Simple_Petrpphysical_Workflow/3_Read_LAS_Chartbook_Porosity.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
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      "source": [
        "<a href=\"https://colab.research.google.com/github/Philliec459/Open-Source-Petrophysics/blob/main/Simple_Petrpphysical_Workflow/3_Read_LAS_Chartbook_Porosity.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "N4ioXo_48F7-"
      },
      "outputs": [],
      "source": [
        "using_colab = True"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "-uymRfkt8F7_",
        "outputId": "d1cccc81-e56a-4107-9983-9d111ea768d0"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "--2024-08-31 17:55:33--  https://github.com/Philliec459/Open-Source-Petrophysics/raw/main/Simple_Petrpphysical_Workflow/HW-10.las\n",
            "Resolving github.com (github.com)... 140.82.121.3\n",
            "Connecting to github.com (github.com)|140.82.121.3|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/Philliec459/Open-Source-Petrophysics/main/Simple_Petrpphysical_Workflow/HW-10.las [following]\n",
            "--2024-08-31 17:55:33--  https://raw.githubusercontent.com/Philliec459/Open-Source-Petrophysics/main/Simple_Petrpphysical_Workflow/HW-10.las\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 26785 (26K) [text/plain]\n",
            "Saving to: ‘HW-10.las’\n",
            "\n",
            "HW-10.las           100%[===================>]  26.16K  --.-KB/s    in 0s      \n",
            "\n",
            "2024-08-31 17:55:33 (109 MB/s) - ‘HW-10.las’ saved [26785/26785]\n",
            "\n",
            "--2024-08-31 17:55:33--  https://github.com/Philliec459/Open-Source-Petrophysics/raw/main/Simple_Petrpphysical_Workflow/data.ZIP\n",
            "Resolving github.com (github.com)... 140.82.121.4\n",
            "Connecting to github.com (github.com)|140.82.121.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/Philliec459/Open-Source-Petrophysics/main/Simple_Petrpphysical_Workflow/data.ZIP [following]\n",
            "--2024-08-31 17:55:34--  https://raw.githubusercontent.com/Philliec459/Open-Source-Petrophysics/main/Simple_Petrpphysical_Workflow/data.ZIP\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 55684 (54K) [application/zip]\n",
            "Saving to: ‘data.ZIP’\n",
            "\n",
            "data.ZIP            100%[===================>]  54.38K  --.-KB/s    in 0.004s  \n",
            "\n",
            "2024-08-31 17:55:34 (12.7 MB/s) - ‘data.ZIP’ saved [55684/55684]\n",
            "\n",
            "Collecting lasio\n",
            "  Downloading lasio-0.31-py2.py3-none-any.whl.metadata (9.8 kB)\n",
            "Requirement already satisfied: numpy in /usr/local/lib/python3.10/dist-packages (from lasio) (1.26.4)\n",
            "Downloading lasio-0.31-py2.py3-none-any.whl (47 kB)\n",
            "\u001b[2K   \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m47.4/47.4 kB\u001b[0m \u001b[31m2.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hInstalling collected packages: lasio\n",
            "Successfully installed lasio-0.31\n",
            "Archive:  data.ZIP\n",
            "   creating: data/\n",
            "  inflating: data/TNPH_1pt0.xlsx     \n",
            "  inflating: data/TNPH_1pt19.xlsx    \n",
            "  inflating: data/CNL_1pt0.xlsx      \n",
            "  inflating: data/CNL_1pt1.xlsx      \n"
          ]
        }
      ],
      "source": [
        "if using_colab:\n",
        "\n",
        "    !wget 'https://github.com/Philliec459/Open-Source-Petrophysics/raw/main/Simple_Petrpphysical_Workflow/HW-10.las'\n",
        "    !wget 'https://github.com/Philliec459/Open-Source-Petrophysics/raw/main/Simple_Petrpphysical_Workflow/data.ZIP'\n",
        "    #https://github.com/Philliec459/Science-and-Technology-Society-Use-of-NASA-STELLA-Q2-Spectrometer/raw/main/STELLA_brief_ver2_backyard_grass_shoreline.ipynb\n",
        "    #https://github.com/Philliec459/Science-and-Technology-Society-Use-of-NASA-STELLA-Q2-Spectrometer/raw/main/data_white_grass_shade_whiteshade.xlsx\n",
        "    #https://github.com/Philliec459/Science-and-Technology-Society-Use-of-NASA-STELLA-Q2-Spectrometer/raw/main/data_white_FullSun.xlsx\n",
        "\n",
        "    !pip install lasio\n",
        "\n",
        "    !unzip data\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "3aNX1LFe8F7_"
      },
      "source": [
        "# Reservoir Characterization Workflow: Read in LAS Well Log Data\n",
        "\n",
        "\n",
        "We have used the new hierarchical carbonate reservoir benchmarking case study created by Costa Gomes J, Geiger S, Arnold D to be used for reservoir characterization, uncertainty quantification and history matching(1)\n",
        "\n",
        "## Explore well log data using Andy McDonalds methods dicussed in his Petrophysical Python Series\n",
        "\n",
        "\n",
        "1.  Costa Gomes J, Geiger S, Arnold D. The Design of an Open-Source Carbonate Reservoir Model. Petroleum Geoscience,\n",
        "    https://doi.org/10.1144/petgeo2021-067\n",
        "\n",
        "\n",
        "\n",
        "---\n",
        "\n",
        "## Python Requirements:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "id": "oRcFHPRM8F8A"
      },
      "outputs": [],
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "from matplotlib import gridspec\n",
        "import lasio\n",
        "import math"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pH7nkgG38F8A"
      },
      "source": [
        "## Uncomment the Costa HW Well that you want to evaluate:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "id": "Wj0FpkHy8F8A"
      },
      "outputs": [],
      "source": [
        "#las = lasio.read(\"HW-3.las\");elev_meas_ref = 160\n",
        "#las = lasio.read(\"./data/HW-4.las\");elev_meas_ref = 29\n",
        "#las = lasio.read(\"./data/HW-5.las\");elev_meas_ref = 36\n",
        "#las = lasio.read(\"./data/HW-6.las\");elev_meas_ref = 49\n",
        "#las = lasio.read(\"./data/HW-7.las\");elev_meas_ref = 367\n",
        "#las = lasio.read(\"./data/HW-8.las\");elev_meas_ref = 416\n",
        "#las = lasio.read(\"./data/HW-9.las\");elev_meas_ref = 492\n",
        "las = lasio.read(\"HW-10.las\");elev_meas_ref = 397\n",
        "#las = lasio.read(\"./data/HW-24.las\");elev_meas_ref = 426\n",
        "#las = lasio.read(\"./data/HW-25.las\");elev_meas_ref = 386\n",
        "#las = lasio.read(\"./data/HW-26.las\");elev_meas_ref = 375\n",
        "#las = lasio.read(\"./data/HW-27.las\");elev_meas_ref = 453\n",
        "#las = lasio.read(\"./data/HW-28.las\");elev_meas_ref = 430\n",
        "#las = lasio.read(\"./data/HW-29.las\");elev_meas_ref = 466\n",
        "#las = lasio.read(\"./data/HW-30.las\");elev_meas_ref = 590\n",
        "#las = lasio.read(\"./data/HW-31.las\");elev_meas_ref = 417\n",
        "#las = lasio.read(\"./data/HW-32.las\");elev_meas_ref = 441\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "aH2L6KhY8F8A",
        "outputId": "579d322e-e24a-4274-aa8d-721f6ef0825a"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "               GR        RHOB        NPHI   DT        PHIE          RT  \\\n",
              "count  381.000000  381.000000  381.000000  0.0  381.000000  381.000000   \n",
              "mean    12.346719    2.410236    0.187402  NaN    0.182047    4.944278   \n",
              "std      6.704469    0.165094    0.079996  NaN    0.092130    9.043167   \n",
              "min      5.370000    2.250000    0.020000  NaN    0.000000    0.220000   \n",
              "25%      8.610000    2.290000    0.150000  NaN    0.140000    0.440000   \n",
              "50%      9.390000    2.330000    0.230000  NaN    0.230000    1.030000   \n",
              "75%     11.980000    2.480000    0.250000  NaN    0.250000    2.670000   \n",
              "max     33.940000    2.750000    0.270000  NaN    0.270000   38.180000   \n",
              "\n",
              "               SW          SO    CORE_POR   CORE_PERM         DEPT  \n",
              "count  160.000000  160.000000  311.000000  311.000000   381.000000  \n",
              "mean     0.669063    0.330937   23.070740   12.134534  8535.000000  \n",
              "std      0.161995    0.161995    4.518222   33.281485    55.064735  \n",
              "min      0.380000    0.000000    8.710000    0.040000  8440.000000  \n",
              "25%      0.540000    0.200000   21.075000    1.365000  8487.500000  \n",
              "50%      0.670000    0.330000   24.830000    2.770000  8535.000000  \n",
              "75%      0.800000    0.460000   26.325000    5.950000  8582.500000  \n",
              "max      1.000000    0.620000   31.800000  345.340000  8630.000000  "
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>GR</th>\n",
              "      <th>RHOB</th>\n",
              "      <th>NPHI</th>\n",
              "      <th>DT</th>\n",
              "      <th>PHIE</th>\n",
              "      <th>RT</th>\n",
              "      <th>SW</th>\n",
              "      <th>SO</th>\n",
              "      <th>CORE_POR</th>\n",
              "      <th>CORE_PERM</th>\n",
              "      <th>DEPT</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>381.000000</td>\n",
              "      <td>381.000000</td>\n",
              "      <td>381.000000</td>\n",
              "      <td>0.0</td>\n",
              "      <td>381.000000</td>\n",
              "      <td>381.000000</td>\n",
              "      <td>160.000000</td>\n",
              "      <td>160.000000</td>\n",
              "      <td>311.000000</td>\n",
              "      <td>311.000000</td>\n",
              "      <td>381.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>12.346719</td>\n",
              "      <td>2.410236</td>\n",
              "      <td>0.187402</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.182047</td>\n",
              "      <td>4.944278</td>\n",
              "      <td>0.669063</td>\n",
              "      <td>0.330937</td>\n",
              "      <td>23.070740</td>\n",
              "      <td>12.134534</td>\n",
              "      <td>8535.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>6.704469</td>\n",
              "      <td>0.165094</td>\n",
              "      <td>0.079996</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.092130</td>\n",
              "      <td>9.043167</td>\n",
              "      <td>0.161995</td>\n",
              "      <td>0.161995</td>\n",
              "      <td>4.518222</td>\n",
              "      <td>33.281485</td>\n",
              "      <td>55.064735</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>5.370000</td>\n",
              "      <td>2.250000</td>\n",
              "      <td>0.020000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.220000</td>\n",
              "      <td>0.380000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>8.710000</td>\n",
              "      <td>0.040000</td>\n",
              "      <td>8440.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>8.610000</td>\n",
              "      <td>2.290000</td>\n",
              "      <td>0.150000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.140000</td>\n",
              "      <td>0.440000</td>\n",
              "      <td>0.540000</td>\n",
              "      <td>0.200000</td>\n",
              "      <td>21.075000</td>\n",
              "      <td>1.365000</td>\n",
              "      <td>8487.500000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>9.390000</td>\n",
              "      <td>2.330000</td>\n",
              "      <td>0.230000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.230000</td>\n",
              "      <td>1.030000</td>\n",
              "      <td>0.670000</td>\n",
              "      <td>0.330000</td>\n",
              "      <td>24.830000</td>\n",
              "      <td>2.770000</td>\n",
              "      <td>8535.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>11.980000</td>\n",
              "      <td>2.480000</td>\n",
              "      <td>0.250000</td>\n",
              "      <td>NaN</td>\n",
              "      <td>0.250000</td>\n",
              "      <td>2.670000</td>\n",
              "      <td>0.800000</td>\n",
              "      <td>0.460000</td>\n",
              "      <td>26.325000</td>\n",
              "      <td>5.950000</td>\n",
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              "      <td>0.270000</td>\n",
              "      <td>38.180000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.620000</td>\n",
              "      <td>31.800000</td>\n",
              "      <td>345.340000</td>\n",
              "      <td>8630.000000</td>\n",
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              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    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",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\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",
