marketBasket.ipynb

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      "name": "marketBasket.ipynb",
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      "authorship_tag": "ABX9TyMp4gAgahu41H/SF8DY2Yhz",
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        "id": "view-in-github",
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      "source": [
        "<a href=\"https://colab.research.google.com/github/naenumtou/dataScienceLab/blob/main/marketBasket.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "nNgy9IONRAru"
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      "source": [
        "# Set auto reload\n",
        "%reload_ext autoreload\n",
        "%autoreload 2"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Install library\n",
        "!pip install mlxtend --upgrade #Need to upgrade to version 0.19.0"
      ],
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          "base_uri": "https://localhost:8080/"
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        "id": "O1l7KCBvRIuo",
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      "execution_count": 2,
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            "Requirement already satisfied: mlxtend in /usr/local/lib/python3.7/dist-packages (0.19.0)\n",
            "Requirement already satisfied: scipy>=1.2.1 in /usr/local/lib/python3.7/dist-packages (from mlxtend) (1.4.1)\n",
            "Requirement already satisfied: scikit-learn>=0.20.3 in /usr/local/lib/python3.7/dist-packages (from mlxtend) (1.0.2)\n",
            "Requirement already satisfied: pandas>=0.24.2 in /usr/local/lib/python3.7/dist-packages (from mlxtend) (1.3.5)\n",
            "Requirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from mlxtend) (57.4.0)\n",
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            "Requirement already satisfied: matplotlib>=3.0.0 in /usr/local/lib/python3.7/dist-packages (from mlxtend) (3.2.2)\n",
            "Requirement already satisfied: numpy>=1.16.2 in /usr/local/lib/python3.7/dist-packages (from mlxtend) (1.21.5)\n",
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            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.0.0->mlxtend) (0.11.0)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib>=3.0.0->mlxtend) (1.3.2)\n",
            "Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.24.2->mlxtend) (2018.9)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.1->matplotlib>=3.0.0->mlxtend) (1.15.0)\n",
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      "cell_type": "code",
      "source": [
        "# Import library\n",
        "import warnings\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import mlxtend\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "from mlxtend.frequent_patterns import fpgrowth, association_rules, apriori\n",
        "\n",
        "# Config\n",
        "%config InlineBackend.figure_format = 'retina' #Retina display\n",
        "plt.style.use('seaborn-deep') #Plot style\n",
        "warnings.filterwarnings('ignore') #Off warnings\n",
        "pd.set_option('display.max_rows', 500)"
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      "metadata": {
        "id": "vNrXbk3ZRIsg"
      },
      "execution_count": 3,
      "outputs": []
    },
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      "cell_type": "code",
      "source": [
        "# Import dataset\n",
        "df = pd.read_csv(\n",
        "    'https://raw.githubusercontent.com/naenumtou/dataScienceLab/main/datasets/Groceries_dataset.csv',\n",
        "    dtype = {\n",
        "        'Member_number': str\n",
        "    },\n",
        "    parse_dates = ['Date'],\n",
        "    dayfirst = True\n",
        ")\n",
        "\n",
        "# Show table\n",
        "df.head(5)"
      ],
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          "height": 206
        },
        "id": "MT8-Q2_qRMOt",
        "outputId": "bca33478-ae6d-4aaf-f23a-a30a21afe2d2"
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      "execution_count": 4,
      "outputs": [
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              "      <th></th>\n",
              "      <th>Member_number</th>\n",
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              "      <th>itemDescription</th>\n",
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              "      <th>0</th>\n",
              "      <td>1808</td>\n",
              "      <td>2015-07-21</td>\n",
              "      <td>tropical fruit</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2552</td>\n",
              "      <td>2015-01-05</td>\n",
              "      <td>whole milk</td>\n",
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              "      <th>2</th>\n",
              "      <td>2300</td>\n",
              "      <td>2015-09-19</td>\n",
              "      <td>pip fruit</td>\n",
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              "      <th>3</th>\n",
              "      <td>1187</td>\n",
              "      <td>2015-12-12</td>\n",
              "      <td>other vegetables</td>\n",
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              "      <th>4</th>\n",
              "      <td>3037</td>\n",
              "      <td>2015-02-01</td>\n",
              "      <td>whole milk</td>\n",
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            "text/plain": [
              "  Member_number       Date   itemDescription\n",
              "0          1808 2015-07-21    tropical fruit\n",
              "1          2552 2015-01-05        whole milk\n",
              "2          2300 2015-09-19         pip fruit\n",
              "3          1187 2015-12-12  other vegetables\n",
              "4          3037 2015-02-01        whole milk"
            ]
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      "cell_type": "code",
      "source": [
        "# Plot items\n",
        "plt.figure(figsize = (30, 6))\n",
        "sns.countplot(\n",
        "    x = 'itemDescription',\n",
        "    data = df,\n",
        "    order = df['itemDescription'].value_counts().index\n",
        ")\n",
        "plt.title('Purchased items')\n",
        "plt.xticks(rotation = 90)\n",
        "plt.show()"
      ],
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        "colab": {
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\n",
            "text/plain": [
              "<Figure size 2160x432 with 1 Axes>"
            ]
          },
          "metadata": {
            "image/png": {
              "width": 1734,
              "height": 508
            },
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        "# Sort by 'Member_number' and 'Date'\n",
        "df = df.sort_values(\n",
        "    by = ['Member_number', 'Date'],\n",
        "    ignore_index = True\n",
        ")\n",
        "\n",
        "# Show table\n",
        "df.head(5)"
      ],
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              "      <th>Member_number</th>\n",
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              "  "
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            "text/plain": [
              "  Member_number       Date itemDescription\n",
              "0          1000 2014-06-24      whole milk\n",
              "1          1000 2014-06-24          pastry\n",
              "2          1000 2014-06-24     salty snack\n",
              "3          1000 2015-03-15         sausage\n",
              "4          1000 2015-03-15      whole milk"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Create daily transaction\n",
        "df = pd.pivot_table(\n",
        "    df,\n",
        "    index = ['Member_number', 'Date'],\n",
        "    values = 'itemDescription',\n",
        "    aggfunc = lambda x: '|'.join(x)\n",
        ").reset_index()\n",
        "\n",
        "# Show table\n",
        "df.head(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "IrYgqUZWTjOe",
        "outputId": "90fbe8e7-d906-4e22-e9db-6b061a2a5285"
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              "      <th></th>\n",
              "      <th>Member_number</th>\n",
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              "                                                     [key], {});\n",
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            "text/plain": [
              "  Member_number       Date                                itemDescription\n",
              "0          1000 2014-06-24                  whole milk|pastry|salty snack\n",
              "1          1000 2015-03-15  sausage|whole milk|semi-finished bread|yogurt\n",
              "2          1000 2015-05-27                        soda|pickled vegetables\n",
              "3          1000 2015-07-24                    canned beer|misc. beverages\n",
              "4          1000 2015-11-25                       sausage|hygiene articles"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Basket data\n",
        "dfBasket = df['itemDescription'].str.get_dummies('|')\n",
        "\n",
        "# Show table\n",
        "dfBasket.head(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "rCP1RsEJe8iR",
        "outputId": "936a3b3e-2ea7-4e26-9902-d7bc2fc68966"
      },
      "execution_count": 8,
      "outputs": [
        {
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              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 167 columns</p>\n",
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              "  "
            ],
            "text/plain": [
              "   Instant food products  UHT-milk  abrasive cleaner  artif. sweetener  \\\n",
              "0                      0         0                 0                 0   \n",
              "1                      0         0                 0                 0   \n",
              "2                      0         0                 0                 0   \n",
              "3                      0         0                 0                 0   \n",
              "4                      0         0                 0                 0   \n",
              "\n",
              "   baby cosmetics  bags  baking powder  bathroom cleaner  beef  berries  ...  \\\n",
              "0               0     0              0                 0     0        0  ...   \n",
              "1               0     0              0                 0     0        0  ...   \n",
              "2               0     0              0                 0     0        0  ...   \n",
              "3               0     0              0                 0     0        0  ...   \n",
              "4               0     0              0                 0     0        0  ...   \n",
              "\n",
              "   turkey  vinegar  waffles  whipped/sour cream  whisky  white bread  \\\n",
              "0       0        0        0                   0       0            0   \n",
              "1       0        0        0                   0       0            0   \n",
              "2       0        0        0                   0       0            0   \n",
              "3       0        0        0                   0       0            0   \n",
              "4       0        0        0                   0       0            0   \n",
              "\n",
              "   white wine  whole milk  yogurt  zwieback  \n",
              "0           0           1       0         0  \n",
              "1           0           1       1         0  \n",
              "2           0           0       0         0  \n",
              "3           0           0       0         0  \n",
              "4           0           0       0         0  \n",
              "\n",
              "[5 rows x 167 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Market Basket Analysis\n",
        "A popular example of frequent itemset mining is Market Basket Analysis. This process identifies customer buying habits by finding associations between the different items that customers place in their **\"shopping baskets\"**\n",
        "\n",
        "### Algorithms used\n",
        "**FP Growth** is known as Frequent Pattern Growth Algorithm. FP growth algorithm is a concept of representing the data in the form of an FP tree or Frequent Pattern. Hence FP Growth is a method of **Mining Frequent Itemsets**.\n",
        "\n",
        "### Example for calculation 1 item\n",
        "\\begin{align}\n",
        "        \\text{support(A)} = \\frac{\\text{Total purchased of A}}{\\text{Total transaction}}\n",
        "    \\end{align}\n",
        "\n",
        "```python\n",
        "print(f\"Support of whole milk: {dfBasket['whole milk'].sum() / len(dfBasket)}\")\n",
        "```\n",
        "Result\n",
        "```python\n",
        "Support of whole milk: 0.1579\n",
        "```\n",
        "### Example for calculation 2 items\n",
        "\\begin{align}\n",
        "        \\text{support(A, B)} = \\frac{\\text{Total purchased of A and B}}{\\text{Total transaction}}\n",
        "    \\end{align}\n",
        "\n",
        "```python\n",
        "print(f\"Support of whole milk and other vegetables: {((dfBasket['whole milk'] == 1) & (dfBasket['other vegetables'] == 1)).sum() / len(dfBasket):.4f}\")\n",
        "```\n",
        "Result\n",
        "```python\n",
        "Support of whole milk and other vegetables: 0.0148\n",
        "```"
      ],
      "metadata": {
        "id": "vmN3c-qDj9aZ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Create frequent of item\n",
        "freqItems = fpgrowth(\n",
        "    dfBasket,\n",
        "    min_support = 0.01,\n",
        "    use_colnames = True\n",
        ").sort_values(\n",
        "    'support',\n",
        "    ascending = False\n",
        ")\n",
        "\n",
        "# Show table\n",
        "freqItems"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "DOf5-knbfXq1",
        "outputId": "dd0b29f0-7519-4446-80a0-af7ff5bc3793"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-734b8152-eeda-4c64-a5f7-c72341e4d1b5\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>support</th>\n",
              "      <th>itemsets</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0.157923</td>\n",
              "      <td>(whole milk)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>15</th>\n",
              "      <td>0.122101</td>\n",
              "      <td>(other vegetables)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>0.110005</td>\n",
              "      <td>(rolls/buns)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>0.097106</td>\n",
              "      <td>(soda)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0.085879</td>\n",
              "      <td>(yogurt)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>23</th>\n",
              "      <td>0.069572</td>\n",
              "      <td>(root vegetables)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>18</th>\n",
              "      <td>0.067767</td>\n",
              "      <td>(tropical fruit)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>29</th>\n",
              "      <td>0.060683</td>\n",
              "      <td>(bottled water)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.060349</td>\n",
              "      <td>(sausage)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>42</th>\n",
              "      <td>0.053131</td>\n",
              "      <td>(citrus fruit)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.051728</td>\n",
              "      <td>(pastry)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>24</th>\n",
              "      <td>0.049054</td>\n",
              "      <td>(pip fruit)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>27</th>\n",
              "      <td>0.047584</td>\n",
              "      <td>(shopping bags)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>0.046916</td>\n",
              "      <td>(canned beer)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>30</th>\n",
              "      <td>0.045312</td>\n",
