",
        "\n",
        "sorted_model_results_df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 143
        },
        "id": "E0txQ-yUQVSp",
        "outputId": "112d9d66-c6df-4f0d-9f79-0d7052b2fac4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                       Model  Mean Absolute Error  Mean Squared Error  \\\n",
              "2  GradientBoostingRegressor            55.412925         6298.669728   \n",
              "0      RandomForestRegressor            53.589944         8242.596413   \n",
              "1           LinearRegression            91.981090        22252.220315   \n",
              "\n",
              "   R2 Score  Mean R2 Score (CV)  \n",
              "2  0.964856            0.908545  \n",
              "0  0.954010            0.899289  \n",
              "1  0.875843            0.889605  "
            ],
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              "      <th></th>\n",
              "      <th>Model</th>\n",
              "      <th>Mean Absolute Error</th>\n",
              "      <th>Mean Squared Error</th>\n",
              "      <th>R2 Score</th>\n",
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              "      <th>2</th>\n",
              "      <td>GradientBoostingRegressor</td>\n",
              "      <td>55.412925</td>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 49
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The results are similiar for the Random Forest model and the Random Boosting."
      ],
      "metadata": {
        "id": "Yx83HOIbhn7v"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Graph for the residuals**"
      ],
      "metadata": {
        "id": "9-aN7iVeSXVs"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from scipy.stats import norm\n",
        "\n",
        "# Make predictions\n",
        "rf_y_pred = rf_model.predict(X_test)\n",
        "lr_y_pred = lr_model.predict(X_test)\n",
        "gbm_y_pred = gbm_model.predict(X_test)\n",
        "\n",
        "# Calculate the residuals for each model\n",
        "rf_residuals = y_test - rf_y_pred\n",
        "lr_residuals = y_test - lr_y_pred\n",
        "gbm_residuals = y_test - gbm_y_pred\n",
        "\n",
        "# Create a grid for plotting\n",
        "fig, axes = plt.subplots(1, 3, figsize=(18, 4))\n",
        "\n",
        "# Prepare data for Gaussian curve\n",
        "x_vals = np.linspace(min(lr_residuals), max(lr_residuals), 100)\n",
        "\n",
        "# Linear Regression\n",
        "axes[0].hist(lr_residuals, bins=20, density=True, color='cornflowerblue', edgecolor='k')  # Note the density=True\n",
        "lr_mu, lr_std = np.mean(lr_residuals), np.std(lr_residuals)\n",
        "axes[0].plot(x_vals, norm.pdf(x_vals, lr_mu, lr_std), 'r--')\n",
        "axes[0].set_title(\"Linear Regression Residuals\")\n",
        "axes[0].set_xlabel(\"Residuals\")\n",
        "axes[0].grid(axis='y', linestyle='--', alpha=0.5)\n",
        "\n",
        "# Random Forest\n",
        "axes[1].hist(rf_residuals, bins=20, density=True, color='cornflowerblue', edgecolor='k')  # Note the density=True\n",
        "rf_mu, rf_std = np.mean(rf_residuals), np.std(rf_residuals)\n",
        "axes[1].plot(x_vals, norm.pdf(x_vals, rf_mu, rf_std), 'r--')\n",
        "axes[1].set_title(\"Random Forest Residuals\")\n",
        "axes[1].set_xlabel(\"Residuals\")\n",
        "axes[1].set_ylabel(\"Frequency\")\n",
        "axes[1].grid(axis='y', linestyle='--', alpha=0.5)\n",
        "\n",
        "# Gradient Boosting\n",
        "axes[2].hist(gbm_residuals, bins=20, density=True, color='cornflowerblue', edgecolor='k')  # Note the density=True\n",
        "gbm_mu, gbm_std = np.mean(gbm_residuals), np.std(gbm_residuals)\n",
        "axes[2].plot(x_vals, norm.pdf(x_vals, gbm_mu, gbm_std), 'r--')\n",
        "axes[2].set_title(\"Gradient Boosting Residuals\")\n",
        "axes[2].set_xlabel(\"Residuals\")\n",
        "axes[2].grid(axis='y', linestyle='--', alpha=0.5)\n",
        "\n",
        "# Add background color\n",
        "for ax in axes:\n",
        "    ax.set_facecolor('snow')\n",
        "\n",
        "# Save as png\n",
        "plt.savefig(\"all_residual_histograms_with_curve.png\", dpi=300, bbox_inches='tight')\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 410
        },
        "id": "gN2VLwJNmOaW",
        "outputId": "65d8dee1-b6a1-47ff-faf2-ad31f74f08f9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x400 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Final graph for predicted vs. observed kudos**"
      ],
      "metadata": {
        "id": "9vQ7m53QqFi8"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Create a grid for plotting\n",
        "fig, axes = plt.subplots(1, 3, figsize=(14, 5))\n",
        "\n",
        "# Prepare data for the regression line\n",
        "regression_line_x = np.linspace(min(y_test), max(y_test), 100)\n",
        "regression_line_y = regression_line_x\n",
        "\n",
        "# Linear Regression\n",
        "axes[0].scatter(y_test, lr_y_pred, c=lr_y_pred, cmap='coolwarm', alpha=1, edgecolors='k', label='Data Points')\n",
        "axes[0].plot(regression_line_x, regression_line_y, 'r--')\n",
        "axes[0].set_title('Linear Regression: Observed vs Predicted')\n",
        "axes[0].set_xlabel('Observed')\n",
        "axes[0].grid(color='gray', linestyle='--', alpha=0.5)\n",
        "\n",
        "# Random Forest\n",
        "axes[1].scatter(y_test, rf_y_pred, c=rf_y_pred, cmap='coolwarm', alpha=1, edgecolors='k', label='Data Points')\n",
        "axes[1].plot(regression_line_x, regression_line_y, 'r--')\n",
        "axes[1].set_title('Random Forest: Observed vs Predicted')\n",
        "axes[1].set_xlabel('Observed')\n",
        "axes[1].set_ylabel('Predicted')\n",
        "axes[1].grid(color='gray', linestyle='--', alpha=0.5)\n",
        "\n",
        "# Gradient Boosting\n",
        "axes[2].scatter(y_test, gbm_y_pred, c=gbm_y_pred, cmap='coolwarm', alpha=1, edgecolors='k', label='Data Points')\n",
        "axes[2].plot(regression_line_x, regression_line_y, 'r--')\n",
        "axes[2].set_title('Gradient Boosting: Observed vs Predicted')\n",
        "axes[2].set_xlabel('Observed')\n",
        "axes[2].grid(color='gray', linestyle='--', alpha=0.5)\n",
        "\n",
        "# Add background color\n",
        "for ax in axes:\n",
        "    ax.set_facecolor('snow')\n",
        "\n",
        "# Save as png\n",
        "plt.savefig(\"all_observed_vs_predicted.png\", dpi=300, bbox_inches='tight')\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "aaDs0tq4ScGE",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "outputId": "eba23976-7ad3-4128-e6be-c290c129f78e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1400x500 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Conclusion\n",
        "The project successfully created a model to predict if a work on AO3 is under- or overperforming based on its engagement metrics. The models (Random Forest and Gradient Boosting) are reliable, and the analysis provided insights into what drives a work's popularity.\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "\n"
      ],
      "metadata": {
        "id": "1qqRBqstSYxT"
      }
    }
  ]
}