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              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"df_log\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"GR\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 130.55367404526734,\n        \"min\": 5.37,\n        \"max\": 381.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          12.346719160104987,\n          9.39,\n          381.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"RHOB\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 133.96503490310565,\n        \"min\": 0.16509390262703516,\n        \"max\": 381.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          2.410236220472441,\n          2.33,\n          381.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"NPHI\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 134.64389642230998,\n        \"min\": 0.02,\n        \"max\": 381.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.1874015748031496,\n          0.23,\n          381.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"DT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 0.0,\n        \"max\": 0.0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          0.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"PHIE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 134.64507165697557,\n        \"min\": 0.0,\n        \"max\": 381.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.18204724409448814\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"RT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 132.4519243113744,\n        \"min\": 0.22,\n        \"max\": 381.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          4.944278215223097\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"SW\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 56.35592161133579,\n        \"min\": 0.16199540670171123,\n        \"max\": 160.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.6690625\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"SO\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 56.462643219112294,\n        \"min\": 0.0,\n        \"max\": 160.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          0.3309375\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CORE_POR\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 103.2695769838414,\n        \"min\": 4.518221506337863,\n        \"max\": 311.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          23.070739549839228\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"CORE_PERM\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 148.2920558743109,\n        \"min\": 0.04,\n        \"max\": 345.34,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          12.134533762057877\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"DEPT\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3851.411713408956,\n        \"min\": 55.064734631159354,\n        \"max\": 8630.0,\n        \"num_unique_values\": 7,\n        \"samples\": [\n          381.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 5
        }
      ],
      "source": [
        "df_log = las.df()\n",
        "\n",
        "df_log['DEPT']=df_log.index\n",
        "\n",
        "df_log.describe()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_BqH-WAG8F8B"
      },
      "source": [
        "# Visualising Data Extent (from Andy McDonald):\n",
        "\n",
        "Instead of the summary provided by the pandas describe() function, we can create a visualisation using matplotlib. Firstly, we need to work out where we have nulls (nan values). We can do this by creating a second dataframe and calling .notnull() on our well dataframe.  \n",
        "  \n",
        "As this returns a boolean (True or False) for each depth, we need to multiply by 1 to convert the values from True and False to 1 and 0 respectively."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "r1UxiPcd8F8B"
      },
      "outputs": [],
      "source": [
        "well_nan = df_log.notnull() * 1"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "lij_BUUY8F8B",
        "outputId": "6df0c48f-d8e0-4768-b2b0-72e82c999acb"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "        GR  RHOB  NPHI  DT  PHIE  RT  SW  SO  CORE_POR  CORE_PERM  DEPT\n",
              "DEPT                                                                   \n",
              "8440.0   1     1     1   0     1   1   0   0         0          0     1\n",
              "8440.5   1     1     1   0     1   1   0   0         0          0     1\n",
              "8441.0   1     1     1   0     1   1   0   0         0          0     1\n",
              "8441.5   1     1     1   0     1   1   0   0         0          0     1\n",
              "8442.0   1     1     1   0     1   1   0   0         0          0     1"
            ],
            "text/html": [
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              "  <div id=\"df-3dc23e63-2732-4084-b4a1-fda67c53a17a\" class=\"colab-df-container\">\n",
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              "\n",
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              "      margin-bottom: 4px;\n",
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              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
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              "        document.querySelector('#df-3dc23e63-2732-4084-b4a1-fda67c53a17a button.colab-df-convert');\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",
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              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\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-0e66246d-9c04-46b3-8ec1-3fb665d5542c button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "well_nan",
              "repr_error": "cannot insert DEPT, already exists"
            }
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "well_nan.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 889
        },
        "id": "PiwRfcc78F8C",
        "outputId": "775f767d-2fa0-4179-eac9-93b66d75178a"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-8-3bfd8af843f0>:4: MatplotlibDeprecationWarning: Auto-removal of overlapping axes is deprecated since 3.6 and will be removed two minor releases later; explicitly call ax.remove() as needed.\n",
            "  ax1 = plt.subplot2grid((1,10) , (0,0), rowspan=1, colspan = 1)\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x1000 with 10 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "fig = plt.subplots(figsize=(8,10))\n",
        "\n",
        "#Set up the plot axes\n",
        "ax1 = plt.subplot2grid((1,10) , (0,0), rowspan=1, colspan = 1)\n",
        "ax2 = plt.subplot2grid((1,10) , (0,1), rowspan=1, colspan = 1)\n",
        "ax3 = plt.subplot2grid((1,10) , (0,2), rowspan=1, colspan = 1)\n",
        "ax4 = plt.subplot2grid((1,10) , (0,3), rowspan=1, colspan = 1)\n",
        "ax5 = plt.subplot2grid((1,10) , (0,4), rowspan=1, colspan = 1)\n",
        "ax6 = plt.subplot2grid((1,10) , (0,5), rowspan=1, colspan = 1)\n",
        "ax7 = plt.subplot2grid((1,10) , (0,6), rowspan=1, colspan = 1)\n",
        "ax8 = plt.subplot2grid((1,10) , (0,7), rowspan=1, colspan = 1)\n",
        "ax9 = plt.subplot2grid((1,10) , (0,8), rowspan=1, colspan = 1)\n",
        "ax10 = plt.subplot2grid((1,10), (0,9), rowspan=1, colspan = 1)\n",
        "\n",
        "\n",
        "\n",
        "columns = well_nan.columns\n",
        "axes = [ax1, ax2, ax3, ax4, ax5, ax6, ax7, ax8, ax9, ax10]\n",
        "\n",
        "for i, ax in enumerate(axes):\n",
        "    ax.plot(well_nan.iloc[:,i], well_nan.index, lw=0)\n",
        "    #ax.set_ylim(3000, 0)\n",
        "    ax.set_ylim(max(las[\"DEPT\"]),min(las[\"DEPT\"]))\n",
        "    ax.set_xlim(0, 1)\n",
        "    ax.set_title(columns[i])\n",
        "    ax.set_facecolor('whitesmoke')\n",
        "    ax.fill_betweenx(well_nan.index, 0, well_nan.iloc[:,i], facecolor='red')\n",
        "    # Remove tick labels from each subplot\n",
        "    if i > 0:\n",
        "        plt.setp(ax.get_yticklabels(), visible = False)\n",
        "    plt.setp(ax.get_xticklabels(), visible = False)\n",
        "\n",
        "ax1.set_ylabel('Depth', fontsize=14)\n",
        "\n",
        "plt.subplots_adjust(wspace=0)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "YxlgpXb-8F8C"
      },
      "source": [
        "# **Depth Plots**\n",
        "\n",
        "## Assign log curves from las file:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "id": "CtIDVGXMk1PC"
      },
      "outputs": [],
      "source": [
        "deptharray  = las['DEPT']\n",
        "DEPT        = las['DEPT']\n",
        "GR          = las['GR']\n",
        "CNL         = las['NPHI']\n",
        "RHOB        = las['RHOB']\n",
        "porden      = (2.71-RHOB)/(2.72 - 1.1)\n",
        "Phie        = las['PHIE']\n",
        "gr          = las['GR']\n",
        "ild         = las['RT']\n",
        "perm        = las['CORE_PERM']\n",
        "cpor        = las['CORE_POR']/100"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "id": "7Qa4icv58F8C",
        "outputId": "71048d44-8632-4b6e-c88f-290b5471007f",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1200 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "fig = plt.figure(figsize=(12,12))\n",
        "wellname=las.well.well.value\n",
        "fig.suptitle('Well Log Data fo: %s'%wellname, fontsize=22, color='blue')\n",
        "fig.subplots_adjust(top=0.94, wspace=0.05, hspace =0.1)\n",
        "\n",
        "gs = gridspec.GridSpec(1, 3)\n",
        "ax0 = fig.add_subplot(gs[:,0])\n",
        "ax1= fig.add_subplot(gs[0,1])\n",
        "ax2 = fig.add_subplot(gs[0,2])\n",
        "\n",
        "y=np.array(deptharray)\n",
        "\n",
        "# Porosity Logs\n",
        "ax0.plot(GR, y,  '--',  color = 'green', lw=2, label= 'GR')\n",
        "ax0.set_xlabel(\"Gamma Ray\",color='green')\n",
        "ax0.set_ylabel('DEPTH (feet)')\n",
        "ax0.invert_yaxis()\n",
        "ax0.grid(True)\n",
        "ax0.set_xlim(0, 150)\n",
        "ax0.legend()\n",
        "\n",
        "\n",
        "# Porosity Logs\n",
        "ax1.plot(porden, y, '-', color = 'black', lw=2, label= 'Density Por')\n",
        "ax1.plot(CNL,    y, '-', color = 'green', lw=2, label= 'Neutron Por')\n",
        "ax1.plot(cpor,   y, '--', color='red',marker = 'd', ms = 5, lw=1, label= 'Core Porosity')\n",
        "\n",
        "ax1.set_xlabel(\"Porosity Logs\",color='black')\n",
        "ax1.invert_yaxis()\n",
        "ax1.grid(True)\n",
        "ax1.set_xlim(.45, -0.15)\n",
        "ax1.legend()\n",
        "\n",
        "\n",
        "\n",
        "# log track\n",
        "ax2.semilogx(ild, y,'--',color = 'black', lw=3, label= 'Rt')\n",
        "ax2.semilogx(perm, y, '--', color='red',marker = 'd', ms = 5, lw=1, label= 'Core Perm')\n",
        "ax2.set_xlabel(\"Log Track\",color='black')\n",
        "ax2.set_xlim(0.2, 2000)\n",
        "ax2.tick_params(labelleft=False, top=False, labeltop=False, bottom=True, labelbottom=True)\n",
        "ax2.legend()\n",
        "ax2.invert_yaxis()\n",
        "ax2.grid(True, which=\"both\")\n",
        "\n",
        "\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "x2gs8qXw8F8E"
      },
      "source": [
        "# **Chart Book Neutron/Density Porosity using kNN and then Scipy Optimization used to Estimate Lithology:**\n",
        "\n",
        "The objective of this portion of this notebook is to calculate a Neutron vs. Bulk Density Cross-Plot Total porosity using the Schlumberger CNL or TNPH Charts. It is important to use the proper Neutron chart for either fresh or saline fluid densities as specified. The Neutron logs should also be on limestone matrix units with these charts.\n",
        "\n",
        "This program uses as training data the Neutron Porosity (V/V) vs. Bulk Density (G/CC) with porosities taken from the actual charts that we have digitized. The chartbook porosity estimations are made using kNN. Knn is used because it does provide a transparent solution. We normalize the Neutron porosity and Bulk Density curves before making any Euclidian distance calculations, and then use a kNN of 3 (?) to estimate the Cross-Plot porosity values from our data set.   \n",
        "\n",
        "This program has been tested for the charts available showing good agreement with the training data for the calculated porosities. Further testing is recommended before using this program to better understand the uncertainties in the estimations and validate using a KNN of 3.\n",
        "\n",
        "We have 4 sets of chart files representing 4 of the Schlumberger charts: 2 fluid densities for CNL and 2 for TNPH. Other vendor charts could also be included as needed."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "C6tr4Dmck1PD"
      },
      "outputs": [],
      "source": [
        "\"\"\"\n",
        "# =============================================================================\n",
        "# # ======================================================================= # #\n",
        "# # #\n",
        "# # #      Read in Digitized Chartbook data stored in Excel spreadsheet   # # #\n",
        "# # #\n",
        "# # ======================================================================= # #\n",
        "# =============================================================================\n",
        "\"\"\"\n",
        "\n",
        "\n",
        "#select the proper Neutron-Denisity Chartbook file\n",
        "'''\n",
        "    Schlumberger CNL Neutron Log at different Fluid Densities\n",
        "'''\n",
        "#file = r'./data/CNL_1pt0.xlsx'\n",
        "file = r'./data/CNL_1pt1.xlsx'\n",
        "'''\n",
        "    Schlumberger TNPH Neutron Log at different Fluid Densities\n",
        "'''\n",
        "#file = r'./data/TNPH_1pt0.xlsx'\n",
        "#file = r'./data/TNPH_1pt19.xlsx'\n",
        "\n",
        "\n",
        "\n",
        "df_chart = pd.read_excel(file,index_col=False)\n",
        "\n",
        "\n",
        "\n",
        "CNL_chart  = df_chart['Neutron']\n",
        "RHOB_chart = df_chart['RHOB']\n",
        "Rho_Matrix_chart  = df_chart['Rho_Matrix']\n",
        "Porosity_chart = df_chart['Porosity']\n",
        "\n",
        "\n",
        "#Fluid Density\n",
        "FD = 1.19"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WDeBvQrpk1PD"
      },
      "source": [
        "### Cross Plot data with Porosity or Rho Matrix on Color axis:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "id": "g-fv8cCbk1PD",