              "      <td>(bottled beer)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>10</th>\n",
              "      <td>0.043708</td>\n",
              "      <td>(whipped/sour cream)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>36</th>\n",
              "      <td>0.038896</td>\n",
              "      <td>(newspapers)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>11</th>\n",
              "      <td>0.037760</td>\n",
              "      <td>(frankfurter)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>45</th>\n",
              "      <td>0.037626</td>\n",
              "      <td>(brown bread)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>32</th>\n",
              "      <td>0.037091</td>\n",
              "      <td>(domestic eggs)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>59</th>\n",
              "      <td>0.037091</td>\n",
              "      <td>(pork)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>17</th>\n",
              "      <td>0.035220</td>\n",
              "      <td>(butter)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>51</th>\n",
              "      <td>0.034017</td>\n",
              "      <td>(fruit/vegetable juice)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>12</th>\n",
              "      <td>0.033950</td>\n",
              "      <td>(beef)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>14</th>\n",
              "      <td>0.033683</td>\n",
              "      <td>(curd)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>28</th>\n",
              "      <td>0.032213</td>\n",
              "      <td>(margarine)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>38</th>\n",
              "      <td>0.031611</td>\n",
              "      <td>(coffee)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16</th>\n",
              "      <td>0.028002</td>\n",
              "      <td>(frozen vegetables)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>31</th>\n",
              "      <td>0.027869</td>\n",
              "      <td>(chicken)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>13</th>\n",
              "      <td>0.023993</td>\n",
              "      <td>(white bread)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>57</th>\n",
              "      <td>0.023658</td>\n",
              "      <td>(cream cheese )</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>34</th>\n",
              "      <td>0.023592</td>\n",
              "      <td>(dessert)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25</th>\n",
              "      <td>0.023592</td>\n",
              "      <td>(chocolate)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>48</th>\n",
              "      <td>0.022121</td>\n",
              "      <td>(napkins)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>35</th>\n",
              "      <td>0.021854</td>\n",
              "      <td>(hamburger meat)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>55</th>\n",
              "      <td>0.021787</td>\n",
              "      <td>(berries)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>39</th>\n",
              "      <td>0.021386</td>\n",
              "      <td>(UHT-milk)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>47</th>\n",
              "      <td>0.020250</td>\n",
              "      <td>(onions)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0.018780</td>\n",
              "      <td>(salty snack)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>61</th>\n",
              "      <td>0.018512</td>\n",
              "      <td>(waffles)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>56</th>\n",
              "      <td>0.017911</td>\n",
              "      <td>(long life bakery product)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>19</th>\n",
              "      <td>0.017710</td>\n",
              "      <td>(sugar)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>20</th>\n",
              "      <td>0.017577</td>\n",
              "      <td>(butter milk)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>58</th>\n",
              "      <td>0.017109</td>\n",
              "      <td>(ham)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50</th>\n",
              "      <td>0.016842</td>\n",
              "      <td>(meat)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>22</th>\n",
              "      <td>0.016775</td>\n",
              "      <td>(frozen meals)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>54</th>\n",
              "      <td>0.016574</td>\n",
              "      <td>(beverages)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>21</th>\n",
              "      <td>0.015973</td>\n",
              "      <td>(specialty chocolate)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>0.015772</td>\n",
              "      <td>(misc. beverages)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>60</th>\n",
              "      <td>0.015171</td>\n",
              "      <td>(ice cream)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>53</th>\n",
              "      <td>0.014903</td>\n",
              "      <td>(oil)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>68</th>\n",
              "      <td>0.014837</td>\n",
              "      <td>(whole milk, other vegetables)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>49</th>\n",
              "      <td>0.014703</td>\n",
              "      <td>(hard cheese)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>44</th>\n",
              "      <td>0.014436</td>\n",
              "      <td>(grapes)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>43</th>\n",
              "      <td>0.014369</td>\n",
              "      <td>(candy)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>40</th>\n",
              "      <td>0.014035</td>\n",
              "      <td>(sliced cheese)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>66</th>\n",
              "      <td>0.013968</td>\n",
              "      <td>(whole milk, rolls/buns)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>41</th>\n",
              "      <td>0.013968</td>\n",
              "      <td>(specialty bar)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>0.013700</td>\n",
              "      <td>(hygiene articles)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>63</th>\n",
              "      <td>0.012030</td>\n",
              "      <td>(chewing gum)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>62</th>\n",
              "      <td>0.011829</td>\n",
              "      <td>(cat food)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>33</th>\n",
              "      <td>0.011696</td>\n",
              "      <td>(white wine)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>65</th>\n",
              "      <td>0.011629</td>\n",
              "      <td>(soda, whole milk)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>64</th>\n",
              "      <td>0.011161</td>\n",
              "      <td>(whole milk, yogurt)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>67</th>\n",
              "      <td>0.010559</td>\n",
              "      <td>(other vegetables, rolls/buns)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>37</th>\n",
              "      <td>0.010559</td>\n",
              "      <td>(herbs)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>26</th>\n",
              "      <td>0.010493</td>\n",
              "      <td>(red/blush wine)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>46</th>\n",
              "      <td>0.010158</td>\n",
              "      <td>(processed cheese)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>52</th>\n",
              "      <td>0.010025</td>\n",
              "      <td>(soft cheese)</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-734b8152-eeda-4c64-a5f7-c72341e4d1b5')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "  "
            ],
            "text/plain": [
              "     support                        itemsets\n",
              "0   0.157923                    (whole milk)\n",
              "15  0.122101              (other vegetables)\n",
              "9   0.110005                    (rolls/buns)\n",
              "5   0.097106                          (soda)\n",
              "3   0.085879                        (yogurt)\n",
              "23  0.069572               (root vegetables)\n",
              "18  0.067767                (tropical fruit)\n",
              "29  0.060683                 (bottled water)\n",
              "4   0.060349                       (sausage)\n",
              "42  0.053131                  (citrus fruit)\n",
              "1   0.051728                        (pastry)\n",
              "24  0.049054                     (pip fruit)\n",
              "27  0.047584                 (shopping bags)\n",
              "6   0.046916                   (canned beer)\n",
              "30  0.045312                  (bottled beer)\n",
              "10  0.043708            (whipped/sour cream)\n",
              "36  0.038896                    (newspapers)\n",
              "11  0.037760                   (frankfurter)\n",
              "45  0.037626                   (brown bread)\n",
              "32  0.037091                 (domestic eggs)\n",
              "59  0.037091                          (pork)\n",
              "17  0.035220                        (butter)\n",
              "51  0.034017         (fruit/vegetable juice)\n",
              "12  0.033950                          (beef)\n",
              "14  0.033683                          (curd)\n",
              "28  0.032213                     (margarine)\n",
              "38  0.031611                        (coffee)\n",
              "16  0.028002             (frozen vegetables)\n",
              "31  0.027869                       (chicken)\n",
              "13  0.023993                   (white bread)\n",
              "57  0.023658                 (cream cheese )\n",
              "34  0.023592                       (dessert)\n",
              "25  0.023592                     (chocolate)\n",
              "48  0.022121                       (napkins)\n",
              "35  0.021854                (hamburger meat)\n",
              "55  0.021787                       (berries)\n",
              "39  0.021386                      (UHT-milk)\n",
              "47  0.020250                        (onions)\n",
              "2   0.018780                   (salty snack)\n",
              "61  0.018512                       (waffles)\n",
              "56  0.017911      (long life bakery product)\n",
              "19  0.017710                         (sugar)\n",
              "20  0.017577                   (butter milk)\n",
              "58  0.017109                           (ham)\n",
              "50  0.016842                          (meat)\n",
              "22  0.016775                  (frozen meals)\n",
              "54  0.016574                     (beverages)\n",
              "21  0.015973           (specialty chocolate)\n",
              "7   0.015772               (misc. beverages)\n",
              "60  0.015171                     (ice cream)\n",
              "53  0.014903                           (oil)\n",
              "68  0.014837  (whole milk, other vegetables)\n",
              "49  0.014703                   (hard cheese)\n",
              "44  0.014436                        (grapes)\n",
              "43  0.014369                         (candy)\n",
              "40  0.014035                 (sliced cheese)\n",
              "66  0.013968        (whole milk, rolls/buns)\n",
              "41  0.013968                 (specialty bar)\n",
              "8   0.013700              (hygiene articles)\n",
              "63  0.012030                   (chewing gum)\n",
              "62  0.011829                      (cat food)\n",
              "33  0.011696                    (white wine)\n",
              "65  0.011629              (soda, whole milk)\n",
              "64  0.011161            (whole milk, yogurt)\n",
              "67  0.010559  (other vegetables, rolls/buns)\n",
              "37  0.010559                         (herbs)\n",
              "26  0.010493                (red/blush wine)\n",
              "46  0.010158              (processed cheese)\n",
              "52  0.010025                   (soft cheese)"
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## The confidence\n",
        "The likelihood of buying one when another is bought.\n",
        "\n",
        "### Example of confidence calculation to buy B when A is bought\n",
        "\\begin{align}\n",
        "        \\text{confidence(A -> B)} = \\frac{\\text{support(A, B)}}{\\text{support(A)}}\n",
        "    \\end{align}\n",
        "\n",
        "```python\n",
        "round(\n",
        "    (\n",
        "        (\n",
        "            (dfBasket['whole milk'] == 1) & (dfBasket['other vegetables'] == 1)\n",
        "        ).sum() / \\\n",
        "        len(dfBasket)\n",
        "    ) / \\\n",
        "    (\n",
        "        dfBasket['whole milk'].sum() / len(dfBasket)\n",
        "    ),\n",
        "    4\n",
        ")\n",
        "```\n",
        "Result\n",
        "```python\n",
        "0.0939\n",
        "```\n",
        "\n",
        "### Example of confidence calculation to buy A when B is bought\n",
        "\\begin{align}\n",
        "        \\text{confidence(B -> A)} = \\frac{\\text{support(A, B)}}{\\text{support(B)}}\n",
        "    \\end{align}\n",
        "\n",
        "```python\n",
        "round(\n",
        "    (\n",
        "        (\n",
        "            (dfBasket['whole milk'] == 1) & (dfBasket['other vegetables'] == 1)\n",
        "        ).sum() / \\\n",
        "        len(dfBasket)\n",
        "    ) / \\\n",
        "    (\n",
        "        dfBasket['other vegetables'].sum() / len(dfBasket)\n",
        "    ),\n",
        "    4\n",
        ")\n",
        "```\n",
        "Result\n",
        "```python\n",
        "0.1215\n",
        "```\n",
        "\n",
        "## The lift\n",
        "The likelihood of buying **both of A and B** together more than **x times** that only bought B.\n",
        "\\begin{align}\n",
        "        \\text{lift(A -> B)} = \\frac{\\text{support(A, B)}}{\\text{support(A) * support(B)}}\n",
        "    \\end{align}\n",
        "\n",
        "```python\n",
        "round(\n",
        "    (\n",
        "        (\n",
        "            (dfBasket['whole milk'] == 1) & (dfBasket['other vegetables'] == 1)\n",
        "        ).sum() / \\\n",
        "     len(dfBasket)\n",
        "    ) / \\\n",
        "    (\n",
        "        (dfBasket['whole milk'].sum() / len(dfBasket)) * \\\n",
        "        (dfBasket['other vegetables'].sum() / len(dfBasket))\n",
        "    ),\n",
        "    4\n",
        ")\n",
        "```\n",
        "Result\n",
        "```python\n",
        "0.7694\n",
        "```\n",
        "Or it can be calculated as:\n",
        "\\begin{align}\n",
        "        \\text{lift(A -> B)} = \\frac{\\text{confidence(A -> B)}}{\\text{support(B)}}\n",
        "    \\end{align}\n",
        "\n",
        "```python\n",
        "round(\n",
        "    (\n",
        "        (\n",
        "        (\n",
        "            (dfBasket['whole milk'] == 1) & (dfBasket['other vegetables'] == 1)\n",
        "        ).sum() / \\\n",
        "        len(dfBasket)\n",
        "    ) / \\\n",
        "    (\n",
        "        dfBasket['whole milk'].sum() / len(dfBasket)\n",
        "    )\n",
        "    ) / \\\n",
        "    (\n",
        "        dfBasket['other vegetables'].sum() / len(dfBasket)\n",
        "    ),\n",
        "    4\n",
        ")\n",
        "```\n",
        "Result\n",
        "```python\n",
        "0.7694\n",
        "```\n",
        "It can be seen that the confidence A -> B is **NOT** equal to B -> A. However, the lift of A -> B is **EQUAL** to B -> A."
