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      "execution_count": 2,
      "metadata": {
        "id": "G46C3hqG-7jo"
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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "from wordcloud import WordCloud, STOPWORDS\n",
        "from collections import Counter\n",
        "import pandas as pd\n",
        "import warnings\n",
        "warnings.filterwarnings('ignore')"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = pd.read_csv('/content/tech_support_dataset.csv')\n",
        "\n",
        "df.head()"
      ],
      "metadata": {
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          "base_uri": "https://localhost:8080/",
          "height": 469
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        "id": "xGwpchpy_hQw",
        "outputId": "06a84cc7-88fc-443d-81c3-4a2696dc9043"
      },
      "execution_count": 4,
      "outputs": [
        {
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          "data": {
            "text/plain": [
              "  Conversation_ID                 Customer_Issue  \\\n",
              "0       CONV-0001        Cannot connect to Wi-Fi   \n",
              "1       CONV-0002  Software installation failure   \n",
              "2       CONV-0003        Cannot connect to Wi-Fi   \n",
              "3       CONV-0004                Forgot password   \n",
              "4       CONV-0005  Software installation failure   \n",
              "\n",
              "                                  Tech_Response Resolution_Time  \\\n",
              "0  Clear cache and remove unnecessary programs.      92 minutes   \n",
              "1                Reinstall the printer drivers.      76 minutes   \n",
              "2  Clear cache and remove unnecessary programs.      50 minutes   \n",
              "3  Reset your password using the link provided.      97 minutes   \n",
              "4       Follow the software installation guide.     110 minutes   \n",
              "\n",
              "  Issue_Category Issue_Status  \n",
              "0       Software      Pending  \n",
              "1        Account      Pending  \n",
              "2        Network     Resolved  \n",
              "3    Performance      Pending  \n",
              "4    Performance      Pending  "
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              "      <td>CONV-0001</td>\n",
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              "      <td>50 minutes</td>\n",
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              "      <th>3</th>\n",
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              "      <td>Forgot password</td>\n",
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              "      <td>97 minutes</td>\n",
              "      <td>Performance</td>\n",
              "      <td>Pending</td>\n",
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              "      <td>CONV-0005</td>\n",
              "      <td>Software installation failure</td>\n",
              "      <td>Follow the software installation guide.</td>\n",
              "      <td>110 minutes</td>\n",
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              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 1896,\n  \"fields\": [\n    {\n      \"column\": \"Conversation_ID\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1896,\n        \"samples\": [\n          \"CONV-1320\",\n          \"CONV-0612\",\n          \"CONV-0965\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Customer_Issue\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 7,\n        \"samples\": [\n          \"Cannot connect to Wi-Fi\",\n          \"Software installation failure\",\n          \"Printer not responding\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Tech_Response\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 7,\n        \"samples\": [\n          \"Clear cache and remove unnecessary programs.\",\n          \"Reinstall the printer drivers.\",\n          \"Verify your email settings.\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Resolution_Time\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 116,\n        \"samples\": [\n          \"106 minutes\",\n          \"110 minutes\",\n          \"83 minutes\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Issue_Category\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"Account\",\n          \"Hardware\",\n          \"Network\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Issue_Status\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"Resolved\",\n          \"Escalated\",\n          \"Pending\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
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        "df.tail()"
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            "text/plain": [
              "     Conversation_ID                 Customer_Issue  \\\n",
              "1891       CONV-1892                Forgot password   \n",
              "1892       CONV-1893  Software installation failure   \n",
              "1893       CONV-1894                Forgot password   \n",
              "1894       CONV-1895              Blue screen error   \n",
              "1895       CONV-1896         Unable to access email   \n",
              "\n",
              "                                Tech_Response Resolution_Time Issue_Category  \\\n",
              "1891              Verify your email settings.      95 minutes       Hardware   \n",
              "1892            Run a system diagnostic tool.      13 minutes       Hardware   \n",
              "1893  Follow the software installation guide.      32 minutes        Network   \n",
              "1894            Run a system diagnostic tool.     109 minutes       Hardware   \n",
              "1895                     Restart your router.      77 minutes        Network   \n",
              "\n",
              "                  Issue_Status  \n",
              "1891                 Escalated  \n",
              "1892                  Resolved  \n",
              "1893                  Resolved  \n",
              "1894                 Escalated  \n",
              "1895  Resolved after follow-up  "
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              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-fff8e95d-95f4-4b53-b1cd-156a5f66efa8 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-fff8e95d-95f4-4b53-b1cd-156a5f66efa8');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-1588d2ea-2186-457f-991f-2f58ab6cade8\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-1588d2ea-2186-457f-991f-2f58ab6cade8')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --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",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-1588d2ea-2186-457f-991f-2f58ab6cade8 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",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"Conversation_ID\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"CONV-1893\",\n          \"CONV-1896\",\n          \"CONV-1894\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Customer_Issue\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"Software installation failure\",\n          \"Unable to access email\",\n          \"Forgot password\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Tech_Response\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"Run a system diagnostic tool.\",\n          \"Restart your router.\",\n          \"Verify your email settings.\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Resolution_Time\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"13 minutes\",\n          \"77 minutes\",\n          \"32 minutes\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Issue_Category\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \"Network\",\n          \"Hardware\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Issue_Status\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"Escalated\",\n          \"Resolved\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ZXcx3pvU_q2f",
        "outputId": "e90df822-7119-414d-fe3c-9d9f431d8e91"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 1896 entries, 0 to 1895\n",
            "Data columns (total 6 columns):\n",
            " #   Column           Non-Null Count  Dtype \n",
            "---  ------           --------------  ----- \n",
            " 0   Conversation_ID  1896 non-null   object\n",
            " 1   Customer_Issue   1896 non-null   object\n",
            " 2   Tech_Response    1896 non-null   object\n",
            " 3   Resolution_Time  1896 non-null   object\n",
            " 4   Issue_Category   1896 non-null   object\n",
            " 5   Issue_Status     1896 non-null   object\n",
            "dtypes: object(6)\n",
            "memory usage: 89.0+ KB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.sample()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 118
        },
        "id": "doG-xm8r_tFi",