        "outputId": "69666827-a805-4da5-cb26-6edae4ca4894",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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GDGDFihXs2LGD3Nzcn/z7hRLuhLLNbUemaTJ+/Hh+97vfNfuYfv36/aRsP8agQYMYOXIkr7zyClOmTOGVV17B6XRy8cUXh/X42g8f7eWn/P1dfPHFjB07lrfffpuPP/6YP//5zzz88MPMnj2bM888s80/z2azcfnll/Pcc8/xj3/8gy+++ILdu3c3OTNZdGzSUyaOSOeccw6bN29m6dKl7fpz33zzTa6++moee+wxLrzwQsaPH8+YMWPadCZbe87s7vf763qbAHr06MH69eubtFu3bl3d/bXfN27c2KRIadyu1vHHH88777zDkiVLuOiii/D7/T85+/bt21m4cCGjR4+u6yl488036dWrF7Nnz+aqq65i4sSJjBs3jurq6gaPbWkdFhUV8cknn3DnnXcyY8YMzj//fMaPH1/X0xLKpEmTgGBxGErtOmpufa9fv77JOmz8WNM02bhxY4Ple/fupbi4uNXH1urduzfl5eV1PaiNv2p7fnv06EFBQUGD7aSl3K1pnLW8vJyCgoImM9pPmTKFBQsWUFBQwKxZszj77LNJS0tr03O1pK3bbXOPh+Z/93Xr1pGZmdlg2pqcnBxuuOEG3nnnHbZu3UpGRkaTs2/rC/W3PWXKFEpLS/nf//7Hq6++SlZWVpPD0qJjk6JMHJF+97vfkZCQwC9+8Qv27t3b5P7Nmzfz5JNPtvnn2my2Bj1nAE899RSBQCDsn1H7pt/WKQka27BhA+vXr2f48OF1y8466yyWLVvWoBitqKjg2WefJS8vj0GDBtW127NnD6+//npdO7/fz1NPPUViYiInn3xyk+cbN24cr732GnPnzuWqq64K2evUmsLCQi677DICgQD33HNP3fLa3sr66/irr75qUlzHx8cDTddhc48HeOKJJ8LKdeGFFzJ06FAefPDBZgv6srKyuryjRo0iOzubZ555psE0Fh9++CFr167l7LPPbvF5audla5zr8ccfB2j1sbUuvvhili5dykcffdTkvuLi4rrC+ayzzsLv9/P000/X3R8IBHjqqadCPkd9zz77bIPpLp5++mn8fn+TXqPLLrsMpRQ333wzW7ZsadeeoB+z3daXk5PDiBEjeOmllxpsO6tXr+bjjz+ue10CgUCTQ93Z2dl06dKl1asLtLRd1ho2bBjDhg3j+eef56233uLSSy9tMqWN6NhkaxBHpN69ezNr1iwuueQSBg4c2GBG/yVLlvDGG28wderUNv/cc845h5dffpmUlBQGDRrE0qVLmT9/PhkZGWH/jJEjRwJwzz33cOmll+JwOJg0aVKrE8v6/f663hvTNMnPz+eZZ57BNE3+8Ic/1LW78847+c9//sOZZ57Jb37zG9LT03nppZfYunUrb731Vt1YnOuvv55//vOfTJ06leXLl5OXl8ebb77JF198wRNPPNHiGJfJkyczc+ZMpkyZQnJyct18Wa3ZsGEDr7zyClprSktLWblyJW+88Qbl5eU8/vjjnHHGGXVtzznnHGbPns3555/P2WefzdatW3nmmWcYNGhQg54et9vNoEGDeP311+nXrx/p6ekMGTKEIUOGcNJJJ/HII4/g8/no2rUrH3/8MVu3bg2ZE4KDxmfPns24ceM46aSTuPjiiznxxBNxOBz88MMPzJo1i7S0NB588EEcDgcPP/wwP//5zzn55JO57LLL2Lt3L08++SR5eXnceuutLT7P8OHDufrqq3n22WcpLi7m5JNPZtmyZbz00ktMnjyZU089NWTWO+64g/fee49zzjmHqVOnMnLkSCoqKli1ahVvvvkm+fn5ZGZmMmnSJE488UTuvPNO8vPzGTRoELNnzw57jF4tr9fL6aefzsUXX8z69ev5xz/+wZgxYzj33HMbtMvKyuKMM87gjTfeIDU1NawCM1w/drut789//jNnnnkmo0eP5tprr6WqqoqnnnqKlJSUurnuysrK6NatGxdeeGHdpbbmz5/P119/zWOPPdbiz25tu6w1ZcoUbr/9dgA5dCmasvTcTyEibMOGDfq6667TeXl52ul06qSkJH3iiSfqp556SldXV9e1o4WpG3r06KGvvvrquttFRUX65z//uc7MzNSJiYl64sSJet26dU3a1U4j8PXXXzeb64EHHtBdu3bVhmGEnB6juSkxkpOT9emnn67nz5/fpP3mzZv1hRdeqFNTU3VcXJw+9thjm51TbO/evXW/i9Pp1EOHDm1yan7jecpq/eMf/9CAvv3221vMrbVukNkwDJ2amqqPOuooffPNN+sffvihSXvTNPUf//hH3aNHD+1yufRRRx2l33///SZTD2it9ZIlS/TIkSO10+lsMA3Bzp079fnnn69TU1N1SkqKvuiii/Tu3btbnKqgOUVFRfq+++7TQ4cO1fHx8TouLk4PGTJE33XXXbqgoKBB29dff10fddRR2uVy6fT0dH3FFVfonTt3NmjT3DxlPp9Pz5gxQ/fs2VM7HA6dm5ur77rrrgbbpdbBbfDss89uNmdZWZm+6667dJ8+fbTT6dSZmZn6hBNO0I8++miD6SsOHjyor7rqKp2cnKxTUlL0VVddpVesWNGmKTEWLlyor7/+ep2WlqYTExP1FVdc0WBaifr++9//akBff/31rf7s+lqap6yxn7Ld1po/f74+8cQTtdvt1snJyXrSpEl6zZo1dfd7PB59xx136OHDh+ukpCSdkJCghw8frv/xj380yRzudlmrdt62fv36hfxdRcejtG7Uzy+EEEL8BO+++y6TJ09m0aJFjB071uo4MeXAgQPk5ORw3333ce+991odR8QYGVMmhBCiXT333HP06tWr2UtVdXQvvvgigUAg7GlCRMciY8qEEEK0i9dee43vv/+eDz74gCeffLJdzzQ+3C1YsIA1a9bw4IMPMnny5CZnrQoBIIcvhRBCtAulFImJiVxyySU888wzcmZhPaeccgpLlizhxBNP5JVXXqFr165WRxIxSIoyIYQQQogYIGPKhBBCCCFigBRlQgghhBAxoMMd8DdNk927d5OUlCSDUIUQQggRcVprysrK6NKlS90k3s3pcEXZ7t27o3KhYSGEEEKI+nbs2EG3bt1avL/DFWW1l+HYunUr6enpFqc5/Pl8Pj7++GMmTJiAw+GwOs5hTdZl+5L12X5kXbYvWZ/t53BZl6WlpeTm5oa8FFiHK8pqD1kmJSWRnJxscZrDn8/nIz4+nuTk5Jj+gzgcyLpsX7I+24+sy/Yl67P9HG7rMtSwKRnoL4QQQggRA6QoE0IIIYSIAVKUCSGEEELEACnKhBBCCCFigBRlQgghhBAxQIoyIYQQQogYIEWZEEIIIUQMkKJMCCGEECIGSFEmhBBCCBEDpCgTQgghhIgBUpQJIYQQQsQAKcqEEEIIIWKAFGVCCCGEEDFAijIhhBBCiBggRZkQQgghRAywWx1ACCGE+Em0hu9XwKYNYLfDMcdDl25Wp2rK54MFC2DPHkhNhYqK4PdYU1QUzFlRAbm5cNJJYLNZnapDkKJMCCHE4euz+fDgfbDuh0PLlILxZ8GMP0G37tZlq6U1PP44PPww7N8Pbjf85z/Qty9MmQIPPghxcVanhJISuP12ePll8HgOLc/NhenT4ZprLIvWUcjhSyGEEIen99+GKRfC+rUNl2sNn8yFc06FHdusyVY/yw03BIud/fsb3ldRAU88AWedBV6vJfHqlJbC2LEwc2bDggxgxw649lr4v/+zJlsHIkWZEEKIw09JMdz6q+D/tdn0/kAAiovgdzdFNVYTc+fCM8+0fL9pwsKF8Ne/Ri9Tc6ZPhzVrguutJffeC999F61EHZIUZUIIIQ4/b/4n2KOjdcttAgFYvBC2bIpersaeeir0eCzTDBZlZjPFZTRUVsJzz7VekEFwvN7f/x6dTB2UFGVCCCEOP4sWtF6Q1VIKFn8W8TjN0hrmzw9d7EDwEOGWLZHP1JxvvoHy8tDt/H748MPI5+nApCgTQghx+KmqCq+dUtaN19I6eMZluBqP5YqW6urw21qVsYOQokwIIcThp3cfsIUxgYBpQve8iMdplmFA9zDP/rTboWvXyOZpSe/e4bUzDOjTJ7JZOjgpyoQQQhx+Lp0CAX/odhlZcOr4yOdpya9+FSxmWmO3w8UXWzdnWe/ewbnIQuU0zeDvIyJGijIhhBCHn+FHw7gzQhcSv/s9OBzRydSc66+HTp1aHuxvGMGi7K67opursfvvD35Xqvn77Xbo3x8uuSR6mTogKcqEEEIcnv7+Apx0WvD/9Q9l2mzB4uLuGXD5VEui1cnIgE8/PXRosn4RqRQkJMCcOTBkiDX5ap18MrzxBjidDTPWFpP9+8Mnn8TGJLdHMJnRXwghxOEpPgH+/SZ8+QW88gKsXwMOJ5x4Elx5DeT1sjphUP/+sGEDvPkmvPgiHDwYXP7ww3DVVZCSYmm8OhdcANu3wwsvwDvvBM/IzMsLThw7aVKwt0xElKxhIYQQhy+lYPSY4Fcsc7ngiiuCXz5fsHfsl7+09tBqc7Kz4c47g18i6uTwpRBCCCFEDJCiTAghhBAiBkhRJoQQQggRA6QoE0IIIYSIAVKUCSGEEELEACnKhBBCCCFigBRlQgghhBAxQIoyIYQQQogYIEWZEEIIIUQMkKJMCCGEECIGSFEmhBDiyODxgN9vdYrWaQ3V1VanCM00oaoqmFdEjRRlQgghDl/FRfC3x+DYgdAnG3pmwHnj4J03IRCwOt0h69fDtGmQlASdOgWX/fznsHSptbkamzcPzjkneE3O+HhIT4c77gheqFxEnBRlQgghDk87tsEZY+DP/wcFuw8t/2453HQt/HJK8OLfVvvgAxg2DJ59FioqDi1/7z044QR48knrstXSGu6+GyZMgI8+CvaUARQXw1/+AkOGxF4BeQSSokwIIcThJxCAKRfCnoJDBUSt2tsffwCP3B/9bPVt2gQ/+1mwOGx8aLX29i23BAshK/373/DQQ8H/N84ZCASLyTPPhAMHop+tA5GiTAghxOHns/mwaUPrhyi1hhefg7LS6OVq7G9/C2ZsbWyWzQYPPxy9TI1pDX/8IyjVchvThLIyeOGF6OXqgKQoE0IIcfiZ/XqwmAmlugrmfRj5PC158cXQJx8EAvDpp7BnT1QiNfHdd7BhQ+hB/aYZ/H1ExEhRJoQQ4vCzb294A/kNGxzYH/k8zQkEoKQk/Pb7Lcq5b1/4bffujVwOIUWZEEKIw1BaOhhh7MLMACSnRD5Pc2w2SEgIv31qasSitCotLfy2VmXsIKQoE0IIcfg5+7ymA/ybY7fD+DMjn6clF18czNAaw4BRoyA3NzqZGhs5Erp2Dd3OZoPLL498ng5MijIhhBCHnzPPhU45rY8rMwz42WWQkRm9XI3dfHPo4tE04fbbo5OnOTZb6OdXKlhc/vKX0cnUQUlRJoQQ4vDjdMK/34DEpOYLM8OAESPhfgvPagQYPhyef/5QUVNfbe477gj2qFnpN7+BK68M/r/xYWG7Pfj1xhvQrVv0s3UgUpQJIYQ4PA0aCnM/hyuvAbf70PIuXeGu6fDa/yC+DWO6IuXnP4eFC4PzfNUveEaNgjffhEceaX06imgwDHjppeCUF4MHH1put8OFF8JXX8GkSdbl6yBCHOgWQgghYli37vB/j8I9D8DegmAR0aVbeCcBRNPYscGvoqLg1BcbNsDHHwcvZxQrDCNYQE6dCgUFwQljO3WC5GSrk3UYUpQJIYQ4/LndkNfL6hShpaVBYmKwKItVSkGXLlan6JBi7KOEEEIIIUTHJEWZEEIIIUQMkKJMCCGEECIGSFEmhBBCCBEDpCgTQgghhIgBUpQJIYQQQsQAKcqEEEIIIWKAFGVCCCGEEDFAijIhhBBCiBggRZkQQgghRAyQyywJIYRoXkUpfP4ebPgeepwIs5+BU8+H7G5WJ2to51Z4/zXYtgnsDhh+HEy8AJJSrE52iNawbAm88zoUHoSzLoZP5sK4M4PX64wVnmr48D1Y8BFUVgSvI3rh5TDsaKuTdQgxtCUIIYSIGYvehZkPQsAHdlewKPt4Frz/Aoy7GK68A2wW70L8PnjiPvjff8Bmg0AgeN3Gzz+Cf/4J7vgTTDjf2owA+/bA9VfAqhXBdWa3B4uy234J6Rnw/GswYLDVKeHrpfDrq6CoMHhxctMM5n31BTjxZPj7S5AkFyePJEsPXz700EMcc8wxJCUlkZ2dzeTJk1m/fn3Ix73xxhsMGDCAuLg4hg4dypw5c6KQVgghOoivPoLn/gB+b7CHR+vgctMENMz/L7zyZ0sjAvD4vcEeMggWZHAor9cDD94Gi+Zalw+gohyuOA/WfB+8HfA3vH/fHrjsHNi5PfrZ6luzCq6+AEqKg7dNM/i9Nu+Xi+Gai8Hvb/bhon1YWpQtXLiQadOm8eWXXzJv3jx8Ph8TJkygoqKixccsWbKEyy67jGuvvZYVK1YwefJkJk+ezOrVq6OYXAghjlBmAF55NEQjDfNfh70WFhL5m+CD1w4VjC352wOHCgwrvDkLtm46VDQ2FggEC7dnnohqrCYefzBYcLW0rgIB+HYZzJdOkEiytCibO3cuU6dOZfDgwQwfPpwXX3yR7du3s3z58hYf8+STT3LGGWdwxx13MHDgQB544AGOPvpo/va3v0UxuRBCHKG+XwLF+0O3M2zw6ezI52nJ+7OChyxbpWHvLlj+RVQiNevl50O3CQRg9mvB4swKBbvgs3ktF461bDZ4+V/RydRBxdSYspKSEgDS09NbbLN06VJuu+22BssmTpzIO++802x7j8eDx+Opu11aWgqAz+fD5/P9xMSidh3KuvzpZF22L1mfP9KOTeCMA/NQD5TP7mzwvc7uLWDV+s3fFBzvFGpcmzIgfyOMOD46ueozzWDB43Q1WOxzxTX4Xmd7PvTpH6Vw9Wxc3yRji7Zutu41b8bh8ncebj6ldai+3+gwTZNzzz2X4uJiFi9e3GI7p9PJSy+9xGWXXVa37B//+AczZsxg7969TdpPnz6dGTNmNFk+a9Ys4uPj2ye8EEIIIUQLKisrufzyyykpKSE5ueWTJWKmp2zatGmsXr261YLsx7jrrrsa9KyVlpaSm5vLqaeeSkZGRrs+V0fk8/mYN28e48ePx+FwWB3nsCbrsn3J+vyRtq6Bh65vsMhndzLvnNsZ//6jOPze4EKl4IJfw8TLLQgJvPYsvPK38MaLPfUm9B4Q+UzNmXohrFzeIKfPFce86X9h/PRbcXiqgwtT02H+MrBiWy0rhdNGgtfbejubHcafBQ8/FZ1cYThc/s5rj9KFEhNF2Y033sj777/PokWL6Nat9flvOnfu3KRHbO/evXTu3LnZ9i6XC5erabesw+GI6RfwcCPrs/3Iumxfsj7bqO8w6NIjeBhTNyx4HH4vDn/NcBCbHU4+z5oiAuDsi2Hm462PgzIM6DcUBgyNXq7GLp8KX37e7F0OT3WwKDMMuPgKsOroTXoGnHkevDUr9Liyy6da95q3Itb/zsPNZulAf601N954I2+//TYLFiygZ8+eIR8zevRoPvnkkwbL5s2bx+jRoyMVUwghOg6l4BfTg5OwGq3sIqbcCUmp0UrVVHoW3PSHlu83bMFxUnc8FL1MzTnj3GDvklLN32+zBceR/eLG6OZq7Lf3QHbn1k+euHwqjDwuapE6IkuLsmnTpvHKK68wa9YskpKS2LNnD3v27KGqqqquzZQpU7jrrrvqbt98883MnTuXxx57jHXr1jF9+nS++eYbbrzR4g1aCCGOFD0Hwb0zoWvv4G2jXkGRkgG/ehBOu9CabPWdPwXu/DOk1gxFsdkOFZK9+sPf3oQ+g6zLV5vpqZlw9S/B6QwWZ7UnJygFE86G1z6AxCRrc2Zmw1sfw+iTarIZh6404I6HW+6EGY+2XFyKdmHp4cunn34agFNOOaXB8pkzZzJ16lQAtm/fjlHv09oJJ5zArFmz+P3vf8/dd99N3759eeeddxgyZEi0YgshxJGv5yB48L+weTWs+xYCwLQ/wVFjrZ/Jv74zL4Lxk2HpAti+OZht+HEwcLjVyQ5xOODeP8Jvfgcf/Q8O1Ew58tFS6Nbd2mz1dcqBl94KnmH52TyoqgxeZmn8WZCQaHW6DsHSv6xwTvz87LPPmiy76KKLuOiiiyKQSAghRB2loM9Q6DEA5syB4WNiqyCrZXfA2IlWpwgtJRUuvio4pcScOcEiKBb17B38ElFn6eFLIYQQQggRJEWZEEIIIUQMkKJMCCGEECIGSFEmhBBCCBEDpCgTQgghhIgBUpQJIYQQQsQAKcqEEEIIIWKAFGVCCCGEEDFAijIhhBBCiBggRZkQQgghRAyIwetlCCFEB+Ctgl0rwVMJCWnQdRgYNqtTNVW8F7auCv6/YBN0H2htnuZoDflrYPfW4GWg+o6AjM5Wp2rK74MVS6FwP2CH6kpwpFidqqmyEvhuaTBfVg4MPTZ4YXURcVKUCSFENPk98OXLsOZjCHgPLXenwtE/g6HnBK85abXC3fD+X2H9l2A4YNSN8NxvILs7nHkD9BlpdcKgVUvg9b/Azk2HlikFI06GK+6AzC7WZaulNbz5L3j9n1BSCA4X/PIhuPo0mPAzuOa34HRZnRIqyuCfD8H8t8FXb9vMyoEpN8MZcs3pSJPDl0IIES1+L/xvOqz+oGFBBlBVDF/8K/iltRXpDjm4E/7+S9iwrGmWPZth5m9hzWJrstW3bB48fiPs2txwudaw8nOYcSXs321NtvpZ/nofPPtQsCCrr7oKZs+Eu69pWARZoaIMbr0EPnqzaZb9BfDYnfDq36zJ1oFIUSaEENGy8l3Ys671omvV+7Dr++hlas5bD4OnAsxA0/u0Dn69/kDw0KtVKsrguXtB0/z6NANQUQozZ0Q9WgNfL4T3Z7V8vzbh+6/gnZeil6k5L/8Vtm1s/jWv9eJfYNOa6GXqgKQoE0KIaDADsHoOwSqiFcqAVR9EJVKz9m6F/O9b3zkD+KphxcfRydScL/5X06PTyvo0A7BmGezZFrVYTbzz79BjBbWGt18C04xOpsaqq2DOa6Gf32aD916OTqYOSooyIYSIhuLdUFkUup02Ycd3EY/Tok3LwxvTphRs+ibyeVqyeikhC1wAFKz5KtJpmqc1fPtF6AIXgocIC7ZHPlNzNqyCqjB6PQOBYM+fiBgpyoQQIhoajyFrjemPXI5Q/N7wijKtg22t4q0Or51S4PNFNktLtIZAG15Lq8aVeT1taGvx2LcjnBRlQggRDUlZwUOTYbXNjmyW1mR0De8wmmELtrVK5x7hTSGiTci2KKdhQHaYZ3/a7JBp0TQeXbqH104Z0LVHZLN0cFKUCSFENMQlQ8/jwijMFAw+IyqRmjVgNLiTQ7czAzDqnMjnacnJ54d3WDA5HYaeGPk8LTnn8tCvuc0GJ58FiWGs90jo0gOGHhMsIlujzeDvIyJGijIhhIiWkReBsgEtHB5UBiSkw8BxUY3VgN0J465pvY0yYPDJkNM7Opma03MwjDgpdMFzwTSwO6KTqTlnXwppmS336ikj2Et26a+im6uxq28NDtFr6dC1YYPcXnCKhYV4ByBFmRBCREtmLzj792B30aAwq90RJmbBef8HrkRL4tU5fjKM/0Xw//WLHlVTWPQ/Hi6+J+qxmvj1n2DI6OD/6xc9Rk3he/HNcMoFlkSrk5wGj74KmZ2Ct+v3RikFcW548F/Qs781+WoNPw7u/VuwgK3/mteu19xe8MjLsTHJ7RFMZvQXQoho6jYcpjwP6xbA5iXgLYeETBhwGvQaDTYLe3VqKQWnXgVDT4Vl7x66zNLgsXDcJOgxNDauOuByw21Pwfrl8OmbsHMz2O0w8Fg47ULIzrU6YVBuL5g5Hz6fCx+/BcU1k8he9zsYfwEkJFmbr9bYiTDk8+AEsl/Mg6oK6NwtOJP/6NODPXoiomQNCyFEtLkSYfi5wa9YltkNzpoWPHtxzhy44HfgiIGisT6lYMCo4Fcsc7rg9POCX7Xr8+zLY299pmUGD6VafTi1g5LDl0IIIYQQMUCKMiGEEEKIGCBFmRBCCCFEDJCiTAghhBAiBkhRJoQQQggRA6QoE0IIIYSIAVKUCSGEEELEACnKhBBCCCFigBRlQgghhBAxQIoyIYQQQogYIEWZEEJYRGsTHfCitbY6SuvMgNUJwuP3xn5WrcHrsTpFaKYJ3upgXhE1cu1LIYSIMl20EZ0/H/atAG2CzYXueiKqx+mohE5WxwsyA7B5MayZAwe2QeZl8OYtMGg8DBgPrgSrEwZVlcHy/8E370HpgeCyrgPhuPNh0Mlg2KzNV2v3VvhoFix6DwIm/Oz38My9MPEy6Dfc6nSHrFoKc1+F7xYHt834JDj1Aph4OWTmWJ3uiCdFmRBCRJHe+hF6/RugjOBODyDggR2foXcugqNuRGUNsTQjAR/M/zPsWB684HftrqLyIHz9Cqz7CM5+ABIzLY1J8R548TYo29+wR2f3epj9R/hhIVx4L9gs3tWtWAR/uTXY+2QGwO4KLl/+GSydA1f9Ds680tKIaA2v/xXe+1ewkK3dNivL4MNX4JM34M5/xlYBeQSSw5dCCBElet/KYEEGh3Z6dXcGd9h6xd/RlfujH66+ZS/Djm9rcjU+fKWh/AB89GDT3yGazAC8elcwS+OMtbnWL4EFL0Q/W317tgcLMr+/6aHV2tsvPwIrv4h+tvo+fy9YkEHzOT3V8PCvobQo+tk6ECnKhBAiSvSWDwHVWgvQAfSOz6ITqDmeclj7UTBLS7QJRdth16qoxWpi09dwcEew96lFGr5+FzwVUYvVxMf/qcnYyvo0DPjfzKhFakJreOd5Wt02tQnVFbDw7ajF6oikKBNCiCjQVYVQvIlWd84Q3PntXBKVTM3K/wpMf+h2yoDNiyKfpyWrPglmCMXvgfVLI5+nJYveC33ygWnCmmVQfCA6mRrbtg72bCP0tqlh4btRidRRSVEmhBDR4C0Nv62vPHI5QqkuCa/Y0SZUFkc8TovKC8M7fKoMqCiOeJxmmYHgmKxwlRZGLktrStrwvFZl7CCkKBNCiGhwtOFsRbs7cjlCcSaGX+zEJUY+T0vcyeEXj3EWnSlq2MDVhtcyITlyWdrreeOTIpdDSFEmhBBR4c6ExK60PqaMYKGRc2xUIjWrxzHhFzs9T4h8npYMOim84tGwQb/Rkc/TkuMnhp6WQxnQcxBkdI5OpsZ6DYK07NDtDANOOCvyeTowKcqEECIKlFKoXmcQetwOqO6nRiVTs+LToPeY1gszZUBCJnQfFb1cjQ0cA0kZoXMOGw8JqVGL1cQZV4SegFWbcM7UqMRplmGDc64O0UiBYYfTL4xKpI5KijIhhIiWnOOhx7iaG416zJQBKNSwn6OSukY7WUMnXA8ZPWm2V08Z4IyHM+6xdmJWmwMu+yO44psvzJSCLv3hjGnRz1Zfj/5w3fRgnsbry6jJfc7UYI+alSZeAWPODv5fNXrdDRvYbHDzo9b15nUQMnmsEEJEiVIKBlwCqb3R+R9DydbaeyBrGKrnGai0PpZmBMDphnMegB/mBL+qagar25zQ/2QYep71E8cCdO4N1/8Tlv4XvpsLvprLFyVnwbGT4ZjJ4HBZmTDolMnQORfefzE4kWytnoPgzMvh2PFWJTvEMOBXD8Kg4+DDl2HHxprlNjhuPEz6OeQNtDZjByBFmRBCRJFSCnKOQeUcg/aUgL8anEkoR7zV0Rqyu2D4+TD0XCjZC4u+hkueBneMXF6pVmonOPMmGHc9lB0MFhEpWeGNi4umASODX+WlULwflq+Gu58Fh8PqZIcYRrCAPPm8YMbqKkjJgHgLT+joYKQoE0IIiyhXCrhSrI7ROsMGiVnB/9ud1mZpjcMF6V2sThFaYnLNGZmrrU7SMqXCG/gv2l2MfZQQQgghhOiYpCgTQgghhIgBUpQJIYQQQsQAKcqEEEIIIWKAFGVCCCGEEDFAijIhhBBCiBggRZkQQgghRAyQokwIIYQQIgZIUSaEEEIIEQOkKBNCCCGEiAFymSUhxBFDa02VdzeF5Supri4B4imuXENG8mAMFTtvd9oM4C1ehbdoFWagCsORQlzmKOyJvYLXxowV3grY+QUc2Ah0g/XvQM+TISHGLsFTshvWfwLFO4OXheo8GPqeAq4Yuk6n1rBpBSz7EMqKIWcMrF4Mw8aCLXa2TXweWLEAVn8BnipI7wTHnwM9BlmdrEOIoS1BCCF+PH+gim3736DCsw0wMAMAQ9h18H32lc4nL/sSElzdLE4J/oqdlG58HtNXQvBghQkYeA58iT2hB8l9r8VwJFmcEtixGFa9BGYAtB3oBvnzIX8O9DgNBl8eLICsZPphyfOwbl7wAuTaBBTkL4OvX4Exv4K+J1ubEaDkAPzzDti+NrjOlC1YlL34B0hOg189Cl37Wp0SNn0Hz/0/qCg5tD4NG3w+G/ofA794CNxycfJIksOXQojDnqkDbN03iwrP9tolDe4PmFVs2fsK1d590Q9XP0f1AUrW/x3TV1azxGzw3V+xg5L1/0AHvJbkq7N7Gaz8V7DoQdd8UVP0ANsWwA+zrEp3yBfPwrr5wf/XZqvNG/DCwr9C/ldWpQvyVMKT02DnhuDt4KeFQ0r2wxM3wMHd0c9W384N8LffQGXNtlm7PmvzblwO/7gVAn5r8nUQUpQJIQ57JZVrqfLupq54aEKjtZ89xQujGauJyt3zagous4UWJoGqPVQf/CaasRrSJvzwn9Dtti2Air2Rz9OSop3BQ5YtvuY1vpxZr2CzwNL3Yd/2psVYLdMMFm4fvxzdXI3975lgEd7SujJN2LoKvl8U3VwdjBRlQojD3sGyb4BQY7E0pVXr8QXKoxGpCdNfhadwOS0XZIdU71sc+UAt2bcKPMWh2ykDtltY5K6vOWQZSvl+2LUq8nlasujN0G3MACz7IFicWaFoH/ywJFh4tcYwYNFb0cnUQUlRJoQ47AUPS4boMQFA4/EdjHScZpmeg6Bb6C1pJFBlYQ9U2a7wih1tQunOyOdpSeG28HrAlILiHZHP0xzThH07CGvb9HmhcE/EIzVrz9bw2pkmFGyObJYOTooyIcRhT4VTRNS2teptrw0Z29S2vRm24JmC4ba1igrzuTXWrU+lwGjD2bRWrc+2nP1p9ckdRzgpyoQQh70EV3fCeTtTykGcs1PkAzXDFpeNsrnDaGngSOoZ8TwtSutLeL2OCtL7RTpNyzoPDBY9IelgWysoBXlDwysKE1Ihs2vEIzWrWz+wO0K3M2zQ9+jI5+nApCgTQhz2MpOOIfRYLUV6wnBshjMakZo+u2EnLusEQo99M4nLHhuNSM1L7QnJuYTMqQzItTBn/3GElTGrD2RYWOSeclHow6zKgJN+Zt18ZfFJcMyZoXvBzEAwp4gYKcqEEIe9hLg80hJGtNJC4bAl0yn1pGhFapY753Rscdm09tbrTBuOM3Vw9EI1phQMuwYMe+s9PEOuBKeFc1bFp8Loa1q+Xxlgc8CYX0ctUrNGnArDTmq5V88woHNPOP3y6OZqbNIvISWz9cJszPnQa3j0MnVAUpQJIQ57Sim6ZZxDdspYlKo9DHPo7S0prjd9cq7BbrN2hnfD7iZl4E01RZeq+arJqey4O59KUu+r2jRGLiJS8+CEuyGxS82CegWFMxlGXA89TrEgWCODzoSTpkFccvC2Mg4Vkmk9YNKDkJFnWTwgWORc+0c4+eKaQ4TqUOGjFAw/BW59GuIsvvpAcgb89nnoNzJ4W9XL6YyDs6+Di+8I85Cx+LFkRn8hxBFBKUXn1FPISh5NaeU6qjwlbKOIvp2vIyE+di4LZNgTSO57DQFPEd7i1ehANYYjGWfaMAx7OGPOoiQ1D066H4q3wP71sNYHR/0KuoyIrcHe/U6DPifB9uVQsqtmtvzBwcOWscJmhwtvhbOuhe8+g5KD4AXu+Q9kdQn16OhJzYIb/xqcV+2HpeCtgrROMPxkcMVbna5DkKJMCHFEsRku0hKHk+jyAXNwOtKsjtQsmysNdycLx2SFQylI6w2J3WHtHOg0LLYKslqGHfKOszpFaPHJcMK54PPBnDnBIigWZXcPfomok8OXQgghhBAxQIoyIYQQQogYIEWZEEIIIUQMkKJMCCGEECIGSFEmhBBCCBEDpCgTQgghhIgBUpQJIYQQQsQAKcqEEEIIIWKAFGVCCCGEEDFAijIhhBBCiBggl1kSQoSt2DxIiVmIwiDdyCLRSLY6UhNamxT7d1LhKQHAZ3pw4AjxqOgLmB4qK7cQMD3Y7YkkuHuiVOxdwih4jc7NAPgrd+FIybM2UHO0huKtULo7eBmojH4Qn2F1qqYCfti6AkoPBm97q8ERe9smVWXBnN5qSMmCHjF6ea0jkBRlQoiQDgT2sNL3FUV6f4PlnYyuDHeMJtlItSZYPVprCjyryK/8Cq8uR/sV