      ],
      "metadata": {
        "id": "jl9YodIAoJsM"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Create association rules\n",
        "rules = association_rules(\n",
        "    freqItems,\n",
        "    metric = 'lift',\n",
        "    min_threshold = 0.05\n",
        ").sort_values(\n",
        "    'support',\n",
        "    ascending = False\n",
        ")\n",
        "\n",
        "# Show table\n",
        "rules"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 363
        },
        "id": "h6Wd-OxYgQqM",
        "outputId": "f9efd4ef-9676-47f1-dcf2-e0a7d0f46277"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>antecedents</th>\n",
              "      <th>consequents</th>\n",
              "      <th>antecedent support</th>\n",
              "      <th>consequent support</th>\n",
              "      <th>support</th>\n",
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              "      <th>0</th>\n",
              "      <td>(whole milk)</td>\n",
              "      <td>(other vegetables)</td>\n",
              "      <td>0.157923</td>\n",
              "      <td>0.122101</td>\n",
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              "      <td>0.093948</td>\n",
              "      <td>0.769430</td>\n",
              "      <td>-0.004446</td>\n",
              "      <td>0.968928</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>(other vegetables)</td>\n",
              "      <td>(whole milk)</td>\n",
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              "      <td>0.157923</td>\n",
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              "      <td>0.121511</td>\n",
              "      <td>0.769430</td>\n",
              "      <td>-0.004446</td>\n",
              "      <td>0.958551</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>(whole milk)</td>\n",
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              "      <td>0.157923</td>\n",
              "      <td>0.110005</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>(rolls/buns)</td>\n",
              "      <td>(whole milk)</td>\n",
              "      <td>0.110005</td>\n",
              "      <td>0.157923</td>\n",
              "      <td>0.013968</td>\n",
              "      <td>0.126974</td>\n",
              "      <td>0.804028</td>\n",
              "      <td>-0.003404</td>\n",
              "      <td>0.964550</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>(soda)</td>\n",
              "      <td>(whole milk)</td>\n",
              "      <td>0.097106</td>\n",
              "      <td>0.157923</td>\n",
              "      <td>0.011629</td>\n",
              "      <td>0.119752</td>\n",
              "      <td>0.758296</td>\n",
              "      <td>-0.003707</td>\n",
              "      <td>0.956636</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>(whole milk)</td>\n",
              "      <td>(soda)</td>\n",
              "      <td>0.157923</td>\n",
              "      <td>0.097106</td>\n",
              "      <td>0.011629</td>\n",
              "      <td>0.073635</td>\n",
              "      <td>0.758296</td>\n",
              "      <td>-0.003707</td>\n",
              "      <td>0.974663</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>(whole milk)</td>\n",
              "      <td>(yogurt)</td>\n",
              "      <td>0.157923</td>\n",
              "      <td>0.085879</td>\n",
              "      <td>0.011161</td>\n",
              "      <td>0.070673</td>\n",
              "      <td>0.822940</td>\n",
              "      <td>-0.002401</td>\n",
              "      <td>0.983638</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
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              "      <td>(whole milk)</td>\n",
              "      <td>0.085879</td>\n",
              "      <td>0.157923</td>\n",
              "      <td>0.011161</td>\n",
              "      <td>0.129961</td>\n",
              "      <td>0.822940</td>\n",
              "      <td>-0.002401</td>\n",
              "      <td>0.967861</td>\n",
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              "      <td>0.010559</td>\n",
              "      <td>0.086481</td>\n",
              "      <td>0.786154</td>\n",
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              "      <td>0.974249</td>\n",
              "    </tr>\n",
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              "      <td>0.095990</td>\n",
              "      <td>0.786154</td>\n",
              "      <td>-0.002872</td>\n",
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              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "          antecedents         consequents  antecedent support  \\\n",
              "0        (whole milk)  (other vegetables)            0.157923   \n",
              "1  (other vegetables)        (whole milk)            0.122101   \n",
              "2        (whole milk)        (rolls/buns)            0.157923   \n",
              "3        (rolls/buns)        (whole milk)            0.110005   \n",
              "4              (soda)        (whole milk)            0.097106   \n",
              "5        (whole milk)              (soda)            0.157923   \n",
              "6        (whole milk)            (yogurt)            0.157923   \n",
              "7            (yogurt)        (whole milk)            0.085879   \n",
              "8  (other vegetables)        (rolls/buns)            0.122101   \n",
              "9        (rolls/buns)  (other vegetables)            0.110005   \n",
              "\n",
              "   consequent support   support  confidence      lift  leverage  conviction  \n",
              "0            0.122101  0.014837    0.093948  0.769430 -0.004446    0.968928  \n",
              "1            0.157923  0.014837    0.121511  0.769430 -0.004446    0.958551  \n",
              "2            0.110005  0.013968    0.088447  0.804028 -0.003404    0.976350  \n",
              "3            0.157923  0.013968    0.126974  0.804028 -0.003404    0.964550  \n",
              "4            0.157923  0.011629    0.119752  0.758296 -0.003707    0.956636  \n",
              "5            0.097106  0.011629    0.073635  0.758296 -0.003707    0.974663  \n",