        "outputId": "f01b8f86-a569-44c3-b4d5-6c2f47a61043"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    Conversation_ID          Customer_Issue         Tech_Response  \\\n",
              "152       CONV-0153  Printer not responding  Restart your router.   \n",
              "\n",
              "    Resolution_Time Issue_Category              Issue_Status  \n",
              "152      85 minutes       Software  Resolved after follow-up  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-cbdf93a0-0e4e-4095-92db-acc636ac4997\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
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              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Conversation_ID</th>\n",
              "      <th>Customer_Issue</th>\n",
              "      <th>Tech_Response</th>\n",
              "      <th>Resolution_Time</th>\n",
              "      <th>Issue_Category</th>\n",
              "      <th>Issue_Status</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>152</th>\n",
              "      <td>CONV-0153</td>\n",
              "      <td>Printer not responding</td>\n",
              "      <td>Restart your router.</td>\n",
              "      <td>85 minutes</td>\n",
              "      <td>Software</td>\n",
              "      <td>Resolved after follow-up</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-cbdf93a0-0e4e-4095-92db-acc636ac4997')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-cbdf93a0-0e4e-4095-92db-acc636ac4997 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-cbdf93a0-0e4e-4095-92db-acc636ac4997');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 1,\n  \"fields\": [\n    {\n      \"column\": \"Conversation_ID\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"CONV-0153\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Customer_Issue\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"Printer not responding\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Tech_Response\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"Restart your router.\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Resolution_Time\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"85 minutes\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Issue_Category\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"Software\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Issue_Status\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"Resolved after follow-up\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe().T.plot(kind='bar')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 546
        },
        "id": "T2_8dLUE_vUM",
        "outputId": "92407637-307c-4a72-f572-32faca72ca77"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 8
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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REaH4E8uVRZbWNljzWzhWLfganTt3Rk5ODhwcHNClSxe5pMydOxdZWVno1q0bTExM8MUXX+DRo0cKJy8+FhgiIiIB9B86HP2HDpeXf/51V5H7OTjWxrZt2176fYyNjbF27VqsXbtWXrd7927NBdUS8Y4ZERER0TuPBYaIiIiEw1NIRERE77hDhw4pHaHYeASGiIiIhMMCQ0RE7xxJkpSO8E7TxOfPAkNERO+MChUqAACys7MVTvJue/H5v/j/oyQ4BoaIiN4Zurq6MDc3R3p6OgDAyMgIKpVK4VQvJ+U9K9Hznj59quEkmiFJErKzs5Geng5zc3Po6uqW+HuxwBAR0TvF2toaAOQSU5alP3xSoufpP6mo4SSaZW5uLv//UFIsMERE9E5RqVSwsbGBpaUlcnNzlY7zSkO3HSrR8/Z/4aHRHJpUoUKFtzry8gILDBERvZN0dXU18ou0NN3+O79EzzM0NNRwkrKHg3iJiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISTrELzJEjR9CtWzfY2tpCpVJh+/btats//fRTqFQqtUeXLl3U9nnw4AH69esHU1NTmJubY8iQIcjKylLbJzY2Fm3btoWhoSHs7OwwZ86c4r87IiIiKpeKXWAeP36Mxo0bY8mSJS/dp0uXLkhJSZEfGzduVNver18/XLhwAREREdi1axeOHDkCf39/eXtmZiY6d+4MBwcHnD17FnPnzkVwcDB+/PHH4sYlIiKicqjYd6P28fGBj4/PK/cxMDCAtbV1kdsuXbqE8PBwnDlzBs2bNwcAfP/99/D19cW3334LW1tbrF+/Hs+ePcPKlSuhr6+Phg0bIjo6GvPnz1crOv+Uk5ODnJwceTkzM7O4b42IiIgEUSpjYA4dOgRLS0s4OTlh+PDhuH//vrwtKioK5ubmcnkBAC8vL+jo6ODUqVPyPu3atYO+vr68j7e3N65cuYKHDx8W+ZqhoaEwMzOTH3Z2dqXx1oiIiKgM0HiB6dKlC8LCwrB//3588803OHz4MHx8fJCfnw8ASE1NhaWlpdpz9PT0UKVKFaSmpsr7WFlZqe3zYvnFPv82adIkPHr0SH4kJydr+q0RERFRGVHsU0iv07t3b/lrFxcXuLq6onbt2jh06BA8PT01/XIyAwMDGBgYlNr3JyIiorKj1C+jrlWrFqpWrYqEhAQAgLW1NdLT09X2ycvLw4MHD+RxM9bW1khLS1Pb58Xyy8bWEBER0buj1AvMX3/9hfv378PGxgYA4O7ujoyMDJw9e1be58CBAygoKEDLli3lfY4cOYLc3Fx5n4iICDg5OaFy5cqlHZmIiIjKuGIXmKysLERHRyM6OhoAkJiYiOjoaCQlJSErKwvjx4/HyZMncfPmTezfvx/vv/8+6tSpA29vbwBAgwYN0KVLFwwbNgynT5/G8ePHMWrUKPTu3Ru2trYAgL59+0JfXx9DhgzBhQsXsHnzZixatAiBgYGae+dEREQkrGIXmD///BNubm5wc3MDAAQGBsLNzQ3Tpk2Drq4uYmNj0b17d9SrVw9DhgxBs2bNcPToUbXxKevXr0f9+vXh6ekJX19ftGnTRm2OFzMzM+zbtw+JiYlo1qwZvvjiC0ybNu2ll1ATERHRu6XYg3g9PDwgSdJLt+/du/e136NKlSrYsGHDK/dxdXXF0aNHixuPiIiI3gG8FxIREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCKXaBOXLkCLp16wZbW1uoVCps375d3pabm4ugoCC4uLigUqVKsLW1xcCBA3Hnzh2171GzZk2oVCq1x+zZs9X2iY2NRdu2bWFoaAg7OzvMmTOnZO+QiIiIyp1iF5jHjx+jcePGWLJkSaFt2dnZOHfuHKZOnYpz585h27ZtuHLlCrp3715o35kzZyIlJUV+jB49Wt6WmZmJzp07w8HBAWfPnsXcuXMRHByMH3/8sbhxiYiIqBzSK+4TfHx84OPjU+Q2MzMzREREqK1bvHgxWrRogaSkJNjb28vrTUxMYG1tXeT3Wb9+PZ49e4aVK1dCX18fDRs2RHR0NObPnw9/f//iRiYiIqJyptTHwDx69AgqlQrm5uZq62fPng0LCwu4ublh7ty5yMvLk7dFRUWhXbt20NfXl9d5e3vjypUrePjwYZGvk5OTg8zMTLUHERERlU/FPgJTHE+fPkVQUBD69OkDU1NTef2YMWPQtGlTVKlSBSdOnMCkSZOQkpKC+fPnAwBSU1Ph6Oio9r2srKzkbZUrVy70WqGhoZgxY0YpvhsiIiIqK0qtwOTm5uLjjz+GJElYunSp2rbAwED5a1dXV+jr6+N///sfQkNDYWBgUKLXmzRpktr3zczMhJ2dXcnCExERUZlWKgXmRXm5desWDhw4oHb0pSgtW7ZEXl4ebt68CScnJ1hbWyMtLU1tnxfLLxs3Y2BgUOLyQ0RERGLR+BiYF+Xl2rVriIyMhIWFxWufEx0dDR0dHVhaWgIA3N3dceTIEeTm5sr7REREwMnJqcjTR0RERPRuKfYRmKysLCQkJMjLiYmJiI6ORpUqVWBjY4MPP/wQ586dw65du5Cfn4/U1FQAQJUqVaCvr4+oqCicOnUKHTp0gImJCaKiohAQEID+/fvL5aRv376YMWMGhgwZgqCgIMTHx2PRokVYsGCBht42ERERiazYBebPP/9Ehw4d5OUX4078/PwQHByMHTt2AACaNGmi9ryDBw/Cw8MDBgYG2LRpE4KDg5GTkwNHR0cEBASojV8xMzPDvn37MHLkSDRr1gxVq1bFtGnTeAk1ERERAShBgfHw8IAkSS/d/qptANC0aVOcPHnyta/j6uqKo0ePFjceERERvQN4LyQiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEU+wCc+TIEXTr1g22trZQqVTYvn272nZJkjBt2jTY2NigYsWK8PLywrVr19T2efDgAfr16wdTU1OYm5tjyJAhyMrKUtsnNjYWbdu2haGhIezs7DBnzpzivzsiIiIql4pdYB4/fozGjRtjyZIlRW6fM2cOvvvuOyxbtgynTp1CpUqV4O3tjadPn8r79OvXDxcuXEBERAR27dqFI0eOwN/fX96emZmJzp07w8HBAWfPnsXcuXMRHByMH3/8sQRvkYiIiMobveI+wcfHBz4+PkVukyQJCxcuxJQpU/D+++8DAMLCwmBlZYXt27ejd+/euHTpEsLDw3HmzBk0b94cAPD999/D19cX3377LWxtbbF+/Xo8e/YMK1euhL6+Pho2bIjo6GjMnz9fregQERHRu0mjY2ASExORmpoKLy8veZ2ZmRlatmyJqKgoAEBUVBTMzc3l8gIAXl5e0NHRwalTp+R92rVrB319fXkfb29vXLlyBQ8fPizytXNycpCZman2ICIiovJJowUmNTUVAGBlZaW23srKSt6WmpoKS0tLte16enqoUqWK2j5FfY9/vsa/hYaGwszMTH7Y2dm9/RsiIiKiMqncXIU0adIkPHr0SH4kJycrHYmIiIhKiUYLjLW1NQAgLS1NbX1aWpq8zdraGunp6Wrb8/Ly8ODBA7V9ivoe/3yNfzMwMICpqanag4iIiMonjRYYR0dHWFtbY//+/fK6zMxMnDp1Cu7u7gAAd3d3ZGRk4OzZs/I+Bw4cQEFBAVq2bCnvc+TIEeTm5sr7REREwMnJCZUrV9ZkZCIiIhJQsQtMVlYWoqOjER0dDeD5wN3o6GgkJSVBpVLh888/x1dffYUdO3YgLi4OAwcOhK2tLXr06AEAaNCgAbp06YJhw4bh9OnTOH78OEaNGoXevXvD1tYWANC3b1/o6+tjyJAhuHDhAjZv3oxFixYhMDBQY2+ciIiIxFXsy6j//PNPdOjQQV5+USr8/PywevVqTJgwAY8fP4a/vz8yMjLQpk0bhIeHw9DQUH7O+vXrMWrUKHh6ekJHRwe9evXCd999J283MzPDvn37MHLkSDRr1gxVq1bFtGnTeAk1ERERAShBgfHw8IAkSS/drlKpMHPmTMycOfOl+1SpUgUbNmx45eu4urri6NGjxY1HRERE74BycxUSERERvTtYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhKOxgtMzZo1oVKpCj1GjhwJAPDw8Ci07bPPPlP7HklJSejatSuMjIxgaWmJ8ePHIy8vT9NRiYiISFB6mv6GZ86cQX5+vrwcHx+PTp064aOPPpLXDRs2DDNnzpSXjYyM5K/z8/PRtWtXWFtb48SJE0hJScHAgQNRoUIFhISEaDouERERCUjjBaZatWpqy7Nnz0bt2rXRvn17eZ2RkRGsra2LfP6+fftw8eJFREZGwsrKCk2aNMGsWbMQFBSE4OBg6OvrF/m8nJwc5OTkyMuZmZkaeDdERERUFpXqGJhnz55h3bp1GDx4MFQqlbx+/fr1qFq1Kho1aoRJkyYhOztb3hYVFQUXFxdYWVnJ67y9vZGZmYkLFy689LVCQ0NhZmYmP+zs7ErnTREREZHiNH4E5p+2b9+OjIwMfPrpp/K6vn37wsHBAba2toiNjUVQUBCuXLmCbdu2AQBSU1PVygsAeTk1NfWlrzVp0iQEBgbKy5mZmSwxRERE5VSpFpiff/4ZPj4+sLW1ldf5+/vLX7u4uMDGxgaenp64fv06ateuXeLXMjAwgIGBwVvlJSIiIjGU2imkW7duITIyEkOHDn3lfi1btgQAJCQkAACsra2Rlpamts+L5ZeNmyEiIqJ3S6kVmFWrVsHS0hJdu3Z95X7R0dEAABsbGwCAu7s74uLikJ6eLu8TEREBU1NTODs7l1ZcIiIiEkipnEIqKCjAqlWr4OfnBz29/3+J69evY8OGDfD19YWFhQViY2MREBCAdu3awdXVFQDQuXNnODs7Y8CAAZgzZw5SU1MxZcoUjBw5kqeIiIiICEApFZjIyEgkJSVh8ODBauv19fURGRmJhQsX4vHjx7Czs0OvXr0wZcoUeR9dXV3s2rULw4cPh7u7OypVqgQ/Pz+1eWOIiIjo3VYqBaZz586QJKnQejs7Oxw+fPi1z3dwcMCePXtKIxoRERGVA7wXEhEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMLReIEJDg6GSqVSe9SvX1/e/vTpU4wcORIWFhYwNjZGr169kJaWpvY9kpKS0LVrVxgZGcHS0hLjx49HXl6epqMSERGRoPRK45s2bNgQkZGR//8iev//MgEBAdi9ezd+/fVXmJmZYdSoUejZsyeOHz8OAMjPz0fXrl1hbW2NEydOICUlBQMHDkSFChUQEhJSGnGJiIhIMKVSYPT09GBtbV1o/aNHj/Dzzz9jw4YN6NixIwBg1apVaNCgAU6ePIlWrVph3759uHjxIiIjI2FlZYUmTZpg1qxZCAoKQnBwMPT19UsjMhEREQmkVArMtWvXYGtrC0NDQ7i7uyM0NBT29vY4e/YscnNz4eXlJe9bv3592NvbIyoqCq1atUJUVBRcXFxgZWUl7+Pt7Y3hw4fjwoULcHNzK/I1c3JykJOTIy9nZmaWxlsjIiIql1zWuJToeXF+cRpO8mY0PgamZcuWWL16NcLDw7F06VIkJiaibdu2+Pvvv5Gamgp9fX2Ym5urPcfKygqpqakAgNTUVLXy8mL7i20vExoaCjMzM/lhZ2en2TdGREREZYbGj8D4+PjIX7u6uqJly5ZwcHDAL7/8gooVK2r65WSTJk1CYGCgvJyZmckSQ0REVE6V+mXU5ubmqFevHhISEmBtbY1nz54hIyNDbZ+0tDR5zIy1tXWhq5JeLBc1ruYFAwMDmJqaqj2IiIiofCr1ApOVlYXr16/DxsYGzZo1Q4UKFbB//355+5UrV5CUlAR3d3cAgLu7O+Li4pCeni7vExERAVNTUzg7O5d2XCIiIhKAxk8hjRs3Dt26dYODgwPu3LmD6dOnQ1dXF3369IGZmRmGDBmCwMBAVKlSBaamphg9ejTc3d3RqlUrAEDnzp3h7OyMAQMGYM6cOUhNTcWUKVMwcuRIGBgYaDouERERCUjjBeavv/5Cnz59cP/+fVSrVg1t2rTByZMnUa1aNQDAggULoKOjg169eiEnJwfe3t744Ycf5Ofr6upi165dGD58ONzd3VGpUiX4+flh5syZmo5KREREgtJ4gdm0adMrtxsaGmLJkiVYsmTJS/dxcHDAnj17NB2NiIiIygneC4mIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhaPxeSERERNrkssalRM+L84vTcBLSJh6BISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGCIiIhIOCwwREREJhwWGiIiIhMMCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4ekoHINIGlzUuJXpenF+chpMQEZEm8AgMERERCYdHYIjojfFIFhGVFTwCQ0RERMJhgSEiIiLhaLzAhIaG4j//+Q9MTExgaWmJHj164MqVK2r7eHh4QKVSqT0+++wztX2SkpLQtWtXGBkZwdLSEuPHj0deXp6m4xIREZGAND4G5vDhwxg5ciT+85//IC8vD19++SU6d+6MixcvolKlSvJ+w4YNw8yZM+VlIyMj+ev8/Hx07doV1tbWOHHiBFJSUjBw4EBUqFABISEhmo5MREREgtF4gQkPD1dbXr16NSwtLXH27Fm0a9dOXm9kZARra+siv8e+fftw8eJFREZGwsrKCk2aNMGsWbMQFBSE4OBg6OvrF3pOTk4OcnJy5OXMzEwNvSMiIiIqa0p9DMyjR48AAFWqVFFbv379elStWhWNGjXCpEmTkJ2dLW+LioqCi4sLrKys5HXe3t7IzMzEhQsXinyd0NBQmJmZyQ87O7tSeDdERERUFpTqZdQFBQX4/PPP0bp1azRq1Ehe37dvXzg4OMDW1haxsbEICgrClStXsG3bNgBAamqqWnkBIC+npqYW+VqTJk1CYGCgvJyZmckSQ0REVE6VaoEZOXIk4uPjcezYMbX1/v7+8tcuLi6wsbGBp6cnrl+/jtq1a5fotQwMDGBgYPBWeYmIiEgMpXYKadSoUdi1axcOHjyIGjVqvHLfli1bAgASEhIAANbW1khLS1Pb58Xyy8bNEBER0btD4wVGkiSMGjUKv/32Gw4cOABHR8fXPic6OhoAYGNjAwBwd3dHXFwc0tPT5X0iIiJgamoKZ2dnTUcmIiIiwWj8FNLIkSOxYcMG/P777zAxMZHHrJiZmaFixYq4fv06NmzYAF9fX1hYWCA2NhYBAQFo164dXF1dAQCdO3eGs7MzBgwYgDlz5iA1NRVTpkzByJEjeZqIiIiINH8EZunSpXj06BE8PDxgY2MjPzZv3gwA0NfXR2RkJDp37oz69evjiy++QK9evbBz5075e+jq6mLXrl3Q1dWFu7s7+vfvj4EDB6rNG0NERETvLo0fgZEk6ZXb7ezscPjw4dd+HwcHB+zZs0dTsYiIiKgc4b2QiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEwwJDREREwmGBISIiIuGwwBAREZFwWGCIiIhIOHpKByAiElqwWQmf90izOYjeMTwCQ0RERMJhgSEiIiLhsMAQERGRcFhgiIiISDgsMERERCQcFhgiIiISDgsMERERCYcFhoiIiITDAkNERETCYYEhIiIi4bDAEBERkXBYYIiIiEg4LDBEREQkHBYYIiIiEg4LDBEREQmHBYaIiIiEo6d0ACKid5HLGpcSPS/OL07DSYjEVKaPwCxZsgQ1a9aEoaEhWrZsidOnTysdiYiIiMqAMltgNm/ejMDAQEyfPh3nzp1D48aN4e3tjfT0dKWjERERkcLK7Cmk+fPnY9iwYRg0aBAAYNmyZdi9ezdWrlyJiRMnKpyOFBNsVrLnOdprNkd5UJLPkp8jEZURZbLAPHv2DGfPnsWkSZPkdTo6OvDy8kJUVFSRz8nJyUFOTo68/OjRIwBAZmamRrMV5GQX+zmZKqlEr9VqmXOJnney78kSPU+bSvI5AiX/LPOf5Jfs9TT881MatPlZlufPEdDuv+/y/FmW+GdykmmJnpfvUKNkr8fPUk1Z+RxffD9Jes2/LakMun37tgRAOnHihNr68ePHSy1atCjyOdOnT5cA8MEHH3zwwQcf5eCRnJz8yq5QJo/AlMSkSZMQGBgoLxcUFODBgwewsLCASqVSMNnLZWZmws7ODsnJyTA1LdlfHvQcP0vN4WepGfwcNYefpeaI8FlKkoS///4btra2r9yvTBaYqlWrQldXF2lpaWrr09LSYG1tXeRzDAwMYGBgoLbO3Ny8tCJqlKmpaZn9QRINP0vN4WepGfwcNYefpeaU9c/SzMzstfuUyauQ9PX10axZM+zfv19eV1BQgP3798Pd3V3BZERERFQWlMkjMAAQGBgIPz8/NG/eHC1atMDChQvx+PFj+aokIiIieneV2QLzySef4O7du5g2bRpSU1PRpEkThIeHw8rKSuloGmNgYIDp06cXOvVFxcfPUnP4WWoGP0fN4WepOeXps1RJ0uuuUyIiIiIqW8rkGBgiIiKiV2GBISIiIuGwwBAREZFwWGCIiIhIOCwwREREJBwWGBLes2fPcOXKFeTl5SkdRVjXr1/HlClT0KdPH6SnpwMA/vjjD1y4cEHhZERERWOB0bIDBw5g1KhR+O9//4tu3bphzJgxOHLkiNKxhJSdnY0hQ4bAyMgIDRs2RFJSEgBg9OjRmD17tsLpxHH48GG4uLjg1KlT2LZtG7KysgAAMTExmD59usLpiKg0ZGRkKB3hrbHAaNFnn30GLy8vbNy4Effv38fdu3exfv16dOjQAaNHj1Y6nnAmTZqEmJgYHDp0CIaGhvJ6Ly8vbN68WcFkYpk4cSK++uorREREQF9fX17fsWNHnDx5UsFk4uIRrbfn5+fHP+405JtvvlH7b+LHH38MCwsLVK9eHTExMQomezssMFry22+/YdWqVVi5ciXu3buHqKgonDx5Enfv3sVPP/2EH3/8ETt27FA6plC2b9+OxYsXo02bNmp3HG/YsCGuX7+uYDKxxMXF4YMPPii03tLSEvfu3VMgkdh4REszHj16BC8vL9StWxchISG4ffu20pGEtWzZMtjZ2QEAIiIiEBERgT/++AM+Pj4YP368wulKjgVGS1atWoXAwEB8+umnar9sdXR0MHjwYHz++ef4+eefFUwonrt378LS0rLQ+sePH6t9xvRq5ubmSElJKbT+/PnzqF69ugKJxMYjWpqxfft23L59G8OHD8fmzZtRs2ZN+Pj4YMuWLcjNzVU6nlBSU1PlArNr1y58/PHH6Ny5MyZMmIAzZ84onK7kWGC05Ny5c0X+lftCz549cfbsWS0mEl/z5s2xe/dueflFaVmxYgXvWl4MvXv3RlBQEFJTU6FSqVBQUIDjx49j3LhxGDhwoNLxhMMjWppTrVo1BAYGIiYmBqdOnUKdOnUwYMAA2NraIiAgANeuXVM6ohAqV66M5ORkAEB4eDi8vLwAAJIkIT8/X8lob6XM3syxvLl37x5q1Kjx0u01atTA/fv3tZhIfCEhIfDx8cHFixeRl5eHRYsW4eLFizhx4gQOHz6sdDxhhISEYOTIkbCzs0N+fj6cnZ2Rn5+Pvn37YsqUKUrHE86LI1qOjo5q63lEq+RSUlLkUx+6urrw9fVFXFwcnJ2dMWfOHAQEBCgdsUzr2bMn+vbti7p16+L+/fvw8fEB8Pxnsk6dOgqnKznezFFLdHR0kJaWhmrVqhW5PS0tDba2tkK3YSVcv34ds2fPRkxMDLKystC0aVMEBQXBxcVF6WjCSU5ORlxcHLKysuDm5oa6desqHUlI48aNw6lTp/Drr7+iXr16OHfuHNLS0jBw4EAMHDiQ42DeUG5uLnbs2IFVq1Zh3759cHV1xdChQ9G3b1+YmpoCeD62cPDgwXj48KHCacu23NxcLFq0CMnJyfj000/h5uYGAFiwYAFMTEwwdOhQhROWDAuMlujo6MDf3x9GRkZFbs/OzsZPP/3EAkOKy8/PR1xcHBwcHFC5cmWl4wjn2bNnGDlyJFavXo38/Hzo6enJR7RWr14NXV1dpSMKoWrVqigoKECfPn0wbNgwNGnSpNA+GRkZcHNzQ2JiovYDkuJYYLTEw8PjjQaWHjx4UAtpyocX8768jL29vZaSiO3zzz+Hi4sLhgwZgvz8fLRv3x4nTpyAkZERdu3aBQ8PD6UjCikpKQnx8fE8olVCa9euxUcffaQ2RQKVTFhY2Cu3izrWjQWGhKWjo/PKUsijWW+mRo0a2L59O5o3b47t27djxIgROHToENauXYsDBw7g+PHjSkekd0xubi4qVqyI6OhoNGrUSOk4wvv3kdTc3FxkZ2dDX18fRkZGePDggULJ3g4H8ZKwzp8/r7acm5uL8+fPY/78+fj6668VSiWee/fuwdraGgCwZ88efPzxx6hXrx4GDx6MRYsWKZxOPJIkYcuWLTh48CDS09NRUFCgtn3btm0KJRNHhQoVYG9vzz9CNKSoMULXrl3D8OHDhZ4HhgVGSwIDA99ov/nz55dykvKjcePGhdY1b94ctra2mDt3Lnr27KlAKvFYWVnh4sWLsLGxQXh4OJYuXQrg+bgsjtcovs8//xzLly9Hhw4dYGVlxTmJSmjy5Mn48ssvsXbtWlSpUkXpOOVO3bp1MXv2bPTv3x+XL19WOk6JsMBoyb+PFhSF/6HTDCcnJ6EnZ9K2QYMG4eOPP4aNjQ1UKpU8R8SpU6dQv359hdOJZ+3atdi2bRt8fX2VjiK0xYsXIyEhAba2tnBwcEClSpXUtp87d06hZOWHnp4e7ty5o3SMEmOB0RIOztW8zMxMtWVJkpCSkoLg4GAOmCyG4OBgNGrUCMnJyfjoo49gYGAAANDV1cXEiRMVTiceMzMz1KpVS+kYwuvRo4fSEcqNf9+m5sV/KxcvXozWrVsrlOrtcRBvGWVqaoro6Gj+h/AVihrEK0kS7OzssGnTJs7GS4pYs2YNwsPDsXLlSlSsWFHpOETQ0VGfdF+lUqFatWro2LEj5s2bBxsbG4WSvR0egSmj2Ctf799HtXR0dFCtWjXUqVMHenr80S6O/fv3Y//+/UUOOl25cqVCqcT08ccfY+PGjbC0tETNmjVRoUIFte089VE8Z8+exaVLlwA8v1Hri0nY6M39+990ecH/ypOw2rdvr3SEcmHGjBmYOXMmmjdvLo+DoZLz8/PD2bNn0b9/fw7ifQvp6eno3bs3Dh06BHNzcwDPJ67r0KEDNm3a9NJZzamwmTNnYty4cYUmUn3y5Anmzp2LadOmKZTs7fAUUhllYmKCmJgYnkJ6hTVr1qBq1aro2rUrAGDChAn48ccf4ezsjI0bN8LBwUHhhGKwsbHBnDlzMGDAAKWjlAuVKlXC3r170aZNG6WjCO2TTz7BjRs3EBYWhgYNGgAALl68CD8/P9SpUwcbN25UOKE4dHV1kZKSAktLS7X19+/fh6WlpbCXq/Nu1CSskJAQeYxBVFQUFi9ejDlz5qBq1aq8uVsxPHv2DO+9957SMcoNOzs7+V49VHLh4eH44Ycf5PICAM7OzliyZAn++OMPBZOJR5KkIo8ExsTECH2JOgtMGcXDzq+XnJws30l1+/bt+PDDD+Hv74/Q0FAcPXpU4XTiGDp0KDZs2KB0jHJj3rx5mDBhAm7evKl0FKEVFBQUGj8EPJ/krryO6dC0ypUro0qVKlCpVKhXrx6qVKkiP8zMzNCpUyd8/PHHSscsMY6BKaN4Zu/1jI2Ncf/+fdjb22Pfvn3yZIGGhoZ48uSJwunE8fTpU/z444+IjIyEq6troV8anFyxePr374/s7GzUrl0bRkZGhT5PUadt17aOHTti7Nix2LhxI2xtbQEAt2/fRkBAADw9PRVOJ4aFCxdCkiQMHjwYM2bMgJmZmbxNX18fNWvWFPpqTRaYMuqPP/5A9erVlY5RpnXq1AlDhw6Fm5sbrl69Kk8cduHCBdSsWVPZcAKJjY2V7/QbHx+vto1HAotv4cKFSkcoFxYvXozu3bujZs2asLOzA/D8qGujRo2wbt06hdOJwc/PDwDg6OiI9957r8gjWiLjIF4ty8/Px+rVq196yeqBAwcUSiaejIwMTJkyBcnJyRg+fDi6dOkCAJg+fTr09fUxefJkhRMS0duQJAmRkZHyVPcNGjSQZ4qmknn69CmePXumtk7UMVssMFo2atQorF69Gl27di3yktUFCxYolIwI+OuvvwA8v0M1vbnMzEz5l8C/Z4j+N1F/WZC4srOzMWHCBPzyyy+4f/9+oe2iXoXEU0hatmnTJvzyyy+8T4oGhIeHw9jYWL5cdcmSJfjpp5/kKxX+fQt5KlpBQQG++uorzJs3D1lZWQCeX8b/xRdfYPLkyYVm8aTCKleuLF+mam5uXuSptxdXgoj6y0LbvvvuuyLXq1QqGBoaok6dOmjXrh1vOPoGxo8fj4MHD2Lp0qUYMGAAlixZgtu3b2P58uWYPXu20vFKjEdgtMzW1haHDh1CvXr1lI4iPBcXF3zzzTfw9fVFXFwc/vOf/yAwMBAHDx5E/fr1sWrVKqUjCmHSpEn4+eefMWPGDPm+KMeOHUNwcDCGDRuGr7/+WuGEZd/hw4fRunVr6Onp4fDhw6/clxMwvhlHR0fcvXsX2dnZ8h8jDx8+hJGREYyNjZGeno5atWrh4MGD8hgZKpq9vT3CwsLg4eEBU1NTnDt3DnXq1MHatWuxceNG7NmzR+mIJSORVn377bfSiBEjpIKCAqWjCK9SpUpSYmKiJEmSNH36dKlXr16SJEnS2bNnJSsrKwWTicXGxkb6/fffC63fvn27ZGtrq0AiMTk6Okr37t1TOka5sWHDBsnDw0NKSEiQ1127dk3q2LGjtGnTJik5OVlq3bq1/O+eXq5SpUrSrVu3JEmSpOrVq0unTp2SJEmSbty4IVWqVEnJaG+Fp5C07NixYzh48CD++OMPNGzYsNCo8G3btimUTDz6+vrIzs4GAERGRmLgwIEAgCpVqrx2HAL9vwcPHqB+/fqF1tevX5+X/BbDzZs3eXpIg6ZMmYKtW7eidu3a8ro6derg22+/Ra9evXDjxg3MmTMHvXr1UjClGGrVqoXExETY29ujfv36+OWXX9CiRQvs3LlTvk2DiFhgtMzc3BwffPCB0jHKhTZt2iAwMBCtW7fG6dOnsXnzZgDA1atXOQi1GBo3bozFixcXGnOwePFiNG7cWKFU9K5LSUlBXl5eofV5eXlITU0F8PyU/N9//63taMIZNGgQYmJi0L59e0ycOBHdunXD4sWLkZubK/Q8TxwDQ8JKSkrCiBEjkJycjDFjxmDIkCEAgICAAOTn5790ECCpO3z4MLp27Qp7e3t5UquoqCgkJydjz549aNu2rcIJxaCjo4M1a9aoTRZWlO7du2spkdi6du2K1NRUrFixQr4D9fnz5zFs2DBYW1tj165d2LlzJ7788kvExcUpnFYst27dwtmzZ1GnTh24uroqHafEWGAUcvfuXVy5cgUA4OTkxDurkqLu3LmDJUuWqM23MWLECHkGVHq9N7lai1chvbnU1FQMGDAA+/fvl0+15+XlwdPTE2vXroWVlRUOHjyI3NxcdO7cWeG0ZVtYWBg++eQTGBgYqK1/9uwZNm3aJJ9+Fw0LjJY9fvwYo0ePRlhYmDyJna6uLgYOHIjvv/++0O3OqbA3Hd/C+TZIm3R0dJCamlrojr/0di5fvoyrV68CeP7HnpOTk8KJxFNe70bNMTBaFhgYiMOHD2Pnzp1ql6yOGTMGX3zxBZYuXapwwrLvZfNsvCBxvo1ie/jwIX7++WdcunQJwPO7/g4aNEjoO9VqG2+7UDpq1aoFlUqF2rVrQ0+Pv7JKQnrJ3aj/+uuv157yLMt4BEbLqlatii1btsDDw0Nt/cGDB/Hxxx/j7t27ygQTyOvm2XiB8228mSNHjqBbt24wMzND8+bNAQBnz55FRkYGdu7ciXbt2imcUAw8AqNZ2dnZGD16NNasWQPg+eD8WrVqYfTo0ahevTomTpyocMKyz83NDSqVCjExMWjYsKFaAczPz0diYiK6dOmCX375RcGUJcc6q2XZ2dmwsrIqtN7S0lK+JJherbjFZPbs2fjss8+EvlywNI0cORKffPIJli5dKs9qmp+fjxEjRmDkyJEcIPmG/Pz8ULFixTfenz+XrzZp0iTExMTg0KFD8n3OAMDLywvBwcEsMG+gR48eAIDo6Gh4e3vD2NhY3vbibtQiX4bOIzBa5unpCQsLC4SFhcHQ0BAA8OTJE/j5+eHBgweIjIxUOGH5Y2pqiujoaNSqVUvpKGVSxYoVER0dXWhswZUrV9CkSRM8efJEoWTlG38uX83BwQGbN29Gq1atYGJigpiYGNSqVQsJCQlo2rQp53oqhjVr1uCTTz6Rf+eUFzwCo2WLFi2Ct7c3atSoIc+xERMTA0NDQ+zdu1fhdOUTO/qrNW3aFJcuXSpUYC5dusR5YEoRfy5f7e7du0Wejnv8+DHHGxWTn5+f/PXTp0+xefNmPH78GJ06dULdunUVTPZ2WGC0rFGjRrh27RrWr18vX7Lap08f9OvXr1iHn4k0ZcyYMRg7diwSEhLQqlUrAMDJkyexZMkSzJ49G7GxsfK+Is8ZQWJp3rw5du/ejdGjRwP4/0HSK1askOcrolcLDAxEbm4uvv/+ewDPL5tu1aoVLl68CCMjI0yYMAERERHCfp48hUTl3j8PP1Nhr5u/RKVS8cquUsCfy1c7duwYfHx80L9/f6xevRr/+9//cPHiRZw4cQKHDx9Gs2bNlI5Y5jVq1AghISHy5ImrVq3CF198gfPnz8Pe3h6DBw9Geno6du/erXDSkuERGC3YsWMHfHx8UKFCBezYseOV+3KWTtK2xMREpSMQFdKmTRtER0dj9uzZcHFxwb59+9C0aVNERUXBxcVF6XhCSEpKgrOzs7y8b98+fPjhh3BwcAAAjB07Fr6+vkrFe2ssMFrQo0cP+fLKF6PCi8K/cEkJL/5jRlTW1K5dGz/99JPSMYSlo6OjNtbq5MmTmDp1qrxsbm6Ohw8fKhFNI14/9zW9tYKCAnkwWkFBwUsfLC9vLi8vD2FhYUhLS3vtvm3btuX4oldYs2aN2iHkCRMmwNzcHO+99x5u3bqlYLLyjT+Xr6arq4v09PRC6+/fvy9f7k+v1qBBA+zcuRMAcOHCBSQlJaFDhw7y9lu3bhU5rYcoOAZGy8rrPSmUYGRkhEuXLvEIwltycnLC0qVL0bFjR0RFRcHT0xMLFy7Erl27oKenh23btikdUTgFBQVISEhAenq6fMuQFzgx4Jt52cSAd+7cQe3atXl5/xv47bff0Lt3b7Rp0wYXLlzAf/7zH7nQAEBQUBASExM5kR29mUGDBqFLly6F/lH+/fffGDRoEAtMMbRo0QLR0dEsMG8pOTkZderUAQBs374dH374Ifz9/dG6detCM0bT6508eRJ9+/bFrVu3Cl0qzdPEr/fiLvIqlQorVqxQm3wtPz8fR44cQf369ZWKJ5QPPvgAe/bswa5du9C5c2f5iq4XjIyMMGLECIXSvT0WGC0rr/ekUMKIESMQGBiI5ORkNGvWDJUqVVLbzkt+34yxsTHu378Pe3t77Nu3D4GBgQAAQ0ND/pVbAp999pl8CbCNjQ3nLCmmBQsWAHj+38ply5apnS56MXvssmXLlIonHE9PT3h6eha5bfr06WrLI0aMwMyZM1G1alVtRHtrPIWkJeX9nhRKKOryX17yW3z9+vXD5cuX4ebmho0bNyIpKQkWFhbYsWMHvvzyS8THxysdUSiVKlVCTEyMfFSLSqZDhw7Ytm0bKleurHSUd4Zos0PzCIyWlPd7UiiBl/9qxpIlSzBlyhQkJydj69atsLCwAPD8ho59+vRROJ14WrZsiYSEBBaYt3Tw4EGlI7xzRDuewSMwWlZe70lBRM/99ttvmDJlCsaPHw8XFxdUqFBBbTtPbb65v/76Czt27EBSUhKePXumtm3+/PkKpSq/RJtckQWGhLZ27VosW7YMiYmJiIqKgoODAxYuXAhHR0e8//77SscTxtGjR7F8+XLcuHEDv/76K6pXr461a9fC0dERbdq0UTqeUHhqUzP279+P7t27o1atWrh8+TIaNWqEmzdvQpIkNG3aFAcOHFA6YrkjWoHhPDBalp+fj2+//RYtWrSAtbU1qlSpovagN7d06VIEBgbC19cXGRkZ8i8Gc3NzLFy4UNlwAtm6dSu8vb1RsWJFnDt3Djk5OQCAR48eISQkROF04klMTCz0uHHjhvy/9GYmTZqEcePGIS4uDoaGhti6dSuSk5PRvn17fPTRR0rHo7JAIq2aOnWqZGNjI3377beSoaGhNGvWLGnIkCGShYWFtGjRIqXjCaVBgwbSb7/9JkmSJBkbG0vXr1+XJEmS4uLiJAsLCwWTiaVJkybSmjVrJElS/xzPnTsnWVlZKRmN3mHGxsZSQkKCJEmSZG5uLsXHx0uSJEnR0dGSg4ODgsnKr3/++xcBj8Bo2fr16/HTTz/hiy++gJ6eHvr06YMVK1Zg2rRpOHnypNLxhJKYmAg3N7dC6w0MDPD48WMFEonpypUrRU6uZmZmhoyMDO0HKgeuX7+O0aNHw8vLC15eXhgzZgyuX7+udCyhVKpUSR73YmNjo/b53bt3T6lY5Vr//v1hamqqdIw3xgKjZampqfKNyIyNjfHo0SMAwH//+19h7wiqFEdHR0RHRxdaHx4ejgYNGmg/kKCsra2RkJBQaP2xY8eEORdeluzduxfOzs44ffo0XF1d4erqilOnTqFhw4aIiIhQOp4wWrVqhWPHjgEAfH198cUXX+Drr7/G4MGD0apVK4XTiefo0aPo378/3N3dcfv2bQDPxxC++IyB56flRZkDBuBl1FpXo0YNpKSkwN7eHrVr15bvsHrmzJlCtxegVwsMDMTIkSPx9OlTSJKE06dPY+PGjQgNDcWKFSuUjieMYcOGYezYsVi5ciVUKhXu3LmDqKgojBs3Tu3Gb/RmJk6ciICAAMyePbvQ+qCgIHTq1EmhZGKZP38+srKyAAAzZsxAVlYWNm/ejLp16/IKpGLaunUrBgwYgH79+uH8+fOFxrnt2bNH4YQlpPQ5rHdNUFCQ9PXXX0uSJEmbNm2S9PT0pDp16kj6+vpSUFCQwunEs27dOqlOnTqSSqWSVCqVVL16dWnFihVKxxJKQUGB9NVXX0mVKlWSP0dDQ0NpypQpSkcTkoGBgXT16tVC669cuSIZGBgokIjedeV1nBsvo1ZYVFQUoqKiULduXXTr1k3pOMLKzs5GVlZWoXtM0Zt79uwZEhISkJWVBWdnZxgbG+PJkye8Y3Ix2dnZYf78+YWulPnll18wbtw4JCUlKZRMDA8fPsS6devg5+dXaDzGo0ePEBYWVuQ2ejkjIyNcvHgRNWvWVLtU+saNG3B2dsbTp0+VjlgiPIWkMHd3d7i7uysdQ3hGRkYwMjJSOobQ9PX14ezsDADIycnB/PnzMWfOHKSmpiqcTCzDhg2Dv78/bty4gffeew8AcPz4cXzzzTfyfabo5RYvXozY2NhCNx4Eng8sP3r0KDIzMzF58mQF0onpxTi3mjVrqq0Xfpyb0oeA3jWrV6+Wdu3aJS+PHz9eMjMzk9zd3aWbN28qmEw89+7dk0aMGCE1aNBAsrCwkCpXrqz2oFd7+vSpNHHiRKlZs2aSu7u7fEn6ypUrJRsbG6lGjRrS7NmzlQ0poIKCAmn+/PlS9erV1U5tLly4UCooKFA6XpnXuHFjKTIy8qXbIyMjpSZNmmgxkfhCQkIkZ2dn6eTJk5KJiYl09OhRad26dVK1atWk7777Tul4JcZTSFrm5OSEpUuXomPHjoiKioKnpycWLlyIXbt2QU9PD9u2bVM6ojB8fX2RkJCAIUOGwMrKqtBdf/38/BRKJoagoCAsX74cXl5eOHHiBO7evYtBgwbh5MmT+PLLL/HRRx+p3QmYiu/vv/8G8HyGU3ozJiYmuHDhAuzt7YvcnpSUhEaNGiEzM1PLycQlSRJCQkIQGhqK7OxsAM+nmxg3bhxmzZqlcLqS4ykkLUtOTpZv8rZ9+3Z8+OGH8Pf3R+vWreHh4aFsOMEcPXoUx44dQ+PGjZWOIqRff/0VYWFh6N69O+Lj4+Hq6oq8vDzExMQUKoNUMiwuxaerq4s7d+68tMDcuXOnyNs10MupVCpMnjwZ48ePLzTOTWQsMFpmbGyM+/fvw97eHvv27ZPPiRsaGuLJkycKpxNL/fr1+Zm9hb/++gvNmjUDADRq1AgGBgYICAhgeSmBpk2bYv/+/ahcuTLc3Nxe+RmeO3dOi8nE4+bmhu3bt790rpfffvutyAks6fX+Oc6tPGCB0bJOnTph6NChcHNzw9WrV+Hr6wsAuHDhQqEBVvRqP/zwAyZOnIhp06ahUaNGhe76y6sUXi0/Px/6+vrysp6envB/kSnl/fffl+dxev/991kC38KoUaPQu3dv1KhRA8OHD5dPY+bn5+OHH37AggULsGHDBoVTiqVDhw6v/JkU9caYHAOjZRkZGZg6dSqSkpIwfPhwdOnSBQAwffp06Ovrc2R9MVy7dg19+/Yt9BetxLv+vhEdHR34+PjIv3h37tyJjh07olKlSmr7cVwWadvkyZMRGhoKExMT+SqZGzduICsrC+PHjy80SSC9WkBAgNpybm4uoqOjER8fDz8/PyxatEihZG+HBUaL8vLyEBISgsGDB6NGjRpKxxFeixYtoKenh7FjxxY5iLd9+/YKJRPDoEGD3mi/VatWlXKS8qVWrVo4c+YMLCws1NZnZGSgadOmvCP1Gzp9+jTWr1+PhIQESJKEevXqoW/fvmjRooXS0cqN4OBgZGVl4dtvv1U6SomwwGiZsbEx4uPjebpIA4yMjHD+/Hk4OTkpHeWd8Ndff8HW1pYDKF9DR0cHqamphSZVTEtLg52dnXyDQtKMESNGYObMmULdw6esSEhIQIsWLfDgwQOlo5QIx8BomaenJw4fPswCowHNmzdHcnIyC4yWODs7Izo6WuyJr0rRjh075K/37t0LMzMzeTk/Px/79++Ho6OjEtHKtXXr1mHcuHEsMCUQFRUFQ0NDpWOUGAuMlvn4+GDixImIi4tDs2bNCo036N69u0LJxDN69GiMHTsW48ePh4uLS6FBvK6urgolK594sPbVevToAeD5Jav/noOoQoUKqFmzJubNm6dAsvKNP5ev17NnT7VlSZKQkpKCP//8U+gbtvIUkpa96vA7B54WT1GfpUql4iDeUvLPe6jQyzk6OuLMmTM8IqAl/Ll8vX+Pd9PR0UG1atXQsWNHdO7cWaFUb49HYLSsoKBA6QjlRmJiotIRiArhzyWVNeV1ID4LjIKePn0q9PlHpTk4OCgdgaiQmTNnvnL7tGnTtJSE6Lnk5GSoVCr56tfTp09jw4YNcHZ2hr+/v8LpSo4FRsvy8/MREhKCZcuWIS0tDVevXkWtWrUwdepU1KxZE0OGDFE6olCuX7+OhQsX4tKlSwCeDzQdO3YsateurXCy8oeTs72Z3377TW05NzcXiYmJ0NPTQ+3atVlgSOv69u0Lf39/DBgwAKmpqfDy8kKjRo2wfv16pKamCvszyeshtezrr7/G6tWrMWfOHLVZUBs1aoQVK1YomEw8e/fuhbOzM06fPg1XV1e4urri1KlTaNiwISIiIpSOV+5wuNybOX/+vNojPj4eKSkp8PT0LDShGL29/v37c9bt14iPj5fnz/nll1/g4uKCEydOYP369Vi9erWy4d4CB/FqWZ06dbB8+XJ4enqqDT67fPky3N3d8fDhQ6UjCsPNzQ3e3t6FZuWcOHEi9u3bx3vOaFhycjJsbW15h+oSiouLQ7du3XDz5k2lowjj6NGjWL58Oa5fv44tW7agevXqWLt2LRwdHdGmTRul4wnjn/OPde/eHa1bt0ZQUBCSkpLg5OQk7D3leARGy27fvi3fjfqfCgoKkJubq0AicV26dKnIU26DBw/GxYsXFUgkpsePH2Pq1Kl47733UKdOHdSqVUvt8YKdnR3Ly1t49OgRHj16pHQMYWzduhXe3t6oWLEizp8/j5ycHADPP8eQkBCF04mlYcOGWLZsGY4ePYqIiAj5FjZ37twpNGO0SDgGRsucnZ1x9OjRQgNQt2zZwjusFlO1atUQHR2NunXrqq2Pjo4uNAsqvdzQoUNx+PBhDBgwADY2Nhzr8pa+++47teUXc26sXbsWPj4+CqUSz1dffYVly5Zh4MCB2LRpk7y+devW+OqrrxRMJp5vvvkGH3zwAebOnQs/Pz80btwYwPPJF0W+NQMLjJZNmzYNfn5+uH37NgoKCrBt2zZcuXIFYWFh2LVrl9LxhDJs2DD4+/vjxo0beO+99wAAx48fxzfffIPAwECF04njjz/+wO7du9G6dWulo5QLCxYsUFt+MeeGn58fJk2apFAq8Vy5cgXt2rUrtN7MzAwZGRnaDyQwDw8P3Lt3D5mZmahcubK83t/fH0ZGRgomezssMFr2/vvvY+fOnZg5cyYqVaqEadOmoWnTpti5cyc6deqkdDyhTJ06FSYmJpg3b578i8HW1hbBwcEYM2aMwunEUblyZVSpUkXpGOUG54HRDGtrayQkJBS67cqxY8c4aV0xPXnyBJIkyeXl1q1b+O2339CgQQN4e3srnK7kOIiXyoW///4bwPNZOal41q1bh99//x1r1qwR+q8xKl9CQ0Oxbt06rFy5Ep06dcKePXtw69YtBAQEYOrUqRg9erTSEYXRuXNn9OzZE5999hkyMjJQv359VKhQAffu3cP8+fMxfPhwpSOWCAuMlg0dOhT9+/eHh4eH0lGE17FjR2zbtg3m5uZq6zMzM9GjRw8cOHBAmWACcHNzUxvrkpCQAEmSULNmzUL3lOLVXK/373vNvMq2bdtKMUn5IUkSQkJCEBoaiuzsbACAgYEBxo0bh1mzZimcTixVq1bF4cOH0bBhQ6xYsQLff/89zp8/j61bt2LatGnyPFqi4SkkLbt79y66dOmCatWqoXfv3ujXrx+aNGmidCwhHTp0CM+ePSu0/unTpzh69KgCicTx4saDpBn/vPM0aYZKpcLkyZMxfvx4JCQkICsrC87OzjA2NlY6mnCys7Plo9P79u1Dz549oaOjg1atWuHWrVsKpys5HoFRwMOHD/Hrr79iw4YNOHr0KOrXr49+/fqhb9++hc73UmGxsbEAgCZNmuDAgQNq4zfy8/MRHh6O5cuXc74NIiIArq6uGDp0KD744AM0atQI4eHhcHd3x9mzZ9G1a1ekpqYqHbFEWGAU9tdff2Hjxo1YuXIlrl27hry8PKUjlXk6Ojry6Y+ifnwrVqyI77//HoMHD9Z2NCGdOXMGBQUFaNmypdr6U6dOQVdXF82bN1comdju3r2LK1euAACcnJxQrVo1hROJpUOHDq+8pJ+niN/cli1b0LdvX+Tn56Njx47yTOWhoaE4cuQI/vjjD4UTlgxPISkoNzcXf/75J06dOoWbN2/CyspK6UhCSExMhCRJqFWrFk6fPq32i0FfXx+WlpaccK0YRo4ciQkTJhQqMLdv38Y333yDU6dOKZRMTI8fP8bo0aMRFhYm331eV1cXAwcOxPfff8+B0m/o36fWc3NzER0djfj4ePj5+SkTSlAffvgh2rRpg5SUFLXP1dPTs1jjt8oaHoFRwMGDB7FhwwZs3boVBQUF6NmzJ/r164eOHTtyEjHSOmNjY8TGxha6NDUxMRGurq7yFV70Zv73v/8hMjISixcvlufWOXbsGMaMGYNOnTph6dKlCicUW3BwMLKysvDtt98qHaXMe9NyIurAct5KQMuqV68OX19f3Lt3Dz/++CPS0tKwcuVKeHp6srwU05o1a7B79255ecKECTA3N8d7770n9MA0bTMwMEBaWlqh9SkpKdDT40Ha4tq6dSt+/vln+Pj4wNTUFKampvD19cVPP/2ELVu2KB1PeP3798fKlSuVjiEEMzOzN3qIikdgtOynn37CRx99VOjSXyo+JycnLF26FB07dkRUVBQ8PT2xcOFC7Nq1C3p6esL+VaFtffr0QUpKCn7//Xf5P2YZGRno0aMHLC0t8csvvyicUCxGRkY4e/YsGjRooLb+woULaNGiBR4/fqxQsvJh7dq1CAoKwp07d5SOQgpjgSFhGRkZ4fLly7C3t0dQUBBSUlIQFhaGCxcuwMPDA3fv3lU6ohBu376Ndu3a4f79+/L9uKKjo2FlZYWIiAjY2dkpnFAsnp6esLCwQFhYGAwNDQE8nwnVz88PDx48QGRkpMIJxfDv0x8v7in1559/YurUqZg+fbpCyais4PFhLXv8+DFmz56N/fv3Iz09XR7k98KNGzcUSiYeY2Nj3L9/H/b29ti3b598/yNDQ0Nhbw+vhOrVqyM2Nhbr169HTEwMKlasiEGDBqFPnz6FJrWj11u0aBG8vb1Ro0YN+aZ5MTExMDQ0xN69exVOJ45/n9rQ0dGBk5MTZs6cic6dOyuUisoSHoHRsj59+rzyzr9jx45VKJl4+vXrh8uXL8PNzQ0bN25EUlISLCwssGPHDnz55ZeIj49XOiK9o7Kzs7F+/XpcvnwZANCgQQP069cPFStWVDgZUfnBAqNl5ubmvPOvhmRkZGDKlClITk7G8OHD0aVLFwDA9OnToa+vj8mTJyucUBxr167F8uXLcePGDURFRcHBwQELFixArVq18P777ysdj95BycnJUKlUqFGjBgDg9OnT2LBhA5ydneHv769wOioLeBWSlvHOv5pjbm6OxYsX4/fff5fLCwDMmDGD5aUYli5disDAQPj4+ODhw4fIz88H8PxndeHChcqGExCvjtOMvn374uDBgwCA1NRUeHl54fTp05g8eTJmzpypcDoqC3gERst451/NOXLkyCu3t2vXTktJxObs7IyQkBD06NEDJiYmiImJQa1atRAfHw8PDw/cu3dP6YhC4dVxmlG5cmWcPHkSTk5O+O6777B582YcP34c+/btw2effcbxgsRBvNo2b948XL9+HVZWVrzz71sq6o7e/xxT9OJIAr1aYmKifPXRPxkYGPCS3xJITk5GnTp1AADbt2/Hhx9+CH9/f7Ru3Zp3oS+G3NxcGBgYAAAiIyPRvXt3AED9+vWRkpKiZDQqI1hgtIx3Adachw8fqi3n5ubi/PnzmDp1Kr7++muFUonH0dER0dHRcHBwUFsfHh5eaC4Tej1eHacZDRs2xLJly9C1a1dERERg1qxZAIA7d+7AwsJC4XRUFrDAaBnnLtCcomaQ7NSpE/T19REYGIizZ88qkEocM2fOxLhx4xAYGIiRI0fi6dOnkCQJp0+fxsaNGxEaGooVK1YoHVM4nTp1wtChQ+Hm5oarV6/C19cXwPOJ7Hi3+Tf3zTff4IMPPsDcuXPh5+cnX5K+Y8cOtGjRQuF0VBZwDIxCzp49i0uXLgF4/pdGUYfwqWQuX76M5s2bIysrS+koZZquri5SUlJgaWmJ9evXIzg4GNevXwcA2NraYsaMGRgyZIjCKcXDq+M0Jz8/H5mZmahcubK87ubNmzAyMoKlpaWCyagsYIHRsvT0dPTu3RuHDh2SbyeQkZGBDh0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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe(include = 'all').T"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 238
        },
        "id": "0XFrpLmv_y6O",
        "outputId": "ec977d85-9c08-4bfb-8936-02fb1ce44d48"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                count unique                          top freq\n",
              "Conversation_ID  1896   1896                    CONV-0001    1\n",
              "Customer_Issue   1896      7      Slow system performance  293\n",
              "Tech_Response    1896      7  Verify your email settings.  285\n",
              "Resolution_Time  1896    116                   56 minutes   26\n",
              "Issue_Category   1896      5                     Hardware  402\n",