0JNlxTPJSRhI74STsCun1TExTR/7Ds6nuPQbtPbXLbfZEshMG0tayvEopSxMGBSoPkD59rfxlazFbxrAWErW/Y3qxM4k5J6LM7mf1RGD9nwPq16D0h31FirIOQqGXwUJmZZFq6M1LHkDFv8HKkvAcMKIX8OTV8LRZ8Dp14LD+m2T6nL46J+w8mMI+A4tT86CU6fC0WdaFq2jsPTw5UMPPcQxxxxDUlIS2dnZTJ48mfXr17f6mOeee46xY8eSlpZGWloa48aNY9myZVFKLETHszewk4XeDyjSB5rct8/czQLPu5SYhRYkayi/aikbKj7Bq8sbLNcEKPCs5ruSN/Brr0XpgkzTx/bd/6ao5KsGBRlAIFDB3gNz2XvgQ7TWFiWsyVK9n+I1f8FXsg5omCVQuZvS9c/gKVplTbj6dn4FXzwKpTsb3aFhz3ew4D6o2N/cI6NHa3j/Sfj4mWBBVp/PA1++Ca/eCX5f84+PluoKeOEWWPFhw4IMoHQ/vPtnWPiyJdE6EkuLsoULFzJt2jS+/PJL5s2bh8/nY8KECVRUVLT4mM8++4zLLruMTz/9lKVLl5Kbm8uECRPYtWtXFJML0TEEdIAvvZ+i0TTeOQNoNAH8LPN+ZmkhUerfw7aqr1ppoSkP7GdbZWttIq+weClV1Ttobl3WKir5isqqrdEL1Yyyra+hA9WA2cy9wW2hbMsrmIHqKCerx1sBX/+zLk8T2gRfBSz/V7STNbRpGXzzXsv3aw35K+Gr2dHL1JzPXoJ9+cH11pIFM6FgU9QidUSWFmVz585l6tSpDB48mOHDh/Piiy+yfft2li9f3uJjXn31VW644QZGjBjBgAEDeP755zFNk08++SSKyYXoGHYFtuLD02objaZEF1KoreuR2FX1HYpQh/yChzcDjXqookXrAIUlX9FaQRZk1LSzhr+qAH/5FpovyOoxvXgOtvxeHXHbFoMZondJm7D/BygriE6m5nz5NqgQu1qt4cvZYIZY55HirYblH7RekEFwXNmyd6ISqaOKqTFlJSXBrt309PSwH1NZWYnP52vxMR6PB4/n0E6ltLQUAJ/Ph89ncXfxEaB2Hcq6/OlicV0WeHeiTKOmp6xlCkWB3kGyIy1KyRo6ULUNUweT1AqOKTv0HcCHl5KqPSQ5OkU5IXi9+/F6Kwnns3Bp2RZ8mdZsB9UH1+M37dQvHv2mrcH3IEVV4QbsacdGN2CtPT8Q9i6sYDXEWTC2TGvI/x6Uvf6mic9wNPgOQHkJ7N8J6TlRDgnsWAv+QHCsWyibv4UYeo+KxffN5oSbT2mrBy/UME2Tc889l+LiYhYvXhz242644QY++ugjfvjhB+Li4prcP336dGbMmNFk+axZs4iPj/9JmYUQQgghQqmsrOTyyy+npKSE5OSWz1qPmaLs17/+NR9++CGLFy+mW7duYT3mT3/6E4888gifffYZw4YNa7ZNcz1lubm5FBQUkJERg6dMH2Z8Ph/z5s1j/PjxOGLx1O7DSCyuy7W+FWwMrA7ZUwZwlP0Eutv7RCFVUytK/ktFoOHhU+1XlH2TR9KofJT9UP5jUqbgsiVFOyL+QBWbtz1B6MOX4LCn0av7ryOeqTneotWUbX21wTK/aWP5vhMYmb0EuxGoWWoQl3U8CbmToh8SYOUrsH1x6ENuAMdOg87DI5+pOX/7OZQ2PEnGZziYN+wXjP/+eRy1h2ANA26ZBXEJ0c9YVABPXx+6nVLQpS9c/VjkM4UpFt83m1NaWkpmZmbIoiwmDl/eeOONvP/++yxatCjsguzRRx/lT3/6E/Pnz2+xIANwuVy4XK4myx0OR0y/gIcbWZ/tJ5bWZS/bADZ4vg/ZzoadHnF9sCtrcndLHMaGivnN3qfsuqYoU6Q5ckmMC394RHtyOBykJvenrGIdocZrZaaPtGwbsGcOpXqnCx2obHqfEahXlAVI7Hw8dqu21d4nw7YFodu5kqHrCDAs2t2NPAsW/Ct4KLMRh+nDYXqDY7UGjoWk1OjnA8juDrkDYPvq0EXuqLNjcm61WHrfbE642Swd6K+15sYbb+Ttt99mwYIF9OzZM6zHPfLIIzzwwAPMnTuXUaNGRTilEB1XopFMni30fFQD7SMsK8gAOrkG4DZSoZXB/grIc4+OVqRmZaafVDMHWUs5FXZbMqnJR0czVsMEhp34rqHmo1I404Zhj+8SlUzNSusFnY+itdccgMEXWleQQbCISUhvebC/UsGibOzl0c3V2Gk/J9iL28L6NGyQmQuDT41mqg7H0qJs2rRpvPLKK8yaNYukpCT27NnDnj17qKqqqmszZcoU7rrrrrrbDz/8MPfeey8vvPACeXl5dY8pLy9v7imEED/R0Y4TyTV6ATQ4w7H2//3tw+hvt+jQUA2bcjA8+ULi6yaxrb9jURjYGJw0iRSHhUUEEOfKITfnCpRqXCQE8zrsKfToOhWbzR39cPXEZZ9IfNezam7V300E/+9IGURSryuinquJ426ATkOD/69f9NT+f8gl0NPiIiI+BX7+GCTXnGjQoDhT4HDDlQ9Bp/A6JSImbzhc/Aew2YOFYq3avJm5cPWjsTHJ7RHM0sOXTz/9NACnnHJKg+UzZ85k6tSpAGzfvh3DMBo8xuv1cuGFFzZ4zB/+8AemT58eybhCdEiGsnGs81T66CFs8a+lyDyAQpFldKaXfSDJhjVnXDYWZ0tiVOpVHPRuocCzmkpdRimQF388XROG4TSsLXRqJcT3pm/ebykp+47S8h8IBKpx2JNJST6KpMSBGE0KtuhTShHfZTyu9BFU7VtCVUnwMkvOtKEk5ZyIPbFnTFx1AHscnHg7HFgHWxYEJ5E1bJA1GHqdBonRP8u2WZnd4Tf/hjWLYMVHUF4cXD7+Ojh6AsQlWhqvzqCT4LahwQlk130BnipI7Qwjz4R+J4BNLrUUaZb+9YdzjsFnn33W4HZ+fn5kwgghWqSUIkNlk+HMtjpKqwxlI8vVlyxXX3w+H3OYQ7e4o3EYsTXWxGZzk546mvRUaw+nhmKLyyKx+3m4fD7YMoeknpfG3rgdpSBrYPArltmdMGxc8Mvngzlz4JhJsTc+KzEteCjV6sOpHZSlhy+FEEIIIUSQFGVCCCGEEDFAijIhhBBCiBggRZkQQgghRAyQokwIIYQQIgZIUSaEEEIIEQOkKBNCCCGEiAFSlAkhhBBCxAApyoQQQgghYoAUZUIIIYQQMUCKMiFihBnGZcdiQUAHCGjT6hit0loT0H6rY4QUzOkL65JzVtI6YHWEsGjThzZjPKvW4PdanSI0bYLfE8wrosb6K98K0YFprfme/XzODrZRxBjgj3opx+tunEg3EpXT6ogAeLWPNWzhe72JUioAyNQpDFN96U8eNhUbn+8qzDI2BX5gq389fr8fB5l86V1Af2Mo2bYuVserU+Lbxa6qbzno3YRGY8NBp7jBdHUfhdsWGxd419qkrGwVRcVfUllZABxF/ranyEg/hpSUUdhssXGBd+2rwNy5iMDOz8BTDIBK7onR/TSMTqNQMbJtUrQTvn8f1i6AQAC6TYH5T8KIcyBngNXpDtm+Alb+D7YvDxZkzgQYPAGGnQNJWVanO+JJUSaERUyt+Q9rWM4eFIe6rcvx8jFbWcIupumjyVYJVsakUlfztv6UIsoaLD9ACQv0N6xnO+cwBoey9u1kf2APi71zMQmg0YACYJ+5i73eHQy0H8Vgx0hLMwLsrPyGLZWLCOYL9kIE8LG7eiUF1asYnHwe6c48KyOitZ/du1+jonIDwZzBden3l3Lg4HyKS74ht9s1OBwp1uasOoBv+WNQXUTtugTQpfkEVv8Lc+9y7EOvRxk260IC5H8Ncx4K9j5pE1TNRci3fgWbF8HYX8Dwc63NqDV8+TIsfxOUcaiHzFsB370Lq+fCuTNiq4A8AsXIRwghOp755LOcPUD93Ql1tyvw8U++w2/hoUKtNXP0FxRT3mKb3exjof42iqmaqtaVfOH9iEBdQXZI7e21/hVs92+yIl6dg94tNQUZNPeqawKsKX2PqkBJtKM1sH//x1RUbqzL1ZDG7y9h1+5X0JZumya+FU/V9I419xcEev9KApvfiXKyRop3w4d/AjMQLMjqq739+fOwzdq/IdYtCBZk0HxOfzX8bzpUlUY9WkciRZkQFvDpAJ+xvdU2JpoiqlnFviilamovhezhYJNCpz4NrGcb5boqesEa2epfjx8/TXfODa3zr7R0/NaOymXU9jq1xCRAQfXK6ARqRiBQRUnp17S+Lk283r1UVm6JVqwm9MEfoHJP0wKiYSvMHZ+i/dZtm6z6IFiQtbY+lQHfvhW1SE1oDcvfCN3GWwVr50UnUwclRZkQFlhPIdWEHoiugK9retOssF5vQ4UoIoI0m9kR8TwtyQ9sIFRBBlCqiyjTxRHP05zqQBml/t2EzqnZW/1DNCI1q7x8bZgD+w3Kyr6PeJ6WmAVfEdYuzPRh7reuyGXtghCFI8H7d62CiqLoZGrswJZgj15IGtZ+EvE4HZkUZUJYoJzwzr7SQCmeyIZpRRUewil2FIpKXR35QC3wtOG5qy3q0fPpyja0tW5dBgLlhLdrMPEHWj6sHWnaUwKEc/hUgbcsdLNIMAPBMVnhqrLosHVlG563LW1Fm0lRJoQF3DjCaqeAhDDbRoILB6EOt0GwbHNZeKaog/Cf26lcEUzSMnsbntdu4bo0bG7CLXZshoVnYDoSCGfbBA32+EinaZ5hA3tc+O1dFp3UE5cYflurMnYQUpQJYYH+pOMI489PAyPoFPlALeijclsdT1ZLo+lNtygkal6uvXdYh1njVRIpKj0KiZqKM1JIsGWG0VKR5bLuDLfEhAGEW+wkJg2OdJwWGZ1GEk4vLsrAyBoW8Twt6jsGVIizP5WC7D7WTTmR1RsSMkK3Uwb0OynyeTowKcqEsECcsnMCXVvd9SkgHjtH0zlasZroRjZpJLVa8CgUeeSQotrwabud9bYNJJxCop99KEqFU3C0P6UU3dyjwmrbJW54hNO0zG5PIilpGK2vTwO7PYXEhP7RitU0QfZR4Eyh9d2YQuUcj3ImRStWU8MnEbLnUWs46vyoxGmWYYOjJodopILthpwRjUQdlhRlQljkbPrQh7Rmd30GCgc2rmMErlCfsiNIKcU5aixuXM0WZgpII4lx6tjoh6snwUjieOdpqJp/zcmz9asp3qyT7RpIl7ijam41zhmcD6x/4kQS7OH0qEVOp+xzcLlyaL4wMzAMF127XIWycts07NiPuqnm8GBzuzKFSs7D3v/SaEdrKLMnnHoToII9TfXV3j7qfOgzJurRGhg+CfqdUnOj0euuDDAMOOP/QaK12+aRTiaPFcIidmVwnR7BEnbyOTsoJjgA3Y7BUeRwKj3IUhaNhaknRSVyCeNZodfzA1vw1Zw16sbFUNWHEfTDqawb91arqy2P01znsd63kl1mft2BrRSVRj/HULrb+ljWS1ZLKUXvhFNIcXRhZ9VyyvyHzqzNcPaim/sYUhzWX3nAMFzkdruG4uKvKCr+kkAgOFhdKQepqUeRlnqi5RPHAhhJuTiO+z2BbR9j7l4CZs0JNK40bLmnYuSeirLFwFUxBo2D1Bz4djbkf3NoeXYfGDEJ+pxgXbZayoDxt0C3YbDyXTi47dDyPifC0RcED3OKiJKiTAgL2ZXBSXRnjM7lIBUs4RN+zwkkqDYMDo6CBOVmjBrBaD2UcqpQKBJxY8TKJWxqpBmZHO86HZ/2Uu4tYxGLOcU1CYfd+qKxllKKLFd/slz98ZoVBLQXh3JjN2LrNTcMJ+npY0lLO5GqqkI2rP+Cnnm34nJZ/0GhPuXOwD7gMnTfn4GnJFhExKXFzuWVanUZHPyqLoeyQliyAs67Hxyxs22ijGABOfB0qCgMXvsyPhWcsfWaH8mkKBMiBhhKkVpzdp7TwkNCodiUjRSsGzsWLodykmgkWx0jJKeRAMT22WxKGXW9YoYRQwVEI8rmhPjD4NqMcYlgcwErrE7SMqUgMYyB/6LdxdhHCSGEEEKIjkmKMiGEEEKIGCBFmRBCCCFEDJCiTAghhBAiBkhRJoQQQggRA6QoE0IIIYSIAVKUCSGEEELEACnKhBBCCCFigBRlQgghhBAxQIoyIYQQQogYIJdZEkesgNasMEtY4i+iTPtJUXbG2tMZaiRjWHxh6vqqtZ8v9X7WBQ6SA8wO5DPW3pUuMXAx8vpKqOJbtrOXUgwUXUnjKHKJJwYu+FxDa80+Clmnt1IWKAdgk7mdfjoPWwxdvsrUJgWBfHYH8vFqL24VT3d7XzKMzpZfNL0+v1nFwcpVFFfsBGzsLl1M55QRuOxpVkdrwF+9n6oDX+Gv2otSNpxJvYnLGIVhd1sd7RCtYf86yP8cKkuBvrD7W8gdBUbsbJsEvLBjWTCb3wPxGdDzZMiQi5FHgxRl4oi026zmQc9G9mgPBmAS7Bb+NHCQ7iqOu1x9yTZcFqeEb80DvGBuwIOJQ5vkAIt0AfMDezlOZXG10ReHxRdW1mg+YT1L2IwCdM3y9ezlU9YzkUEcQ56FCYM82stcczG72YeqSZqDm4X6a74yv+cMYyydVabVMSk2D7Ck+iOqqUSh0GgUivzAetKMbEa7JhCnrC8mDlR8z7biuWgCmAEDGMDeiq/ZX/0lWfFH0z11vOUX/dZmgNLts6k+8CXU/aWDp3gVZTvfJznvYtwZIy3NCEBVEXz+GBRuCV70Wxvg7gtL/w4rU+CkOyC1u9UpYd86WPw4eMupW5/KgE3zodMQOPEWuTh5hMnhS3HEKdJe7q1exz7tAWrfpg9936mruc+znjLttyRfrR/MIp4x1+GpSVZb7NTmXKb384K5wZJs9S2oKcjgUMba/5toPuQHVrDdkmy1AjrA++ZnFLC/JptucH81Hv5nfspBXWxBukPKzVIWVb+PhyrgUM7a78XmfhZXf4Df4m2zsHIt+cUfoAk0uieYc3/lt2wvnhf9YI2Ubn+rpiCDQ385NbSf0q2zqC5aFfVcDfiqYcH/QVF+8LZulLOqCD55AMr3Rz1aA0X58NlD4KuoWVCTszbvvjWw6GEwG28Toj1JUSaOOO/59lKKv/FbdB0TOKC9fOy37k1Qa83r5tbW2wDf6ANs1WXRCdWMMqrrCrLWzGMt/iY78OjZoneyj8ImxVgtDQQw+dpcHd1gjazzrSCAv5WcmlJdxHb/xignq5dBm+womR+y3f7Kb6n2F0YhUfP8VXupPvBVyHZlO95FNy6EomnrQijb07QYq6VN8FfB2veim6ux7/8LOhA8zNocbcKBjbBreXRzdTBSlIkjil+bzPcfaLEgq6WBD3370C29AUXYVsopoLKFXfMhBoqFZkFUMjVnBTvCaleNn3XsjXCalq3WG2sOWbZMo8lnJ5W6KkqpGvJpLzsDm1osyOrb4v8hComaV+LZgs8sD6Ol4kDFyojnaUnV/tpDlq0zvUV4S60rctn4ceg22oT8RcFeNStUHoSC71ouHGspI7zfR/xoUpSJI0qx9lMZZo9NET6qQ5ZvkbFbV4RuRPDw4I4w20bCfsLZOQeLx/1Y16NXSElYxY4Gii3KWaFLMcPc3sosPMxa5TsAIQrcIE2lb1+k47TIV7WbJocsm6XwV1v0gUGbUFYAYWybBHxQeSDikZpVuju8dtqEkvA+qIkfR4oycUSxtfHENSOsnU/7a8vz2iz8M21LTqvWJRCyl6w+w6L1qdrwvG35fdpbm3JaONBfteFsWutyqmDvUtjNLcp5OGTsIGTtiiNKCg6yVOgpGhTQQ7lxWfQG00clh9XOAPqrlMiGaUV30sL5jI+JJpf0iOdpSReywypk7NjIwJr1mahScBD6jF+FIsPoHIVEzUt0dSOsnh0gyWndGYOOxF6E26PnSOwZ6TjNUwoy+hLWrtaVBInZEY/UrLQ8MMKYjEEZkD0o4nE6MinKxBHFUIqz7Nkh36o1cJbDojdAIFu5GUhKyD9AEzjJwh30ULrioPUeCQWkEU9PMqITqhlDjL4hD18qFP1VTxzKEaVUDdmUjZ72AWGNfettHxylVE0lOHJw27MJVfAoDDLjh0YnVDPcWccRuihT2ONzccR3jUak5vWbSMjDrEpBn/HhFUaR4EyAvDGhe8G0CX3HRydTByVFmTjiTLRn08dIaHHjVsBQI4lTbNYVEQCX2/rgCnFw8nyjB1kqLmqZGnNiZxIt73gVwWLnXIZbesitK9kMoOXeEIUikXiOUUOimKqp/o4RJKqUVtdVV1tPcmw9opiqIaUUeWlnobDRWtHTPXUCdpt1c1bZHEkkdT+vlRYKDDvJeRdHLVOzuh0LXUfS4rpUBiR3gwFnRzVWE8MuAXda64VZ79Mhs3/0MnVAUpSJI45LGfzB1Y8xtnQMgm+Ftnrfx9kyudvVF7vFYyM6Kzd32YbTg0Sg4Vt2PHauMHpzlpFrTbh6htCViziaJILFoapXUqSTwBSOp4eFhy4hWEicYhzLSDUYe03PXv3CJ5fOXGCMw21hgQvgUE5OiptEjnGo6KrNaWCjr30YxzhPs3xW/wRnDgOyrsRtr51s91Aeu5FAz7RJZCUcZU24euKzx5CcdwnKnlCzpPYvHuzuLqQPuAlHfBfL8gUjGXDizcEes9qesLr3HgXdRsHp94LD4gmD41Jg/P2QXdtLW288nM0FQy6EUT8P9uqJiJEZ/cURya1s3OzqxRSdy1f+Isrxk6wcHG9LJdmiw1fNyVHx3G0fwXZdztpAIdUUcY3RjxG2bMtn8q9vIDn0pzOb2c8+ylBAN9LIJc3SHrL6lFIcq4YyQg9gq95JqSpnN1u4yJhIhi12LgvkUnEcHzeeSrOcgsA2fHiJU/F0tfXEEcZ4yGhJcOYwKPtaKny7Ka7YTgH76JV2HhmJ/Syfyb8+d+axxKWPxFOyhkD1PlAGzqTeOBJiYIb8WoYdjp4CQy6AHV9DZQlsAc56BJI7WZ3uEHcanHpX8IzR3d8FL7OUkAldR4HD2g80HYUUZeKIlqYcnGHh2LFwdVeJ5Bgu5rCCEUZGTBVktQwUfcmmL7G9Pp3KQX/VE5/hYzdbSFaJVkdqVryRSG/DurFj4VBKkejsiktlA3NIievdtoLM74EdS2DrAijfG7zGY9Zg6D0OMge0X07DRlyadePbwuZMhN6ngs8HW+aA29oe5hYl5UD/HKtTdEhSlAkhhGh/VYWw+GEo3wO1V00NAAXLYffX0HsCDL1cDocJUU/sfRwXQghxeNMmLHkMKmonl9UN7wPY/DFsmhv1aELEMinKhBBCtK8930PpztCX7dnwPpjWXnxdiFgiRZkQQoj2tf1zwtq9eMth76qIxxHicCFFmRBCiPZVeZDwrksJVBdFNIoQhxMpyoQQQrSvtsy5ZZepFoSoJUWZEEKI9tVlZHjtlA2yD4OpLISIEinKhBBCtK/cE2t6wFqZ7kIZkDs6eCFuIQQgRZkQQoj25nDDcb8JThbb7GSzBiR1hWFXRD2aELFMijIhhBDtL3swnHwvdBpOgx4zRzz0OxNOuif4fyFEHZnRX/woptZ8U+lhR2U1dqDQH6CTI3auKVmrWpt87amk1AyQZtgY5YrHGYOXMCrSXlb7iwHYFKhggD3F8otSN2eXLmc35RgoepBMprL4IsrNMNFs4yDFlAPgwYeD2Ns2fdrHbr0HLz7icZOjOmHE4LZZbZZxwLsTgDL/ftIdbbjAd2oejL4FqouhYn/wGpDJ3cDWvq+H1hqPZzdezz6UshHn7o7Dkdquz9EetBlAF60jUFkcvO33QAy+bwrrSFEm2uzd4goe21vMdl8AlxngEeC0jQVMTEvi3pw00uw2qyPi15rnyw/w34piKutNYJmkDC5PSGdKYjq2GCh6Ck0vM307+DJQhM1vchkww7uBbB3PlY6uHGuPjQtpb9ElzNab2E5Zg+UDdBo/U33opBIsSnaIRrOC7XzORsqoxkAzGPg7nzKUXE5nEK4YeMvzaz/fmN+xXm8iQKBueRxxDDcGM0j1j4mCvDJQwobKhRzw56P9CujO8vK3SPJl0M89lnRHbvg/LC41+BUBFRUbObhvLl7v3npLFQmJA8jMPguHw/q/Ia015vb5BPLngq+cgLYDE/At/T1GtxOx9Z6MaudCVRyeYu9jmYhpLxwo5eadB9nuCzRY7gfeLankgi17KfIHmn9wlPi15s6iXbxUXtigIAMo0yb/LD/A/cUFmFq38BOio9D0cqdnLV8GiprM6LRbV/OwdzML/AcsyVbfOl3IX/V37GhUkAFsoIjH9Lfs1uUWJGtoIRuYwyrKqG6wPIDJCrbzMkvwYu3s8X4d4KPAAtbq9Q0KMoBqqvnKXM5X5nK0xdtmZaCYr8te56B/W5P7ygMH+Lb8HfZ5N1uQrFGWstUU7HwJr3dfo3s0FeXr2bntGXw+a+dB01oTWDeLwMY3wdfo7yTgw9z+Cf7vnkLLlQ0EUpSJNtjq8fHAnuIW7w8A271+/tRKm2h4v6qExZ4KWtutfVRdxoLqpkVGND3v3U6R9jU7xWZt9qe9+RRpXzRjNeDTJi/qNWh0s+vTBDwE+Ldea2khsZtiFrOxxfs1sJfSVttEww96LXvZ3+q2uUavp0DvbaVF5K2pnI9fe1p41QE0qys+wq+9Uc1VXyBQxd6CN+vyNGUSCFSxb8/b0YzVhD74A+auRa21QBdtwNyxIGqZROySokyE7dXC8pAbTAB4u6SCkkCYs3m3M601r1cUtXYiPhDc8F+vsO4T9EHTyzKzOOSc5xqY798fjUjN+o79VOJvtYjQwG4qyKc0WrGa+IZ8jBCvuga+ZRt+rOnJNbXJGnN9yHYKFVa7SCkPHKTYv7uVgizIxM8e77oopWqqrHQFWofqXTKpqtyC12tdj3NgxwJC72o1ge0L0KGuFSqOeFKUibB9WlYV1u7Mq2F5pSfieZpTaAbY6veG2J0Ee3hW+arxWvQm+INZFjIjBAuJFQHrip31ujBksQPBN5INWFfkbmIfZhhrtBo/ey0qHksoo6rRodXmaDS7KIhCouYV+naE3fZgG9q2t8qKTWG3raqw5lCr1hpduI6wLjnlKYIq64crCGtJUSbC5mnD4SmPac2hLF9YpU699hYdcvOGe11AsKxwBPBjhuwxgWDvjs/CnIE2rE9/G9q2p8ZjyFpjWpQx+Nx+Wp30tX7bkD1VkaPNcA/rK7S2apyrhjY8t4wrE1KUibD1cjkI97zK7k5rznJLM2y4wtyhJCmDeIumIMhR4V3vzwC6GK7IhmlFJu6w1mYAben0GGmEP99VahvatqdEElBhbpuJWHc2q9tIpfkxWg0pFPG21EjHaZHDmUl4uzCNw2nNGZhKGeAK87mVgXKlRjSPiH1SlImwXZ6WGPKzvgIGxTkY7HZGI1ITLmVwVnxyyOLRAC6IT7Vs6oGBRiLZKvQ6MoHx9qzIB2rBcSonrD4bJwZHYV3Oo+kRso0CepJJCtYUj3HKRQ/VLazCbIDRLwqJmpflyMMexocGjaaLc3AUEjUvOXUU4RwWtNkSiE+wbn3aup1MyJ5HZaA6jULJZLodnhRlImzjkt0MiQvdW3ZHp9RoxGnRFQnpOJVqceM2gERlcGGCdfMXGUpxhaNb622AwUYiQwzrrg2YpdwcT+eQZcQE1QOXsm4OsKF0I434EAWP4iSs2zkDDDeGtJpRoYgnnn6qdxRTNWQoO73jjgve0Jr4qmoyi4Pj8JIqKlFaA4psR2+S7JmW5YyL60p8Qn9CFTzpmeNQyrq5E42uY8GZTMu7WwXKhi3vjGjGEjFKijIRNrtSvJSXXdcLVv9tziA4E/FjXTM4NcnaWd672Z08lZ5LYs2hydq37NrvaYaNv2fkkmWzdiLRMfZ0rnN0R9HwD7H2/wONRP6fq4/lE4lerPrV9YLVH/Rfm3McuYynuwXJDnFg40pGk15z2K/+GlOAHYOLGEku6Zbkq5Wh0hlvnIK9hUlsE4jnLNs4XGH0okZSN9cw+pr96LtjN7137yWrqASA3H0HGZC/k9wKF4MTJlqaEaBzl0uIj+9Tc6v+X1FwC8jInEhK6jFRz1WfcibiGHlbvclzG/0921zYR9yEkdg12tFEDLJ+emtxWMmw23i7VycWllfzn8JydlUFzyb7dWYyl2Sl0MkRG5vUEKebt7N781FVKfOqSinWwcssneVOYZw7ibgYuZzNGY5sRtpS+Ni/n1WB4NmLI22pjHN1YqiRjBEDM7vblcHVDOIUylisd7GTchTQm1TGqC50joHZ/AFScHM9J7GBvXzHdkqpBEoZSz+OpifxWFvo1Opq5HCJmswmvZWt5ja8eIkngb5GL/JULjYLe3Vq+St2EJf/ad0g9fpbod00Sd2zHo/zS+Kzx1gTsIZhOMnpNoXqqnxKipfh9exFKRvu+N6kpB6Dw5lhab5aKqEzjhPux9z7LWbBUqgqhUqw9bkAR+4JKHvsXa5MWCM29qDisGJTitOS3JyW5Mbn8zFnPfw6KxlHjBRktRIMgwsSUrkgIdXqKK3KMlxc4eyGT3ViDlv4jbMnjhi75IpSijySyVPJVkdplQ2DgeQwkBx8+JjDHI6jV8xd+9KlXAxWAxhsDLA6ShNaa0q3/bemIGt5wH/ZjneJSxuB4UiMXrhmKKVwx/fEHd/T0hyhKMOBLec4bDnHgc8Hc+Zg63YSyh5b26awVmx0FwghhIgJvort+KsKCHkGptZUHVgWlUxCdBRSlAkhhKjjK88nvHnKNN7y/MiGEaKDkaJMCCFEPW2ZuFYuCyREe5KiTAghRB27O4dwJo8FVdNWCNFepCgTQghRx5ncD8OREkZLjTvr+IjnEaIjkaJMCCFEHaUMkrpPDtnOnT0Wuys2ppwQ4kghRZkQQogG4tKGkdzzcjBqp2uoPwWzIr7TySTlnmtROiGOXLE1sZQQQoiY4M4YiSt1MNUHl1NZsgUKIKHzKSR1Ph6bRRf4FuJIJz1lQgghmmXY4ojPPpGUvEsBSMgZJwWZEBEkRZkQQgghRAyQoixG+UyNNxDOaenW0VrjifGMEMxZbZpoHdtZAzGer5Zfm/h1bM9PpbXGW3PdxlimtcanAzG/bZox/nrXMrUffZhkFaI5MqYshlQHNK9u8fLseg/rSoNvLP2SDa7v5+LKXk7cdusvTg2wu9rk7/nVPLutmkqvj1nA5K/L+HXvRM7OdqBi4CLaAKuqvMwsLOWD0kp8GlxKcV5KPFPTkxgQFxsXp9Za87m3jNnVB1lfXc6vgKuKNnBmYhbnxaWTasTGn2i1DrAgsJ+PA3vZhweA7srNGbbOjDEysMfIBd4P6io+Zxdfshsffk4CXtI/cJLuQT8VO4fddukDfMsmNlGARuPAxmDdg6PoQ5qy9lqStbQ22R7YzCb/Gop8B3CQyUfVb9KXQfS0D8CpXFZHBMBvVrO3cgX7KlbgNcsASHB0oXPCSDLiBqBiZNsUIhw/+R2/oqKC119/naqqKiZMmEDfvn3bI1eHU+LVnL+gnG8LG36631hqcsc3Vbyy2cO7pyeS6rT2Dea7Ej+nf1lKqU8TANw1yz8v9PFhYRnTerj465AEywuz/xaVc1dBIQZQu0Y9WvNWcQVvFVfwRNcMzk5JsDIiAa15pHwX87wlGBz6YyzWJi9X7ed/1UU8npJHd5u1O78S7eP/fGvZrasbTCm6Q1fxrH8ri9UB7nD0w6VslmUE2KyL+Scr8WNiArVp1lPEaoqYqPM4U1l/0epv9EYWsQqFQtesUR8BVrKVVeRznh5NnupkaUZTB1jinc8ecwf1L7lUTSWr/F+zObCOU5xnE29YW0B6/CWsOTirphg7tHVW+ArYXPw/Cl3r6JN2HobF26YQ4WrTHn779u2cfPLJJCUlMX78eLZv387RRx/NL37xC2666SZGjBjBokWLwv55Dz30EMcccwxJSUlkZ2czefJk1q9fH/bjX3vtNZRSTJ48uS2/Rkz61dIKvisKoGk4l3bt7VXFJtctqbQmXI0yv2biV6WU+jWNDwzVHsX8+zYPf8uvjnq2+r6p9HBXQSEamuas+bpl10HWVnujH66eWVX7mectAZperMYEirWf35Vuw2fh4RitNY/7NlLQqCCDQ9vpWl3GTP+2aEdroEx7eZbv8dUUZPWZNUk/Ip/lem/0w9WzRRewiFUAdQVZLY0mgMl7LKVEV1gRr873vmU1BVkwWWNVupzF3o8sPeyqtcm6wv82Kchq7gWgyLORnWXh75OEsFqbirLbb78dr9fLM888Q3x8PBMnTqRv374UFBSwd+9ezjzzTKZPnx72z1u4cCHTpk3jyy+/ZN68efh8PiZMmEBFReg3pPz8fG6//XbGjh3bll8hJm0qDTBnl5/WhmcFNHy828/6EuvGybyy08MBr241J8Ajm6ssHR/13MHSsDbsFw+WRTxLS7za5L/VB1ttYwL7TB+fe63LuUlXsFGXt3qFQw0sNg9QpK0rcpeyGy+BVi8OpID5bLO0kFjG+pCX+g6gWcmWqORpjld72BJY22objaZUF7HP3BWlVE0Ve7ZSHSgk1CWh9lZ8i9/0RCeUED9Rm4qyRYsW8eSTT3LFFVcwc+ZM1q9fzz333EOnTp3Iysri3nvv5fvvvw/7582dO5epU6cyePBghg8fzosvvsj27dtZvnx5q48LBAJcccUVzJgxg169erXlV4hJb27zYQvjaJ9NwRv51u34/r0zvB6wXdWaLwr9EU7TvPKAySdlVU16yBoLAO+WVlhWPH7tK6cijB4wA/jYUxzxPC35InCAcA78aODLQGGk47ToKwpCXq1RAwVUsBdrepzLdCW7KQwjp+YHrOt53BXIb6a/sSmFYntgcxQSNe9g1Q8QssQFEz/F1ZsiH0iIdtCmMWX79u2jR48eAKSnpxMfH0+nTofGPnTu3JmioqIfHaakpKTuZ7fm/vvvJzs7m2uvvZbPP/+81bYejweP59CnpNLSUgB8Ph8+n+9HZ21PhZVe4vETKo0dOFhp4PNZM/i7qNpHXKNCwq39Db7X2lvpxZcctWh1Cr1+HIHwexNLPF6SbNEfp1fk9eD0N1yXjprbjkbLS7THsm21zOfB0GbIXZ8NRYlZjU9bk7NKe7E1KndsPt3ge61iKslQ0T/Ro1RXhFFCBHnw4lM/bV2aOkBp1UZKKjcQMKtw2JJITRhIoiuv1TGflb5KVMBoeHjVrxp+J1jkVpkVPznnj1XlLccMBK8w0DpFtbcMnyM23u+Bur/nWNkHHc4Ol3UZbj6l29CXbxgGe/bsITs7G4CkpCRWrlxZ11u1d+9eunTpQqANO8Vapmly7rnnUlxczOLFi1tst3jxYi699FK+++47MjMzmTp1KsXFxbzzzjvNtp8+fTozZsxosnzWrFnEx8e3OacQQgghRFtUVlZy+eWXU1JSQnJyyz0Wbe5yue++++qKGa/Xy4MPPkhKSkrdk/5Y06ZNY/Xq1a0WZGVlZVx11VU899xzZGZmhvVz77rrLm677ba626WlpeTm5nLqqaeSkREbF9NdXeTnjPnhDez94PQEhqdb01P25JZqZmyobHBgw639/Et/w7VqFFUqmCvNoVh/SirOcI7JRsB12/fxTaW31UOYNuC0pDge6xredtTeqnSAK4s2Uv9gtMNv8otv8nl+VB4++6Heu2kJnTjDZc10DmvMUh7zbwyr7UOOIWRbNE3CHL2VxexssG3afJoT55fzxbhEAo7gtpiGizs4BsOCs4O11rzGQg7S+hhBhWII3TlZDftRz+P1l7Bx778xtZfmx1spHLZk+naags1o+npV6yo+9rzZpKfMsSgD30kHwX5o+bGOU8ixdf9ROX+qwup1bCmZG7KdwmBY5nU4bO6QbaPF5/Mxb948xo8fj8PhCP0A0aLDZV3WHqULpU1795NOOqnB2ZEnnHACW7ZsadKmrW688Ubef/99Fi1aRLdu3Vpst3nzZvLz85k0aVLdMtMMvg3b7XbWr19P7969GzzG5XLhcjV943E4HDHzAh6V7eCoLD/LDgRaHERvU3B0uo1Rnax7Y5na08aMLV48gUZnC2qoUnaqlB0FXN/LTYKF84BNzU5n0Y79IdtNyU63bBtw4OCMxCzeqj7YZLfpsxt47QYGkKhsjEvIxGHRXEtDdTqdVDwFurrFUUYGMFyl0tVp3fQIY3Qui9jd7FD/gEPVFWUn0wOXBYcua43S/ZnLNyHbjaAvDvXjts09ZcvAqMZoZfRagGJKPavJTj6+yX0OHOTqXuwwNzc5QxS7BrtGoXATTzdXTwyLts0s+yB2VS7CZ1bQ8mB/RZZ7IPFxFoylCEMs7YcOd7G+LsPN1qai7LPPPvsxWVqkteamm27i7bff5rPPPqNnz9bnEBowYACrVq1qsOz3v/89ZWVlPPnkk+Tm5rZrvmh6cUwCE+eVs6PCbFKY2RR0jTf491hr59XKdBq8e0wy5ywrxa/BXy9n7ciO8zo5uLuPtZ9IT0lyc1tWCo/vD87/1aD3hOAg/z90TmNUvLXzf/0iPpvN/mq+81c02aXYACcGDyV1x23h5JeGUtzu6McM71pK8TUpzBTQRbn5tcPaE24ylJur9WBe5Afg0DQYcGjE0XF0ZgxdLUh3yEBy2UsRK9iMomEpoWqWTGQkmerHFRGm6aOwYhWhzkgEzYGyb5otygCOcp5AmaeYIn2gyX0KhQMnJ7rOsKwgAzCUjf7pF7H24CwCzfYKKhIcOfRIHmdFPCF+lJ90HOzAgeAfbLiHEhubNm0as2bN4t133yUpKYk9e/YAkJKSgtsd3LFPmTKFrl278tBDDxEXF8eQIUMa/IzU1FSAJssPN53dBp9OTOTv6zy8sNFLoTf4BpPqVFzb18mNA1yku6yfmfq0TAdfj03hz5ur+M8ub937YN8Eg1/2TuC67i5sMTCj/41ZKQyKc/LcwVK+qgye6KGAExLiuC4jmTGJcdYGBJzK4E/J3XmvuojZ1Qc5WDNTvh0Y70rjEncG3SyeOBagk4rjj87BfBDYw4LAPqpqSrMU7Iy3deJMW2fcMTA55zCVxa16JJ+wjZUc6inNIYGx9OAYOlk+qbFSilP0MLqQwXI2sodDJ0b1ojPH0I8u6scPq/AGStE6vDOfvYEStDabnfHeoZyc7DqHTf4f2OT/gWqqALBho6etP/3sQy2fOBYgwZHN0MyfU1CxjP1V32PW/O5OI4lOCSPpnHA0xo/scRTCCm0uyoqLi7nnnnt4/fXX6860TEtL49JLL+X//u//6oqkcDz99NMAnHLKKQ2Wz5w5k6lTpwLBCWsNw/piJBrSXQb3Dndz59A4dlUGd3xd3IZlY7NaMjjJzosjkvjbEM3Ocg/rF8JXY1JwOmPj0kW1Tktyc1qSm0J/gOKASZrNIM1uffFQn0MZ/Mydwflx6ezxVPE1W3gtrR+JTuuLsfpSlZMr7N252NaNQrwYKNJxxkQBXl+uSmIqQ6jSfoqpZBmf8ht19I8+FBgJSin6043+dKNCV+PFjxsnce1wWLVtlxRq/cxFu7IzwDGc/vahlHpL+IxFnOm6hDhn7IzNAnDZU8hLGU/35FPwBspRGDhtyZYX4EL8GG0qygoLCxk9ejS7du3iiiuuYODAgQCsWbOGF198kU8++YQlS5aQlhbeoORwTvwMdcj0xRdfDOu5DicOQ5GXGFvFQ3MS7YreCTbWQ0y/AabbbaTHWDHWmKEUWbZg4eCK4Wv1OZRBJ6zvZQzFrezYVWwVD81JUHG056AEpy0Fuy0Rf6A8REtFgrNrWH+3Shl1vWI2FRvXYm2OoRzE2WPn+qZC/Bht+gu7//77cTqdbN68ucH8ZLX3TZgwgfvvv5+//OUv7RpSCCFEaEoZZCWOoqBkIa2PK9NkJh0TrVhCiDC16SP5O++8w6OPPtqkIIPgxLGPPPIIb7/9druFE0II0TZZScfidnamtUOTKe7+pMYPjF4oIURY2lSUFRQUMHjw4BbvHzJkSN1gfSGEENFnGA76ZF9BWvwQDhVmwe9K2clKOp68zPNjesiBEB1Vmw5fZmZmkp+f3+JcYlu3bg15iSQhhBCRZTNc9Mg8ly6B0yit2kjA9GC3JZDi7tfshLFCiNjQpp6yiRMncs899+D1Nr0otsfj4d577+WMM85ot3BCCCF+PIctkYzEo8hOPp70hKFSkAkR49o80H/UqFH07duXadOmMWDAALTWrF27ln/84x94PB5efvnlSGUVQgghhDhitako69atG0uXLuWGG27grrvuqpvSQinF+PHj+dvf/nZYz6ovhBBCCGGVNk8607NnTz788EOKiorYuDF4oeI+ffrIWDIhhBBCiJ/gR88EmJaWxrHHHtueWYQQQgghOqw2FWUXXHBBWO1mz579o8IIIYQQQnRUbSrKUlJSGtyeNWsWkyZNIikpqV1DdWT7Kk1mrfPx3b4AAMOybFwxwEGnhNi69M6qogD/3uJhV7mXS4D/5Hu5sKedeHvszH0U0Jr5xR7eKaymyGeS6TD4Waabk5OdGDE0R1OFafJBeRlfl5UxBvhr4UEmp6XTO8auJbrP9DLHU8gWfzWGUgy0x3OGM40UI3YuvaO1Zosu5wu9jyJ/JXnA1+YBjtGdcMTQ5asCmKxjL2vZSxV+knExnK70IA3VyqSv0ebRXjbqLRQE9gHwbWAVA+39SFbWX4y8vopAMbu8P1AeKMRQNtLsXeniGIBDzjYVhxmlw7kAZQuSkpJYuXIlvXr1as9MEVVaWkpKSgoHDhwgIyPD6jh1tNb87TsvD3/tRQNmzatiqOC0j78d5eSWo5yWT/hY4df8YmkF7+/yY1fg0H6ec3/BdVUn4nDY+fcJCZyeY/3FnzdV+bl0fSFbPQFsQADqvg902/lP/zRyXdYXE59UlHP3/n1UaU1cIMA9P6zlocEDqbTZODshkRlZ2Tgtfs1NrXmhai//9exHASaHpiS1Ab9yd+G8OOv/liq0n78H1rFOl2KgMHwBzp53kA/GZ+B2OLnJNpA+hvUfIAso4VWWU4oHhUKjMVCYaLqRwuWMJBEXFWYJO3xrqTLLMJSNbFt3Otl7YqjoXMd1g7mFxeYyTEyUDzI/TuDghEpMh2ag6stoYySGxYWuqQOsrVrILu8PdeuyloGNQfGn0cU5wMKEzfP5fMyZM4ezzjoLh8P698vD2eGyLmtrj5KSEpKTk1tsZ/1eSQDwz1U+/ris6fxvtcXZI197cRhw4wjrPvmZWnPF4go+2+sHwK+h/p9AuQ8uXFTBh6cncnymdZvWHm+Ac9YepNBnAsFCrP73DVV+Jq0p5NOhmaTZrdupLKms5Lf79tbtRmq/1+acU1GOT2se7dTZgnSHzKzey+ue/QBNsvqBv1XtxqkUZ7qsO9nHr00e969hG8ELcZvoBpMwluPn0cAP/F4NpZtqz0uAt00hFbzAMrw1r3JtEWHWfN9NKS/qLzmh2kuBf2NNoREsgnf61uFUbkbGnUG6PSeiObeY21hkftlkeW3etXojmHCizdrrZ66t/IxdvjUADQoyAJMAqyvnYcNBJ2dvK+IJ0Wax05/fgZV5NQ8v84Rs9+g3Xko8P7pj8yf7dI+fT/b4CbQQwaz5+sPKqmjGauLpPRUU+sy64qaxALDLG2Dm3spoxmpAa82fCw+gafmy0Rr4uLKC1Z7qKCZr6IDp4/Xq/SHbPVtVgFebUUjUvG/0QbZSTksJNODH5J3AjmjGamIhm/ERaFJA1DK1SUrVVgr8wTPbdc0WUtveq6v4quo9SmoOJ0aCqU2+NL8N2W6t3kiJLotYjlDKA4V1BVlr1ld9zk84ICREVElRFgNmb/LhaamCqMcbgLc2+iIfqAXPb/IQasiYqWHJ/gDrS8P4hSLAZ2pe2lfZYkFWywT+tbfCsjfrVR4Pm32+FguyWjbgv6Wl0YjUrI88RWGNcCrXJl/4rMv5aWBPyJwmsEIXUqKb9khHQzU+vmd3Xa9Yc5IC1aQHWv+wYGKy1rO0vePV2aULqCT0ByuFYr25KWI5QtlZc8gylGpdRqHf2mJciHC16RjTe++91+C2aZp88sknrF69usHyc88996cn60A2FJrYDPCH6GiwGbC+yLreiNXFJv4wa5h1JQH6J0dn7Et9+3wmZS115TWyx2dSbmqSbNEfs7XZF15hEADWe0P3okZKfiC8XjobsC3MtpGwk8qQBS4Ee8z26CpSVPRPoiiikkCIlJ18pXWHK1umORjYRYVZQoKR0mrLH6OQkibjs5pPoSnUxe3+/OEqDxwImTFIUR4oJMPRPeKZhPip2lSUTZ48ucmyX/7ylw1uK6UIBKzpJTlc2drQX2nlyY1tGX5lN6wJ2tb6ym7RIHpbG86wsyojgK0Nz92W36m9GW14bqtyGmEcmEgIeMNOVxY4GJGiLLguw/tgE87vFCkq7OfWlp8gJUS42vQXZZpmyK+yMuvGGByuju1sC9lLBsGetGM7R7/3qdbYbHtYRY9Nwah0a3JmOwxynaE3awMY7Lbjtqh4PCouLqx2BnBMnDuyYVoxxB7f4jit+gLAYLt1A+j7q+Sw3sycGJYN9M8gnjhaPzusbQfTI7PtdlJZYefobGRHJEM40uxdCHcdpNq6RDaMEO2k3T7meDweHn/88cNqeoxYMbGHnUx365/7FJAWB2f2tO6sxuv6uFoc5F/LpuC8bg46ua35BG0oxXWdE8IaX3R9Z+uKiFyHg+Pj3IQqXTVwYVLLp09H2unOVOJCvE0oIMdwcpSFRdnpRk7I4tEATjSyiYvSlBKN2bFxDLmtbptltrgwCyJFqi2rfYI1kkUG6aSG/BsyMOinrHu/7+ocHEZJpki2dSLZHpl1JUR7a9Oe0+PxcNdddzFq1ChOOOEE3nnnHQBeeOEFevbsyV/+8hduvfXWSOQ8ojlsiidPiUOp5l8QBSgFT57ixmnB+KdaQ9Ns3Dqw5Sk5bArSnYr/G2Fdzw7ANZ0SODrB0eLGbQAnJzu5JNPanHdnZhJvGK0WZjelpdPNwrl33MrGrQldW7zfIDie7I74bpYeIhqgkhmjWu61MYB0XJxn5EYvVDPG0otMElocoL7PmRyy0FAoOtl6EGdEZgJXpRQn2Y7HwNbqQPoTjFHEKeum6HEZ8fR3n9RKC4WBjcHxp0YtkxA/VZuKsvvuu4+nn36avLw88vPzueiii7j++ut54oknePzxx8nPz+f//b//F6msR7TTutt59Sw3uUnBN0GbOjQ+KjdJ8cqZbsb3sH5auRnD4nhgeBxJNVHq14ijM218Oj6RXIuvPuA2FLMHpnNhRhw2gkWtvfa7gquy3Mzqn47DokOXtfIcTl7J6cogV3DHVn+tJRsG92Rk8ovUNGvC1XOaM5X7ErqTqYIvusGhrF0NF39O6sVQh3W9ZBAsJKbaejPJ6IazJl399TlYpXKPfSjJytrJJeNwcC3HM4BgAak4NB7OjsEI2wByHYNbfLxCYcPJwLgTI5ozU6UzyTaeVJLrnreWmzhOMUYzwOgT0Qzh6O4axmD3OBwq+AErmDOYNcnI4NjEC0mKUI+iEJHQpr38G2+8wb///W/OPfdcVq9ezbBhw/D7/axcuVIGUraDk7vZWXpZAl/sDrByf/BkiaGZNsZ0tcXMZYGUUtwyMI5f9nXxwS4f20q9sAU+HZ/I4IzwxklFQ6LN4Ok+aUzvHuCDomqK/CaZDhvnpMWR4YidmWB6Op282qUb6zwelpUHx2P+X1Y2pyanWD6Tf31jnSmc4Ehmub+cLYFqDGCQPZ7BtviY+ds3lOJ8W3fOMLryrT5IYaAKk4NMt4+giz12LgsUj5PLOJpiqljPPqrxk4SLQXQiDgfa1R+XcrPFuwKTQM2A9uBcZUlGBkfFjY/IAP/GMlU6F9jOYj8H2R3YwzY2c6pxInm2XMtn8q+vq2sgOc5+HPDlU2EWoTBIs3clxd7J6mhCtFmbirKdO3cycuRIAIYMGYLL5eLWW2+NmTflI4FSijFd7Yzpan2vWGvcdsWFPZz4fIo5W6CfBdNfhKOT08Y1naztxQnHAJeL3obBHOC0+AQcMfg3ZVOKYx1JHOuw/lJFrXErGyeqbHw2H3P4jiwLD7G1JhU3x9GjyXKlFP1dx9LLOZwC3yYqdSkGdrLt3UkxsqP6fquUIptM0owUtrGZXKNLTBVktQxlI1tm7RdHgDbt+QOBAM56F0m22+0kJsbOJ1AhhDhSOJSL7s6WD2UKIY48bSrKtNZMnToVV80YmOrqan71q1+RkNCwJ2L27Nntl1AIIYQQogNoU1F29dVXN7h95ZVXtmsYIYQQQoiOqk1F2cyZMyOVQwghhBCiQ4u9EZtCCCGEEB2QFGVCCCGEEDEgtuddEEKIw1SVruagLgI0aSqVBBVvdSQhRIyTokwIIdpRma7gG/M7tujt6HpXsuxOV46xjSBNRX7iVyHE4UmKMiGEaCclupT3AvPw4m1QkAHsYDe7A3s523Y6WSrDooRCiFgmY8qEEKKdLAh80WxBBsELJQUIMD/wOaY2LUgnhIh10lMWg7YeMPlhd/BNfVCOoldW7NXOptZ8s8tkR5EPO1BYpelk7bWem1UV0Mw/4KPQa5LlNDg904HLFnuXMNrrC/BlcRUA31V6GZVsj8nLl230etjo82AoxRBnHN3ssfeiB7RmjVnGfl9wfVZqPylEPud+fZCDFLXaRqOpoJKduoBsOrGBIqoIkIyTfqRii8FLGJVSyTb2A7CXErqRaXGiprTWFOkDlOpiDAwyjU7EK7najDj8SFEWQ9YVmDw818c3+Q0/ZR/dXfG7Mx0M7hIbb9jvrfPz6BIvO0o0LuXn4Z5w+otVTOhncu/JLtLc1hcTPlMzY0MVf8uvotR/aHmaQ3Fbrzju7OPGFgNFzx5fgOm7ivmguAqnGeBx4NLNB+jmdnF3lxQmpritjgjAd54qHi/ezw8+T4Plx7vc3J6aTU+Hs4VHRo/Wmnn+A/zXV0Ch9uHwm1wO3FD1A2N1Flc7u+FWkbtG63ZzFwrVbC9ZfQrFZ+YaVhqb8XGoxywJB+Ppwcl0jYmCvJgK5rOKzezBAPqh+A+LySSFUxlCHllWRwSgILCTlf5llOiGBXFXoztHOY4nQcX2tVqFqC829vKCVTtNrnzey7fbmr6hf7dDM+VfXr7bYf0hj5nf+rj5Qw87Shrm9Jvw3roAF7xWRVFV6zulSPObmp99U8ZDmxoWZABFPs1966u4+rtyTG1tzj2+AOds2Mec4ioav7KbPX6u2XqQ1w9WWJKtvi+rK7h+/07WNirIAJZ5qrh63w42NXNftL3mK+AZ73YKta/Bcj+a+f4D3Fu9niodiNjz+wmgCF1MmWj2Ut6gIAMow8dsvYnZehPa4m2ziHJe4jO2sLfJffso4b98wUYKLEjW0I7AVhb5PmpSkAHsNncwz/MeFWaZBcmE+HGkKIsBpqm5/Q0fvgCYzbwXmxr8Abjjv14CzTWIkq1FJg8s9LZ4f0DDjhLNw4ut3UG/sMPDB/t8LfZXaGDWLi9vFrT8u0TDvTuL2OcL0FyZUJv9jh3BNlbxapO7Du7BhCaFIzXLqrTJ7w/usbSQ2Bio4A1fy0WCCeSbVbzZSpufKlHFYza7lpry0nKP3UJ2sYHidkr148zhWzz4W+z108D/+AYPvmbvjwav9vCVb2GL92s0Xjws8y2OYiohfhopymLAks0mu4t1swVZLVPDnlJYvNG63rJXv/dhhOgICGh4e22AkmprdtBaa/66tTpkOwPCahcpBd4Ac0uqmy3I6tPAqxb2ls2vKqdUm60ekDOBjX4vq73Wrc8PfftCvpmZwMe+A3gjNMi+t+qBEUZPmQKKWpmzzECxSO9sx2Rts59SdlIY8jCsjwBrsC5nfmAjzX+kOUSj2ad3U2aWRCmVED+NFGUxYOlmE3sYr4TdgC+3WFeUfbY1QCCMWssbgOW7rend2efVrCkPhNidBHfQS4r8eML5hSJgabknrD4VE/iszLpi56vqylb6dA6xAV95qiIdp0XfBkrDWp8VBMg3I5MzTsUxSPVrtY0GiojDq1oezmuiWRfihIFIqh3UH4589kUwSev2mLvCbrvX3B3BJEK0HynKYoC3DfWLxx+6TaR42pLToiNunjYe3m1r+/biacOhvmoLD1l7daj+kiAFEeuBCkfj8Vnt1batjjWOoo/KA2gwvqz2/2W42KnSQv6c0B8rIifcsXHBtta95v4wxwcqVMgeNSFihRRlMSA3TYXVA2XqYFur9EpThDubRI8Ua3JmOw3cYW7VaQ5Fkt2anHmu8E58tgG9w2wbCbl2R1i7Zz9YOj1GjhEXZhkB2coVsRyGMjjZGM3ZttPJU7nE48ZNHN3I4WRjLNtUOjqMMyvTiVzGUNJICHnoEoLFThoJUUjUvGQjJaziUaNJlDMwxWFCirIYcM5wW1jFjlIwaUTkTukP5bKhjpDFowIGZRkMyrYmZ5xNMSXXRahaywb8skecZVMPHJfgJNcZeh0FgCsyrNvxTUpIDquPIU4pxrmt2/FNtGeGLCMMYJiRRJYR2ek7lFLkqE6cbhvD5fbzucJ+ARPtp9DXyGWYygr5pquAMaprRDO2pjediQtjXjeNZhg9opCoeb1s/cIqHl3EkWPkRiGRED+dFGUxID1BMeWE0DvoK46zkZloXU/ZuN42hmQbIQvI20+0dkLR23u5iTNocSyUDUhxKG7Mi4tmrAYMpbgrp/VrINqA0QlOTki0rtck1+7k3PjkkP0R1yalE29Y93Zykj2DzsrV4htabf5LnV2iFalZE2tOBmhpfRpACi6Op3M0YzVgx8ZYBrbaRgH96EI21l3HM93IoouRG7K3bKh9JEYMTsorRHNkS40RvzndziXHBF8OW71Xpfb/F440uG2CtXP92g3Fi+fHMTi7Jme990JDBU9EeHSik1N7Wpuzd4KNeccnk+IIvl3XxqxdrVkuxYLRyXSJs3bzPy8tnge7pWLQ8A+xtpg8NsHJC70yLZ9I9O60bCa4g7Oj1y90a/9/dVIaP08KPU4qklzK4P64fuSoYKFdf30qwI7id67eDLBZO8t7N5XEL9VQHI3O06z9fxpx3KSGE6+s/WBzFD3rCrPmxsb1pjPnMNKSbPWNdpxKJyPYq9hczmH2Y+htH2BJNiF+DJnRP0bYDMXvz3Fy0SiT178OsLJmotih3QwuOcbGwJzYqJ8z4hWzL41jYX6A11b72VUcPLj162PsXDzMTafE2Mh5XJqDraen8eouD6/t8nDAa5LtMriqm4tLuriIj5FLLU3NTGR8chwvH6xgSVE5AOOS47i0UwpjEl0YMTCzu0MpHkzvzGVeD29WFLPO68FQcJTLzUUJqTExmz9ApuHkL+5BfB0o5hPfAQpV8KzVS+w5nB7fmeRWzniMpv4qnfsZzVfs4Tu9nyr8pOLiONWZYWThiIFeHYXiBPozgK58x1a2sx8ooy85jKQ3XUkP+2SASLIrByc5JrBf72GTfx0luggDg05GF/rYBpBoJFsdUYg2iY13KVGnf2eD+yZZ/6bcGpuhOK2XndN62fH5bMyZA786xonDEVu5k+yKX/WI41c9rDtMGY6uTjt35qTgy4xnzkZ4skc6DkdsXVNSKcXQ/9/efcdHUed/HH/NzO6mFxIIBAi9igiIgIAUFQQLgicWUBHrqXB659nLYUfv9H56euepp2BDUM92UpQiKAiCFKUJgiDFhJ6ebJn5/v5YEhKSTTaQ7Ezg83w8AtnZ2exnv5vsvvf7/c53oqLpGmXfsFo4XJpGX1cD+roa4Hf5mcUvXORpjNshgaxErObmbDI4W3P2XKcU4jmHrvjxM4tZXEAP3BE4j2hNaJpGmpZOmifd7lKEOG7OehcVQgghhDhJOevjoxBC2MzEYjN72MQefARIJIbTaE5TGye1CyFODhLKhBDisN/IYQYryMOLhoZCoaOxnO20JpXL6BnWchFCCHEsZPhSCCGA/eTzFkvJxwtQugZWyZk/t3OQd1mOaeMq9kKIE5uEMiGEABaxGT+hT76uUOwmmw1kRrQuIcTJQ0KZEOKkV4iPjWRVu0K8Bqxge0RqEkKcfCSUCSFOegfIr6KP7AgF7CWv7gsSQpyUJJQJIU56NVkI1QmLpgohTkwSyoQQJ700EnCHPFvqERoaLUiJQEVCiJORhDIhxEnPg4vuNK+2F0yh6EXLCFUlhDjZSChzqEBA4Q9UP8fFTkopfH5n1wjBOosCCqWcXavp8PpK+JTC7/BalVL4VM2WrhhIexKJPupU4eWdSlPa0uh4yytlHa7T8b+bsgyIEBEhi8c6iM+n+GKxxcfzLH79LbgtIx0uGaIzfIBOlMcZc1n25Sg+XGzy8VKTouIAdw2Au1/3MXqATv9TdDQHnEQb4If9Jq+s9/LptgA+C6INGN3WzU2neDglpfqhqkhQSvHJXh//3FnEqkNFTAG6fHuAcRkJ/L55DI08zvjcVGBZvJ+dx9vZeez0BwDoFOVmXINERiXG43bIc55l+vi4+CCzvIfw+wPcCjyWt4tLEhpxuju+ytvGEcX19ONTfuAX9qMRHK60UBjo9KYV59KxVuaUbbJy+dLMYqU6iAVEoTNAb8R5RhOaaDHH/fNrg4XiBzJZyq9kksMZwPMsoQ8t6UVzYmQRXSFqnYQyh8gvVNzztwCbtlHuJX9XJrz4tsXsry2evcdFfJy9b36bd1tM+Jef/CKwFHgOZ5vVv8DSTQFGn6Vz1+9ctgezdzf7+NPiYgwNSjoci01472c/7/3s59+DYhjVxt43FVMpblqfx7QsLwbgObx9n0/x1C+FvLariLk9k+kQZ++f6f6AydU7s/jF5y+3fbPXzwNZB/gsp4BXm6cRo9sbIH/0F3Bf7q/4UFgcac+V/nyW5BYyLqYR42PTqvwZCURzNX04QD6b2YuXAIlEcwrptbaS/2zzN94zd6BDaf+TF4sF1h4WWXu5w9WR0/TkWrmvYxXAYhpr+Il9aBwZUsmlmC/YzHfs5CZ6kYwzAqQQJwpnfAwXPPOayc+/Br8vO5ChDn9t3QlPvWLaUNkRBcWK2/99JJCVZR1+d/lwscUH39g71PHdngB/WlyM4kggK2Gq4Ncti4pYf9De9nxmWyHvZQVXjz+6EgvY71dcuDoH39GNHUFKKW7bvZftPn/p72KJkmd5eVExj+w5YEN1Rxy0Atyfu6M0kJVVcvmton3M92aH9fNSiacvbRhMB06nRa0FstXWId4zd5Srq2ydARQvBDaxTxXXyv0dqzlsYhP7ACosFKKAHIp5k1VhLSMihAifhDIH2Jml+Ha1Kg02lbEs+O5Hxa+/2fciOGelxaH8ioHsaG8tCGDaGCT+udaHHkZH3avrfXVfTAjFpuKFHUVVvqWZCnYWW3yy1xuxuo62ptjL6mJvhdBYlgV8klvAnkAgUmVVMLP4EF6sKmc+acC0ov22zt/63PytysFPBZgo5pt7IlVSBUX4+Y6dVf5uWij2kM9W7A3jQpxoJJQ5wFfLLMIZ+TF0WLDUvl6omSvMsGbT7MuBH7fZ88aX71d8sTOAWc3dmwo+3Oq3LTzOO+gjJ4wDOXTg3Uz7ek3+l1sQ9hyH2XmFdVpLVeZ4D1U7FV0B20wvv5r2hNwDysvPKq/aviUL+MbaF4mSKrWePZhh9IDpaKyRU04JUasklDnAoVzC6tlBg0O59n3KP5hb3UloyuybZ0+dh7yq2p68Ej4L8v3V71cX9vrCC9cWkOm1L4gfMMM77k4HDgTsGw7OscK/70PKnjpzVfi/bPnY1+tYgK/KI1BLWKjSk7cLIWqHhDIHiI+FsEZUFLZO9E+IDf++E2LsqTPRHf79GhrE2jTXv4ErvD89DUh12/dnmqjrYb1IWECiYV+d8TU4yCBBs6fOOC38AzZiwljItq5E4w5rrpgGcgSmELVMQpkDDOylY4bRHWFaMKiXfaHsvB464RxUmRgL3dvaU2dSlMaAdAOjmrs3NLigpQt3WF2UtW9IqpuYMP76FDC6SVSd1xPK8IS4sPpsFHBefGxdlxPSOZ4kdEBDkej2khGXQ6v4QwCkRBfi0oK9Y010N22MaFtqbEQUGcRU2welA2fqDSNRUqU6kxbWNAUFdKVJXZcjxElFQpkDtG+p0bWDRlUdDYYOp7SFjq3te8pG9DGIdlNlMNOAKwYaeFz2hcfbTvWENafs9108Ve9UhxJcOjc1j6nyD9AAUtwaVzaxJ0QA9I2Npq2n6hMQGcDZcTG09NjXa3JxdAoe3aR1QjZN4/KJdQVwG8FfghRPMW0Ts0lwe7k8JhXdpuVaNE3jAqNpWFMAhuiN67yeUBKJohvpVQYzHY1koulUiwvpCiEklDnGw7cZpKVS6YR/XYdGKfCXifauV5Ucr/HsjW7cBhUCZMkL+MBTNcYPsXdh1iEZbu47Pdi7dHSPWcnlp86Mpk9je9vz8XZxDGzgPrxIaXkuDWIM+KR7EnHVdfvVIV3TeKVZGimGUWkw04E2HjfPpNvXswOQrBucklCAWw92OZfNXSXfN4vN5xSbF+PtpzfkPD3Yu3T0s6of3naT0Zbmun29jgAjOYWmJFYazHQ0onBxLT0x5C1EiFolf1EOkZqs8a9JLsZcqJNYZuHxhDi48gKdfz3iolED+1dNP6O9zpt3uhl2uo6rzLt080Zw72gXk69z47IxRJT4c/co3h0aQ5/GR4rUgIFNDT4cFstNp9jXS1YiStf4rEcSf+sQR6syY5keHcY1jWZZnwb0TrJ/zk5Lj5tPW6UzvkEi8WWGexsaOhNTk3m/ZTrJhr1BfLnaQ6HmD9mLq2nBr1lqR2QLq1CHxlVGSyYY7WmtxR3ZDnTXGvCQqwv9Dft7n6JwcRO9OY/2JHJk+NyNQR8y+AN9aUzVZ0gQQtScrOjvIInxGtdfajBupM6+4HQYGjYAt41DgZVpk64z6Sqdu0cr9hyEH5fD1D+58XicceqiEudluDkvw82BYotsr6JBlEZKtLM+h3h0jYktYrktI4YdBV5+mA8/908lMdr+0FhWI5eL+9JS+FPDBuwJBNA1aOJy4XLI6ZW+UdUvzaCAzeRwQBWTqtk3JKxpGn2MVPoYqeQoH0WYJOCu0YEAkeDBYBBtGEBrDpDPtyzgLgYQi31tJ8SJzlmvAgIAl0sj3f4Py9WKjdJo3lDnR7D9tEpVSY3WSXX4+4iuaTSLMvgBiHFAT2MoUbpGCxvnjoVygPDXcjtAMakOCRZJmocku4uoRsn8MQj2lAkh6o6zug2EEOIYuGvwUlaTfYUQIpLk1UkIUe91JSWsBU/jcJEhc6GEEA4loUwIUe8N0ptVu+CpBgzUmuKyafFYIYSojrw6CSHqvQwtnpFaq5DXa0ArEhimZUSsJiGEqCmZ6C+EOCEM01uQbEUxS/3KvjIT/6PQ6Ks1Y4TWCo8mE9WFEM4loUwIccLoozemt0pjO3kc1AvYxXIe1XsTpzvjaEshhKiKhDIhxAlF0zRak0hzLYZdIL1jQoh6Q+aUCSGEEEI4gIQyIYQQQggHkFAmhBBCCOEAMqfMYQ4dVCyYDVs2BddcattB49zzoUGqs069s/VXxRcLLfbsD3B6O5i/2GJwP0V0lHPqNC3F11stZv8UILtIkRqrcVEXF31b6egOOi1Unl8xfaePr7OKGA38ZV0R49rqdE501lyoXd4Ab+8rZEORHwONnvFuxjaMJdVdO3UqpfjJymdOYB9brAI0oJMezzBXI9ob4S34qpRinc/L/wpy2VdczGBgbmEeQxKT8ThofbKAUnxnZrMskEOBMknR3JztTuEUPc5RpywrVH6WqT1sNQ+RBsy0fuUs1YyGWozdpQlxQpJQ5hBKKT6ZAdOnKBSgrOD2Vd8pPngbLh8Hvxtr/zkmi4sVT//LZOn3YOig63B6O3hpisWr75g8eIdOz9Psf/PbdsDi5g+87DikMDQwVbDej9aatG+k8cplUTRLsr/OT3f7uGFFAQUmxBFgtAte3+bl+V9MxmS4eblnHFE2nwvTUoonduXxUlY+OmASXPdrdnYxk3fn8XhGEjc0jjuu+/Arixd921hiHkIHDv/6s8f08pV5gKFGQ27ytMSo4vc/1zK5a18m33uLMADDNBkMPHZwL8/lZfP3Rul0i7I/TGw1C3mi+BcOKH/pYzWALwMH6KjH8mB0G5J1+88vutTK4j31MyYKA8W5wFdqN19avzGQdC7T21X5fAghas7Wd6XJkyfTq1cvEhISSEtLY9SoUWzatKna22VnZzNhwgTS09OJioqiQ4cOzJo1KwIV153P/wvTXldY1pFABmBZwa/pUxWfzrCvvmAtiseeN/luVfCyaZW/vrAYHv6bxfrNVa+sXtf25iuufreY3dnBOszD5ZTU+8t+xdXveMkusrfOeXv8jF1WQKEZvFzSnIHDZc3Y6eeGFQW21FbWU7vzeDErH0UwkAEogvX6Fdy3I4d39h1fna/7dvCteQg40g5lv59r7meaf3fI2/uVYsLe3az2FkGZOkvkWCa37t3NFp/3uOo8XpmWlweLfuaQ8gNHHl9JvT9bhTxcvAWvsiq9faSstPbxttpMgMMfEg9vL6nqazL5wNpiU3VCnLhsDWWLFi1iwoQJLFu2jLlz5+L3+znvvPMoKAj9Au/z+Rg6dCjbt2/nww8/ZNOmTbz22ms0a9YsgpXXrsICxXtTqg8I77+lKMi3L0isXqdY+WMwJFZGqWCgfGP60W+JkTVluZ9DhUfC2NFMBVl5iumrA5EtrAylFPf8UBj8PsQ+FvDf3X6+P2hfnVk+kxcz86vd75GduXitY/vd3Gd5mWfur+YkSfB5YA95qvK2mF+Yz3qft0IYKxEMkIp/5xw4phpry/u+LIqxCBW5LOBXq5ivAgcjWVb5GpTiQ7W12v2+JpO9qigCFQlx8rB1+HLOnDnlLk+dOpW0tDRWrlzJwIEDK73NG2+8wcGDB/n2229xu4Nd/K1atarrUuvU4gXg91W/XyAAX8+D80fVeUmV+nyehaFX7CEry1Kw7ifYsVvRolnkhzb8puL9NYGQgayEpeDdlX5+39dly5DwikMmG/Oq7w1xafDaL17OSLHnT/Xd/YVh7ZdjKmYdKuaS1JoPDy40D6AROpyWMFF8EzjABe7GFa57Py+73LBn5beHhUUF7DcDNDQi354FymRR4FCVNUJwaHimbx/D3Q0jUVYFGzhEDtW/IOnAEpXJJVqbui9KiJOEo+aU5eTkAJCSkhJyn88++4y+ffsyYcIEPv30Uxo1asTYsWO59957MYyKE469Xi9e75Ehi9zcXAD8fj9+v7+WH8Gx2bXDIioGrGo6RHQDdu0Av9+eDs4duwLoh+eRlXC7AuX+L7F9p0l6WuTr3JNn4fcHiArjrnMKIafQT5wn8qFs4yEfMZRvs+jDl6PLblewKVvh93siWV6prfnFRFtmtUHCrcHm/CL8iTV/SdnnK8Rthu49KqGjsUcV4qfi3+2O4iJcRw35eUyz3P8lthUVkRQV+RX+d5tFaAGTcGaL7aHQtten3VYubqXKPR/G4TH1kv9LZJKH33DG62h9UvLcOuU9qD6rL20Zbn2aUsreiTWHWZbFxRdfTHZ2NosXLw65X6dOndi+fTtXXXUVt912G1u2bOG2227j9ttvZ9KkSRX2f+SRR3j00UcrbJ82bRqxsbG1+hiEEEIIIY5WWFjI2LFjycnJITExMeR+jgllt956K7Nnz2bx4sU0b9485H4dOnSguLiYbdu2lfaM/f3vf+dvf/sbmZmZFfavrKcsIyODzMxMUlNTa/+BHIPl3yr++Ux4T8Otd2uceZY9Rzy9/JbJ/G9UueFLtyvA+JELmPrpOfgDwV4SXYf/PGvQICnydVpKcfF/vGTmVd2eGtCukcb0a+w5J+L2ApM+8/PKbYsmwMuu5dwa6E3x4U5sQ4Nb20bx8Cn2HDU4bV8hD+3MDWvfd9qn0C+h5j16qwI5/J//l7D2fdDTnk6VLI/x4P4slhQXlJtT5jFN/rx+C891aYfv8GtFtKbxWXorYvTI9+L6lcUthRspCDnzLUgHTjHieCi6bWQKO8oOlcfz1tpy24yA4uz5OXx1bhKmK/h3rQEXaS05W6+/83nt4vf7mTt3LkOHDi2dhiOOTX1py9zcXBo2bFhtKHPE8OXEiRP5/PPP+frrr6sMZADp6em43e5yQ5WdO3cmKysLn8+Hx1P+TSEqKoqoqKgKP8ftdjvmCezTXzElTpGbE5wsXxlNg/gEOPMsDbfbnlB24RAXM+dX/obiD7jwB9zoOvQ9QyOtoX1rbF3RU+OvC/zVzlG6sqcHt9ueP4H2yW76pvlZtK/i/LdiXBQd/tPUFFzfLg53La0FVlOXNk7gL5mFFFkqZHvqQEaUwcAGscc0P+8MVyqJ7OaQ8occwtSBplo0p0YlV3ofoxukMm9vcaW39RkGPsPAAIbFJ5FYyetBJLiBc1UaH/v3VDtUe350E9wue16f2qgGNLHi+Y2CCs+56dIwD7/+GGj005vh1pzxOlofOel9qL5zeluGW5utR18qpZg4cSIff/wxCxYsoHXr1tXepn///mzZsgWrzCGAmzdvJj09vUIgqy9cLo0J92hoWjB8Ha1k24S77QtkAG1balw+IvT96zokxsNNY+1d/2vs6S5Oa6qjhyhV16BvK51Rp9q7OOvz3WOJd2lUtQzZo12iaRVnX53xhs7/tUoCgj0jR9MJ9ua92LrysBQOQ9O4y9MWF1qlL0g6EIXOnVFtQt5Hr6gYRsaF/vRpAI0NF7ckhZ6vGgmjPY1ppkWFfOHVgP5GMr2NpEiWVb4GTeMavQMu9Eqf8xJXaO2Il0AmRK2y9d1zwoQJvPPOO0ybNo2EhASysrLIysqiqOjIYdbjxo3j/vvvL7186623cvDgQe644w42b97MzJkzeeqpp5gwYYIdD6HW9Oil8cBTGmlNgpfLTqhv1BgeeFKj55n2L9R4/ZU6N47RiT08mmaU+Q3q0hFeeNwgraG9dUa7NaaMiWJEFwNdC77RGXrwf5cOl3UzeOWyKNw2L8raPsFg0eAETk8Ohq6yf4wN3BovdI/l7k72L3b6u9RY3mjbgCbuYIXG4S+AttEuPu6YSt+E4+t96mDE81R0Z07VywcrDeihJ/F0dGda6qHngGqaxsMpadyUmEK0VtKTc+RnnBkdy9QmGTSw4ajLsuI0g8mxHehtJKEdrq2kTjcao9xp3BXdyvYzTrTQEviz3o10gosCl60mATfjtY6cpafbU5wQJzBb55SF+tQ7ZcoUxo8fD8DgwYNp1aoVU6dOLb1+6dKl/OlPf2LNmjU0a9aMG264IeTRl0fLzc0lKSmJ/fv3O2ZOWVlKKdatgV82By+3bg+ndgc9VLePTbw+xdLvFZl7/cRqc+ja/XzatHReT+W+fMXczQFyiiAlVmNoR4OUWGe1JcAP2QEWZRbTcvN8zO5DuLB5rO0r+R/NVIqvcrxsKPKjo3FGvJs+8Z5aX1Ikyypmu1WEBrTRY2mk1yzwFVgWXxXms9dbTOripXQbOoRWscd3xoG6sM/y8V0gh0KCp1nq60omTnPWqbWUUmwnj599Byma8wMtzz+Tru40Wcn/OPn9fmbNmsUFF1zg6CG3+qC+tGVJ9nD0nLJw8uDChQsrbOvbty/Lli2rg4rsp2kaXXtA1x52V1K1KI/G4H4afr/OrFmQ0dSZL9KN4jXGnu7cP9QS3ZJdnBIXxazNMKKpx/ZevMoYmsaQ5GiGJNftwRFN9Gia6Md+H3G6zkXxifijYpgFNHM778MCQCPdw0WeRnaXUSVN02hNIs31GGbxA120FAlkQtQh+0/+J4QQQgghJJQJIYQQQjiBI5bEEELUf8XKYl5xLsu8+RQpi6aGhwtjkujktv9gBSGEqA8klAkhjttybz4P5eymQFml57E0KOCjokOc6YnjsaRmxOnOmsQuhBBOI8OXQojjss5XxN3ZOyk8fO7JksN3SpYZXu4r4L7sXZjOOHmIEEI4loQyIcRx+Xf+XiwIueK/BazyF/KdryCCVQkhRP0joUwIccx2Bnys9hdWe9ogHfi48GAkShJCiHpLQpkQ4phtD3jD2s8Ctoa5rxBCnKwklAkhjllNFhI1qjyTohBCCAllQohj1tkdTTjHVBpAT0/oc1cKIYSQJTEcKWubYvv64PctT4H0Ns7rYbAsxea1sOe34PTuvBxFSkObi6pEsV+xfLNFbiE0iIde7XU8Lue1555Ci6W7/GjA6n0mvdJdtX5OydrwY16AtXkBDA16J7lpE+vinKhEFnhzS4+2rIwJ/C42JSI1mkrxXWExmUVeXECeaZHiwDNtFVomK/0F5CuLVN3F6e44XA58zoUQkSOhzEF2/KSY8Qxs/r789vanK664B1p2ccYL9pJ5ivf/o9ibCS6PYvREuPNqRe8BFtdM1EhIsr/OgKl47UuTGYtNCspMZUqMgasGGVx7joHhgJO8ZxVYPLzMy8ztAdwE+EdDuGx2Ec0TAzzUO4rzWzojTSw55OfuTfmsyA2U2z401c3DHVJZpReSbQVCBrMxsSl0cNftOTOVUkzPzufF/TnsCZhEmSaTgXO27mZEShL3pjUg3rB/cMCrLF4p2Mv/ig7hLXPMagPN4OrYhoyOSXFkIBdC1D37X6EEANvWKp6+GrasqnjdljXw9DjYusb+dZ5mf6h46fFgICvLNGHJPPjLbYq8HHvrDJiKe970M2VB+UAGkFsEL88xeWR6AMuyt86sAovzPytk5vYA5lGlbM1RjJ9bzPTNfnuKK2PeAR9Dvs9m5VGBDGDBAT8XLc/nLk9zuruDw5MalA5pxmo6t8WnMSE+rc7rfH5/Dg9lHWRPoHw09CmYnp3P2F+zKLCqO060bnmVxZ3Zv/JR0cFygQzgkDJ5sWAPL+ZnoWRNNyFOShLKHMCyFK/cBaYfKnvPUBaYAXjlbrCOfveOoMxdirdeCn3/lgV7f4P3XrH3DeWzFRbfbFBU9b42Z5XF/B/tfYN+YGkxewpVhUAGR9b8uvObYvYW2len11KM/SEXS1HpshcmUGAq/ri+iBcatGBaahtuT2jMTfGNeCSxKZ83as9Vcal13vPzY5GXl/bnhLzeAjZ6/fyzin0i4f3CA6wLFFW5hMiHxYdY5Zc13YQ4GUkoc4AN38KB3yoPZCWUBYeyYO3iyNV1tHmfKqob8bMs+OZLyM+zJ5gppZj+jVntcX66BtO/qWoWVN3KLLCY/atZaSArSwHvbLKvt+y/e7wcCqgqQ4QJrM03+S4nQEtXFJfHpnBNXEOGxiQRpUXmJeatg3nVHnBgAe8dysNrUw9pQCk+KjoUcpHdEgbw36JDkShJCOEwEsocYMNSMMKY3ae7YOOyuq8nlDXLqg6OJQJ+2Lyu7uupzMF82LZHVfvGZyn48VeFL2DPG/SSTJNwsoGlYMGuisOGkTLvgI9wjoswNFhw0Ff3BYWwqKCoygMNSuRaio1ee+rcZfo4oKp/Lk1ghS+/7gsSQjiOTPR3gECY7xEa4Ldx/U1/Dd7LarJvbfLXML/4AuCx4a/AW4Nh6OIIZbJDpsmX+QUcCJjEGzpD4uLwWoQVHnWg2L6OR3w1mINlV0+ZV4U/DB2o9mOFEOJEJKHMARplgBXGG5plQVpG3dcTSnoGHNgbXm9Z46Z1X09lGsRDlBu8YYz4JcZAXFTd11SZ1onhdVIbGrRNqtsObZ9S/HXfAWbk5BEgOHxmApP3HaRpjAfDcGOZVXeXBRS0iQ1nxbK60dLtYoPXH1aUybAjhQNNDDc6lc/Nq7Cv7oyjboUQkSXDlw5w5kWghfF+pmnQd0Td1xPKuRdr1QYyTYOW7aBVe3sO6Y9ya1x0hk51Kx/oGvyur2Hb0gNnNjHIiK/+vk0F13SquzdoUynuyNzDuzl5+AnOYQsc/l8Bmfho3KQITas67sToMLqxTQkXGNsgIay5Wv1jo2nqtieUJekuBngSqp37pgEjYyKzppsQwlkklDlAQorGeeOq3+/cqyCxoX3rF/XsB607gF7Fb41ScMVN9q6xdPUgFx4XIQ9K0DVIiIHL+9vXs6NrGg/2qjrEGBr0bWLQP73u6vwiv4CvCopCBhoLiHJbNEiqejz6gTZxxNu4KO/IpDhaul0hA09JZXc0SopUSZUaF9cIHS3kgSgG0FB3cWF0cgSrEkI4hYQyh7jkdhh8RfB7vcw7S8n3A0bD6DsjX1dZhkvjvr9ptGofvFy2Tk0Hw4DbHtDocaa9oax5Q41//d5N/OG1SkuqKekUaxAPL9/ippHNi9xe0tbN0/2i0LXyAdI4/H3vxgZvnRdTp71572TnVv8ioEGj5GD/WdncVfL93a1iuKd1TB1VGJ4YXeedlo1pdXhosuxj0gCPBv9q3oiesXW7gG112ruieSYpg6ijgllJvWm6mxeSW5Gg2/eBQQhhH5lT5hC6oXHVQzDwMsXCGfDLD8HtrbsGw1qLzs5Y4TsxWePxl2HNcvjqc8W+rOD2kWM0zr5II8XGnryyTm2p89mDHuassvhijUl2AaTEwwU9Dc7rrhPtcUad153iYWgLF29t9LN4d3BseGiGi7GdYxjQzECvw0CmlOKHYm9Yc5wCmuKD0+P5X1aAVbnB0yyd1cDD75tH0zneGS8jTd0uZrZpyvy8Qt7PzmdfcbB3745GSYxOTSbF5Yygc4Ynnv+mdmB2cTYLvbnkKZM03c350ckMjErAE6FlRIQQzuOMV1NRKqOjxjV/sbuKqumGxul94fS+Gn6/zqxZcPFVGm63M4JOibhojUv7GVzazxlvxqE0j9d5oFcU/u7BtnxpcDTuCMx7UoQ36bzEqQkuRjV09knF3ZrG8MQ4hifG4ff7mbURrktJxO2QQFYiQTe4PDaVy2NT7S5FCOEg8pFMiJOUrmm0crurXWgXIErTSLdpgrwQQpwsJJQJcRK7Kjmx2n0M4JLEeOKqOsJDCCHEcZNXWSFOYpckxtPG7Q551KIBxOs6NzWw96hFIYQ4GUgoE+IkFqfrTG3ehC5RHoDScFbyf2OXi7ebp9PMLYuZCiFEXZNJIkKc5Bq5XMzIaMqqYi+f5uaz3zRJ0HWGxccyKC4Ww6YFdoUQ4mQjoUwIgaZp9IyJpmeMvet4CSHEyUxCmRAniD0+ky1FAQxNo0uci4TqzjUlhBDCUSSUCVHPbSj0M3lHHrMOHVkINkaHsY1iuS8jnoZuZ63RJYQQonLyUVqIemxFno8haw8w+1D5lfmLLJi6p5Bz1x5gj8+0rT4hhBDhk1AmRD3lsxRXbTqEz1JUFrtMYLfXZOLWnEiXJoQQ4hhIKHMo0w8Bn91VVE0phd+n7C6jWkopvD6FUs6u1bRqVt9nB4vZ57cqDWSlPxOYl+1lW3HguGory2cp/DWsNdKUUhQ7vEYASymKLcvxv5tCiMiQOWUO4i+G5e/DN2/Ans3BbWntYMD10PsK8MTYW1+J7L2Kr6bDog/AWwTDH4aXblecc6XitIHBI/mcYNN2xX/nmiz8XuEPgMcNQ87UuHSIQZvmzqhRKcUXm03eWhlg7W8+nmgPQ14tYnR3GNvDRWps6DrnHCxGp/rzV+rAnENebk0/9j/3/IDijW1e/r3Vy7aC4D2elmRwW7soxrbw4Nad0Z47vAFeyyrknX2F+PwB/gXc+PMhbmiWxMCkKLvLK7WquIh3c3JYUFiACcRqGiMTEhibmERLt8fu8oQQNpFQ5hBFufDvK2HHGih7MsK9W+G/D8J30+G2GRBj88LqO35SPHcDFOeDZYHr8PvcllWwYTGcPQbG3K9sD2azvrF49k0TXQPzcGrx+eGLJYovlgR48GaDs3vZ21FsWop7Z/n4dEOwzpLzuR8ogpe+9fPeGj/vXBlNm9TK68w3VVgnFNc1KDBrcurx8vYUWwz/Oo9NeeV/xrock1tWFvLeDh8f9Ysn1mXvc74018flmw7iPTycW7K4x1c5Pj7PO8g9zeK5t3mCnSUC8GZONs8dPIABpb2chUrxfm4u/83L44W0JvSPdfaJ34UQdUOGLx1i2u2wc+3hC2VHMlTw67f18PZEGworo7hA8fzNRwJZWdbhd5ev3oMF0yJfW1lrfw4GMqWOBLISphX8evJVk6077R0yenlZgE83BBvu6JE2S8HBQrjuAy8+s/I6m0UZYX2qCiho5jm2IzCVUly5NJ+f862SX8UjNR7+/5t9Ae5YXXhMP7+27PWbXLnpIMWVzK8rufzX3fl8uL8o0qWVs6iwgOcOHgCotE6/Uvxxbxa7/P6I1yaEsJ+EMgfYuxXWfQmqislBlgkb58OenyNX19GWfQ55hyoGsqPNeQOsEEEiEmbMsQhnNO2/8+w7KtEbULyxouo3XlPBb7mKLzdXXufYRjGEM1MsRoeLUo9tUdjlB02WHTSp6um0gPd2+vit6Nh7447XW3sLKbSq7jnUged/y7d1/tbr2dlVvugqIKAU7+flRqokIYSDSChzgFWfgB5GR4ZuwMqP67yckL79jHJDq6Fk74Utq+u8nEoVFimW/qAq9JAdzbRg3jJV48n1tWXxNpM8b/X76Rp8sr7y6HV6vJuBiZ6QJxOH4NM1IT3+mBeSnb7TRzijkkrBR7vsOzLlvX1F1Q7lWsDGogCbimrvoIeayAoEWOMtrrZOE/hUQpkQJyUJZQ6Qv5+wwg4a5O2r62pCy91P+fGrqvY9UKelhL7fgopDgaH4A1BUXLf1hHIgzNE+S8He/MofkKZpvNmxAd3jgycLLxvOSoY1xzaK4b6M+GOuc5/XCqs9DQ32eu3rgdrvD7+Xbl8N9q1NB83we2ZzquuOFkKckCSUOUBMEmGHnVgbJ/rHJtbNvrUpvgbzo3Udom060C0xzNFEDUiODp3Yk106s7qk8p/2yfRKcJNoaDRwaQxPieLTU1J4sW3ScZ1QvIFbC2so2FSQ7LZvon9SDQ4ySHbZ87KXqId/v3E12FcIceKQv3wH6HbhkYnyVbEC0G1E3dcTSu/zIZz397gkaN+z7uupTHysxumdNap7TzN0OKuHhsumIwbPamUQfdQsfUsLJnNVJqEr4MLOVU/n9+galzaMYfapDfm1dxN+6dWEtzumMDAp6riPgr2kmYdAGB8YFDCqmfu47ut4/C41psphXAgG3JZRBl1i7TnovJnLRXu3p9pOcQM4P+7YezeFEPWXhDIHaN4V2vSuel6ZbkDLntCiW+TqOlr/S8ATXXUw0zQ49ypwe+zrNbl8mF7twQimBaOH2vfrHx+lMaa7C01T5Cea/NbCy652wUlmu9p4OdjQj+VSJEfDiM72nbtycJqLTgk6RhVPp6HB+U1ctIm3r87rG8eia1XPAlDAbU3i0G1arkXTNK5LTq62U1wBVybavPaNEMIWEsocYtwr0KA5aJW8r+kGJDeF8a9Gvq6yEhpoTHgRDHclAfLw+1y3s+GCmyJeWjl9uupcPyr4q310j1nJ5T+M1ena3t5f/zvOcuFv62d/uh9fdJneMQNyU0x2t/Jy7wUuYm0MuLqm8d9+8TSM0ioNZjrQMUHntV5xEa+trBZRLv7TrgE6VOgxK3mWr2oUww2N7V3/68K4eK5ODI7tH/3bZxze9kSjNNp5ZAFZIU5GEsocIqkx/GkWDJkIsQ2ObI9JhnMmwJ2zITndtvJKde6j8dAM6HMhGGVGgdJawFUPw61/B8PmRUQBrhlh8NTtBl3bl6+lZ2eNZ/9s8Ltz7evVKfHM1mJ2G4e79I5uMg0w4M4tBRTbuLwIQJt4g2XnJjKxXRQJZZ/zKI0HT4lm4eBEUjz2v5RclBLNl6c25KKU6HLBrHOswT/bJPFC6yTbFzXWNI27Uxryt0aN6RJ15AwDGjAwNpap6c24KN7+BW6FEPaQFf0dJK4BXHAvDLsTsjOD25KagMthH5qbtdO4/kkY+6DiQBZ8vxYefA88NvboVKZvN52+3XRy8hS5BZAYD0nxzqixMKB48ZfiKoeyTCDTq/jwNx9XZ9h7iqAm0TpPnxbLo11i+K0ouA5csxgdl0NOr1Sie5ybN9o3IDdgkVXsZeN8mHlKQ9xu++a7HU3TNIbFxzMsPp4DZoB8y6KBbpBo2P9BQQhhLwllDmS4IbWF3VVULzpWIy1Dg7XOOd9lZZISNJIc1vkwd5+f/DCWy9KB93Z6bQ9lJaIMjdY2zh0LV6JLJybKxUa7C6lGquEi1fnNKYSIEPvHHIQ4Ce33hbcOlQXssXH9LyGEEJEjoUwIG6S6w/vT04FGUc7thRRCCFF7JJQJYYOhaW7CGQW0gCubO2PoUgghRN2SUCaEDeJcGre2jq5yXS1DCx7heHkzhx3pIYQQok5IKBPCJo92juGCxsGjAiusWaVBgkvj8zMTiKlq5VYhhBAnDAllQtQCv6XI9ir84Z4NHXDrGh/2juflbrF0Tjgylhmnw4TWUawcnEiPZDlAWgghThbyii/EcVi9z+SVdT7+90uAgAr2cF3UysXvu3romVb9pDGXrnFjq2huaBnFvkIfS+fB1vOSiY2SIUshhDjZSE+ZEMfovc1+zv+0sDSQAZgKPt8e4MLPCnnnJ1/YP0vTNBocXhXf7bAFWYUQQkSGhDIhjsHKvSZ/+jq4In/gqBFLUwVPKn3XYi8r9ph2lCeEEKIeklAmxDH491of1XVo6Rq8vNYbmYKEEELUezKnzGHy9sCKt2Hn6uDlZt2h9zWQ2MTWsirYtVHx7ftwMFORfj5894mi90UKT4xzht5MU7FyteKbbxW5+YrkJI3BZ2l066qhH8cQoddUzNweoLrzhJsKZv9qUhhQxFZxkvYCr2L2aovvf/bTNxFenB1gVB+DNo2d9ZlpV77FOz/52XDQxNA0eqbpjOnoJjXaOXUqpVieE+DN3V6yCr1cC3yQ5eXSZi6iZFhYCOFwEsocQilY+Dx88SSgQB0+C8/GOTDvGRh6H5zzZ7D7FJPeQsXUO+HHuaAboLkg/Xx4fxJ8/CTc+KKi8wD73/x2/6aY9JRJZhboOlgWGLpi3leKlhnwyAMGaY2Orc48n6o2kJWwFOR6Q4eyBetMHp4RoMgHUS5F397w3+UW7yzxc34PnUmjXXiqCHSRYCnFkyt8/PPHYO+gqUAD5vwKT6/08diZUVx/iv0HJhzyW4xencfCg35cGritANcCN6/L586fvXzcI5G+DZxzYnIhhDiacz7inuS++RfMeQyUeSSQQfB7ZcKXT8KiF+yrD8CyFK/dBmvnH7581HQpbwH860b4ZaW952o8eEhxz8Mme/YGL1uH29M8/P/O3XDvX0zy8o6tzni3Vu3QZQkNSPBUvvPSzRb3vBOg+PDxAKrkYIHDdc5ZY/Hw9DDOWl7HJn/v46UffSgoDaOK4NkG/Bbc/62XdzeFf1BDXfBZivO/z+WbQ36g4jy/gz7FeStyWJdnf3sKIUQoEsocoDgXvnii+v3mPg1FOXVfTyiblsDGb8qHxrKUFfz65G+RretoH//PIjfvSBg7mmXBvv0w68tjC2XRLo1hLQyqW9PV0GBoC4M4d8UdlVI8978AimDAqYxSMHetxfqd4Z28vC5kFVi89GP1gevR77x4w+0+rAP/zfKxIif0kLIJeBU88nNhROsSQoiakFDmAGs+hEAY88EDPlg9o+7rCeWbd4NDllVRFmxdAVlb7XmDDgQUc+apkIGshFLw+RwLpY6tzlu7eqhunVhTwS2nVj6st26n4pe9iuru3tDhw2X2HcE5bbM/rP1yfDBru329UC/vKKr2xcxU8OleH1le+0KuEEJURUKZA+z5CfQwZvfpRnBfu+z6qeKQZShZW+q2llAOZUNhmJ0hBw9BYZFi3W8Wn68L8MVGk3354YW0Pk1cPNUveKLwo3vMSi4/fmYU/ZtW/sRu3RPe/ZgWbM60rwdq06HwAoxbD3/furAu3ySce7eAzQWyTIkQwplkor8DhBPIjmXf2mbUpM7qF7OvE0YN7rcw0eKKtwJsPXAk9OganNdJ5/6hHtISqh6fvP4UD50a6PzrRx/zdpoognPIzm5ucGtXD2eFCGQArhp8HKrJvrXNpVPlSdNLKGVvnTU5PajNx00IIURIEsocoGUfWPxy9ftZAWh1Zt3XE0r7PrB/R/W9ZZoOLbtFpqajJSdBWiPYu6/q/fJTLPa2MNEOlN9uKZj7k8XqXcXMGB9N48Sq38H7pbvol+4i36fI9imSPRrxISb2l9WtVXgJRtegZ1v70k6fxgYfbql+WDKgoHdjm5I4MKiBm//t81WY4H+0WB1OS5CXPSGEM8nwpQN0uQDiGwXDTEgaxKZAl4siVlYFA6+uPpDpBvQYDknHuNzE8dJ1jRHn61UuHWK6FHszTNAqn2RvKtifD49/Ef4RhfEejebxeliBDCAjVaNPew2jmr9ApeDSPvaFnUvbuYl1Vd1bpgMtEzQGNLWvzttaRlcbyAwNrm0eTbx0lQkhHEpCmQMYbrj8X4BWeTDTtODX5f8El43LQTXvrDH096Gv1w2IS4ZL7o9YSZW6cJhGh3bB9ckqk5dqVTsmZypYsNkiM7fu5kndN9JFrKfqobcJww2apdgXIuLcGs8NiAYqbzJdCx6M8I9B0Wg2LqJ3doqb65pFhXxaXRpkROtMahcb0bqEEKImJJQ5RMchcP0H0KBF8LJmBL8AklvAde9D5+H21Vdi5N0w6l6Ijg9eLjt3rE1PuPsjSGlqb09EVJTGk38xGHSWhq4HA61hHPk/qoUKa6KUAr7bXnehrGUjnakT3HRuHiym7NpniTFw/ygX159t/1Db79q6ef3caJrEBgs0tCNBsk2ixkcXxHBmE3vr1DSNV0+N58G2McQeflUr6RDTgKGpbpacmUwjj7zkCSGcy/5XfFGqw9lwzyrY+g3sKjnNUjdoOzB0r0+kaZrG0Jth0DjFj3Nh3y7wAfd8BM07OWdYKCZG467bDa6/RrF0uSIvH5ISoV8fjRs/DJCZGd7P8dbxKg+t03Temuhh028WK362IBsev9xg0Kke21fyL+vC1m6Gt3SxcLfJhoMmuqZxRppO78aGrT1kZemaxqPt47irdQwf7/GRWeCDjbCyfzIdEqPtLk8IIaolocxhNA3aDQx+OZknWuOMEeD3a8yaBY3bOuON+WgpDTQuHFa+ttapGhv3qNKV86vSPDkyj6tjU502jVzMmgWDuxi4HRTIShi6xrkZLs7NcPbLRoJLZ1yzaPx+g1kboXWMfXPdhBCiJhzS/yLEsQmYil37FL/uURT7wlvPa3R3V1iBrEkinBnmUZJCCCHE8XL2R14hQijyKqZ/ZfHfr00O5ga3RbnhgjN1rh5qkF7F5PheLXT6tNRZscOqclX+Pw52Y4R7kkshhBDiOEk3gKh38osUtz4f4PWZRwIZgNcPny2xGD/Zz9bdobvCNE3jxdEeemYEf/3LLkthaMGJ4fcNdTOyq3xmEUIIETnyriPqnb9ND7Bll6q0l8u0oMALf345wIePunGFWG8iIVpj6tUelm6zmLEqwNb9iigX9GtjcOXpBs2T5fOKEEKIyJJQJuqVfdmK+asqD2QlLAv2ZsPitYrB3UMPP+qaRv82Bv3byERwIYQQ9pPuAFGvLF5rocKYz69rsGC1fSfIFkIIIWpKQpmoV/KKwluzzVKQVxje0ZhCCCGEE8jwpbBFXr5i7teKhUst8vIhtQEMHagzqK9GdFToIceUBMJazsLQIbWak4kLIYQQTiKhTETcmvUWjzxnUeyldCgycy+s/cli6vsw+QGDVs0rD1SDuun8bYaJv5qV9k0LhvWSjmAhhBD1h7xriYjavkvx8F/LBzI48n12LtzzhEl2TuVDjwmxGr8boFPVmX0MHdo10+jZQXrKhBBC1B/SU+ZA+zbD7lXB75t2h7ROtpZTKcuCbStg307ADQUHIblx9beb8amFaRJysr5lQV4efD5PcfWllYeq20Ya7N6vWLxWoWuUHompHf6nSQo8d6sLXdfwehU//AD5eYrEJI1u3cDtdl5Y25+jWLPJBOCn7RantlOOOadkWT/ttdi0z0LXoFtTnRYOXDrEtBSL9wXYlecjHsjxWTR0212VEEJUT0KZg/z2A8y6B7Z9U357y/5w4TPQ7HR76jrayk9g5t/gwA4womHQs/DEIOg2HH43CeIaVH67gkLFomXVn3PSUjBzvsXVl1b+hu92aUy+ycVXqy0+WGixbrtCKUhPhdGDDEb01YlywzvvWHz+P0VRUcktFfHxMHKUxqWXahgh1jCLpP3Zin98EGDRaoVLN7l9KPzxhQBNGmrccomLAd2cEXpW7jJ5aoGfH7PKP3lntdJ56FwPbVPtr1MpxZStPp5ZX8xvRYoYArwWA91n5jG6tcnj3WNIcGAgF0KIEra+kk6ePJlevXqRkJBAWloao0aNYtOmTdXe7vnnn6djx47ExMSQkZHBn/70J4qLiyNQcd3ZuQJeORu2f1vxuh3L4NVzYcd3ka/raAtfh7f+EAxkZVkmrPoE/m8kFByq/LYHDoFphnc/B7MhEAh99KShawzpafDKn91884Kbr19w8+GjHq48xyDaA09Ptvjwg7KBLCg/H959R/HC8xZWVYudRcD+bMXNz/j5ek3Fddd27oEH/h1g1tIwG6wOLd5ucvV0L+v2VEzTS3+1GP12MZv32b/8yJPrirnj+yJ+KyrfmD4Lpv7i4/wFeeT75YhcIYRz2RrKFi1axIQJE1i2bBlz587F7/dz3nnnUVBQEPI206ZN47777mPSpEls3LiR119/nRkzZvDAAw9EsPLaZVkwfRyYflCVvAcrE8wATL8mGH7ssncbfPxo6OstMxjWPnuq8uujPOHfl66DEeaarrqulVu5f95cxYoVoYdIARYtgm+/tfcN+vn3AxzMrfxo0pLK/vqOyYEQ8+siwRtQ/PEzL6ai8jMoKCjyw52fe1HhLCBXR1YeCPDMem/I600F67It/rqhfn94E0Kc2GwNZXPmzGH8+PF06dKFbt26MXXqVHbs2MHKlStD3ubbb7+lf//+jB07llatWnHeeecxZswYli9fHsHKa9eWeZD9a+WBrIQyIWcXbP4icnUdbcnb1a8RZpnw/UdQmF3xurSGkJ5W/f3oOpx+Ksc0p0opxf/+p6o8EABA0+F/n9kXIvZlK75ZU/1QrlLwvyX29ULN2WSSU1x1wDUVbNqnWJNpX52v/uzFVc1zbip4Y4uXYlN6y4QQzuSoOWU5OTkApKSkhNynX79+vPPOOyxfvpzevXvzyy+/MGvWLK655ppK9/d6vXi9Rz5B5+YGz2Dt9/vx+/21WP2x+3kRuBLAqmaZB92ALV9D26GRqetom5aA5gajzKRpI8pf7n8I9vJs/R46Dar4M0YNs3j9PYvq3hYvGqrjP4ahppxsRVaWhSuM3+ytW6Gw0LRl4v+qn0xcevkU7jEC5f4vsXJjgKuG2jNTfdl2H7GGSXU5xtBg6S9waiN76lyUWYxbKcreezSBcv8D+Pzww/5iTk9x1Euf45W8VjrlNbO+k/asPfWlLcOtT1N2jjmUYVkWF198MdnZ2SxevLjKff/xj39w1113oZQiEAhwyy238PLLL1e67yOPPMKjj1Ycc5s2bRqxsbG1UrsQQgghRCiFhYWMHTuWnJwcEhMTQ+7nmFB26623Mnv2bBYvXkzz5s1D7rdw4UKuvPJKnnjiCfr06cOWLVu44447uOmmm3j44Ycr7F9ZT1lGRgaZmZmkpqbWyWOpqWWvwNxHQVUz+qPpMORB6DshMnUd7fWbYMvS4By4EkaUn7OenMviB4dieo/0U9zxETQNsZSHP6CY8ZnF7AWKwjIT8ZMT4Xfn61w0VDvm5SB8PsVNN1r4fNXvGxcHr/1Ht2XpiR+3WNzzz/I9Yh4jwC3nLOTfCwbjM4M9OYYOZ3XXuP8ae3qgXlrqY+qK6nvKAB4Z6mbkKfb0QA2bn8e67PJ/QNEEeDHmO/5Q1IfiMoMCy89PoFms/UeL1id+v5+5c+cydOhQ3G5ZX+R4SXvWnvrSlrm5uTRs2LDaUOaIPvyJEyfy+eef8/XXX1cZyAAefvhhrrnmGm688UYAunbtSkFBATfffDMPPvgg+lGTnqKiooiKiqrwc9xut2OewNOvgC8fCG/48vQxYFfZfa+AjfMrv870ujGL3WgaND0FWnYN/XPcbrjuChh7ieLHDYq8AkhJhq6djn+ZCrcbBgyw+PJLVS48Hk3XYcgQDY/HnjfnHh0VKckaWQcqXuczXfjMw0+yCRf1d+F221Pn77oa/GtZ9ZPjY1xwfudo29aAu6Z9HLevKKr0umJcFOHC0GBgmotWSRVfD0R4nPS6eSKQ9qw9Tm/LcGuz9eOiUoqJEyfy8ccfs2DBAlq3bl3tbQoLCysEL+PwYXoO6fSrsbhGcNYdHF79NAQt2EMWH8YCrXXl1KHQvGswHIaigAvvCe/nRXk0enXXOae/Tvcueq2tGzbqEg2PJ/RBCboe7CW74EL71qzSdY3fj6z68FJdh+7tNXrYeGaClg10Rnc1qj1w4rZ+buI89tV5RUsPbeJ1Qv0KlWx+oGt0xGoSQoiasjWUTZgwgXfeeYdp06aRkJBAVlYWWVlZFJVZXGrcuHHcf//9pZdHjBjByy+/zPTp09m2bRtz587l4YcfZsSIEaXhrD4a+gj0uSn4vV6m/7Lk+zOug+FPRryscgwX3Po2NDs1eLlsONP0YK1X/x90Ocee+kqkp2s89rhOyZTBkkBR8n9SEjzxhE5qqr0LiQ7pZXDnlQa6BnqZUozDf5WntdWYfKvL9pX9Hz3Pw4Wdgk922dBT8v3NfVz8vo+9ne6xLo2ZZ8fTNiHYeGXr1ACPDu+eFceZDR0xOCCEEJWy9RWqZHL+4MGDy22fMmUK48ePB2DHjh3lesYeeughNE3joYceYvfu3TRq1IgRI0bw5JM2J5bjpBtw8fPQ63r47jXYeXih2Oa9gmGtaXc7qzsiPhXu/BQ2LoSl0+DAb8HtQ26DfldAUhNbyyvVsaPGa//RWbRI8c3XitxcSE6GwWdrDBigERXljJXdLxlk0K+rzqffmKz6KVjTmV01RpzlomdHDV23v06PofH3izxc29PivTUB1mVZGDqc0dxgbA8X7Rywmj9A8zidZcMTmLXbz5u/+Nibb0EA7j81mqvbx9Iwyhl1CiFEKI6Z6B8pubm5JCUlsX//fsdM9K/P/H4/s2bN4oILLnD0eH59IG1Zu6Q9a4+0Ze2S9qw99aUtS7JHdRP95aOjEEIIIYQDSCgTQgghhHAACWVCCCGEEA4goUwIIYQQwgEklAkhhBBCOICEMiGEEEIIB5BQJoQQQgjhABLKhBBCCCEcQEKZEEIIIYQDSCgTQgghhHAACWUOZfoh4LO7iqopBX6v3VVUTymF16tw+hnFTMvZ9ZXwBxR+09m1KqUoDji7RiGEOJqtJyQX5fmLYc2b8N1LsG9jcFvDjtBnIvQYD+4YW8srlZMFS96ApW+DtxD6/wOmXAtnjYfOQ0Gz/xzaAGzdrJj5kWLpIggEwOOBs85VXHCJRsvWzihSKcXi7xUff2GxaavJzaPg2rsCnD/IYMQQjeREZ9RZ6FV8tMJk+jKT3QeDYadDusaYvgYX9jBwG86oc2eexevrfEz7yY/fH+D5xnDLvCKuO03jrGbycieEcDZ5lXKI4hx4azjs/r789v2bYebtsGoKXPslxCTbUl6p3evg5UuhOA+UCUZ0cPsvy2DTfOh/PVzylP3BbMEcxb//rtB0sMzgNp8PFn4JC79U3HE/9Btkb5GmpXj2VYt5SxS6DsbhfuvsXHjnE4v/LYDnHjTISLe3zgN5ipv+42P7fgVlOp+2ZCke/SjArDUmL4zzEOOxt85lmQGumlWE1wRTQfThchbtMpm1o4g/9/Rw1xlRttYohBBVkeFLh/hoPPy2iuCbXtlRl8OXs36A/15jS2mlivPhlcuPBLKySoLPkjdg8euRr62sn9YFA5lSR+oqYZnBrxcmK379xd7hrfc+U8xbEqzBsspfZynIyYP7njHx2zgMp5Tiznd97DgQbM+ylZSMtq7cppj8md+W+krsK7S4ZnYRxYcDWVkll59b6eOjn+2tUwghqiKhzAH2b4ZN/6sYdMpSJvw8+8iwph1WfQgFB6quE+CrlyqGoUj67INgD1l1Zn5kX9jx+RQfzraq3MeyYO8BWLzCvjrX7lT8uENhVlGqpWDmaou9ufbV+c5PfgoDR4JiZXTgxdU+x88tFEKcvCSUOcDa6aAZ1e+nu+DH9+q+nlBWzADCGKHKyYRty+u8nEoVFSq+X1Z9KLRM+GYBmDZNWP9+naKgsPr9dA3mLqk6vNWlWWvM0mHV6sxba18Sn7HJX2UgA7CAnw5ZbM62rz2FEKIqEsocoGAfYfXsoEHB3jovJ6S8fZQfv6pC/r46LSX0/eaBCvM9N+CH4qK6rSeU7Nzw9rMUHDxUt7VU5VBBcNiyOroGB/Lt64E6UBT+fe8vlJ4yIYQzSShzgOgkwgs7CqKT67iYKsTW4L5jkuqsjCrFxoW/r65DVHTd1VKVhDDr1DRIjK/bWqqSEKOFddCGpSAxxr6J/ok1OMggKcoZR4oKIcTRJJQ5QJdLwQpUv58VgC6j676eULqPCu+oytgG0ObMOi+nUnHxGqf2CAauqugG9O4PLpc9b9A9T9WI8lS/n1Iw+Ez7/kyHnKpXOZ+shFJwThf76ryknZvqVuXQgBYJGqekysueEMKZ5NXJAdJ7QIuzgnPGQtFd0PxMaHZG5Oo6Wu8xwbXSqhxq1WDATeCyceWBi0drFY5mPJplwoW/s6/HJDZG46Jzqu6F0jVIiIez+9pXZ+82Oq0baVXOKzM0GNBJJ8PGsHNtFze6VvWURwXccpoH3e71WoQQIgQJZQ5x+XuQ1KLyCf+aAYnN4YoZka+rrPhUuP4tMNzBnqZytODXqcPh3DvsqO6IHr01rhwffOM9uses5PL1EzQ6nWrvm/P1l+t061x576OhQ5QHnvyzQUy0fXXqusYL49wkx1JpT5SuQatGGo+Ndke+uDIyEnT+PSQaXatYZ8mvwJiOLsZ3sbdOIYSoioQyh0hIh5uXwYB7ICb1yPboBnDW3fD77yCxmX31lWg/AP70JfS4NBjOSjRqDZc+A9e+DoYDliS+9CqN+57Q6HRq+e1dT4eHn9E4f5T9vSUet8ZTdxvccpVOetqR7W43DBuo8a8nDDq3s7/OjFSd6X+IYmx/g7gyPaAp8XDzOS7evNVDUqz9dV7Q2s3MS2K5oLWrXDDrmKLzwtnRPDcoGk16yYQQDuaAt09RIjYFzn0cBv8FcncFtyU0A1cYc48iqUknGPsiXPo0HPwNlm+AO74InsbISXr20ejZRyM3R5GfBwmJkOCQ0xaVcLs0fjdMY9RQjax9FiuWwbv/ZxAfF8YaKRHUMEHjzgvcTDzPxd5cha5BWqKGyyGnVyrRrZHBq0NjyPUq9uT72LAYPh0Zi9stPWRCCOeTUOZAhhsatLa7iupFxUHDVsAG+0+rVJXEJI1Em44GDZeuazRKCTZilM2nK6qKx6XRPMW59ZVIjNKI0XU22F2IEELUgAxfCiGEEEI4gIQyIYQQQggHkFAmhBBCCOEAEsqEEEIIIRxAQpkQQgghhANIKBNCCCGEcAAJZUIIIYQQDiChTAghhBDCASSUCSGEEEI4gIQyIYQQQggHkNMsOUx+Fqx6HX5bEbyc3hNOvzF4wnIn+W0trHgHDu6GlMtg1Qzo8TvwxNpd2RGWqVizDL5boMjPhcQG0G+oRpeewdMaOUVhkeKrxYof1pl0aQNT3zM57xwXLZs7p0aAvfsVsxZa/LJDoRsandtqDB+kkZTgrDqFEKK+klDmEErBkmdgwUOAAmUFt2/+HBY9CoMfgQEP2n+OSV8BTP89rJ8Jugs0F/S5DD69G2Y9CFdNgQ7n2FsjQOYOxd/uUezZBboOlgW6AV/PUjRvA3f9FRo1sT9MLFlu8exLFsVe8LgVXdrAzLmKj2aanH2Wxh9v0fG47a3TshRvfGDx/kyFpgXbUkPx7UrF1A/hlqt0Rg6VTnchhDhe8krqEMv+D+bfD8o8Esjg8GUTvnoYlvzVvvog+Gb89jjYMOfw5UD56735MOUK2P5d5Gsr69B+xeMTFfsyg5etw+1pmcH/f/sVnpioyM9V9hR42MofLJ78ezCQQTCYw5F6Fy5RPPuSVfmNI2jKhxYzPlcodaQ2RbDegAkvvWUxe6H9dQohRH0nocwBvLmw4MHq91v0CBRn13U1oW1ZCJsXBENiZZQV/Jr9aETLqmD2DEVe9pEQdjTLhAN7Yf4nkayqPKUUr75VdZBRCr5Zpti0xb7wuP+QYsbn1d//q+9Z+Pz2hlwhhKjvJJQ5wNppEPBWv1/ACz++U/f1hLLsjeCQZVWUBduXwt7NkanpaIGAYsFnR3p0QlEWzP1IoZQ9QWLTFtix60jvWCiGDrPm2tcL9cUiRTiDp/mFsOR7CWVCCHE8JJQ5wN711YcdCO6zd33d1xNK5rqKQ5ah7N1Ut7WEknMAigrC2/fQfiguqtt6Qvl1V3gBxrTgl1/tCzvbd4d334YBv4a5rxBCiMpJKHOAcALZsexb22pUp1F3ddTm/Ro21WnU4C/PrhpL7zucrjIFhoOOaBVCiPpIQpkDtOgPlr/6/Sw/tDir7usJpc1Z4YUezYCMnnVfT2WSUqBhk+r30zRo0RY8UfYEiVM6hne/ug6ndbEv7JzaQat2KBiCPXpdOtZ9PUIIcSKTUOYAHUdCXBpVPxsaxKRC50siVVVFfW8IPXm+hG5A1xGQ0DgyNVW4f13jvEu1apcOUQqGXWZf2GnaRKNH12DoqoplwQVD7PszPbefRnRU1ftoGqSnQY9TpKdMCCGOh4QyBzDcMOrN4JubVtkzogWvGzUVDE+kqzuiaVcYfEfo63UDYlPggsciV1Nlhv4O2nQOHXg0DbqcAWcNj2xdR7vteoOY6KqD2fgrdZqk2Rd2YqI1/nRD6AJ1LTgUe/fNBprdi+gJIUQ9J6HMIdoNh6tmQ3Kr4GXNCH5BcNvYWdDhIruqO2L4JLjgUYhKCF4uO8+s5ZkwYR40yLCnthKeKI0HntfoNzQYeDQtGBg1LThH6uwRcNczGi6XvSGieVON/3vCoH2b4OWyU7Li42DCDTpXXGL/n+g5fXX+crtOwwbBy7p+JEg2awJ/e8Cga5jDsUIIIUKTFf0dpO1Q+MMW2P4V/PZ9cFv66dD6nBA9aDbQNBh0O/S7CdbPggO/Qj7BMNasi93VHREdq3HrwxpjblN8/zXB0ywlQ69BkJDsnACR0Uzj+SddbN2u+GGtCRbcNUHnzF6G7Sv5lzWgl06/nhor1yp+2RkMkKe00+jSAekhE0KIWiKhzGE0LRjCWjvgVEVVccdA90vB74dZsyCtg90VVS45VWOIjfPwwtW2lUaLZjqzZkHfXjpuBwWyEoau0bubRu9udlcihBAnJof0vwghhBBCnNwklAkhhBBCOICEMiGEEEIIB5BQJoQQQgjhABLKhBBCCCEcQEKZEEIIIYQDSCgTQgghhHAACWVCCCGEEA4goUwIIYQQwgEklAkhhBBCOICcZkkcE8uCHUvhwHYgHgr3Q1K63VUJIYQQ9Zf0lIka++F9+HtXeG0ofHJ7cNvfu8EHN0LhAXtrE0IIIeorCWWiRr79J7w/Hg5tK7/dMuHHGfDvsyWYCSGEEMdCQpkI2/4tMPOe0NdbZjCszXk4cjUJIYQQJwoJZSJsy/8DWjW/MZYJa6ZB0aHI1CSEEEKcKCSUibBt/gKUWf1+pg9+XVb39QghhBAnEgllImyB4hrs6627OoQQQogTkYQyEbbU9qAZ4e2b0rpuaxFCCCFONBLKRNh6X1/98KWmQ/pp0LRbZGoSQgghThQSykTYOl0ETXuAXkVvmVIw9JGIlSSEEEKcMCSUibAZLhj/CaR3D14uG840HXQXjH4NOg63ozohhBCifpPTLIkaiWsEtyyEzV/C91Pg4M7g9kF/hl7jILGpreUJIYQQ9ZaEMlFjugGdzg9++f0waxYM/DO43XZXJoQQQtRfMnwphBBCCOEAEsqEEEIIIRxAQpkQQgghhANIKBNCCCGEcAAJZUIIIYQQDiChTAghhBDCASSUCSGEEEI4gIQyIYQQQggHkFAmhBBCCOEAEsqEEEIIIRxAQpkQQgghhANIKBNCCCGEcAAJZUIIIYQQDmBrKHv55Zc57bTTSExMJDExkb59+zJ79uwqb/PBBx/QqVMnoqOj6dq1K7NmzYpQtUIIIYQQdcfWUNa8eXOefvppVq5cyffff88555zDyJEjWb9+faX7f/vtt4wZM4YbbriB1atXM2rUKEaNGsW6desiXLkQQgghRO2yNZSNGDGCCy64gPbt29OhQweefPJJ4uPjWbZsWaX7v/DCCwwfPpy7776bzp078/jjj3P66afz0ksvRbhyIYQQQoja5bK7gBKmafLBBx9QUFBA3759K91n6dKl3HnnneW2DRs2jE8++STkz/V6vXi93tLLubm5APj9fvx+//EXfpIraUNpy+MnbVm7pD1rj7Rl7ZL2rD31pS3Drc/2ULZ27Vr69u1LcXEx8fHxfPzxx5xyyimV7puVlUXjxo3LbWvcuDFZWVkhf/7kyZN59NFHK2yfOXMmsbGxx1e8KPXpp5/aXcIJQ9qydkl71h5py9ol7Vl7nN6WhYWFACilqtzP9lDWsWNH1qxZQ05ODh9++CHXXnstixYtChnMaur+++8v17u2bds2unfvzo033lgrP18IIYQQIhx5eXkkJSWFvN72UObxeGjXrh0APXv2ZMWKFbzwwgu88sorFfZt0qQJe/bsKbdtz549NGnSJOTPj4qKIioqqvRyy5YtAdixY0eVDSPCk5ubS0ZGBjt37iQxMdHucuo1acvaJe1Ze6Qta5e0Z+2pL22plCIvL4+mTZtWuZ/toexolmWVmwNWVt++fZk/fz5//OMfS7fNnTs35By0yuh68NiGpKQkRz+B9U3Jsibi+Elb1i5pz9ojbVm7pD1rT31oy3A6gmwNZffffz/nn38+LVq0IC8vj2nTprFw4UK++OILAMaNG0ezZs2YPHkyAHfccQeDBg3iueee48ILL2T69Ol8//33vPrqq3Y+DCGEEEKI42ZrKNu7dy/jxo0jMzOTpKQkTjvtNL744guGDh0KBIcYS3q2APr168e0adN46KGHeOCBB2jfvj2ffPIJp556ql0PQQghhBCiVtgayl5//fUqr1+4cGGFbZdddhmXXXbZMd9nVFQUkyZNKjfPTBw7ac/aI21Zu6Q9a4+0Ze2S9qw9J1pbaqq64zOFEEIIIUSdkxOSCyGEEEI4gIQyIYQQQggHkFAmhBBCCOEAEsqEEEIIIRzgpAhlBw8e5KqrriIxMZHk5GRuuOEG8vPzq7zNq6++yuDBg0lMTETTNLKzsyNTrAP985//pFWrVkRHR9OnTx+WL19e5f4ffPABnTp1Ijo6mq5duzJr1qwIVep8NWnL9evXc+mll9KqVSs0TeP555+PXKH1RE3a87XXXmPAgAE0aNCABg0aMGTIkGp/l08mNWnLjz76iDPOOIPk5GTi4uLo3r07b7/9dgSrdb6avm6WmD59OpqmMWrUqLotsB6pSVtOnToVTdPKfUVHR0ew2uNzUoSyq666ivXr1zN37lw+//xzvv76a26++eYqb1NYWMjw4cN54IEHIlSlM82YMYM777yTSZMmsWrVKrp168awYcPYu3dvpft/++23jBkzhhtuuIHVq1czatQoRo0axbp16yJcufPUtC0LCwtp06YNTz/9dJWnEjtZ1bQ9Fy5cyJgxY/jqq69YunQpGRkZnHfeeezevTvClTtPTdsyJSWFBx98kKVLl/Ljjz9y3XXXcd1115Uu/H2yq2l7lti+fTt33XUXAwYMiFClzncsbZmYmEhmZmbp16+//hrBio+TOsFt2LBBAWrFihWl22bPnq00TVO7d++u9vZfffWVAtShQ4fqsErn6t27t5owYULpZdM0VdOmTdXkyZMr3f/yyy9XF154Ybltffr0Ub///e/rtM76oKZtWVbLli3V//3f/9VhdfXP8bSnUkoFAgGVkJCg3nzzzboqsd443rZUSqkePXqohx56qC7Kq3eOpT0DgYDq16+f+s9//qOuvfZaNXLkyAhU6nw1bcspU6aopKSkCFVX+074nrKlS5eSnJzMGWecUbptyJAh6LrOd999Z2Nlzufz+Vi5ciVDhgwp3abrOkOGDGHp0qWV3mbp0qXl9gcYNmxYyP1PFsfSliK02mjPwsJC/H4/KSkpdVVmvXC8bamUYv78+WzatImBAwfWZan1wrG252OPPUZaWho33HBDJMqsF461LfPz82nZsiUZGRmMHDmS9evXR6LcWnHCh7KsrCzS0tLKbXO5XKSkpJCVlWVTVfXD/v37MU2Txo0bl9veuHHjkG2XlZVVo/1PFsfSliK02mjPe++9l6ZNm1b4EHGyOda2zMnJIT4+Ho/Hw4UXXsiLL75Yeoq8k9mxtOfixYt5/fXXee211yJRYr1xLG3ZsWNH3njjDT799FPeeecdLMuiX79+7Nq1KxIlH7d6G8ruu+++CpP5jv766aef7C5TCOFATz/9NNOnT+fjjz+uV5OAnSQhIYE1a9awYsUKnnzySe68885KT40nqpaXl8c111zDa6+9RsOGDe0up97r27cv48aNo3v37gwaNIiPPvqIRo0a8corr9hdWlhsPffl8fjzn//M+PHjq9ynTZs2NGnSpMKEwEAgwMGDB2XydDUaNmyIYRjs2bOn3PY9e/aEbLsmTZrUaP+TxbG0pQjteNrz2Wef5emnn2bevHmcdtppdVlmvXCsbanrOu3atQOge/fubNy4kcmTJzN48OC6LNfxatqeW7duZfv27YwYMaJ0m2VZQHBUZ9OmTbRt27Zui3ao2njddLvd9OjRgy1bttRFibWu3vaUNWrUiE6dOlX55fF46Nu3L9nZ2axcubL0tgsWLMCyLPr06WPjI3A+j8dDz549mT9/fuk2y7KYP38+ffv2rfQ2ffv2Lbc/wNy5c0Puf7I4lrYUoR1re/71r3/l8ccfZ86cOeXmmZ7Maut307IsvF5vXZRYr9S0PTt16sTatWtZs2ZN6dfFF1/M2WefzZo1a8jIyIhk+Y5SG7+bpmmydu1a0tPT66rM2mX3kQaRMHz4cNWjRw/13XffqcWLF6v27durMWPGlF6/a9cu1bFjR/Xdd9+VbsvMzFSrV69Wr732mgLU119/rVavXq0OHDhgx0OwzfTp01VUVJSaOnWq2rBhg7r55ptVcnKyysrKUkopdc0116j77ruvdP8lS5Yol8ulnn32WbVx40Y1adIk5Xa71dq1a+16CI5R07b0er1q9erVavXq1So9PV3dddddavXq1ernn3+26yE4Sk3b8+mnn1Yej0d9+OGHKjMzs/QrLy/ProfgGDVty6eeekp9+eWXauvWrWrDhg3q2WefVS6XS7322mt2PQRHqWl7Hk2Ovjyipm356KOPqi+++EJt3bpVrVy5Ul155ZUqOjparV+/3q6HUCMnRSg7cOCAGjNmjIqPj1eJiYnquuuuK/dCvG3bNgWor776qnTbpEmTFFDha8qUKZF/ADZ78cUXVYsWLZTH41G9e/dWy5YtK71u0KBB6tprry23//vvv686dOigPB6P6tKli5o5c2aEK3aumrRlye/l0V+DBg2KfOEOVZP2bNmyZaXtOWnSpMgX7kA1acsHH3xQtWvXTkVHR6sGDRqovn37qunTp9tQtXPV9HWzLAll5dWkLf/4xz+W7tu4cWN1wQUXqFWrVtlQ9bHRlFIq4t1zQgghhBCinHo7p0wIIYQQ4kQioUwIIYQQwgEklAkhhBBCOICEMiGEEEIIB5BQJoQQQgjhABLKhBBCCCEcQEKZEEIIIYQDSCgTQgghhHAACWVCCHGC0TSNTz75xO4yhBA1JKFMCFFrxo8fj6ZpPP300+W2f/LJJ2iaVqv3tX37djRNY82aNbX6c2ti6tSpaJqGpmnouk7z5s257rrr2Lt3r201AWRmZnL++ecDzmgnIUR4JJQJIWpVdHQ0zzzzDIcOHbK7FAB8Pl+d/vzExEQyMzPZtWsXr732GrNnz+aaa6455p/n9/uPu6YmTZoQFRV13D9HCBFZEsqEELVqyJAhNGnShMmTJ1e53+LFixkwYAAxMTFkZGRw++23U1BQUHp9ZUNwycnJTJ06FYDWrVsD0KNHDzRNY/DgwUCwt27UqFE8+eSTNG3alI4dOwKwdu1azjnnHGJiYkhNTeXmm28mPz+/9GeX3O7ZZ58lPT2d1NRUJkyYUG1I0jSNJk2a0LRpU84//3xuv/125s2bR1FREZZl8dhjj9G8eXOioqLo3r07c+bMKb1tSS/WjBkzGDRoENHR0bz77rvV3s7n8zFx4kTS09OJjo6mZcuW5dq