              "6            0.085879  0.011161    0.070673  0.822940 -0.002401    0.983638  \n",
              "7            0.157923  0.011161    0.129961  0.822940 -0.002401    0.967861  \n",
              "8            0.110005  0.010559    0.086481  0.786154 -0.002872    0.974249  \n",
              "9            0.122101  0.010559    0.095990  0.786154 -0.002872    0.971117  "
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Data for plot\n",
        "dfPlot = rules[rules['antecedents'] == {'whole milk'}]\n",
        "\n",
        "# Plot confidence\n",
        "plt.figure(figsize = (10, 6))\n",
        "plt.bar(\n",
        "    np.arange(dfPlot.shape[0]),\n",
        "    dfPlot['confidence'],\n",
        "    0.3,\n",
        "    color = 'teal',\n",
        ")\n",
        "plt.title('Probability to purchase with whole milk')\n",
        "plt.gca().set_yticklabels([f'{y * 100:.2f}%' for y in plt.gca().get_yticks()])\n",
        "plt.xticks(\n",
        "    np.arange(dfPlot.shape[0]),\n",
        "    [list(x)[0] for x in dfPlot['consequents']]\n",
        ")\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "vmhk_CIygKzc",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 389
        },
        "outputId": "7599213b-5d4a-4860-a781-061eee07019a"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ]
          },
          "metadata": {
            "image/png": {
              "width": 611,
              "height": 372
            },
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot lift\n",
        "plt.figure(figsize = (10, 6))\n",
        "plt.bar(\n",
        "    np.arange(dfPlot.shape[0]),\n",
        "    dfPlot['lift'],\n",
        "    0.3,\n",
        "    color = 'seagreen',\n",
        ")\n",
        "plt.title('Probability to purchase together with whole milk')\n",
        "plt.gca().set_yticklabels([f'{y * 100:.2f}%' for y in plt.gca().get_yticks()])\n",
        "plt.xticks(\n",
        "    np.arange(dfPlot.shape[0]),\n",
        "    [list(x)[0] for x in dfPlot['consequents']]\n",
        ")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 389
        },
        "id": "fwJTdk0W-Hzs",
        "outputId": "e73b97b2-459b-419b-834f-8cc8f243cb36"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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A44YsH2/b3rKVKf/w/i1ARKxNGT+o26tgaW1rr5dOLwxZi7F/3E+r3hn0bcptK39KGT/rv+v8V1ECw8szc2AgNU2972zRBL3eJvqOx3PzkBC35zeUHldTKXsiw47t7hPfbphCuQ+5yOzo9dp4yJMyI+I44B87s3rn7D31/fp1u/4L6jcA3wA2pTyM4l+BxRFxNmUw/fl9F5W9Hmyr8+B9HWbgk0CnofddtvxudNeHcqEMYyHrIP87ZH5vv+fQtk/T2e/JHgO9tgXT+06GHdMTysyrIuJ/KWHtNpSxpnoB0oLMvD8izgF2oYxZ9tPO8rP7yxuhKZ1PEzgL2Ifa/ohYlxJW/yozfxsR3TDtmIh4KuX3917KOGCjaudkzoWgHP93jrMujB1Lq7D8zu/xzr/7Jlint3yy39lEjqjTMzPz70dctiRNyJ5pkrTiOi8zn1Bff5yZT8vMl2Xmv48TpMHYP3zHs8aoGtnoEMrF3s3AayljBM3JzD/KzCdQbjvqiT9w20au/m//p+vb/TqLen/+zHJuwurLufyZ0nJs/0FExF9SgrT7gMMotwCunpmP6Z23lAG9oe+Yrr1hnkW5ffITlFvyerfdngKcXwPont6/976amdHwOmy57PQf/nejt98fbtzvk2egbYsa2zZvSDnTPab7b/Xs743V32Or5dbHh6Pefj43ItbkwT3woASFt1N64QVj+3lhZk4UZk3FKM+F3rF0SeOxtO8I655JX6jT7SPi72a0JZIekQzTJEmtFjLWC+zJ46z3pDod1mPiT4bM7y67j7FbN6GMLQTwj5n5n3Vcsa6W/42fSr0z6dOUz3vHiPjjiHgW5daw+4D/XE519r6zNSNivJ5hE33H43nsBLfS9r6LbtkP9LKKiGEXoetOoS093Z6IT5lGOZPRO6Y/mZmHZ+bVA25DHnpcZ+a9mfmVzHxjZm5G6Z3yNkqPmC2BQzur9/ZvvPN2eep9ly2/G931YayX6Xjjww1bNtP7PZ5e29apvaRmygNhWUSsQxkz7PLOmJjd5U+hnB/3MeRW7YerzLyc8pmvRnnoxAM98Ory+yi3Eq9PGTNueYWGkzkXksG9rPv1jqVR3579cHci8Nb65+MjYtAYo5K03BimSZKa1FvzemOi/Nk4q25fpxcNWb7dkPndZT/vuxWwd3Fx8ZDtXjpOmdOpd9R6YeSEvecy8wbKLbkrUwbH7/VK+1ZmjnfLzbjFTlD/xZ11Bn7H9cK/N1D7sO94PKtSLmYHlf00xsK0btndQa27oUvXc6fQFgAy8zrK4Pgw9YcqTNa4x3QNLp42aNkgmXlTZh4NHFtndY/33rhaz4qIJzJaLcd077t8fmdsrn693407gcs783ufz4vHKf8lQ+b39nte7Y00Gb39ovZUGrWfUELiAHZcDuW36vXYeh5lYPqVeXCAdBHloRfbMvZgiosGjZ81gYl+e/4Qur3wBoVlEy0fhd65sN04x1XvXLiisVdc7zhfPyKeP63WzTKZeQzwDspxdVJEvHqGmyTpEcQwTZI0Gb0ny+0bEQ/pDRIRL2MsKDl1SBkbRMTfDNh2feCA+vaLfYsX1ekzB2y3NvCuCdo91XpH7fY6Xa9x/ZPq9HWU8X5geg8eGLf++sS33sDY/9IZdLzrXyi3KC1maoP1A7xzyIXkO+v0ysz8aaddi4Hr6tvd+zeKiMdQxhGbjlPq9KDlEDgNMvSYrv6NAcFDRKw6QbiztE67t+p+jzIG38qUh5AMVR9yMRktx/SXKOHUYxg717p1zqH0qgP4Ut9DCr5cp3vUB0X0b/tchof7X6SEc48G3jNO+wbt9+2dP7eer81qGNUbC/GIiHjUOG1bpe+23VG245eU3lKrU85t6DwdtX4X51K+u3+os6cSME32t2956LV7F0rvzSv6/mOit/w1wFMpPfDGe/DFVPT+Dt2cwb9ljwfeVN8O+zv0QTLzV5Qn8QJ8ICKGjk0WEWtGxAp1G39mHkXpibsScHJEND0FVZKmyzBNkjQZH6UMMrwmcHpEbA0QEStHxB7A/LreGZl55pAyFlH+B3mfiFilbv8syqD7j6M8+e6Evm2+W6cfiogH/ke/Xkh/j3KhN5Gp1Dtqv6jTzRp7EHyN0q65jLXxGyOo/2/HefrjIZTgY0tgfkQ8CUpoGRH/j9ILAODIzLx9SBnjWQLsAHwqIv6olr1eRBxFCQ2hjCHWr3dh+e6I2K3zHb6AMnD6dJ/CehRlUPDHAufUOlardaxaj7sHPo8R6B3Tb4yI13XqenJE/AfwNwy+5Xhz4OcRcWBEzO2cC6vWc7B329O3exvUJ0q+mdI76G8i4isR8eze8rrt1hHxAcpTfydjwmM6M6+njO0GcGREHNC7oI+IucD/UHrhLQHe27f554GrGPvNeWHdLiJiR+ArjAWT/fXewlhA+46IOKnWRy1jzYh4SUR8jL5B5jPzNsYebNAdt3CU3kG5fX4ucF5E7NgLQur+PT0i3gr8Cth6ObUBxp6G2uvd2R+WnTXB8hYtvz3LW6/n2ZY8tAcelN6CdzK2nz+d4m/cUJl5DnB6ffvpiNiz93lExFbAdxh7CM6HJ1H0PwF3UXoQfi8iXtz7z5D69/MzI+I9lIcQjXfL9KyUmUcA76N8r5+LiJdPsIkkTZthmiSpWX1wwcspF/nPAn4cEbdTeimdRrkIuJSxXlSDfIxyu+hnKU8gXARcQrlYXALsNeABCe+mjB3zp5ReE0siYjFwAaVnz6samj+VekcqM6+kXNCtAvwoIm6JiOvq6wUD1r+HB4+PdkrfUxon65N1eiDlM7i+1n10p87zgL+nBGp7ATdExELKrZbvo/SW+hxw5BTb8HtKL6T9gJtq2bcAb6/Lj8/Mzw/Y7kjKheB6wFdr+xdTbnFan3IxOWU1ePlLypP0ntqp42bK8bEA+GtG9yT0kym9SVah9DZcEhG3AtdTbus9lHIuDbIZcAzldsilEXELZay00yhjx/2EvlAqM78GvB64m9Ij5uKIWFK3XQr8mPK9TGr8rkkc0wdRAsTVgY8Dd9T9vZxy++BdwKsy84q+8pdRjsPbgI0podMdlNDjW5Tfnn+tq981oH0foQTESem9eHlELK7H3eLa9jcxeED43vnywbpNb78ObP+Ehqu3F+9ICe2eUffnznrMLQOuAD4IbMTYbZLLQzdUujIz+5+O2l1+P1PrrTXhb88fwM8pvzU9C7oL629rN1RdXg9Z+FvKAw8eTek9ubj+PfoTyt+rtwKvqL9JTTLzx5QHkiyi3PZ8DuU35WbK+X0pcDjwBJbvsTRjMvPdwNGU36IvRMTOM9wkSSs4wzRJ0qRk5gWMXcxfQRkD617KhcDbgOcPeEBA112Ui+cjKMHBapSAZT6wZWae3b9BfXrh8yhB2O8o//t8GyXUeW5mfqeh6ZOudzl5JaUH3LWUJzD2BvUeNrD+lzp//vSQdZpk5meA/Skh5L2UcPIplN5Y3fU+Tumd8XlKT8S1KRdp36WEjq/uuxVvsu04FtiNcrG6EiU4+BHw6sx885BtbqU80fUTlPBhJcqF8UcoPU1unGp7OnX8jNLz692U43kpsBZwA6UH1N+Mop5a192Usf56IeH9lO/ku8CumfmvQza9DNiTMvj2xZTzYB3K9/MDyhNCXzSoR039/jemjKv2C8ptbOtQPscFlABv4ynszoTHdGYuoYSVb6Be6ANzKOfiJ4FnZuZXBxVeb/ndgvIU25sovzk3AR+i/C70xje7bcj2763bfwK4knLsrEU5tr9NCXIHjbt2BOXWx0spIXJvv0Z2q2INQTap9ZxHCfjWo3w+PwGOA7bLzOX59Myzhvy558e1PQCX1l57k9L627M81Qd8nNOZNWhfB42hNup2/J4yHMLBlO/4HsrfR1dSzs3NM/OHw0sYWu63KL0c30sZm+0uyrF0O+XYOhLYqvYUXSFl5tsoPfpWA/47ytATkrRcxEMfHCVJkh4uIuJdlIuj8zPzIb3XZouImEcZj+36zNxgZlujFUlEnAK8Gjg8Mw+b4eZIkqRHAHumSZL0MFXH0ukNrP+J8daVHokiYkNgj/r2u+OtK0mSNCqGaZIkPQzVwaPfA2xAGYz6v2a0QdIMiYjdI+LfImLzzgD9q0fE7sCZlIcT/Cgzz53RhkqSpEeMUQ2iK0mSRqAO2j6fMjj1OnX2/8vMpTPXKmlGPY7yVM53AvdHRG+cuN6/Y6+n3OYpSZL0B2HPNEmSHl7WoAzMvSbwK+CAzJzWgwekWe4MypNkf0h58MDalAHxLwIOA56dmVfPWOskSdIjjg8gkCRJkiRJkhrZM02SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRqvMdAM0voi4FlgHuG6GmyJJkiRJkrSi2AC4PTOfOtkNDdMe/tZZc8011990003Xn+mGSJIkSZIkrQguu+wyli5dOqVtDdMe/q7bdNNN17/wwgtnuh2SJEmSJEkrhK222oqLLrrouqls65hpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDVaZaYbIEmSJEmSNFVbHL33TDfhEeWSg+fPdBNmnD3TJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSo5GFaRGxc0R8JyJujIilEXFNRHwxIl44ZP1tIuKbEbGwrn9pRBwYEStPoe7NIuLUiPhdRCyLiMsj4vCIWHOcbZrrj4h1IuKEum+3RMTXI2KjIeW+ISLuiYjnTHY/JEmSJEmS9PA2kjAtIo4CvgFsCZwOfBi4CNgdODciXt23/u7A2cC2wJeBjwKrAccA8ydZ9/OBHwMvB86odd8OvAf4bkSsPmCbydZ/MnBALf8LwA7A9yJiTl+5TwSOBo7KzIsnsx+SJEmSJEl6+FtlugVExBOAg4HfAs/KzN91lv0ZcCZwBPDZOm8d4CTgPmBeZv6kzj+krrtnROydmROGarUX2WeAOcDumfm1On8l4FRgD+AtwJGdbSZVf0Q8HngFcGhmHlHnnU8J2Hap9fScCPym7q8kSZIkSZJWMKPomfaUWs753SANIDO/D9wBPK4ze8/6fn4vyKrrLgPeXd/+XWPd2wGbAmf3grRa1v3A2+vbN0VETKP+p9TpBZ15F/Qto/a+2wl4XWbe3dh+SZIkSZIkzSLT7pkGXAncDTwvIh6bmTf3FkTEtsCjgK901t++Tk8fUNbZwBJgm4hYPTPvmqDuoWVl5jURcQUwF9gQuHqK9d9Ql23V2WbrOr0eHui9dixwTGaeP0GbJUmz3BZH7z3TTXjEueTgSY0CIUmSJC030w7TMnNhRPwL8CHglxHxFeAWYCNgN+C7wBs7m2xcp1cMKOveiLgW2JwSgF02QfVDy6qupIRpcxkL0yZVf2beFBFfBQ6tDx1YBryWErL9T930eGAhcMgE7ZUkSZIkSdIsNoqeaWTmsRFxHfBpYP/OoquAk/tu/1y3ThcNKa43f72GqqdS1lS2eS3wAWBXYA1gAXBgZt4ZEXsCr6Tccnp/RHwE2AdYGzgP+PvM/OVEOxIRFw5ZtMlE20qSJEmSJOkPY1RP83w7cBplUP6NgLUot0VeA3wuIj4winpmSmYuysw3ZuafZOb6mblzZl4ZEetTngR6QmaeAxxFeernYZReeY8BTo+INWas8ZIkSZIkSRqZUTzNcx4lROfRh6UAACAASURBVPpyZr61s+iiiHgF5XbKgyLixMy8hrGeX+syWG/+bQ3VT6WsUdZ/HLAUeEdErEV5cMEpmXkcQETcSRmH7VWUXntDZeZWg+bXHmtbNrRFkiRJkiRJy9koeqbtUqff71+QmUsoT75cCXhOnX15nc7tXz8iVgGeCtxL6dU2kaFlVU+v0+74aCOpPyJ2ptzOuX9mLqb0yFsNuKizWu/Wzc3HK0uSJEmSJEmzwyjCtNXr9HFDlvfm312nZ9bpjgPW3RaYA5zX8CTPccuKiA0pgdn1PDgYm3b9EbEu8HHgU5l5Rt/i1Tt/9vZOSZIkSZKkFcgowrRz6vSAiHhid0FE/CXwIsoTMM+rs08Dbgb2joitO+uuAby3vv1YXzlzImKTiHhyX91nUZ74uW1E7NZZfyXKracAJ2ZmdraZdP0DfLBOD+rMu5oSGO7Smbdrnf5igvIkSZIkSZI0C4ziaZ6nAWcALwUui4gvAzcBm1KCpQDekZm3AGTm7RGxf91uQUTMBxZSBuzfuM7/Ql8dz6PcRnoWMK83MzPvi4j9KL3NTouI04AbgB2ArYFzgWO6BU2x/gdExEuB1wO7ZuYDTwStT/Y8HnhLRJxOeZLpfsCvgc9P8BlKkiRJkiRpFph2mJaZ90fETsA/AHsDr6DcKrkQ+CZwXGZ+p2+br0TEdsC7gD0ot0NeBby1rt/tSTZR/edHxHOBw4GXAY+i3Np5BHDkoNs1p1p/RKwNnAR8LjO/MWCVd1J6++1DCf3OA96cmcta90eSJEmSJEkPX6PomUZm3gMcW1+t25wL7NS47gJKD7dhy38J7NVa92Tr72yzmPKAgmHL7wIOrC9JkiRJkiStYEYxZpokSZIkSZL0iGCYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqdEqM90APbJscfTeM92ER5RLDp4/002QJEmSJGmFYs80SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRqvMdAMkSZIkzYwtjt57ppvwiHLJwfNnugmSpBGwZ5okSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY2mHaZFxL4RkRO87huw3TYR8c2IWBgRSyPi0og4MCJWnkIbNouIUyPidxGxLCIuj4jDI2LNcbZprj8i1omIEyLixoi4JSK+HhEbDSn3DRFxT0Q8Z7L7IUmSJEmSpIe3VUZQxk+Bw4csewmwPfCt7syI2B34b2AZ8AVgIbArcAzwImCv1soj4vnAmcCqwGnAr2ud7wF2iIgdMvOuadZ/MrAb8FlgCbAv8L2I2Cwzl3TKfSJwNHBUZl7cug+SJEmSJEmaHaYdpmXmTymB2kNExA/rHz/RmbcOcBJwHzAvM39S5x9CCcX2jIi9M3P+RHXXXmSfAeYAu2fm1+r8lYBTgT2AtwBHTrX+iHg88Arg0Mw8os47nxKw7VLr6TkR+A1wxERtlyRJkiRJ0uyz3MZMi4hnAi+ghEv/01m0J/A4YH4vyALIzGXAu+vbv2usZjtgU+DsXpBWy7ofeHt9+6aIiGnU/5Q6vaAz74K+ZUTEq4GdgNdl5t2N7ZckSZIkSdIssjwfQHBAnX4qM7tjpm1fp6cP2OZsym2U20TE6g11DC0rM68BrqAEXhtOo/4b6nSrznpb1+n18EDvtWOBYzLz/IZ2S5IkSZIkaRYaxZhpD1EH/n815VbKT/Yt3rhOr+jfLjPvjYhrgc0pAdhlE1Q1tKzqSmBufV09lfoz86aI+CpwaH3owDLgtZSQrdfj7njKuGuHTNDeoSLiwiGLNplqmZIkSZIkSRqt5dUz7a+A9YDTM/PXfcvWrdNFQ7btzV+voZ6plDWVbV5LGZttR2BvYAHw0sy8MyL2BF4JvB64PyI+Up8QendELIiIzRr2Q5IkSZIkSbPAcumZxtgtnh9fTuX/QWXmIuCN9fWAiFgf+ChwQmaeExHHUvb9bZSeb/8OnB4Rc+uYbOPVsdWg+bXH2pbT3wtJkiRJkiRN18jDtIjYHNgGuBH45oBVej2/1h2wrDv/tobqplLWKOs/DlgKvCMi1qI8uOCUzDwOICLupIzD9irg0w3lSZIkSZIk6WFsedzmOezBAz2X1+nc/gURsQrwVOBe4JqGuoaWVT29Trvjo42k/ojYGdgH2D8zFwMbAasBF3VW642Dtvl4ZUmSJEmSJGl2GGmYFhFrAK+hPHjgU0NWO7NOdxywbFtgDnBeZt7VUOXQsiJiQ0pgdj0PDsamXX9ErEu5hfVTmXlG3+LuU0jXGLf1kiRJkiRJmlVG3TNtL+DRwLcGPHig5zTgZmDviNi6N7MGce+tbz/W3SAi5kTEJhHx5L6yzqI88XPbiNits/5KwFH17YmZmdOpf4AP1ulBnXlXA3cDu3Tm7Vqnv5igPEmSJEmSJM0Cox4zrXeL5yeGrZCZt0fE/pRQa0FEzAcWArsBG9f5X+jb7HnA9ynh2bxOWfdFxH6U3manRcRpwA3ADsDWwLnAMSOo/wER8VLKkzt3rQ8m6JV7Z0QcD7wlIk4HrgL2A34NfH5YeZIkSZIkSZo9RhamRcSmwIsZ/uCBB2TmVyJiO+BdwB6U2yGvAt4KHNfXk2xcmXl+RDwXOBx4GfAoyq2dRwBHDrpdc6r1R8TawEnA5zLzGwNWeSelt98+lNDvPODNEz3JU5IkSZIkSbPDyMK0zLwMiEmsfy6wU+O6C8YrOzN/SbnFtNlk6u9ss5jygIJhy+8CDqwvSZIkSZIkrWCWx9M8JUmSJEmSpBWSYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1GmmYFhE7RMSXI+KmiLgrIv43Ir4dETsNWHebiPhmRCyMiKURcWlEHBgRK0+h3s0i4tSI+F1ELIuIyyPi8IhYc5xtmuuPiHUi4oSIuDEibomIr0fERkPKfUNE3BMRz5nsfkiSJEmSJOnhbZVRFRQRHwDeBtwIfA24GXgcsBUwD/hmZ93dgf8GlgFfABYCuwLHAC8C9ppEvc8HzgRWBU4Dfg1sD7wH2CEidsjMu/q2mWz9JwO7AZ8FlgD7At+LiM0yc0mn3CcCRwNHZebFrfsgSZIkSZKk2WEkYVpE7E8J0v4DOCAz7+5bvmrnz+sAJwH3AfMy8yd1/iGUUGzPiNg7M+c31Lsy8BlgDrB7Zn6tzl8JOBXYA3gLcORU64+IxwOvAA7NzCPqvPMpAdsutZ6eE4HfAEdM1HZJkiRJkiTNPtO+zTMiVgfeB9zAgCANIDPv6bzdk9JjbX4vyKrrLAPeXd/+XWP12wGbAmf3grRa1v3A2+vbN0VETKP+p9TpBZ15F/QtIyJeDewEvG7QZyBJkiRJkqTZbxRjpv05JZz6EnB/ROwcEf8SEf8cES8csP72dXr6gGVnU26j3KaGdBMZWlZmXgNcQQm8NpxG/TfU6Vad9bau0+vhgd5rxwLHZOb5De2WJEmSJEnSLDSK2zyfW6fLgIuBZ3QXRsTZwJ6Z+fs6a+M6vaK/oMy8NyKuBTanBGCXTVD30LKqK4G59XX1VOrPzJsi4qvAofWhA8uA11JCtv+pmx5PGXftkAnaK0mSJEmSpFlsFD3T/qhO3wYk8BLgUcCzgO8A2wJf7Ky/bp0uGlJeb/56DXVPpaypbPNaythsOwJ7AwuAl2bmnRGxJ/BK4PWUnnkfqU8IvTsiFkTEZg37QURcOOgFbNKyvSRJkiRJkpa/UYRpvTLuBXbLzB9k5uLM/Bll4P4bge2G3PI5K2Tmosx8Y2b+SWaun5k7Z+aVEbE+8FHghMw8BzgKOAA4jPL0z8cAp0fEGjPWeEmSJEmSJI3MKG7zvK1OL87M67oLMnNJRHyb0mvrecAPGev5tS6D9ebfNmR511TKGmX9xwFLgXdExFqUBxeckpnHAUTEnZRx2F4FfHq8gjJzq0Hza++0LRvaIkmSJEmSpOVsFD3TLq/TYeHTrXW6Zt/6c/tXjIhVgKdSerldM4m6H1JW9fQ67Y6PNpL6I2JnYB9g/8xcDGwErAZc1FntwjrdfLyyJEmSJEmSNDuMIkz7HmWstM0iYlB5vQcSXFunZ9bpjgPW3RaYA5yXmXc11D20rIjYkBKYXc+Dg7Fp1x8R6wIfBz6VmWf0Le4+hdTbOyVJkiRJklYg0w7TMvN64OvAk4F/7i6LiJcBf0HptXZ6nX0acDOwd0Rs3Vl3DeC99e3H+sqZExGbRMST+6o/i/LEz20jYrfO+itRxi8DODEzs7PNpOsf4IN1elBn3tXA3cAunXm71ukvJihPkiRJkiRJs8AoxkwD+AfgOcCH6u2PF1Nul3w5cB/whsxcBJCZt0fE/pRQa0FEzAcWUgbs37jO/0Jf+c8Dvk8Jz+b1ZmbmfRGxH6W32WkRcRpwA7ADsDVwLnBMt6Ap1v+AiHgpZQy4XXv7VMu9MyKOB94SEacDVwH7Ab8GPj/RByhJkiRJkqSHv5GEaZl5Y0RsBbyHEkptC9xO6bH2/sy8oG/9r0TEdsC7gD0ot0NeBbwVOK6vJ9