              "Issue_Status     1896      4                     Resolved  505"
            ],
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              "      <td>1896</td>\n",
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              "      <td>26</td>\n",
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              "      --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",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-fa730b79-252a-4eef-b9bf-359a4edede75 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",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 6,\n  \"fields\": [\n    {\n      \"column\": \"count\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"1896\",\n        \"max\": \"1896\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"1896\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"unique\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": 4,\n        \"max\": 1896,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"top\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 6,\n        \"samples\": [\n          \"CONV-0001\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"freq\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"1\",\n        \"max\": \"505\",\n        \"num_unique_values\": 6,\n        \"samples\": [\n          \"1\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.duplicated().sum()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "oi-whBss_2sN",
        "outputId": "b758b455-a3fd-4a2b-e47e-072a1a5bee8a"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0"
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.columns.to_list()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "E6atfk8q_6jN",
        "outputId": "3c03ae2b-6bad-4c18-f28c-be76df8408e9"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['Conversation_ID',\n",
              " 'Customer_Issue',\n",
              " 'Tech_Response',\n",
              " 'Resolution_Time',\n",
              " 'Issue_Category',\n",
              " 'Issue_Status']"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.isnull().sum()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 272
        },
        "id": "CKrcXfOj_9wt",
        "outputId": "88053ed2-3dbd-44a4-da84-812bc987f7ee"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Conversation_ID    0\n",
              "Customer_Issue     0\n",
              "Tech_Response      0\n",
              "Resolution_Time    0\n",
              "Issue_Category     0\n",
              "Issue_Status       0\n",
              "dtype: int64"
            ],
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>0</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>Conversation_ID</th>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Customer_Issue</th>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Tech_Response</th>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Resolution_Time</th>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Issue_Category</th>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Issue_Status</th>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div><br><label><b>dtype:</b> int64</label>"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.countplot(data=df, x='Issue_Category', palette='Set2')\n",
        "plt.title('Distribution of Issue Categories')\n",
        "plt.xlabel('Issue Category')\n",
        "plt.ylabel('Count')\n",
        "plt.xticks(rotation=45)\n",
        "plt.show()\n",
        "\n",
        "plt.figure(figsize=(8, 5))\n",
        "sns.countplot(data=df, x='Issue_Status', palette='Set1')\n",
        "plt.title('Distribution of Issue Status')\n",
        "plt.xlabel('Issue Status')\n",
        "plt.ylabel('Count')\n",
        "plt.xticks(rotation=45)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 994
        },
        "id": "S_GTTObqAAoU",
        "outputId": "39be7062-7c6b-44c5-b61f-76ac1f718444"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "for col in df:\n",
        "  sns.histplot(x=col, data=df, kde=True)\n",
        "  plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "FbTxLSfcAwe9",
        "outputId": "8c9c0633-da98-4cae-ed64-429c734622da"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import plotly.express as px\n",
        "import pandas as pd\n",
        "\n",
        "# Assuming df is already defined and contains the data\n",
        "\n",
        "# Define the columns you want to plot\n",
        "columns =['Conversation_ID',\n",
        " 'Customer_Issue',\n",
        " 'Tech_Response',\n",
        " 'Resolution_Time',\n",
        " 'Issue_Category',\n",
        " 'Issue_Status']\n",
        "# Iterate through each column and create a bar chart or histogram\n",
        "for column in columns:\n",
        "    try:\n",
        "        if column not in df.columns:\n",
        "            print(f\"Column {column} does not exist in the DataFrame\")\n",
        "            continue\n",
        "\n",
        "        # Check if the column is suitable for a bar chart (categorical data)\n",
        "        if df[column].dtype == 'object' or df[column].dtype.name == 'category':\n",
        "            # Count the occurrences of each unique value\n",
        "            column_counts = df[column].value_counts().reset_index()\n",
        "            column_counts.columns = [column, 'count']\n",
        "\n",
        "            # Create a bar chart using plotly.express\n",
        "            fig = px.bar(\n",
        "                column_counts,\n",
        "                x=column,\n",
        "                y='count',\n",
        "                title=f'Distribution of {column}',\n",
        "                labels={column: column, 'count': 'Count'},\n",
        "                text='count'\n",
        "            )\n",
        "\n",
        "            # Update layout for better readability\n",
        "            fig.update_layout(\n",
        "                xaxis_title=column,\n",
        "                yaxis_title='Count',\n",
        "                paper_bgcolor='rgba(0,0,0,0)',\n",
        "                plot_bgcolor='rgba(0,0,0,0)',\n",
        "                title_font=dict(size=18, family=\"Arial\"),\n",
        "                xaxis={'categoryorder': 'total descending'}\n",
        "            )\n",
        "\n",
        "            # Show the figure\n",
        "            fig.show()\n",
        "\n",
        "        # For numerical data\n",
        "        elif df[column].dtype in ['int64', 'float64']:\n",
        "            # Create a histogram for numerical columns\n",
        "            fig = px.histogram(\n",
        "                df,\n",
        "                x=column,\n",
        "                title=f'Distribution of {column}',\n",
        "                labels={column: column, 'count': 'Count'}\n",
        "            )\n",
        "\n",
        "            # Update layout for better readability\n",
        "            fig.update_layout(\n",
        "                xaxis_title=column,\n",
        "                yaxis_title='Count',\n",
        "                paper_bgcolor='rgba(0,0,0,0)',\n",
        "                plot_bgcolor='rgba(0,0,0,0)',\n",
        "                title_font=dict(size=18, family=\"Arial\")\n",
        "            )\n",
        "\n",
        "            # Show the figure\n",
        "            fig.show()\n",
        "\n",
        "    except Exception as e:\n",
        "        print(f\"Could not create plot for column {column}: {e}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "tULoM95FA4sq",
        "outputId": "20e304a0-642c-4204-9cf5-19d410dbd84e"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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descending\"},\"yaxis\":{\"anchor\":\"x\",\"domain\":[0.0,1.0],\"title\":{\"text\":\"Count\"}},\"legend\":{\"tracegroupgap\":0},\"title\":{\"text\":\"Distribution of Issue_Status\",\"font\":{\"size\":18,\"family\":\"Arial\"}},\"barmode\":\"relative\",\"paper_bgcolor\":\"rgba(0,0,0,0)\",\"plot_bgcolor\":\"rgba(0,0,0,0)\"},                        {\"responsive\": true}                    ).then(function(){\n",
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          "metadata": {}
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "from wordcloud import WordCloud, STOPWORDS\n",
        "from collections import Counter\n",
        "import pandas as pd\n",
        "\n",
        "stop_words_list = set(STOPWORDS)\n",
        "\n",
        "counts = Counter(df[\"Tech_Response\"].dropna().apply(lambda x: str(x)))\n",
        "\n",
        "wcc = WordCloud(\n",
        "    background_color=\"black\",\n",
        "    width=1600, height=800,\n",
        "    max_words=2000,\n",
        "    stopwords=stop_words_list\n",
        ")\n",
        "wcc.generate_from_frequencies(counts)\n",
        "\n",
        "plt.figure(figsize=(10, 5), facecolor='k')\n",
        "plt.imshow(wcc, interpolation='bilinear')\n",
        "plt.axis(\"off\")\n",
        "plt.tight_layout(pad=0)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 337