7bNtV1k5ff/01brebrKysco/lj3/8IwMGDKjy8Qoh6o6EMiFErTIMg6eeeooXX3yRXbt2VbrP1q1bGT58OJdeeik//vgjM2bMYPHixUycODHs+1m+fDkA8+bNIzMzk48++qj0uvnz57Np0ybmzp3L559/TkFBAcOGDaNBgwasWLGCDz74gHnz5lW4v6+++oqtW7fy1Vdf8eabbzJ16tTSEBiumJgYLMsiEAjwwgsv8Nxzz/Hss8/y448/MmzYMC6++GJ+/vnncre57777uOOOO9i4cSPDhg2r9nb/+Mc/+Oyzz3j//ffZtGkT7777Lq1atQq7nQYOHEibNm14++23S/fz+/28++67XH/99TV6vEKIWqSEEKKWXHvttWrkyJFKKaXOPPNMdf311yullPr4449V2ZebG264Qd18883lbvvNN98oXddVUVGRUkopQH388cfl9klKSlJTpkxRSim1bds2BajVq1dXqKFx48bK6/WWbnv11VdVgwYNVH5+fum2mTNnKl3XVVZWVuntWrZsqQKBQOk+l112mbriiitCPt4pU6aopKSk0subN29WHTp0UGeccYZSSqmmTZuqJ598stxtevXqpW677bZyj+H5558vt091t/vDH/6gzjnnHGVZVqV1lW27UO30zDPPqM6dO5de/u9//6vi4+PLtZEQIrKkp0wIUSeeeeYZ3nzzTTZu3Fjhuh9++IGpU6cSHx9f+jVs2DAsy2Lbtm3Hfd9du3bF4/GUXt64cSPdunUjLi6udFv//v2xLItNmzaVbuvSpQuGYZReTk9Pr3bSfk5ODvHx8cTGxtKxY0caN27Mu+++S25uLr/99hv9+/cvt3///v0rtMkZZ5xR+n04txs/fjxr1qyhY8eO3H777Xz55ZfVNUkF48ePZ8uWLSxbtgwIHrRw+eWXl2sjIURkuewuQAhxYho4cCDDhg3j/vvvZ/z48eWuy8/P5/e//z233357hdu1aNECCM6LUkqVuy7cSfDHGizcbne5y5qmYVlWlbdJSEhg1apV6LpOeno6MTExQDBchaum9Z5++uls27aN2bNnM2/ePC6//HKGDBnChx9+GPbPSEtLY8SIEUyZMoXWrVsze/ZsFi5cWKM6hBC1S0KZEKLOPP3003Tv3r10sn2J008/nQ0bNtCuXbuQt23UqBGZmZmll3/++WcKCwtLL5f0hJmmWW0dnTt3ZurUqRQUFJQGoCVLlqDreoXaakrX9UofR2JiIk2bNmXJkiUMGjSodPuSJUvo3bt3yJ8X7u0SExO54ooruOKKKxg9ejTDhw/n4MGDpKSklPt5VbXTjTfeyJgxY2jevDlt27at0DsnhIgsCWVCiDrTtWtXrrrqKv7xj3+U237vvfdy5plnMnHiRG688Ubi4uLYsGEDc+fO5aWXXgLgnHPO4aWXXqJv376Ypsm9995bricrLS2NmJgY5syZQ/PmzYmOjiYpKanSOq666iomTZrEtddeyyOPPMK+ffv4wx/+wDXXXEPjxo3r7PHffffdTJo0ibZt29K9e3emTJnCmjVrePfdd4/rdn//+99JT0+nR48e6LrOBx98QJMmTUhOTq7ws6pqp2HDhpGYmMgTTzzBY489VuuPXwhRMzKnTAhRpx577LEKQ4CnnXYaixYtYvPmzQwYMIAePXrwl7/8haZNm5bu89xzz5GRkcGAAQMYO3Ysd911F7GxsaXXu1wu/vGPf/DKK6/QtGlTRo4cGbKG2NhYvvjiCw4ePEivXr0YPXo05557bmkArCu33347d955J3/+85/p2rUrc+bM4bPPPqN9+/bHdbuEhAT++te/csYZZ9CrVy+2b9/OrFmz0PWKL+lVtZOu64wfPx7TNBk3blztPnghRI1p6uhJG0IIIU4aN9xwA/v27eOzzz6zuxQhTnoyfCmEECehnJwc1q5dy7Rp0ySQCeEQEsqEEOIkNHLkSJYvX84tt9zC0KFD7S5HCIEMXwohhBBCOIJM9BdCCCGEcAAJZUIIIYQQDiChTAghhBDCASSUCSGEEEI4gIQyIYQQQggHkFAmhBBCCOEAEsqEEEIIIRxAQpkQQgghhAP8P34X4TSecTQKAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(7,7))\n",
        "#plt.scatter(CNL_chart, RHOB_chart, c=Porosity_chart,cmap=\"RdYlGn\",)\n",
        "#plt.scatter(CNL_chart, RHOB_chart, s=50, c=Porosity_chart)\n",
        "#plt.scatter(CNL_chart, RHOB_chart, c=Porosity_chart,cmap=\"RdYlGn\")\n",
        "plt.scatter(CNL_chart, RHOB_chart, s=50, c = Porosity_chart, cmap = \"rainbow\")\n",
        "plt.xlim(-0.1, 0.55)\n",
        "plt.gca().invert_yaxis()\n",
        "plt.title(\"Chart Book Data Colored by Porosity\")\n",
        "plt.ylabel('RHOB')\n",
        "plt.xlabel('Neutron Porosity')\n",
        "plt.grid(True)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "bRRnkqwjk1PD",
        "outputId": "d102c7f9-9c36-42fa-9160-868182030c0a",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "plt.figure(figsize=(7,7))\n",
        "#plt.scatter(CNL_chart, RHOB_chart, c=Porosity_chart,cmap=\"RdYlGn\",)\n",
        "#plt.scatter(CNL_chart, RHOB_chart, s=50, c=Porosity_chart)\n",
        "#plt.scatter(CNL_chart, RHOB_chart, c=Porosity_chart,cmap=\"RdYlGn\")\n",
        "plt.scatter(CNL_chart, RHOB_chart, s=50, c = Rho_Matrix_chart, cmap = \"rainbow\")\n",
        "plt.xlim(-0.1, 0.55)\n",
        "plt.gca().invert_yaxis()\n",
        "plt.title(\"Chart Book Data Colored by Rho Matrix\")\n",
        "plt.ylabel('RHOB')\n",
        "plt.xlabel('Neutron Porosity')\n",
        "plt.grid(True)\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MXZfM5Uek1PD"
      },
      "source": [
        "## Knn is used to estimate Cross Plot porosity and Rho Matrix from the appropriate chart:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "KDn62fZRk1PD",
        "outputId": "c7cbf8aa-d596-4a48-f7dd-ef12626cce0d",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "381\n"
          ]
        }
      ],
      "source": [
        "\"\"\"\n",
        "# =============================================================================\n",
        "# # ===========================================================================\n",
        "# # #--------------------------------------------------------------------------\n",
        "# ##\n",
        "# ##            This is the beginnin of KNN estimating ND xplt Porosity\n",
        "# ##\n",
        "# # #--------------------------------------------------------------------------\n",
        "# # ===========================================================================\n",
        "# =============================================================================\n",
        "\"\"\"\n",
        "\n",
        "#Fluid Density\n",
        "FD = 1.1\n",
        "\n",
        "\n",
        "deptharray = []\n",
        "porarray   = []; #make list of 0 length\n",
        "RHOMAA_array = []\n",
        "Porosity_array = []\n",
        "rhoarray = []\n",
        "\n",
        "\n",
        "#log Data\n",
        "for k in range(0,len(df_log) ,1):\n",
        "\n",
        "        cnl_norm  = (CNL[k]-(-0.05))/(0.6-(-0.05))\n",
        "        rhob_norm = (RHOB[k]-1.9)/(3-1.9)\n",
        "\n",
        "\n",
        "\n",
        "        dist_inv    = []\n",
        "        dist_cnl    = []\n",
        "        dist_rhob    = []\n",
        "        inv_dist_array = []\n",
        "        Por_weight = []\n",
        "        Rhomatrix_weight =[]\n",
        "        CNL_norm = []\n",
        "        RHOB_norm = []\n",
        "\n",
        "        dist_inv_total = 0\n",
        "        Por_total     = 0\n",
        "\n",
        "\n",
        "\n",
        "        #this is the chartbook_reference_data being used\n",
        "        for i in range(0,len(df_chart),1):\n",
        "\n",
        "                CNL_norm.append((CNL_chart[i] - (-0.05)) / (0.6 - (-0.05)))\n",
        "                RHOB_norm.append((RHOB_chart[i] - 1.9) / (3.0 - 1.9))\n",
        "\n",
        "                #Euclidian Distance\n",
        "                dist_cnl.append((abs(cnl_norm   - CNL_norm[i])))\n",
        "                dist_rhob.append( abs(rhob_norm - RHOB_norm[i]))\n",
        "\n",
        "                if math.sqrt(dist_cnl[i]**2 + dist_rhob[i]**2) > 0:\n",
        "                    dist_inv.append( 1  /  math.sqrt( dist_cnl[i]**2 + dist_rhob[i]**2)  )\n",
        "                else:\n",
        "                    dist_inv.append( 1  /  math.sqrt( 0.0001 + dist_cnl[i]**2 + dist_rhob[i]**2)  )\n",
        "\n",
        "\n",
        "                #calculalte weights\n",
        "                Por_weight      .append(dist_inv[i] * Porosity_chart[i])\n",
        "                Rhomatrix_weight.append(dist_inv[i] * Rho_Matrix_chart[i])\n",
        "\n",
        "\n",
        "\n",
        "                inv_dist_array.append(dist_inv[i]);  # add items\n",
        "\n",
        "        # =============================================================================\n",
        "        ###                    KNN Array\n",
        "        # # ===========================================================================\n",
        "        # # #--------------------------------------------------------------------------\n",
        "                distance_knn_array = [dist_inv, Por_weight, Rhomatrix_weight]\n",
        "        #        distance_knn_array = [Permeability, Porosity, G1, PD1, BV1, G2, PD2, BV2]\n",
        "        # # #--------------------------------------------------------------------------\n",
        "        # # ===========================================================================\n",
        "        # =============================================================================\n",
        "        xnorm=np.array(CNL_norm)\n",
        "        ynorm=np.array(RHOB_norm)\n",
        "\n",
        "\n",
        "        #knn_array = np.transpose array\n",
        "        knn_array = np.transpose(distance_knn_array)\n",
        "        #print(knn_array)\n",
        "\n",
        "        #Sort array from large to low by column 0 which is dist_inv\n",
        "        #xknn=np.array(knn_array)\n",
        "\n",
        "        #matsor x[x[:,column].argsort()[::-1]] and -1 us reverse order\n",
        "        mat_sort = knn_array[knn_array[:,0].argsort()[::-1]] #firt column reverse sort (-1)\n",
        "        #mat_sort = x[x[:,1].argsort()[::-1]]\n",
        "        #mat_sort = x[x[:,2].argsort()[::-1]]\n",
        "\n",
        "\n",
        "        #------------------------------------------------------------------------------\n",
        "        #    Number of nearest Neighbors\n",
        "        #------------------------------------------------------------------------------\n",
        "        n_neighbors = 3\n",
        "        #------------------------------------------------------------------------------\n",
        "\n",
        "        dist_inv_total_knn = 0\n",
        "        por_total_knn      = 0\n",
        "        rhomatrix_total_knn      = 0\n",
        "\n",
        "\n",
        "\n",
        "        #kNN Estimates for first 3 rows\n",
        "        #dist_inv_total = mat_sort[0][0] + mat_sort[1][0] + mat_sort[2][0]\n",
        "        for i in range(0,n_neighbors,1):\n",
        "            dist_inv_total_knn = dist_inv_total_knn + mat_sort[i][0]\n",
        "            por_total_knn  = por_total_knn + mat_sort[i][1]\n",
        "            rhomatrix_total_knn  = rhomatrix_total_knn + mat_sort[i][2]\n",
        "\n",
        "\n",
        "        #back to k values and calculate estimations now\n",
        "        por_est_knn  = por_total_knn  / dist_inv_total_knn\n",
        "        rhomatrix_est_knn  = rhomatrix_total_knn  / dist_inv_total_knn\n",
        "\n",
        "\n",
        "#------------------------------------------------------------------------------\n",
        "#            Write Data to arrays\n",
        "#------------------------------------------------------------------------------\n",
        "        deptharray.append(DEPT[k]);          # Taken from logs\n",
        "        porarray.append(por_est_knn);       # Calculated Chartbook Porosity\n",
        "        rhoarray.append(rhomatrix_est_knn); # Calculated Chartbook Rhomatrix\n",
        "\n",
        "\n",
        "print(len(porarray))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "EFn-hpS8k1PD"
      },
      "source": [
        "## Depth Plot of  PHIT and RHOMAA from kNN Estimations using Chartbook data as calibration:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "ma2bDglEk1PD",
        "outputId": "41ff47e8-20a7-4578-bf1f-189f4d103457",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x1200 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "from matplotlib import gridspec\n",
        "\n",
        "'''\n",
        "        deptharray.append(Dep[k]);          # Taken from logs\n",
        "        porarray.append(por_est_knn);       # Calculated Chartbook Porosity\n",
        "        rhoarray.append(rhomatrix_est_knn); # Calculated Chartbook Rhomatrix\n",
        "'''\n",
        "\n",
        "y=np.array(deptharray)\n",
        "\n",
        "fig = plt.figure(figsize=(10,12))\n",
        "wellname=las.well.well.value\n",
        "fig.suptitle('Chart Book Solutions to Porosity and Rho Matrix: %s'%wellname, fontsize=20, color='blue')\n",
        "fig.subplots_adjust(top=0.94, wspace=0.05, hspace =0.1)\n",
        "\n",
        "\n",
        "gs = gridspec.GridSpec(1, 3)\n",
        "ax1 = fig.add_subplot(gs[:,0])\n",
        "ax2 = fig.add_subplot(gs[0,1])\n",
        "ax3 = fig.add_subplot(gs[0,2])\n",
        "\n",
        "\n",
        "# Rho Matrix\n",
        "ax1.plot(rhoarray, y,'--r',lw=2, label= 'Chartbook RHOMAA')\n",
        "ax1.tick_params(labelleft=True, top=False, labeltop=False, bottom=True, labelbottom=True)\n",
        "ax1.invert_yaxis()\n",
        "ax1.grid(True)\n",
        "ax1.set_xlabel(\"Chart Book RHOMAA\",color='black')\n",
        "ax1.set_ylabel('DEPTH (feet)')\n",
        "ax1.set_xlim(2.5, 3)\n",
        "ax1.legend()\n",
        "\n",
        "\n",
        "# Porosity\n",
        "ax2.plot(porarray, y,'--', color = 'red',   lw=4, label= 'Chartbook Porosity')\n",
        "ax2.plot(porden, y, '-'  , color = 'black', lw=2, label= 'Density Por')\n",
        "ax2.plot(CNL,    y, '-'  , color = 'green', lw=2, label= 'Neutron Por')\n",
        "#ax2.plot(cpor,   y, '--', color='red',marker = 'd', ms = 5, lw=1, label= 'Core Porosity')\n",
        "ax2.tick_params(labelleft=False, top=False, labeltop=False, bottom=True, labelbottom=True)\n",
        "ax2.invert_yaxis()\n",
        "ax2.grid(True)\n",
        "ax2.set_xlabel(\"Chart Book Porosity\",color='black')\n",
        "ax2.set_xlim(.45, -0.15)\n",
        "ax2.legend()\n",
        "\n",
        "\n",
        "\n",
        "# log track\n",
        "ax3.semilogx(ild, y,'--',color = 'black', lw=3, label= 'Rt')\n",
        "ax3.semilogx(perm, y, '--', color='red',marker = 'd', ms = 5, lw=1, label= 'Core Perm')\n",
        "ax3.set_xlabel(\"Log Track\",color='black')\n",
        "ax3.set_xlim(0.2, 2000)\n",
        "ax3.tick_params(labelleft=False, top=False, labeltop=False, bottom=True, labelbottom=True)\n",
        "ax3.legend()\n",
        "ax3.invert_yaxis()\n",
        "ax3.grid(True, which=\"both\")\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "QFqln19nk1PE"
      },
      "outputs": [],
      "source": []
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "17nTv6EKk1PE"
      },
      "outputs": [],
      "source": []
    }
  ],
  "metadata": {
    "accelerator": "GPU",
    "colab": {
      "gpuType": "T4",
      "provenance": [],
      "include_colab_link": true
    },
    "kernelspec": {
      "display_name": "Python 3 (ipykernel)",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
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      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
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