lEdZ8fEc8FDgdeBjyKcmvnEcCRg27XnGr9EbE2cBLwucz8xoBV3knp7bcPJfQ7D3hzZi5r3R9JkiRJkiQ9fI2qZxqZ+XvgH+urZf1zgZ0a110AxDjLfwns1VLWVOrvbLOY0uNu2PK7gAPrS5IkSZIkSSuYUTyAQJIkSZIkSXpEMEyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUiPDNEmSJEmSJKmRYZokSZIkSZLUyDBNkiRJkiRJamSYJkmSJEmSJDUyTJMkSZIkSZIaGaZJkiRJkiRJjQzTJEmSJEmSpEaGaZIkSZIkSVIjwzRJkiRJkiSpkWGaJEmSJEmS1MgwTZIkSZIkSWpkmCZJkiRJkiQ1MkyTJEmSJEmSGhmmSZIkSZIkSY0M0yRJkiRJkqRGhmmSJEmSJElSI8M0SZIkSZIkqZFhmiRJkiRJktTIME2SJEmSJElqZJgmSZIkSZIkNTJMkyRJkiRJkhoZpkmSJEmSJEmNDNMkSZIkSZKkRoZpkiRJkiRJUqORhGkRcV1E5JDXTUO22SYivhkRCyNiaURcGhEHRsTKU6h/s4g4NSJ+FxHLIuLyiDg8ItYcZ5vm+iNinYg4ISJujIhbIuLrEbHRkHLfEBH3RMRzJrsfkiRJkiRJenhbZYRlLQKOHTB/cf+MiNgd+G9gGfAFYCGwK3AM8CJgr9ZKI+L5wJnAqsBpwK+B7YH3ADtExA6Zedc06z8Z2A34LLAE2Bf4XkRslplLOuU+ETgaOCozL27dB0mSJEmSJM0OowzTbsvMwyZaKSLWAU4C7gPmZeZP6vxDKKHYnhGxd2bObyhrZeAzwBxg98z8Wp2/EnAqsAfwFuDIqdYfEY8HXgEcmplH1HnnUwK2XWo9PScCvwGOmKjtkiRJkiRJmn1mYsy0PYHHAfN7QRZAZi4D3l3f/l1jWdsBmwJn94K0Wtb9wNvr2zdFREyj/qfU6QWdeRf0LSMiXg3sBLwuM+9ubL8kSZIkSZJmkVH2TFu9BkpPBu4ELqWEXPf1rbd9nZ4+oIyzKbdRbhMRq/ffnjnA0LIy85qIuAKYC2wIXD3F+m+oy7bqbLN1nV4PD/ReOxY4JjPPn6DNkiRJkiRJmqVGGaY9ATilb961EbFfZp7VmbdxnV7RX0Bm3hsR1wKbUwKwyyaoc2hZ1ZWUMG0uY2HapOrPzJsi4qvAofWhA8uA11JCtv+pmx5PGXftkAnaO1REXDhk0SZTLVOSJEmSJEmjNarbPD8D7EAJ1NYCngl8HNgA+FZEbNFZd906XTSkrN789RrqnUpZU9nmtZR93BHYG1gAvDQz74yIPYFXAq8H7o+Ij9QnhN4dEQsiYrOG/ZAkSZIkSdIsMJKeaZl5eN+sn1PGKlsMHAQcRhnEf1bKzEXAG+vrARGxPvBR4ITMPCcijgUOAN5G6fn278DpETG3jsk2Xh1bDZpfe6xtOf29kCRJkiRJ0nQt7wcQnFin23bm9Xp+rctgvfm3NZQ/lbJGWf9xwFLgHRGxFuXBBadk5nGZeTrw98CfAq9qKEuSJEmSJEkPc8s7TPt9na7VmXd5nc7tXzkiVgGeCtwLXNNQ/tCyqqfXaXd8tJHUHxE7A/sA+2fmYmAjYDXgos5qvXHQNh+vLEmSJEmSJM0OyztMe0GddoOpM+t0xwHrbwvMAc5reJLnuGVFxIaUwOz6UdcfEetSxoT7VGae0bd49c6f1xi39ZIkSZIkSZpVph2mRcSm9RbH/vkbUMYTA/hsZ9FpwM3A3hGxdWf9NYD31rcf6ytrTkRsEhFP7qvmLMoTP7eNiN06668EHFXfnpiZOZ36B/hgnR7UmXc1cDewS2fernX6iwnKkyRJkiRJ0iwwigcQ/DVwUEScTekFdgfllsedKT2zvgkc3Vs5M2+PiP0podaCiJgPLAR2Azau87/QV8fzgO9TwrN5nbLui4j9KL3NTouI/8/evYfbVtX1439/EBURgdTUsgIhAfH7yxQUxRIUMyMBL1B8xQJU8sZj4CU1L1wyw9JQFEVJxUgDH/x6NyqFAwoGipglBAJy0byECAhyERi/P+bcuFjuyzh778Nhn16v51nPZI0x5hhzrs2aZ+73HnPOk5JcnuHJotsnOSPJkZMdLXL821XVkzM8uXO38cEEM/1eX1VHJzm4qk5OclGS/ZNckeTD83x+AAAAAKwQyxGmnZohhHpkksdnuD/a1Um+mOT4DDfkn5wZltbax6tqpySvTfKsDKHbRUleluSo6fbzaa2dVVWPTnJYkqckuU+GUO/wJEfMdrnmYsevqo2SHJvkQ621T8/S5DUZZvvtkyH0OzPJgQs9yRMAAACAlWHJYVpr7bQMM8ZWd70zkuza2XZVkpqn/rwke62p8SfWuS7DAwrmqr8pyUHjCwAAAIB1zJp+AAEAAAAArDOEaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQSZgGAAAAAJ2EaQAAAADQaY2EaVX1nKpq4+v5c7R5WlWtqqprquq6qjqrqvZd5Hg7VtVnq+qqqrqhqr5eVQdV1d3mWad7/Kp6UFV9uKp+UFXfr6p/qKoHzNH2jVV1dVU9eDH7AgAAAMBd1/rL3WFV/WqSdya5LslGc7Q5MMk7kvwwyT8kuTnJnkmOq6r/r7X2itUYb48kH01yY5ITk1yVZLckRyZ5fJK9ljJ+Va2X5FNJHp7kuCQbJnlOkl+vqh1ba7dNtP3NJK9K8qLW2nd69wEAAACAlWFZZ6ZVVSX5QIaQ6pg52mye5C0ZQq/tW2svaa0dnOQ3klyc5OVV9bjO8TZOcmySW5Ps3Fp7XmvtlUl+M8mXkuxZVXsvcfxHJ9k+yQtbay9ure2X5C+S7DCWz/S7/rjvq1prf9ez/QAAAACsLMt9medLkzwpyf5Jrp+jzXOT3DPJO1trl84UttZ+lORN49sXdo63Z5JfTHJCa+0rE33dmOR149sXLXH8zcbl2RNlZ0/VJcmrk/x6kgM6tx0AAACAFWbZwrSqeliSI5K8vbV2+jxNnzQuT56l7p+m2ixkvr5OT/KTJDtW1T2XMP7l43K7ibKZGWmXJUlVbZvk9UleMxnQAQAAALBuWZZ7po2XOB6fIXj68wWabz0uL5yuaK19t6quT/IrVbVha+0nS+jrlqr6VoZ7nW2R5PxFjv/lJF9N8p6q2jE/u2fal5N8ZXzIwfuTnJXk6AW2FwAAAIAVbLkeQPCGJI9M8luttRsWaLvJuLxmjvprktx7bLdQmNbTV5JsutjxW2u3VtXMAw3+IElLclKSg1trt1XVKzLcb+0RSTatqnck2SPJ3ZP8SzofRlBV58xRtc1C6wIAAABw51hymFZVO2SYjfbW1tqXlr5Jdz2ttf9O8ofT5VX10CSHJ3lDa+2bVfXxJDsneUmSazM81fT/VdVjW2vtTtxkAAAAANaAJYVp4+Wdf5/hksnXd652TZL7Z5j59cNZ6heaOTbd1+Q6c/V19XKPPz659H1J/iPJkWOwtkeS17fW/n5sc58Mn88Tk5wyX3+tte1mKx9nrD1qvnUBAAAAuHMs9QEEGyXZKsnDktxYVW3mleSQsc2xY9nbxvcXjMutpjurql/KcInltzvul7ZQX+sneUiSW5Jc0rnO6oz/kiQ7JNm/tXZrhs8gGe6vNmPm0s2HL9AXAAAAACvAUi/zvCnD7KzZPCrDfdS+mCHAmrkE9JQkj0/y1ImyGb830abHKUn2Gfv6x6m6J2R4WMDprbWbptZZ0vhVtXmSv0ryF62186aqJ58cusH8mw8AAADASrKkmWmttRtaa8+f7ZXkk2OzD45lJ47vP5AhhDtwDKWSJFX1C/nZk0CPmRynqjapqm3GmWOTTkpyZZK9q2r7ifYbJHnj+PbdU+us9vizODbJRUmOmCibCdV2myib+e9vLNAfAAAAACvAcj3Ns1tr7VtV9cokRyX5SlWdmOTmJHsm+ZXM/iCDZ2QIwT6YZL+Jvq6tqgMyhGqrquqEJFcl2T3J1mP5iZMdLXL821XV8zM8ZOAxrbVbJvq9qKo+lmT/qtoowwMI9ktydpJTuz8gAAAAAO6y7vQwLUlaa++ove+vvgAAIABJREFUqkuTvCLJH2eYIXdekte11j64mn19vKp2SvLaJM/KcGnlRUleluSo2Z6iudjxq+rBSd6S5M2ttXNnafLcJD/O8CCCuyf5dJKXeJInAAAAwLphjYVprbVDkxw6T/2nknyqs6/jkhw3T/0ZSXZdze3rHn9ine8k2XSe+quT7Ls6fQIAAACwciz1aZ4AAAAA8L+GMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKCTMA0AAAAAOgnTAAAAAKDTsoRpVfXmqvp8VV1RVTdU1VVVdW5VHVJV95tjnR2r6rNj2xuq6utVdVBV3W0R429bVR+pqh9U1Y1VdUFVHVZV95pnne7xq2rjqnpXVX27qn5YVZ+qqi3n6Pf5VfXTqnrk6u4HAAAAAHdtyzUz7eAk907yr0nenuRDSW5JcmiSr1fVr042rqo9kpye5AlJPpbknUnukeTIJCeszsBVtUOSLyd5epLPjeNfm+QNSf61qu45yzqrO/5xSf5k7P/EJLsk+XxVbTjV74OTvCXJm1tr567OfgAAAABw17f+MvWzcWvtxunCqvrLJH+e5DVJXjyWbZzk2CS3Jtm5tfaVsfz1SU5JsmdV7d1aWzBUG2eRfSDJhkn2aK19cixfL8lHkjwrQ9B3xMQ6qzV+VT0wyTOSHNJaO3wsOytDwPa0cZwZxyT5TpLDF9p2AAAAAFaeZZmZNluQNpoJmh46UbZnkl9McsJMkDXRx+vGty/qHHqnJA9LcvpMkDb2dVuSPxvfvrCqagnjbzYuz54oO3uqLlX1nCS7Jnlua+3mzu0HAAAAYAVZ0w8g2G1cfn2i7Enj8uRZ2p+e5CdJdpzt8sxZzNlXa+2SJBdmCLy2WML4l4/L7SbabT8uL0tun732tiRHttbO6thuAAAAAFag5brMM0lSVa9IslGSTTIETr+VIUg7YqLZ1uPywun1W2u3VNW3kjw8QwB2/gJDztnX6JtJthpfFy9m/Nba96rqE0kOGR86cGOSfTOEbJ8ZVz06yVVJXr/A9s6pqs6Zo2qbxfYJAAAAwPJa1jAtySuSPHDi/clJ9mut/c9E2Sbj8po5+pgp37RjvMX0tZh19k3y1xlm2m2QZFWSg1pr11fVnkmemeGS09uq6h1J9skQKp6Z5MWttfM69gUAAACAu7hlDdNaaw9Kbr/scccMM9LOraqntda+upxj3Zlaa9ckecH4ul1V3TfDk0Df1Vr7QlW9LcNTP1+ZYebb3yQ5uaq2mue+cjNjbDdb+Thj7VFL3wsAAAAAlmqN3DOttfb91trHkjwlyf2S/P1E9czMr01+bsU7ll/dMdRi+lrO8Y9KckOSV1fVvTM8uOD41tpRrbWTMzzB9FeTPLujLwAAAADu4tboAwhaa5clOS/Jw6vq/mPxBeNyq+n2VbV+kockuSXJJR1DzNnXaOYpopP3R1uW8avq9zNcznlAa+26JFsmuUeSyRl4M/dBe/h8fQEAAACwMqzpp3kmyS+Py1vH5Snj8qmztH1Ckg2TnNlau6mj7zn7qqotMgRml+WOwdiSx6+qTZK8J8n7Wmufm6qefArpBvNuPQAAAAArypLDtKraagyXpsvXq6q/TPKADOHUj8aqk5JcmWTvqtp+ov0GSd44vn33VF8bVtU2VfVrU8OcluGJn0+oqt0nx07y5vHtMa21NrHOao8/i7eOy5dPlF2c5OYkT5so221cfmOB/gAAAABYAZbjAQS7Jvmrqvpikm8l+WGGJ3rulGSLJN9LcsBM49batVV1QIZQa1VVnZDkqiS7J9l6LD9xaozHJDk1Q3i280Rft1bV/hlmm51UVScluTzJLkm2T3JGkiMnO1rk+LerqicneV6S3cYHE8z0e31VHZ3k4Ko6OclFSfZPckWSD8/z+QEAAACwQixHmPa5JL+e5LeSPDLJpkmuz3CfsuOTHNVau2pyhdbax6tqpySvTfKsDJdDXpTkZWP7yZlk82qtnVVVj05yWIYHHtwnw6Wdhyc5YrbLNRc7flVtlOTYJB9qrX16liavyTDbb58Mod+ZSQ5c6EmeAAAAAKwMSw7TWmv/meTARax3RoZZbT1tVyWpeerPS7LXmhp/Yp3rMjygYK76m5IcNL4AAAAAWMfcGQ8gAAAAAIB1gjANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADoJ0wAAAACgkzANAAAAADotOUyrqvtV1fOr6mNVdVFV3VBV11TVF6vqeVU16xhVtWNVfbaqrhrX+XpVHVRVd1vENmxbVR+pqh9U1Y1VdUFVHVZV95pnne7xq2rjqnpXVX27qn5YVZ+qqi3n6Pf5VfXTqnrk6u4HAAAAAHdt6y9DH3sleXeS7yY5NcnlSR6Y5JlJ/i7J71XVXq21NrNCVe2R5KNJbkxyYpKrkuyW5Mgkjx/77FJVOyQ5Jcndk5yU5IokT0ryhiS7VNUurbWbptZZ3fGPS7J7kn9I8pMk+yX5fFVt21r7yUS/D07yliRvbq2d27sPAAAAAKwMyxGmXZghaPpMa+22mcKq+vMkZyd5VoZg7aNj+cZJjk1ya5KdW2tfGctfnyEU27Oq9m6tnbDQwOMssg8k2TDJHq21T47l6yX5yDj2wUmOmFhntcavqgcmeUaSQ1prh49lZ2UI2J42jjPjmCTfSXJ4zwcHAAAAwMqy5Ms8W2untNY+NRmkjeXfyxAuJcnOE1V7JvnFJCfMBFlj+xuTvG58+6LO4XdK8rAkp88EaWNftyX5s/HtC6uqljD+ZuPy7Imys6fqUlXPSbJrkue21m7u3H4AAAAAVpA1/QCCn47LWybKnjQuT56l/ekZLqPcsaru2dH/nH211i7JMGtusyRbLGH8y8fldhPtth+XlyW3z157W5IjW2tndWw3AAAAACvQGgvTqmr9JH88vp0MrrYelxdOr9NauyXJtzJcfrrFdP0s5uxr9M1xudVixx9n2H0iySFV9f6qeleGGXeXJ/nMuOrRGe679vqObQYAAABghVqOe6bN5Ygk/yfJZ1tr/zxRvsm4vGaO9WbKN+0YYzF9LWadfZP8dYaHFGyQZFWSg1pr11fVnhnuCbdTktuq6h1J9kmyUZIzk7y4tXbeQjtSVefMUbXNQusCAAAAcOdYIzPTquqlSV6e5L+S/NGaGOPO1Fq7prX2gtbaL7fW7tta+/3W2jer6r5J3pnkXa21LyR5c5I/SXJohocy3C/JyVW1wVrbeAAAAACWzbLPTKuqA5O8Pcl5SXZprV011WRm5tcmmd1M+dUdwy2mr+Uc/6gkNyR5dVXdO8ODC45vrR2VJFV1fYb7sD07yfvn66i1tt1s5eOMtUd1bAsAAAAAa9iyzkyrqoOSvCPJfyZ54ni/sWkXjMutpivG+6w9JMMDCy7pGHLOvkYPHZeT90dblvGr6vczXM55QGvtuiRbJrlHkq9ONJu5dPPh8/UFAAAAwMqwbGFaVb0qyZFJvpYhSPvBHE1PGZdPnaXuCUk2THJma+2mjmHn7KuqtsgQmF2WOwZjSx6/qjZJ8p4k72utfW6qevIppC7vBAAAAFiHLEuYVlWvz/DAgXMyXNp55TzNT0pyZZK9q2r7iT42SPLG8e27p/rfsKq2qapfm+rrtCTnJ3lCVe0+0X69DPcvS5JjWmttKePP4q3j8uUTZRcnuTnJ0ybKdhuX31igPwAAAABWgCXfM62q9k1yeJJbk3whyUurarrZpa2145KktXZtVR2QIdRaVVUnJLkqww37tx7LT5xa/zFJTs0Qnu08U9hau7Wq9s8w2+ykqjopyeVJdkmyfZIzMsyWy8Q6ixl/cn+fnOR5SXZrrd3+RNDxyZ5HJzm4qk5OclGS/ZNckeTDc/UHAAAAwMqxHA8geMi4vFuSg+Zoc1qS42betNY+XlU7JXltkmdluBzyoiQvS3LU1EyyebXWzqqqRyc5LMlTktwnw6Wdhyc5YrbLNRc7flVtlOTYJB9qrX16liavyTDbb58Mod+ZSQ5srd3Yuz8AAAAA3HUtOUxrrR2a5NBFrHdGkl07265K8nPT3Sbqz0uy15oaf2Kd6/Kz8HC2+psyBIpzhYoAAAAArGDL+jRPAAAAAFiXCdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6CdMAAAAAoJMwDQAAAAA6LUuYVlV7VtU7quoLVXVtVbWq+ocF1tmxqj5bVVdV1Q1V9fWqOqiq7raI8betqo9U1Q+q6saquqCqDquqey3H+FW1cVW9q6q+XVU/rKpPVdWWc/T7/Kr6aVU9cnX3AwAAAIC7tvWXqZ/XJXlEkuuSfDvJNvM1rqo9knw0yY1JTkxyVZLdkhyZ5PFJ9uoduKp2SHJKkrsnOSnJFUmelOQNSXapql1aazctcfzjkuye5B+S/CTJfkk+X1XbttZ+MtHvg5O8JcmbW2vn9u4DAAAAACvDcl3meXCSrZJsnORF8zWsqo2THJvk1iQ7t9ae11p7ZZLfTPKlJHtW1d49g46zyD6QZMMke7bWnt1ae1WSHTKEZY8ft23R41fVA5M8I8nhrbX9WmsvHvdxsyRPm9qkY5J8J8nhPdsPAAAAwMqyLGFaa+3U1to3W2uto/meSX4xyQmtta9M9HFjhhluyQKB3ISdkjwsyemttU9O9HVbkj8b376wqmoJ4282Ls+eKDt7qi5V9ZwkuyZ5bmvt5s7tBwAAAGAFWRsPIHjSuDx5lrrTM1xGuWNV3XMpfbXWLklyYYbAa4sljH/5uNxuot324/Ky5PbZa29LcmRr7ayO7QYAAABgBVque6atjq3H5YXTFa21W6rqW0keniEAO3+xfY2+meHy062SXLyY8Vtr36uqTyQ5ZHzowI1J9s0Qsn1mXPXoDPdde/0C2zunqjpnjqp57z8HAAAAwJ1nbcxM22RcXjNH/Uz5pmuor8Wss2+Ge7M9NcneSVYleXJr7fqq2jPJM5M8L8lt41NNr6qqm6tqVVVt27EfAAAAAKwAa2Nm2orTWrsmyQvG1+2q6r5J3pnkXa21L1TV25L8SZJXZpj59jdJTq6qrcZ7ss03xnazlY8z1h619L0AAAAAYKnWRpg2M/NrkznqZ8qvXkN9Lef4RyW5Icmrq+reGR5ccHxr7agkqarrM9yH7dlJ3t/RHwAAAAB3YWvjMs8LxuVW0xVVtX6ShyS5JcklS+lr9NBxOXl/tGUZv6p+P8k+SQ5orV2XZMsk90jy1YlmM/dBe/h8fQEAAACwMqyNMO2UcfnUWeqekGTDJGe21m5aSl9VtUWGwOyy3DEYW/L4VbVJkvckeV9r7XNT1ZNPId1g3q0HAAAAYEVZG2HaSUmuTLJ3VW0/U1hVGyR54/j23ZMrVNWGVbVNVf3aVF+nZXji5xOqaveJ9uslefP49pjWWlvK+LN467h8+UTZxUluTvK0ibLdxuU3FugPAAAAgBVgWe6ZVlVPT/L08e2DxuXjquq48b+vbK29Iklaa9dW1QEZQq1VVXVCkquS7J5k67H8xKkhHpPk1Azh2c4zha21W6tq/wyzzU6qqpOSXJ5klyTbJzkjyZGTHS1y/Ml9fXKGJ3fuNj6YYKbf66vq6CQHV9XJSS5Ksn+SK5J8eK7+AAAAAFg5lusBBL+ZZN+psi3GVzJcavmKmYrW2seraqckr03yrAyXQ16U5GVJjpqaSTav1tpZVfXoJIcleUqS+4zjHZ7kiNku11zs+FW1UZJjk3yotfbpWZq8JsNsv30yhH5nJjlwoSd5AgAAALAyLEuY1lo7NMmhq7nOGUl27Wy7KknNU39ekr3W1PgT61yX4QEFc9XflOSg8QUAAADAOmZt3DMNAAAAAFYkYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdFqrYVpV/UpVvb+q/ruqbqqqS6vqbVX1C6vZz33H9S4d+/nvsd9fWY6xq2q9qjqoqi6oqh9X1VlV9eQ5+t127O/A1dkHAAAAAO761lqYVlVbJjknyf5Jzk5yZJJLkvxpki9V1f06+7lfki+N61089nP22O85VbXFMox94NjmsiTvTfJLSf6pqh4x1e/dkrw/yVlJju7ZfgAAAABWjrU5M+1dSR6Q5KWttae31l7dWntShtBq6yR/2dnPm5JsleRvW2u7jP08PUMw9oBxnKWO/aIkp7bWntJae3mSnTJ8di+Yandwkt9I8rzWWuvcfgAAAABWiLUSpo0zw56S5NL8/AyuQ5Jcn+SPqureC/SzUZI/GtsfOlX9zgwzyX53cnbaIsfeLMMMtiRJa+1bSa4cy2f6fWiSw5O8obX2zfm2GwAAAICVaW3NTHviuPyX1tptkxWttR8nOSPJhkkeu0A/j01yryRnjOtN9nNbkn+eGm+xY1+eZLuZN1W1WZL7ZwjrUlWV5H1J/iPD7DYAAAAA1kFrK0zbelxeOEf9zMyurdZAP4tZ55gkT66qf6qqtyQ5LUnLcP+0JHlJkh2S7N9au3WBbQYAAABghVp/LY27ybi8Zo76mfJN10A/i1nnqAyf1QuS/HaS85O8oLX2taraPMlfJfmL1tp5VfWiJK9K8qsZgrlXtdY+scB+pKrOmaPqEeeff3622267OapXlm9+/1trexP+V9nuH9eN/2/grsax7M7neAZrhuPZncuxDNYMx7I717pyLDv//POTZPPFrLu2wrQVZbwc9C3ja9qxSS5KckRVPT3Dww3eneSjSV6Y5KNV9cjW2n8scvhbb7jhhmu++tWvXrrI9Vm6bcblf63VrViEr37nR2t7E4C7jhV7LEscz4A7WLHHM8cyYIJj2dq3eZJrF7Pi2grTZmZ/bTJH/Uz51Wugn+UaO1X1/CQ7J3lMa+2WqnplhmDtJa21VlX/luFhB69M8sfz9dVaWzei3XXQzKxBPyNgJXMsA9YVjmfAusCxbGVbW/dMu2BcznVPtIeOy7nua7aUfpZl7Kp6cIaZam9urZ07Fj8sybmttZYkrbXrx/EePl9fAAAAAKwMaytMO3VcPqWq7rANVXWfJI9P8pMk/7ZAP/+W5IYkjx/Xm+xnvQyzwibHW86xj0nynSSHT5Xfc+r9Bgv0AwAAAMAKsVbCtNbaxUn+JcP1qS+Zqj4syb2THD/O7EqSVNU2VbXNZMPW2nVJjh/bHzrVz4Fj///cWrtkKWNPq6rnJNk1yXNbazdPVJ2X5AlVtfHYbosk2yb5xlx9AQAAALBy1HhF4p0/cNWWSc5M8oAkn8jwhMwdkjwxwyWWO7bWfjjRfubSyZrq535jP1slOSXJ2Rkut9wjyQ/Gfi5eythT6z4wQzh2XGvtFVN1u4/9fSNDYPfMJL+SZCkPIGAtcy07sC5wLAPWFY5nwLrAsWxlW1uXec7MENs+yXEZgqyXJ9kyyduTPHauMGuWfn6Y5HFJjkry62M/OyT5QJLtpoO0ZRj76CRXJXn9LP1+MskLktwrw8y465M8U5AGAAAAsG5YazPTAAAAAGClWWsz0wAAAABgpRGmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRoAAAAAdBKmAQAAAEAnYRrdqqpV1aq1vR30q6pDx5/bzquxzqqqamtws4Apsx1fF/P9XY3xLq2qS5e7X4C1rap2Ho+dh67tbQFg3SVM43Z+uVr7BFnAmlBVR1fVrVX1gLW9LQAA3LmqavPxDw3Hre1tWVcI0wBgHVZVleTpSb7YWvvB2t4eAABY6YRpALBue0ySX07ysbW9IQAAsC4Qpq3jquoPqur0qrqmqm6oqv+oqtdU1T0n2uw8Xlq4WZLNxumfba5poFV1/6p6b1V9t6puqqpvVNX+82zD71bVZ6vqyrH9xVX1N1W16SxtLx1fG1fV347//dP57ntRVY8dt3XOXxSr6vxx7Psudtsm2p9RVddX1VVV9fGq2qaqjhu3YfNZ1tmhqk6qqu9V1c1VdUVVvaeqfnmizebjz2Cn8f3kz2DVRLsnjp/9eVV17fgz/c+qOqSqNphr/8d1962qc8d1flBV76+qB823zhz73/uz/I2q+sfxZ3hTVf1PVX21qt5WVXdfnXHhrmZyqnxVbVVVJ47fq9vGY+p6VfXCqvpyVV03HjO+XFUvqqol/dtbVb9dVZ+qqm+P363vVdW/VdUhc6zyjHH58Vn62qSq3llV36mqG8djy0urqqbazXsPoprlNgFVtd+4zn7jsWtVVf14PHZ9pqoeNks/D6yqt1TVBeNndvX438dV1RY9nw9w11JVu1fV5+tn543/XVWnVdWLp9o9tKr+fjwe3Ty2+/uqeugc/T6wqt5XVd8fz22+VlX7zrMd21XV26vq38dzuBur6ptV9daq+oXl3m9gZajhd7lWVafO0+Y/avid9JfG96t9nldV+4y/C838LnZ8Vf1yzXKbn8lzqDn6mvdeu1X17Ko6a9y2S8fzt2+NTfetO/6uOesYLGz9tb0BrDlV9aYkr0lyZZIPJ7kuye8leVOS362qp7TWbk5yaZLDkhw0rvq2iW6+NtXtpknOSHJzkpOS3DPJXkneX1W3tdY+OLUNhyQ5NMlVST6d5AdJfiPJK5LsWlWPa61dOzXGPZKckuS+Sf4lybX52Zf/57TW/q2qLhj7u19r7YdT2/CYJNsk+Whr7arFbltV7Z3hc7wxyUeSfDfJjkm+lOTfZ9u2qnpukvcmuSnJJ5NckeShSZ6fZLeqemxr7fIkV2f4GeyXIdQ8bKKbSyf++1XjvpyZ5DNJNkjy+HE/dq6qJ7fWbp1lUw5O8pQkJyY5OclvJdl/XGeH1tr/zLb9U/vS/XlV1W8kOStJG/f7W0nbBlNHAAAQvklEQVQ2TvLrSV6c5HVJfrrQmLACbJnh//ULk3woyb0yHLOOT/LsDN/5v8vwXXhGkndl+P7ts5jBquqpGb7712b4bn0nw7HyYRm+W4fNstozkpzbWrt0qvweST6X4bh+wvj+WUnenmTrJC9ZzDbO4mlJ9kjyT0mOSbJtkl2TPLqqtm2tXTnu24YZ/n3ZMsm/JvlUkspwTNwjw785lyzTNgF3gqr6kyTvSfK9DN/pK5M8IMP5w/4ZjompqkdnOB7dJ8Ox7bwM5zvPSbLHeH7z5Yl+75/hXGiLJF8cX7+U4RjzL3NszgEZjoenjWOtl2S7JC9L8nvj+dCPl2vfgZWhtfZfY5D2xKraqrV24WR9Ve2Y5P9k+F3yu2Pxap3nVdWfJXlzkh8l+WCSa5L8TobznmuWeZdePvb9qSSnJtkkyaoM53t/muH31sk/sE7/vk+v1prXOvhK8rgMX+rLkzxoonz9DF+sluTPp9a5NMml8/TZxtffJbnbRPm2SW5Jct5U+yeO7c9MsulU3X5j3ZGzbEPLcJJz79XY39eM6x04S93RY91ui922DCd3P8oQij1iqv0RE5/N5hPlW2UIHS9K8uCpdXZJcmuSj02Vrxq+lnPu5xZJapbyvxjH/8Op8kPH8puTPHKq7six7n0LbcMiPq+3jmV7zLKtv5BkvbX9HfHyWsoryeYT3/s3TdX937H8q0k2mii/d5KvjHXPnlqnJVk1VTbz/d15ouyjY9kjZtmm+89S9vCx/eumymeOtV9Mcs+J8vsmuXise8JE+c5j2aFzfB6XZurfj4ljwy1Jdpmq+6ux7s8mynabPpZM1N0jyX3W9s/dy8tr9V5Jzslw7vSAWeruPy4ryfnj93+fqTZ/OJb/1+S5Q4Y/VM52Hrl9hj/W/dzxKkMwf7dZtuN5Y/tXre3Py8vLa+28kuw5HgfeMkvdcWPd74zvV+s8L8Pvbz9N8j9JfnWivJL848z55NSYM+dQ+82xvfOdN16fqd/7xvrNx/rj1vbnva68XOa57nruuHxja+17M4WttVsypNW3ZZgdtbp+kuRlbWL2U2vtvAyp+sOqaqOJti8dlwe01q6e7KS1dlyGFHyu2Rkvb61dvxrbdXyGfbrD9P6qukeSvTPMovqnJWzbHhnS/A+11qZnob0xw8yyaS9Kcvckf9pa+87UGJ/P8JfX3arqPgvt3MR6l7TxaDjlyHH5u3Osenxr7dypskMz/CXk2TVx2e8cFvuzvGG6oLX2o9babQuMByvF9/Pzs8Fmjr+vbq1dN1M4HtNeNb5dzPF30mzfrStnaTdziedcl8G/prV200QfV2UI55Nh1shyOGE85k1677h8zCztZ9u3m5sZI7BS3ZJZZqNPHLN2zDAL7UuttQ9NtTkxQ+i/dYbZHqnhVhH7JPlxhnOZyfZfyTBL+Oe01i5rs8/ef3+G2b5znUMB676PZ7jqaL+64+2QNk3yBxn+0Pi5sXh1z/OenWFCyztaa1dMtG9JXp1hgsVyeu8sv/exBrjMc931qHF5ynRFa+3Cqvp2kodU1SattdWZWvrN9vOXZSbDFNdkmHU0c1B5XIaTp72qaq9Z1rlHkl+c5dLMG5N8fTW2Ka21b1fV55P8znjZ0Hlj1W4ZZlocOQaJM1Z32x45ln9xlrGvq6qvZZi5Melx43Kn8fKFaQ9IcrcMM9jOWXAnk1TVvTNMz33GuN59MvxVY8aD51j1tFm2+5pxu3fKcInYfFN8V/fzOnHczo9X1UkZ/vE5o7V28Xz7ByvQv0+GUaNHZQj3V83S/rQMJ02PnKWux4eSPDPJWVV1Yobp+2e01r49R/tnZDhuf2OWulsyzDadtmpcLnYbp31llrLJfzNmnJbhstVXV9Wjknw2wx9qvjbHL8DAXd+HMsxWP6+qTsjwPT+j3fH2EnOes06U/1aGY9LpGYK3DZN8YY5z2FWZ+uNqcnsI94IMf2TdNsOlT5MTC+Y6hwLWca21W6rq2CRvyHDLiw+PVX+U4RYe752Y0LC653nz/R55WVVdkWHW2HI5exn7Yh7CtHXXJuPyu3PUfzfJr2WYbbU6YdpsM7CS4ZeyZAiHZtwvw/9jhyzQ50ZJJsO0H8wx+2ohx2W4Pnzf/OyvAjMnUx+caru62zbzeX5/jnazld9vXL6yY4wFjSeBp2SYyfGfGQKr/8nP/tp7SIZ72PVuXzLcwyT52f7NZbU+r9ba2VX120lem2Ha9B+N+3BBksNaa/+4QD+wUnxvlrJNklzVhntS3sF4sjZzz6DV1lr7f1X1tAwzjJ+b4RfDVNU5GWaZ/etM26raLMMJ31/P0d2Vc4RUvceFXj/378b4OSQT/2a01q6tqsdmmOm3e342S+TKqnpXhpnW7rUIK0hr7W/HY96LM8xyPyhJq6rTkrxynEnWc86aDOesycLnZLMdl5PhvOkZGe69+Imx3cwfQw7K3OdQwP8O783wu8sL8rMw7U8y3C7nAxPtVvc8r+f3yM0Xv9k/Z65jIMtMmLbumgnIHpRhWur/397dx8hVlXEc/z7QljehdaFgUVo0DUUrgqFELW1ZqhBK0AWpmqilBGPEEBLDH41ibRoTRUUxVoIaozbYFqsG6MsiaisE2wKxkTah2kJftgptQgOFSl9QyeMfz7nu7OmdmTu708Juf5/k5rZzz9x7Z2bnmXPPPec5uTFZuSN1Dse5e0fTkn31pyENYhjTPuCzZnY70QA0g+g5kg/NbPXcit54Z9XZXvZ48d6OrNObr1VdREPaQnfvM/wqzSzTqKGr3nkXs3k2+zto+bN098eBa1JX6YuBq4BbgSVmtsfdVzXcgcjgUBavXgE6zGx43vhjZsOAM+iNKa0f0L0b6E49VT9AJPj/IrDSzN5f0zO3GOJ5f51dnWFmx5c0qJXFhWJodr16wyjq32ypLPWw+5xFS9t7gOnERAjziB4kXxvoMUTk6HL3e4F703CpyURsugn4vZmdT986a5m8zlqsm9Vt/s/MJqXjrgJm1I5WSDPvzan2akRkqHL3581sOXBdik0dxMQDS7PetK3W82qvI8tGCpTFsrr1rhRLG76UJtulTZQzbegqxkl35hvMbDzwDmBHlv/qdfr2LBuoJ4C3mtnENu6zLnc/SMyyeTbwEXrHp+e90vpzbsX7OSXfkPLEXVTnGABTKx4D0ph5Myv7HManddmF8WVN9nvYdjMbSZz3ISLxbyP9/izd/TV3X+fu8+jNvdbV6n5EBpGniN/XaSXbphFx9q8DPYi773f3P7n7bcQszSOIGwiF64Bd1O/uP4y4sM11pnVtvo29aX1OXjj9prSrFxsQeUTcfZO7/5DocQxwbTuPISJHl7u/7O4PufvnidEEHURMrFtnTS5P6yJubiZy+F6U6jK5sv0UdajlWdoPiBuVJzU7fxE5JtyT1l8geqVBzEhcq9V6XqPryHGU1K1oUO8iJlrpj+LmaTuv949pakwbun6e1nPNbHTxYGqk+S7x2f8se86LRN6rdlUoiqT4PzWzs/ONZnZKGtLTTgvT+oa0/JfyRLStntsy4i7EZ8zswqz4XHqHHtS6mxiC+X0zO6/kGCPSUMhaxXDXsSX760nrzmw/7yKmWm5klpnl+Y/mExfA95XkfMq19H6Z2eQ6f0fFnZcDTY4nMpgV8fcOMzu5eDD9+1vpv3n8rcTMpqW7nrk+360U9y8FHmwybP6OLNFuBxHToO+Qhs3EndUuMzuzpvxJwIKWX0gJM5toZmV3ZxU3RAYpM7s89TTNFXHkAJEbcQswxcxmZs+fSdyUfIaUbyj1BFlM5I2dn5WfRPmESD1p3ZmVP5OY9V1EBGA1EW9mExMPbHH3R7IyrdbzlhDXpLea2Tk15Y2Y3byscWs90Tvt09kxOqifvqOZvUSvtbLrTOkHDfMcotx9nZl9h+i2/nRKAr+f6LXwXqJCcmf2tNXAJcDDZvYYkUdio7uv6Oc5rDazLxNB4lkzewjYQeTVGkf0llpDDP9rC3dfa2ZbgU8QM2mucPcXBnpuKZfPLcSsoevM7NdEDo/JwIVEssnL6O2Si7tvNrObiIC7ycweJoLzcCKITSVynp1fc2qr07nfn87pILDT3X8JrAC2AreZ2QXEXY6xxBCvbhoHxt8Ba2vOe0paeohZZBrqx2c5B5huZn9O5V4FJhJ/f3vpnclPZMhx9yVm1kVUwjaZ2YNE5eVa4J3EcIHS2eYqWAC83czWEt/ffxPDqKcDO4FfpXJdROWs3iyeELHgBOI3YjkRm2YSQ6rucffHal7Tf8zsB8Qwy6fM7AGiDnEF0fttVz9fT60rgDvN7HEiVr5A9KLuImJr/pslIm9+DwCvmtkTRMwyov5zCTH50ip3dzObDfwRWGpmy4gG/AlE3PwXcEM2E/jtwIeBL6UGtDVE7PoUMXnJx7Lz+AvRaPdxM1uXyp9F1Eu20J4YJiKDXIpHPwbuSg8dds3Saj3P3beZ2TxiFMFGiwmkXiHqPR3ARuB92TF2m9liIu/0BjPrBk4DriYmYml5kqg0ad6TwNS072eI3mrL3b2lyf8kcXctQ3ghZixaQ1REDhHjtL8KnFhS9hTgR8BzROu5E/m5iu0OPFrnOAvT9nNLtk0hhl/uIi789hAzR94FTMrK9gA9A3zNc9O5OHB9k7KVzy2Vn0HMfneAaBRaRjSGrUzHG1XynAvS+7OTaKB8iZhA4CfA9Kzs8USg3U70auvznhNdfRcTM94dTJ/nHOKi9rDPh7hj68Sd2BvTazuYXucvgDEl5/soabbm/r5fwJVp/38jfiz2E5XVBcC4N/p7oUXLQBciUWyfGJltP45IuL0+xYsDxIXjLUT+wbx8w+9vzWOfBO4DniUaqfelePINYHRNue4Ua4bVOb+etIwkemU8n+LT34nh2FbyHCMa37el7/8/iLujJ1MSu1PMceDGOueQx7d3p1iyPsWW19J+fwtMfqM/cy1atLS+ADcTDWrbUxx8ibgZOAc4NSs7gbhpuZuoA+0GFgET6uz7bcQNyz2pbrMhxZ3OFF/mZ+U7iCFcPUSdeBtR5yqNYVq0aDk2F2Km8ddTXDm9TpmW6nnpObNS/DuU4tYiIj3R08DLJeVPIG4kPpfqXVuBr1Dhuq/BaxtPdNB4kbhRWbeepqX5YulNFZF+SkNntwMj3H1Ms/IiIkeSmZ1KVNKWuvvsZuVFREREJJhZJ/AIsMjdZx3hY51GzOa5wd0/dCSPJe2nnGkiFZnZqNox6+kxI3rCjaXxcCoRkaPlauJupmKSiIiISGuK2X3vbtcOzWy0mQ3PHhsGfA84EdXZBiX1TBOpyMyuApYCfyCGA7wF+CAxI+Y/iWGOh+VnExERERERkTenlI/6GiIP7fXASnf/aBv3fzPwdWAVcd1YzGZ8HjFEfbK7H2zX8eTo0AQEItVtIXKjXUr0/BhGjGFfAHxTDWkiIiIiIiKDzsVEDsV9wG+IfGjt9CSRx3wacHp6bAeR8/bbakgbnNQzTUREREREREREpCLlTBMREREREREREalIjWkiIiIiIiIiIiIVqTFNRERERERERESkIjWmiYiIiIiIiIiIVKTGNBERERERERERkYrUmCYiIiIiIiIiIlKRGtNEREREREREREQqUmOaiIiIiIiIiIhIRWpMExERERERERERqUiNaSIiIiIiIiIiIhWpMU1ERERERERERKQiNaaJiIiIiIiIiIhUpMY0ERERERERERGRiv4Hh3jMPcCD1ZAAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ]
          },
          "metadata": {
            "image/png": {
              "width": 617,
              "height": 372
            },
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}