        },
        "id": "WbfknmbeDPtT",
        "outputId": "9c0fdba2-e047-4bf3-a298-2e088357996b"
      },
      "execution_count": 26,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data=df"
      ],
      "metadata": {
        "id": "uKMqtQexECG5"
      },
      "execution_count": 28,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.feature_extraction.text import CountVectorizer\n",
        "vectorizer = CountVectorizer(stop_words='english', lowercase=True, max_features=500)\n",
        "X = vectorizer.fit_transform(data['Customer_Issue'])\n",
        "\n",
        "print(f\"Feature names from vectorization: {vectorizer.get_feature_names_out()[:10]}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "NPPNI4pyEDjI",
        "outputId": "528dcf15-18f0-43e6-aa01-d1521d432fd9"
      },
      "execution_count": 30,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Feature names from vectorization: ['access' 'blue' 'connect' 'email' 'error' 'failure' 'fi' 'forgot'\n",
            " 'installation' 'password']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "\n",
        "X = vectorizer.transform(data['Customer_Issue'])\n",
        "y = data['Issue_Category']\n",
        "\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n",
        "\n",
        "print(f\"Training data shape: {X_train.shape}\")\n",
        "print(f\"Test data shape: {X_test.shape}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "R-FmPtJkElI-",
        "outputId": "713caff9-6354-4438-ac2e-afc93c2b8332"
      },
      "execution_count": 32,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Training data shape: (1516, 18)\n",
            "Test data shape: (380, 18)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.metrics import accuracy_score, classification_report\n",
        "\n",
        "model = LogisticRegression(max_iter=1000)\n",
        "\n",
        "model.fit(X_train, y_train)\n",
        "\n",
        "y_pred = model.predict(X_test)\n",
        "\n",
        "print(f\"Accuracy: {accuracy_score(y_test, y_pred)}\")\n",
        "print(f\"Classification Report:\\n{classification_report(y_test, y_pred)}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3A8CwXxOFGN-",
        "outputId": "6e1cbb85-6da8-41ce-d86c-784373db6355"
      },
      "execution_count": 34,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Accuracy: 0.2\n",
            "Classification Report:\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "     Account       0.21      0.36      0.26        61\n",
            "    Hardware       0.18      0.39      0.25        74\n",
            "     Network       0.24      0.17      0.20        78\n",
            " Performance       0.19      0.14      0.16        86\n",
            "    Software       0.00      0.00      0.00        81\n",
            "\n",
            "    accuracy                           0.20       380\n",
            "   macro avg       0.16      0.21      0.17       380\n",
            "weighted avg       0.16      0.20      0.17       380\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.metrics import confusion_matrix\n",
        "import seaborn as sns\n",
        "\n",
        "cm = confusion_matrix(y_test, y_pred)\n",
        "\n",
        "plt.figure(figsize=(8, 6))\n",
        "sns.heatmap(cm, annot=True, fmt='d', cmap='Blues', xticklabels=y.unique(), yticklabels=y.unique())\n",
        "plt.title('Confusion Matrix')\n",
        "plt.xlabel('Predicted')\n",
        "plt.ylabel('True')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 555
        },
        "id": "bpveJDqEFvPC",
        "outputId": "55aaefd6-fe95-4666-99ac-80a289cccda9"
      },
      "execution_count": 35,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 2 Axes>"
            ],
            "image/png": 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t2rSBqakpLl26BKVSCQBITEzE/PnzJU5HREREVPxIXgB++eWXWLVqFX788UcYGxur2xs3boyLFy9KmIyIiIj0hsxAe5MOkvwikFu3bqFp06a52q2trZGQkFD0gYiIiEj/6OihWm2RvCx1dHTE3bt3c7WfOnUK5cuXlyARERERUfEmeQE4bNgwjB07FufOnYNMJkNUVBQ2b96MiRMnYsSIEVLHIyIiIn3AQ8BFa8qUKVCpVGjRogXS0tLQtGlTKBQKTJw4EaNHj5Y6HhEREVGxI2kBmJOTg9OnT2PUqFGYNGkS7t69i5SUFHh4eMDCwkLKaERERKRPdLSnTlskLQANDQ3RunVrhIWFwcbGBh4eHlLGISIiItILkpe71atXx71796SOQURERPrMQKa9SQdJXgB++eWXmDhxIn777TdER0cjKSlJYyIiIiKiwiX5RSDt27cHAHTu3BmyV8bgEUJAJpMhJydHqmhERESkL3gOYNE6fvy41BGIiIhI3+nZQNCSF4A+Pj5SRyAiIiLSK5IXgC+lpaUhMjISmZmZGu1eXl4SJSIiIiK9wUPARevp06cYNGgQDhw4kOd8ngNIREREVLgkL3fHjRuHhIQEnDt3Dqampjh48CA2bNiASpUqYe/evVLHIyIiIn0gk2lv0kGS9wAeO3YMv/76K+rWrQsDAwO4urqiVatWsLKyQkBAADp06CB1RCIiIqJiRfIewNTUVDg4OAAAbG1t8fTpUwCAp6cnLl68KGU0IiIi0hcyA+1NOkjyVO7u7rh16xYAoEaNGli9ejUeP36MVatWoXTp0hKnIyIiIip+JD8EPHbsWERHRwMAZs6cibZt22Lz5s2Qy+VYv369tOGIiIhIP+jouXraInkB+NFHH6n/X6dOHTx48AA3b96Ei4sLSpQoIWEyIiIi0hs6eqhWWyR/tvfu3dN4bGZmhtq1a7P4IyIiItISyXsAK1asiLJly8LHxwe+vr7w8fFBxYoVpY5VJDpVc0A9F2uUtlIgM0eFO0/TsP1SNKKTlAAAc7kheng5wtPJAvZmciQps3HhYSJ+uRyD9CyVxOmLl25ejmjoaoMyNibIzFbhVmwqNv75CFF/vxcA8EkjF3g5WcHWzBgZWTm4FZuKTX89wuNE5Ru2TIUlPS0Vv/y0Cn+eCUJSwnO4VaiMjz+dgAru1aSOpleG9+6Ap0+ic7W37fI/fDLOX4JEtG3LZmwIXItnz56isnsVTJk6HZ68iULB8RBw0Xr48CGCgoIQHByMRYsWYdiwYXBycoKPjw+aNWuGoUOHSh1Ra6qWMsfhW89wLy4NhjIZetYqjcnNy2PyvltQ5qhga2oMGzMjbLkQjceJGShhLsegBmVha2qM5ScfSB2/WKnmaIGDYU9x91kqDAxk6FenDGa0rYSxu25Amf2i2L4Xl4aT4fF4mpoJC4UhetVywvQ2lTFyx1WohMRPQA/8uOxLPLofjhGTZsPWviROHz2AAP9RWPTDz7Ar4SB1PL3x1apNUKn+GaA/MiIcsyaOQGPfVhKm0l8HD+zH14sCMG3mbHh61sDmjRsw4pMh+PW3g7C3t5c6HukwmRBCp3513blzB/PmzcPmzZuhUqne6U4gH226rIVk2mepMMTK/1XH3D/u4lZsap7L1HexxojGLhiy7f0oOtIzs6WO8E6sTIwQ2LcGpv9+CzeepOS5jKutKZZ088DIHVfxJDkzz2V0jX+zSlJHeCeZygwM6eYLv5lfo1aDD9TtX3z2MWrUbYSeA0dIF+4dmSkMpY5QKNau+Ap/hZzE95t+hew97UEp72AudYR31q/3/1CtuiemTpsBAFCpVGjdwgd9+n6MIcOGS5yu4Ewk7JYybf+N1radvn+s1rb9riTvAUxLS8OpU6cQFBSEoKAgXLp0CVWqVMFnn30GX19fqeMVKTPjF78QUpWvL3rN5IZIz1K9F8Xf++zle5GszLuAVRgZoFklezxJViIuNasoo+mlnJwcqFQ5MJbLNdrlcgVuXw+VJhQhKysLwYcPoPP/+r23xd/7LCszE2E3rmPIsE/UbQYGBmjYsBGuXL4kYTJ6H0heANrY2MDW1hb9+vXDlClT0KRJE9ja2uZ7faVSCaVS8xysnKxMGBrLX7OGbpIB+KhuGdyKTcWjxIw8l7FQGKJr9VI4fieuaMPpGRmAQQ3KIuxJCh4maL4XbaqUxMf1ysDU2BCPEzIw++BtZLMa1zpTM3NUquqJPVvWooxLOVjb2OFM0CHcuXkVjqXLSh1Pb50/dRypKclo3raz1FH00vOE58jJycl1qNfe3h4REfdesxa9lp79ESP5VcDt27dHTk4Otm3bhm3btmHHjh24fft2vtcPCAiAtbW1xnR931otJtaOAfXLoKyNCb47lfe5fabGBpjYrBweJ2Zg15WYIk6nX4Z5u8DF1hRLjuf+AXoyPA6Tfg3D9N9vISopAxOalYexoX790JDKiElzICDwWb/2GNCpMQ79uh2NfFpDZiD5jzG9dWT/HtRu0Ah2JUpKHYWICkjyn5x79uzBs2fPcPDgQXh7e+OPP/5AkyZNUKZMGfTr1++t6/v7+yMxMVFjqtZpSBEkLzz965VBrTJWmH84HPFpuQ8nmhgZYFLz8sjIUmFZ8H3ksMNJa4Y2dEYdZ2vMPHA7z/ciLUuF6CQlbjxJwdfH7qGMtQkauNoUfVA9VMqpLKZ/9QPW7jmB5Rt/w9zlG5Cdkw0HxzJSR9NLsTFRuHLxPFq27yZ1FL1la2MLQ0NDxMVpHhWKi4vjUGrvgreCk4anpycaN24Mb29v1KtXD7Gxsdi+fftb11MoFLCystKY3qfDv/3rlUFdZ2vMPxKOp6m5LyQwNTbA5BblkaMSWBIUgSwebtSaoQ2dUd/VBrMO3kZsSv4u6pDJZDBmD1SRMjExha19CaQmJ+HqhbOo491U6kh66djBvbC2sUNd7w/evjBphbFcjqoe1XDubIi6TaVS4dy5EHjVqCVhsveUnhWAkp8DuGTJEgQFBeHUqVNITk5GjRo10LRpUwwfPhxNmjSROp5WDaxXBt7lbLE0KAIZWSpY/335U1pWDrJyxIvir3l5yI0MsDL4PkyNDWFq/GLdJGU2dOv67ffbMG9nNClvhwVHw5GelQMb07/fi8wcZOYIlLKUo1E5O1x+nISkjCzYm8vRzcsRmdkqXHiUKHF6/XDlrxAICJQu64onUY+wZc03KO3shqatef5ZUVOpVDh2cC9823SEoaHkv0b02scDBmH61MmoVq06qnt6YdPGDUhPT0fXbt2ljkY6TvJv7tatW+Hj46Mu+KytraWOVGRaur/oop/WWnPg69VnInHy3nO42ZmiYskXwxMs6VpVY5lxu2/gGa8+LTRtq74YR25ue3eN9hUn7uP43ThkZgt4lLJAx2oOMJcbIjE9GzeeJGPqbzeRlPF+DnXzvklLS8H2wO8Q/ywWFhZWqPdBc/QcOBJGRpL/GNM7Vy6cw9MnMWjRrovUUfRe23bt8Tw+Ht+vWI5nz57CvUpVfL96Dex5CLjg9OwiEMnHAYyMjETZsmVh8K/DaEIIPHz4EC4uLgXe5vs6DmBx9L6OA1hcva/jABZHxWUcwOLgfR4HsLiRdBzAziu1tu30vbo3VqnkB6bLlSuHZ8+e5WqPj49HuXLlJEhEREREekfPzgGUPNXrOiBTUlJgYmJSxGmIiIiIij/JOlv9/PwAvLiKcsaMGTAzM1PPy8nJwblz51CzZk2J0hEREZFe0ZFzAFeuXImVK1fi/v37AIBq1aphxowZaNeuHQDA19cXwcHBGut88sknWLVqVYH2I1kBeOnSi9vUCCFw9epVyF+5xZNcLkeNGjUwceJEqeIRERERFbmyZctiwYIFqFSpEoQQ2LBhA7p06YJLly6hWrVqAIBhw4Zhzpw56nVe7UTLL0kKwOXLl2P//v0wNTXFoEGD8M0338DKykqKKERERERaPVcvr9vWKhQKKBSKXMt26tRJ4/G8efOwcuVKnD17Vl0AmpmZwdHR8T9lkuQcQD8/PyQnJwMAfvrpJ2Rk5H3vWyIiIqIiIZNpbcrrtrUBAQFvjfTyVrmpqanw9vZWt2/evBklSpRA9erV4e/vj7S0tAI/XUl6AJ2cnLBz5060b98eQgg8evTotUXguwwDQ0RERKQr/P391dc+vJRX799LV69ehbe3NzIyMmBhYYHdu3fDw8MDANC3b1+4urrCyckJV65cweTJk3Hr1i3s2rWrQJkkGQfwhx9+wOjRo5Gd/fox4oQQkMlkyMnJKfD2OQ6g7uA4gLqF4wDqDo4DqDs4DqDukHIcQLMe67S27bSdgwu0fGZmJiIjI5GYmIhffvkFa9asQXBwsLoIfNWxY8fQokUL3L17FxUqVMj3PiR5qYcPH44+ffrgwYMH8PLywpEjR2Bvby9FFCIiIiKdIpfLUbHii7uE1alTB3/++Se++eYbrF69OteyDRo0AID3owAEAEtLS1SvXh2BgYFo3LjxG7tCiYiIiLRJpiPDwORFpVLluojkpdDQUABA6dKlC7RNyW+iOWDAAADAhQsXEBYWBgDw8PBA7dq1pYxFREREVOT8/f3Rrl07uLi4IDk5GVu2bEFQUBAOHTqE8PBwbNmyBe3bt4e9vT2uXLmC8ePHo2nTpvDy8irQfiQvAGNjY9G7d28EBQXBxsYGAJCQkIBmzZph27ZtKFmypLQBiYiIqPjTkQ7A2NhY9O/fH9HR0bC2toaXlxcOHTqEVq1a4eHDhzhy5AiWLVuG1NRUODs7o0ePHpg2bVqB9yN5ATh69GgkJyfj+vXrqFq1KgDgxo0bGDBgAMaMGYOtW7dKnJCIiIioaKxdu/a185ydnXPdBeRdSV4AHjx4EEeOHFEXf8CLQ8DfffcdWrduLWEyIiIi0he6fA6gNkheAKpUKhgbG+dqNzY2hkqlkiARERER6Rt9KwAluRPIq5o3b46xY8ciKipK3fb48WOMHz8eLVq0kDAZERERUfEkeQG4YsUKJCUlwc3NDRUqVECFChXg5uaGpKQkfPvtt1LHIyIiIj0gk8m0NukiyQ8BOzs74+LFizhy5Ahu3rwJ4MU5gOz9IyIiItIOyXoAQ0JC8NtvvwF4UXW3atUKVlZWWLx4Mfr06YPhw4e/dtBDIiIiosKkbz2AkhWAc+bMwfXr19WPr169imHDhqFVq1aYMmUK9u3bh4CAAKniERERERVbkhWAoaGhGod5t23bhvr16+PHH3+En58fli9fjp9//lmqeERERKRPZFqcdJBkBeDz589RqlQp9ePg4GC0a9dO/bhevXp4+PChFNGIiIiIijXJCsBSpUohIiICAJCZmYmLFy+iYcOG6vnJycl5jg9IREREVNh4DmARad++PaZMmYKTJ0/C398fZmZmaNKkiXr+lStXUKFCBaniERERERVbkg0DM3fuXHTv3h0+Pj6wsLDAhg0bIJfL1fPXrVvHW8ERERFRkdDVnjptkawALFGiBE6cOIHExERYWFjA0NBQY/6OHTtgYWEhUToiIiLSJywAi5i1tXWe7XZ2dkWchIiIiEg/SF4AEhEREUlN33oAJb8XMBEREREVLfYAEhEREelXByB7AImIiIj0DXsAiYiISO/xHEAiIiIiKtbYA0hERER6T996AFkAEhERkd7TtwKQh4CJiIiI9Ax7AImIiIj0qwOQPYBERERE+oY9gERERKT3eA4gERERERVrxbIH0NpcLnUE+ttf12KkjkCvyGpaQeoI9LezjxOkjkB/K+9gLnUE0gHsASQiIiKiYq1Y9gASERERFYS+9QCyACQiIiK9p28FIA8BExEREekZ9gASERER6VcHIHsAiYiIiPQNewCJiIhI7/EcQCIiIiIq1tgDSERERHqPPYBEREREVKyxB5CIiIj0nr71ALIAJCIiItKv+o+HgImIiIj0DXsAiYiISO/p2yFg9gASERER6Rn2ABIREZHeYw8gERERERVr7AEkIiIivcceQCIiIiKSxMqVK+Hl5QUrKytYWVnB29sbBw4cUM/PyMjAqFGjYG9vDwsLC/To0QNPnjwp8H5YABIREZHek8lkWpsKomzZsliwYAEuXLiAv/76C82bN0eXLl1w/fp1AMD48eOxb98+7NixA8HBwYiKikL37t0L/HwlLwAHDx6M5OTkXO2pqakYPHiwBImIiIhI78i0OBVAp06d0L59e1SqVAmVK1fGvHnzYGFhgbNnzyIxMRFr167FkiVL0Lx5c9SpUweBgYE4c+YMzp49W6D9SF4AbtiwAenp6bna09PT8dNPP0mQiIiIiKjwKJVKJCUlaUxKpfKt6+Xk5GDbtm1ITU2Ft7c3Lly4gKysLLRs2VK9TJUqVeDi4oKQkJACZZKsAExKSkJiYiKEEEhOTtZ4UZ4/f479+/fDwcFBqnhERESkR7R5CDggIADW1tYaU0BAwGuzXL16FRYWFlAoFPj000+xe/dueHh4ICYmBnK5HDY2NhrLlypVCjExMQV6vpJdBWxjY6N+YSpXrpxrvkwmw+zZsyVIRkRERFR4/P394efnp9GmUCheu7y7uztCQ0ORmJiIX375BQMGDEBwcHChZpKsADx+/DiEEGjevDl27twJOzs79Ty5XA5XV1c4OTlJFY+IiIj0iDaHgVEoFG8s+P5NLpejYsWKAIA6dergzz//xDfffINevXohMzMTCQkJGr2AT548gaOjY4EySVYA+vj4AAAiIiLg7OwMAwPJT0ckIiIi0jkqlQpKpRJ16tSBsbExjh49ih49egAAbt26hcjISHh7exdom5IPBO3q6oqEhAScP38esbGxUKlUGvP79+8vUTIiIiLSF7oyDrS/vz/atWsHFxcXJCcnY8uWLQgKCsKhQ4dgbW2NIUOGwM/PD3Z2drCyssLo0aPh7e2Nhg0bFmg/kheA+/btQ79+/ZCSkgIrKyuNLliZTMYCkIiIiPRGbGws+vfvj+joaFhbW8PLywuHDh1Cq1atAABLly6FgYEBevToAaVSiTZt2uD7778v8H4kLwAnTJiAwYMHY/78+TAzM5M6DhEREekhXbkV3Nq1a98438TEBN999x2+++67/7QfyQvAx48fY8yYMSz+iIiISDI6Uv8VGcmvvGjTpg3++usvqWMQERER6Q3JewA7dOiASZMm4caNG/D09ISxsbHG/M6dO0uUjIiIiPSFrhwCLiqSF4DDhg0DAMyZMyfXPJlMhpycnKKORERERFSsSV4A/nvYFyIiIqKipmcdgNKfA0hERERERUvyHsC8Dv2+asaMGUWUhIiIiPSVgYF+dQFKXgDu3r1b43FWVhYiIiJgZGSEChUqsAAkIiIiKmSSF4CXLl3K1ZaUlISBAweiW7duEiQiIiIifcNzAHWAlZUVZs+ejenTp0sdhYiIiPSATCbT2qSLdLIABIDExEQkJiZKHYOIiIio2JH8EPDy5cs1HgshEB0djY0bN6Jdu3YSpSoarSvbo6aTJUpZyJGlErgXl44912MRm5KpXsbIQIbung6oU9YKxgYGuPEkBdsvxyBZyfERC9Nw33JoVa0UyjuYIyMrB5ceJGDxgduIeJamXsbZzhSfd3BHHVdbyI0McPL2M3y5Nwxxr7xfVDhuXbuE/Ts34cHdm0iIf4bR0xahjrePer4QArs3/YDgQ78iLTUFlap6of+oz+FYxkXC1MXTw5tXcO73HXgScRspCfHoNm4WKtdtrJ7/++pFuHbysMY65TzroufkgKKOqre2bdmMDYFr8ezZU1R2r4IpU6fD08tL6ljvHR3tqNMayQvApUuXajw2MDBAyZIlMWDAAPj7+0uUqmhUKmGGE/ee48HzdBjIZOhczQGjG7tg7pFwZOYIAMCHnqVQzdECa889Rnq2Cj1rlMKwBmWx5MQDidMXL/XK2WHL2UhcfZgIQ0MDjG9TCWuG1EXHJaeRnpUDU2NDrB1SFzejkzHwxz8BAGNaV8TKAbXR6/uzEELiJ1DMKDPS4VKuEpq26oRv503ONX//LxtxeN/PGDZ+Bko6OmHXxtVYPH0s5q3aBrlcIUHi4itTmQEHl/LwatoGu7+Znecy5bzqof3wierHRv+6oxNpz8ED+/H1ogBMmzkbnp41sHnjBoz4ZAh+/e0g7O3tpY5HOkzyAjAiIkLqCJL57sxDjccbL0RhYYfKcLExwd24dJgYGcDbzQbr/3yM23/3RG26EI0ZrSrAzdYE959nSBG7WBoWeEHjsf+OqwiZ3hzVylrhr4jnqO1mgzK2pui2/AxS/+59nfLzNZyf2RwNK9gh5G68FLGLLa+6jeBVt1Ge84QQ+OPXbejcaxBq/90rOGzCLIzp1w4XQ4LR0Kd1UUYt9irUqI8KNeq/cRkjY2NY2NgVUSJ61cYNgej+YU907dYDADBt5mycOBGEPbt2Ysiw4RKne7/o6rl62qJT5wA+evQIjx49kjqGZEyNX7wdqZkv7o7iYmMCIwMZbj5NVS/zJCUT8WlZKGdnJklGfWFp8qIHIzEtCwAgNzKAEAKZ2f/cuUaZnQOVEKjjZitJRn31NCYKic/j4FHzn6LEzNwCFdyrIfzmVQmT6a/IsMv4duT/8OPEQTgU+A3Sk5OkjqQXsjIzEXbjOhp6//PHkoGBARo2bIQrl3OPsEH0KskLQJVKhTlz5sDa2hqurq5wdXWFjY0N5s6dm6/bxCmVSiQlJWlMOVnv3zlZMgA9vEohPC4N0clKAICViRGyclRIz9J8HZIysmFlYihBSv0gkwFTO7rjwv3nuPMkBQAQGpmA9KwcTGznDhNjA5gaG2JyB3cYGRqgpCUPORalxOdxAABrW80eJysbOyQ+Z09sUSvnVQ8dPvkcvf0Xwaf3UDwMu4IdX02FSsXzlLXtecJz5OTk5DrUa29vj2fPnkmU6v2lb1cBS34I+IsvvsDatWuxYMECNG784sTiU6dOYdasWcjIyMC8efPeuH5AQABmz9Y8L6Vuz5Go3/szrWXWhl41HOFkqeC5fTpgRpeqqORoib4rz6nbnqdmYdzmy5jZ1QMfN3KBSgj8fjkG1x8lQsUTAEmPeXg3U/+/pHM5OLiUx2q//oi8cRlu1WtLmIyI3kTyAnDDhg1Ys2YNOnfurG7z8vJCmTJlMHLkyLcWgP7+/vDz89No+/zg+3VeYU+vUqjuaIGlJx8gISNb3Z6UkQ1jQwOYGhto9AJamRghKYN/XWvD9M5V4VulJD5a/SeeJCk15p2+E4fWX52EjZkxclQCyRnZOPmFLx5eiZEorX6ytn3R25H4PB42diXU7UkJ8XApX0mqWPQ3G4fSMLW0RsKTKIAFoFbZ2tjC0NAQcXFxGu1xcXEoUaLEa9ai19HRjjqtkfwQcHx8PKpUqZKrvUqVKoiPf/vhHIVCASsrK43J0Fiujaha0dOrFGo4WeKbUw8Q9/f5Zi9FJmQgWyXgXtJc3eZgIYedmTEi4tP+vSn6j6Z3roqW1Rww8Me/8Ph5+muXS0jLQnJGNhpUsIO9uRzHb8QWYUoq6egEa1t73Lj8p7otPS0F4beuo0IVTwmTEQAkxT1FekoSzHlRiNYZy+Wo6lEN586GqNtUKhXOnQuBV41aEiZ7P/EQcBGrUaMGVqxYkWs8wBUrVqBGjRoSpSoavWo4om5ZK6w++wjKbBWsFC/O60vPUiFLJZCRrULI/QT08CyF1MwcZGSr0NOrFO7FpfEK4EI2o0tVdKxZGqN+uoRUZTZKWLz4IyI5IxvKvy/86F7HCeGxqYhPzURNFxt80akKNpx+oDFWIBWOjPQ0PIn654KwZzFReBB+GxaWVrB3cETrLr2xb1sgHJ2cUeLvYWBs7UqorwqmwpOZkY7nTx6rHyc+jcGTB3dham4FEwtLnN61EZXrfwALazs8fxKFoG1rYFvKCeW86kqYWn98PGAQpk+djGrVqqO6pxc2bdyA9PR0dO3WXepopOMkLwAXLVqEDh064MiRI/D29gYAhISE4OHDh9i/f7/E6bSrafkXV4+Ob+qq0b7xQhTORr64C8ovV59ABYFhDcrCyECGsNgUbA/lIcfC1tf7xQDCGz/RHO7Cf8dV7L4QBQBwK2mO8W0rw9rUGFHP07Hq+D2sP8VzNrUh4k4YFvqPVD/eumYZAKBxiw4Y5jcD7T/8GMqMdAR+G4C01BRU9qiBCXO/4RiAWhBz7za2zv9njL9jm1cBAKo3aYXWg8Yi9uE9XDt1GBmpKbCwtUc5zzpo8uFAGL1HR2LeZ23btcfz+Hh8v2I5nj17CvcqVfH96jWw5yHgAtPRjjqtkQkh/Rnsjx8/xvfff4+bN28CAKpWrYqRI0fCycnpnbY3andYYcaj/+DouUipI9ArAoc2kDoC/S3sOYdK0RV9a/EOMrrCRMJuqdpzjmlt2xdnNNfatt+V5D2AAFCmTJm3XuxBREREpC26eq6etkh+EUhgYCB27NiRq33Hjh3YsGGDBImIiIiIijfJC8CAgIA8L1d3cHDA/PnzJUhERERE+kYm096kiyQvACMjI1GuXLlc7a6uroiM5PljRERERIVN8gLQwcEBV65cydV++fLlXLe3ISIiItIGfRsHUPICsE+fPhgzZgyOHz+OnJwc5OTk4NixYxg7dix69+4tdTwiIiKiYkfyq4Dnzp2L+/fvo0WLFjAyehFHpVKhf//+PAeQiIiIioSOdtRpjeQFoFwux/bt2/Hll18iNDQUpqam8PT0hKur69tXJiIiIioEunqoVlskLwBfqlSpEipV4o3ciYiIiLRN8nMAe/TogYULF+ZqX7RoEf73v/9JkIiIiIj0DYeBKWInTpxA+/btc7W3a9cOJ06ckCARERERUfEm+SHglJQUyOW5bxpubGyMpCTeK5OIiIi0T9/OAZS8B9DT0xPbt2/P1b5t2zZ4eHhIkIiIiIioeJO8B3D69Ono3r07wsPD0bx5cwDA0aNHsWXLFvzyyy8SpyMiIiJ9oGcdgNIXgJ06dcKePXswf/58/PLLLzA1NUWNGjVw7Ngx2NnZSR2PiIiIqNiRvAAEgA4dOqBDhw4AgKSkJGzduhUTJ07EhQsXkJOTI3E6IiIiKu54DqBETpw4gQEDBsDJyQmLFy9G8+bNcfbsWaljERERkR7Qt2FgJO0BjImJwfr167F27VokJSWhZ8+eUCqV2LNnDy8AISIiItISyXoAO3XqBHd3d1y5cgXLli1DVFQUvv32W6niEBERkR6TyWRam3SRZD2ABw4cwJgxYzBixAjeAo6IiIioCEnWA3jq1CkkJyejTp06aNCgAVasWIFnz55JFYeIiIj0mL71AEpWADZs2BA//vgjoqOj8cknn2Dbtm1wcnKCSqXC4cOHkZycLFU0IiIiomJN8quAzc3NMXjwYJw6dQpXr17FhAkTsGDBAjg4OKBz585SxyMiIiI9oG9XAUteAL7K3d0dixYtwqNHj7B161ap4xAREREVSzoxEPS/GRoaomvXrujatavUUYiIiEgP6Oq5etqiUz2ARERERFLQlUPAAQEBqFevHiwtLeHg4ICuXbvi1q1bGsv4+vrmutDk008/LdB+WAASERER6Yjg4GCMGjUKZ8+exeHDh5GVlYXWrVsjNTVVY7lhw4YhOjpaPS1atKhA+9HJQ8BERERERUlXDgEfPHhQ4/H69evh4OCACxcuoGnTpup2MzMzODo6vvN+2ANIREREpEVKpRJJSUkak1KpzNe6iYmJAAA7OzuN9s2bN6NEiRKoXr06/P39kZaWVqBMLACJiIhI72nzHMCAgABYW1trTAEBAW/NpFKpMG7cODRu3BjVq1dXt/ft2xebNm3C8ePH4e/vj40bN+Kjjz4q0PPlIWAiIiIiLfL394efn59Gm0KheOt6o0aNwrVr13Dq1CmN9uHDh6v/7+npidKlS6NFixYIDw9HhQoV8pWJBSARERHpPQMtngOoUCjyVfC96rPPPsNvv/2GEydOoGzZsm9ctkGDBgCAu3fvsgAkIiIiet8IITB69Gjs3r0bQUFBKFeu3FvXCQ0NBQCULl063/thAUhERER6T0cuAsaoUaOwZcsW/Prrr7C0tERMTAwAwNraGqampggPD8eWLVvQvn172Nvb48qVKxg/fjyaNm0KLy+vfO+HBSARERHpPV0ZBmblypUAXgz2/KrAwEAMHDgQcrkcR44cwbJly5CamgpnZ2f06NED06ZNK9B+WAASERER6QghxBvnOzs7Izg4+D/vhwUgERER6T0D3egALDIcB5CIiIhIz7AHkIiIiPSerpwDWFTYA0hERESkZ9gDSERERHpPzzoAi2cBqMzMkToC/U2pzJY6Ar0iJi1D6gj0N1MjQ6kjEJEeK5YFIBEREVFByKBfXYAsAImIiEjvcRgYIiIiIirW2ANIREREeo/DwBARERFRscYeQCIiItJ7etYByB5AIiIiIn3DHkAiIiLSewZ61gXIHkAiIiIiPcMeQCIiItJ7etYByAKQiIiIiMPAEBEREVGxxh5AIiIi0nt61gHIHkAiIiIifcMeQCIiItJ7HAaGiIiIiIo19gASERGR3tOv/j/2ABIRERHpHfYAEhERkd7jOIAS2Lp162vnTZo0qQiTEBERkT4ykGlv0kU6UQCOGDECBw4cyNU+fvx4bNq0SYJERERERMWXThSAmzdvRp8+fXDq1Cl12+jRo/Hzzz/j+PHjEiYjIiIifSCTybQ26SKdKAA7dOiA77//Hp07d8aFCxcwcuRI7Nq1C8ePH0eVKlWkjkdERERUrOjMRSB9+/ZFQkICGjdujJIlSyI4OBgVK1aUOhYRERHpAR3tqNMayQpAPz+/PNtLliyJ2rVr4/vvv1e3LVmypKhiERERERV7khWAly5dyrO9YsWKSEpKUs/X1WPnREREVHzoW70hWQHIizuIiIiIpCH5RSBZWVkwMjLCtWvXpI5CREREekrfxgGU/CIQY2NjuLi4ICcnR+ooREREpKf07RCw5D2AAPDFF19g6tSpiI+PlzoKERERUbEneQ8gAKxYsQJ3796Fk5MTXF1dYW5urjH/4sWLEiUjIiIifaBf/X86UgB27dpV6ghEREREeuOdCsCTJ09i9erVCA8Pxy+//IIyZcpg48aNKFeuHD744IMCb2/mzJnvEoOIiIioUBjwHMA327lzJ9q0aQNTU1NcunQJSqUSAJCYmIj58+f/pzAXLlzApk2bsGnTpteOE0hERERE/02BC8Avv/wSq1atwo8//ghjY2N1e+PGjd/5XL3Y2Fg0b94c9erVw5gxYzBmzBjUqVMHLVq0wNOnT99pm0RERET5JZNpb9JFBS4Ab926haZNm+Zqt7a2RkJCwjuFGD16NJKTk3H9+nXEx8cjPj4e165dQ1JSEsaMGfNO2yQiIiKivBX4HEBHR0fcvXsXbm5uGu2nTp1C+fLl3ynEwYMHceTIEVStWlXd5uHhge+++w6tW7d+p20SERER5RfHAXyLYcOGYezYsTh37hxkMhmioqKwefNmTJw4ESNGjHinECqVSuNw8kvGxsZQqVTvtE0iIiIiyluBewCnTJkClUqFFi1aIC0tDU2bNoVCocDEiRMxevTodwrRvHlzjB07Flu3boWTkxMA4PHjxxg/fjxatGjxTtskIiIiyi896wAseAEok8nwxRdfYNKkSbh79y5SUlLg4eEBCwuLdw6xYsUKdO7cGW5ubnB2dgYAPHz4ENWrV8emTZveebu6rl3VEqhd1gqlLRXIzBEIf5aGX67E4ElypnqZpuVt0cDVBi62JjA1NsToXTeQnsVe0cLWr5ELPmrsijJ2pgCAOzEpWH7oDoJvvrgISW5kgGldqqJjLSfIjQxw4uZTzPjlGp6lZL5ps/SO7t24jBN7t+LxvdtIfh6Hjyd9iWr1m6jnH/45EFdOH0NCXCwMjYxQtrw7WvcZCpdKHhKmLp7uh13GmX3bERVxBynP49BrwhxUrZf3cF/71izFhSP70Kb/SHi3/7CIk+qvbVs2Y0PgWjx79hSV3atgytTp8PTykjrWe4fDwOSTXC6Hh4cH6tev/5+KPwBwdnbGxYsX8fvvv2PcuHEYN24c9u/fj4sXL6Js2bL/adu6zL2kOY7ficf8I/ewJPg+DA1k8PNxg9zwnw+h3MgA16KTsf8Gr4bWppjEDCz87SY6Lz6FLktOI+ROHH4YUheVHF98tqd39UDzaqUwav1F9F4RglLWJlg5uI7EqYuvLGU6SrtWRJch4/KcX7J0WXQeMhbjFgdixNwVsCnpiLVzJyIlMaFIc+qDrIwMlHKtgA6D3nxBXtj5k3h05wYsbe2LKBkBwMED+/H1ogB8MnIUtu3YDXf3KhjxyRDExcVJHY10XIF7AJs1a/bGEyWPHTtW4BAZGRkwMTFBq1at0KpVqwKv/75aduKBxuN15x9hWdeqcLUzxZ2naQCAI7dffIndS5rnWp8Kz9HrsRqPv95/C/0auaCWqy1iEjLQs4Ezxm26hJC7L96PSVsv46i/L2q62iD0QYIEiYs391oN4V6r4Wvn12yi+XOi44BR+OvY74iJDEdFTxbmhalSrQaoVKvBG5dJin+K/eu/xcf+C7F54dQiSkYAsHFDILp/2BNdu/UAAEybORsnTgRhz66dGDJsuMTp3i+60gEYEBCAXbt24ebNmzA1NUWjRo2wcOFCuLu7q5fJyMjAhAkTsG3bNiiVSrRp0wbff/89SpUqle/9FLgHsGbNmqhRo4Z68vDwQGZmJi5evAhPT8+Cbg4AYGNjg6ZNm2L69Ok4duwY0tPT32k77zszY0MAQGpmjsRJ9JuBDOhYqzRMFYa4eP85qpe1htzIAKduPVMvcy82FY/j01DbzVbCpAQA2VlZOH9kH0zMLFDatYLUcfSOSqXCru8C0LhjLzg4l5M6jl7JysxE2I3raOjdSN1mYGCAhg0b4cpl3kzhfRUcHIxRo0bh7NmzOHz4MLKystC6dWukpqaqlxk/fjz27duHHTt2IDg4GFFRUejevXuB9lPgHsClS5fm2T5r1iykpKQUdHMAgCNHjuDEiRMICgrC0qVLkZ2djbp168LHxwe+vr560SsoA9CrliPuPE1FVKJS6jh6yb20JXaObQSFkQHSMnPw6boLuPskBR5lrKDMzkFyRrbG8s+SM1HSUiFRWgq7cAZbl85BVmYGLG3sMWT61zC3spE6lt45vXcbDAwM0aBdwX750H/3POE5cnJyYG+vedjd3t4eERH3JEr1/tKVYWAOHjyo8Xj9+vVwcHDAhQsX0LRpUyQmJmLt2rXYsmULmjdvDgAIDAxE1apVcfbsWTRs+PqjJ69653MA/+2jjz7CunXr3mndDz74AFOnTsUff/yBhIQEHD9+HBUrVsSiRYvQtm3bN66rVCqRlJSkMeVkvX8n5verUxplrE3wQ8hDqaPorXuxKejw9Ul0W3Yam04/wNd9a6Biqf92fitpT4VqtTDmqzUY8eV3qFyzPrYsmYWUxOdSx9IrUfdu4+yBneg6YrLO/PIk0kV51Sovb6X7NomJiQAAOzs7AC9um5uVlYWWLVuql6lSpQpcXFwQEhKS70yFVgCGhITAxMTknde/ffs2fvjhB/Tv3x89evTAvn370LFjRyxZsuSN6wUEBMDa2lpjurxnzTvnkELf2qXh5WSFr49H4Hl69ttXIK3IyhF48CwN1x4l4avfbyEsKhmDmrrhaZISCiNDWJpodpiXsJTjaTJ7a6UiNzFFidJl4VK5Gj4cORkGhob489jvUsfSKw9uXkFqUgKWftYbs/u2xOy+LZH47An+2LgKSz/rI3W8Ys/WxhaGhoa5LviIi4tDiRIlJEr1/jLQ4pRXrRIQEPDWTCqVCuPGjUPjxo1RvXp1AEBMTAzkcjlsbGw0li1VqhRiYmLy/XwLfAj438eYhRCIjo7GX3/9henTpxd0cwCAMmXKID09Hb6+vvD19cXkyZPh5eWVr78o/f394efnp9E2du/dd8ohhb61S6NWGSt8dTwCz1KzpI5DrzCQ/X0V9qNEZGar0LhyCRy88uLLVb6kOcrYmeHiffY46QohBLKz+B0qSjWatEL5f110s2n+5/Bq0gq1fN989Ib+O2O5HFU9quHc2RA0b/GiN0ilUuHcuRD07vORxOnoVXnVKgrF208hGjVqFK5du4ZTp04VeqYCF4DW1tYajw0MDODu7o45c+a8823bSpYsiZs3byImJgYxMTF48uQJ0tPTYWZm9tZ1FQpFrhfR0Fj+TjmKWr86pdHAxQYrTj1ARrYKVn/3MKVn5SArRwAArEyMYG1iBAfLF8+prLUJMrJViE/L4sUihWhSB3cEhz3F4+fpsDAxQufaTmhYwR4DVp9HckY2fj73ENO6VEVCWhZSMrIwq3t1XIh4ziuAtUSZnoa4mMfqx/Gx0YiKuAMzCyuYWVrh2K6N8KjbGJa29khNSkTIod1Iin8GL29f6UIXU8qMdMS/8l4kxEYj+v5dmFpYwqZEKZhZ/ut3gqERLGzsUMLJpaij6qWPBwzC9KmTUa1adVT39MKmjRuQnp6Ort14TmZBafM0hrxqlbf57LPP8Ntvv+HEiRMaQ+I5OjoiMzMTCQkJGr2AT548gaOjY763X6ACMCcnB4MGDYKnpydsbQvv6sfQ0FAkJCTgxIkTCA4OxtSpU3Hjxg3UrFkTzZo1w7x58wptX7qkWcUXJ+5+3lzzHsrrzj3CmfsJAADfCnboXN1BPW9yi/K5lqH/zt5CgcX9aqCklQLJ6dm4GZ2MAavP49TtF1f+zt1zA0JUxcqBtV8MBH3rGab/ck3i1MXXo3u38OOscerHv2/4DgBQ26ctug33w9PHkdgUdAipyYkws7RC2QpV8Mmc5SjFq1ALXVT4LWyY+0/PxaGNKwEANZq2QbeRk6WKRX9r2649nsfH4/sVy/Hs2VO4V6mK71evgT0PAReYgY6cxiqEwOjRo7F7924EBQWhXDnNn2t16tSBsbExjh49ih49Xgz/c+vWLURGRsLb2zvf+5EJIURBgpmYmCAsLCxXoMISFxeHoKAg/Prrr9i6dStUKhVycgrW0zV0O38x64qjZx+8fSEqMksGcYw8XZFRwJ9rpD3dPMtIHYH+ZlLg45KFZ9yvN7W27WVdquR72ZEjR2LLli349ddfNcb+s7a2hqnpi7tVjRgxAvv378f69ethZWWlvhXvmTNn8r2fAr/U1atXx7179wq1ANy1axeCgoIQFBSEGzduwM7ODh988AEWL14MHx+fQtsPERERUV50pQdw5coXvey+vr4a7YGBgRg4cCCAF0PyGRgYoEePHhoDQRdEgQvAL7/8EhMnTsTcuXNRp04dmJtr3qHCysqqoJvEp59+iqZNm2L48OHw8fF55wGliYiIiN5n+Tkwa2Jigu+++w7ffffdO+8n3wXgnDlzMGHCBLRv3x4A0LlzZ40TJoUQkMlkBT5cCwCxsbFvX4iIiIhIS/RtLMt8F4CzZ8/Gp59+iuPHjxd6CENDQ0RHR8PBwUGjPS4uDg4ODu9UVBIRERFR3vJdAL7sktTGOXmv6+5UKpWQy9+PIV2IiIjo/aUr5wAWlQKdA1jY3aPLly9Xb3fNmjWwsPjntls5OTk4ceIEqlTJ/5UzRERERPR2BSoAK1eu/NYiMD4+Pt/bW7p0KYAXPYCrVq2CoaGhep5cLoebmxtWrVpVkIhEREREBaZnpwAWrACcPXt2rjuB/BcREREAgGbNmmHXrl2FOrg0ERERUX4Z6FkFWKACsHfv3rku1CgMLy8syczMREREBCpUqAAjIwlHgyQiIiIqxgzyu6A2L49OT0/HkCFDYGZmhmrVqiEyMhIAMHr0aCxYsEBr+yUiIiICXhRE2pp0Ub5zFfCOcQUyZcoUXL58GUFBQTAxMVG3t2zZEtu3b9fafomIiIj0Ub6Ps6pUKq2F2LNnD7Zv346GDRtq9DRWq1YN4eHhWtsvEREREaB/F4HoRM/k06dP8zy3MDU1Ve9G5iYiIiLSNp0oAOvWrYvff/9d/fhl0bdmzRp4e3tLFYuIiIj0hIFMprVJF+nEpbbz589Hu3btcOPGDWRnZ+Obb77BjRs3cObMGQQHB0sdj4iIiKhY0YkewA8++AChoaHIzs6Gp6cn/vjjDzg4OCAkJAR16tSROh4REREVczKZ9iZdpBM9gABQoUIF/Pjjj1LHICIiIj3EewEXIQMDg7de5CGTyZCdnV1EiYiIiIiKP0kLwN27d792XkhICJYvX67V4WeIiIiIAN4Krkh16dIlV9utW7cwZcoU7Nu3D/369cOcOXMkSEZERERUfOnERSAAEBUVhWHDhsHT0xPZ2dkIDQ3Fhg0b4OrqKnU0IiIiKub07SIQyQvAxMRETJ48GRUrVsT169dx9OhR7Nu3D9WrV5c6GhEREVGxJOkh4EWLFmHhwoVwdHTE1q1b8zwkTERERKRtvAq4CE2ZMgWmpqaoWLEiNmzYgA0bNuS53K5du4o4GREREVHxJWkB2L9/f97rl4iIiCQng37VI5IWgOvXr5dy90REREQA9O8QsOQXgRARERFR0dKZW8ERERERSYU9gERERERUrLEHkIiIiPSevl2Uyh5AIiIiIj3DHkAiIiLSezwHkIiIiIiKNfYAEhERkd7Ts1MAWQASERERGehZBchDwERERER6hj2AREREpPd4EQgRERERFWvsASQiIiK9p2enALIHkIiIiEjfsAeQiIiI9J4B9KsLsFgWgM9TlVJHoL/FBB2QOgK9wubThlJHoL8psw2ljkBEeqxYFoBEREREBaFv5wCyACQiIiK9x2FgiIiIiKhYYw8gERER6T3eCo6IiIiIijWdKQCzs7Nx5MgRrF69GsnJyQCAqKgopKSkSJyMiIiIijuZTHuTLtKJQ8APHjxA27ZtERkZCaVSiVatWsHS0hILFy6EUqnEqlWrpI5IREREVGzoRA/g2LFjUbduXTx//hympqbq9m7duuHo0aMSJiMiIiJ9YCCTaW0qqBMnTqBTp05wcnKCTCbDnj17NOYPHDgQMplMY2rbtm2B9qETPYAnT57EmTNnIJfLNdrd3Nzw+PFjiVIRERERFb3U1FTUqFEDgwcPRvfu3fNcpm3btggMDFQ/VigUBdqHThSAKpUKOTk5udofPXoES0tLCRIRERGRPtHmuXpKpRJKpeZdyhQKxWuLtnbt2qFdu3Zv3KZCoYCjo+M7Z9KJQ8CtW7fGsmXL1I9lMhlSUlIwc+ZMtG/fXrpgREREpBcMtDgFBATA2tpaYwoICPhPeYOCguDg4AB3d3eMGDECcXFxBVpfJ3oAFy9ejDZt2sDDwwMZGRno27cv7ty5gxIlSmDr1q1SxyMiIiJ6Z/7+/vDz89NoK+gh21e1bdsW3bt3R7ly5RAeHo6pU6eiXbt2CAkJgaFh/u4zrhMFYNmyZXH58mVs374dly9fRkpKCoYMGYJ+/fppXBRCREREpA0yLR4DftPh3nfRu3dv9f89PT3h5eWFChUqICgoCC1atMjXNnSiAAQAIyMj9OvXD/369ZM6ChEREdF7o3z58ihRogTu3r2b7wJQJ84BDAgIwLp163K1r1u3DgsXLpQgEREREekTmRYnbXv06BHi4uJQunTpfK+jEwXg6tWrUaVKlVzt1apV4yDQREREpFdSUlIQGhqK0NBQAEBERARCQ0MRGRmJlJQUTJo0CWfPnsX9+/dx9OhRdOnSBRUrVkSbNm3yvQ+dOAQcExOTZ9VasmRJREdHS5CIiIiI9Mm7DNisLX/99ReaNWumfvzyApIBAwZg5cqVuHLlCjZs2ICEhAQ4OTmhdevWmDt3boHOM9SJAtDZ2RmnT59GuXLlNNpPnz4NJycniVIRERERFT1fX18IIV47/9ChQ/95HzpRAA4bNgzjxo1DVlYWmjdvDgA4evQoPv/8c0yYMEHidERERFTc6U7/X9HQiQJw0qRJiIuLw8iRI5GZmQkAMDExweTJk+Hv7y9xOiIiIirudOgIcJHQiQJQJpNh4cKFmD59OsLCwmBqaopKlSoV6pg5RERERPSCThSAL1lYWKBevXpSxyAiIiI9o82BoHWRThSAqampWLBgAY4ePYrY2FioVCqN+ffu3ZMoGREREVHxoxMF4NChQxEcHIyPP/4YpUuX1rsqnIiIiKSlEwMjFyGdKAAPHDiA33//HY0bN5Y6ChEREVGxpxMFoK2tLezs7KSOQURERHpK344+6kSP59y5czFjxgykpaVJHYWIiIio2NOJHsDFixcjPDwcpUqVgpubG4yNjTXmX7x4UaJkREREpA/0q/9PRwrArl27Sh2BiIiISG/oRAE4c+ZMqSMQERGRHtO3cwB1ogAkIiIikpJOXBRRhHSiAMzJycHSpUvx888/IzIyUn0/4Jfi4+MlSkZERERU/OhEwTt79mwsWbIEvXr1QmJiIvz8/NC9e3cYGBhg1qxZUscjIiKiYk4mk2lt0kU6UQBu3rwZP/74IyZMmAAjIyP06dMHa9aswYwZM3D27Fmp4xEREREVKzpRAMbExMDT0xMAYGFhgcTERABAx44d8fvvv0sZjYiIiPSATIuTLtKJArBs2bKIjo4GAFSoUAF//PEHAODPP/+EQqGQMhoRERFRsaMTBWC3bt1w9OhRAMDo0aMxffp0VKpUCf3798fgwYMlTkdERETFnUymvUkX6cRVwAsWLFD/v1evXnBxcUFISAgqVaqETp06SZiMiIiIqPjRiQLw37y9veHt7S11DCIiItITBjp7tp526EwBGBUVhVOnTiE2NhYqlUpj3pgxYyRKRURERPpAVw/VaotOFIDr16/HJ598ArlcDnt7e40xc2QyWbEtALt5OaKhqw3K2JggM1uFW7Gp2PjnI0QlKdXLfNLIBV5OVrA1M0ZGVg5uxaZi01+P8DhR+YYt0381cVArzB3TBSs2H8ekr3cCABRyIyzw647/takDhdwIR0LCMHb+dsTGJ0uctvi5c+0S/ti9BZHht5AY/wyfTg1AzYY+6vmXzgThxMHdiAy/hdTkJHyxbD2cy1eWMHHxdfd6KI79ugUPw28h6XkchkyeD68GTQEAOdnZ+H3LD7hx8SzinkTBxMwc7l510enjEbC2KyFxcv2xbctmbAhci2fPnqKyexVMmTodnl5eUsciHacTF4FMnz4dM2bMQGJiIu7fv4+IiAj1dO/ePanjaU01RwscDHsK/303MfvQHRgayDCjbSUojP55W+7FpeG7k/cxdtd1zP3jDmQyYHqbyjDQs79UilIdDxcM6dEYV24/0mhfNLEHOjStjn6fr0XroctQuqQ1ti0eKlHK4k2pzEDZchXR+5MJr5mfjooeNdBtwMgiTqZ/MpXpKONWER8O88tjXgYe3ruNNv8bgIlfr8OQz+chNioSPwZMliCpfjp4YD++XhSAT0aOwrYdu+HuXgUjPhmCuLg4qaO9d2Ra/KeLdKIHMC0tDb1794aBgU7Uo0Xmyz/uajxecfI+AvvWQAV7M9x4kgIAOHzrmXr+0xRg64UoLOnmgZIWcjxJ1rxlHv135qZyBM4fiJFzt2LK0LbqdisLEwzs6o2BU9cj+M/bAIDhMzfh8u7pqO/phvNX70uUuHiqXscb1eu8/jzghs3aAQCePYkuqkh6y6O2Nzxq5/1emJpbYNSsZRptPYb6YcnkYYh/GgO7ko5FkFC/bdwQiO4f9kTXbj0AANNmzsaJE0HYs2snhgwbLnE60mU6UXENGTIEO3bskDqG5MyMDQEAycrsPOcrjAzQrJI9niQrEZeaVZTR9MYy/144ePIajp+7pdFeq6oL5MZGOHb2n/bb958gMjoeDbzKFXVMIp2VkZYCmUwGM3NLqaMUe1mZmQi7cR0NvRup2wwMDNCwYSNcuXxJwmTvJw4DI4GAgAB07NgRBw8ehKenJ4yNjTXmL1my5LXrKpVKKJWa58PlZGXC0FiulazaIgMwqEFZhD1JwcOEDI15baqUxMf1ysDU2BCPEzIw++BtZKuENEGLsf+1qYOaVZzxwUeLcs1ztLeCMjMLiSnpGu2xcUkoZW9VVBGJdFpWphJ7N65E7Q9awsTMXOo4xd7zhOfIycmBvb29Rru9vT0iIorv6VNUOHSmADx06BDc3d0BINdFIG9bd/bs2RptVToPg0eXTwo/qBYN83aBi60pvvj9Vq55J8PjcCUqCbamxujsWQoTmpXHF7/fQlYOi8DCUraUDb6a1AMdR6yAMjPvHlgier2c7Gys/3oGIICen0yUOg5RgXEYGAksXrwY69atw8CBAwu8rr+/P/z8NE9O7r/1eiElKxpDGzqjjrM1pu+/hfi03Id207JUSMtSIjpJidtPU7GhXw00cLXBqXvPJUhbPNWq6oJS9lYI2fLPyetGRob4oHYFfNqrKTqN+g4KuTGsLUw1egEd7K3wJC5JishEOiMnOxuBX09H/NMYfDZnOXv/ioitjS0MDQ1zXfARFxeHEiV4FTa9mU4UgAqFAo0bN37ndf99v+D36fDv0IbOqO9qg5kHbiM2JX8XdchkMhjr2QUz2nb8/C3U+XCeRtsPsz/CrYgnWLz+MB49eY7MrGw0a+COPUdDAQCVXB3gUtoO565ESJCYSDe8LP6eRj/C6DnLYW5pLXUkvWEsl6OqRzWcOxuC5i1aAgBUKhXOnQtB7z4fSZzu/aOr5+ppi04UgGPHjsW3336L5cuXSx2lSA3zdkaT8nZYcDQc6Vk5sDF98XakZeYgM0eglKUcjcrZ4fLjJCRlZMHeXI5uXo7IzFbhwqNEidMXLylpStwI17yiNDU9E/GJqer29XtCsHBCd8QnpiI5NQNLJv8PZy/f4xXAWpCRnoan0f8Mw/PsSTQe3rsNc0sr2JV0RGpyEuKfxiAh/sVV8k8eRwIArGztYW1rn+c26d0o09PwNOax+nFcbDQeRdyBmYUlrG1LYN1X0/Do3m0Mn7oQKpUKSc9f9EaZWVjB6F/nc1Ph+3jAIEyfOhnVqlVHdU8vbNq4Aenp6ejarbvU0d47LAAlcP78eRw7dgy//fYbqlWrlusikF27dkmUTLvaVnUAAMxt767RvuLEfRy/G4fMbAGPUhboWM0B5nJDJKZn48aTZEz97SaSMnieWlH7/OudUKkEtn499MVA0GfCMDZgu9SxiqUHd29i6RefqR//svbFH4cNm7fHwHHTcPn8Sfz0zT89tmu+mgEA6NB7MDr15diMhSky/CZWzPhnMP49gd8CAOo3a4e2vQbj2p+nAACLJgzSWO+zOctRqXrtoguqp9q2a4/n8fH4fsVyPHv2FO5VquL71Wtgz0PA9BYyIYTkVxIMGjTojfMDAwMLtL0e6y78lzhUiPZ/W7D3jrRr/7bZb1+IioQyW/X2hahI+LqXlDoC/c1Ewm6pw2HP3r7QO2pVVfcKcsl7ALOzs9GsWTO0bt0ajo4cNJSIiIhI2yS/ksDIyAiffvpprrH8iIiIiIqKgUx7ky6SvAAEgPr16+PSJY5aTkRERFQUJD8EDAAjR47EhAkT8OjRI9SpUwfm5ppjSHl5eUmUjIiIiPSBjANBF73evXsDAMaM+edKM5lMBiEEZDIZcnJypIpGREREVOzoRAEYEcGBdImIiEg6HAdQAq6urlJHICIiIj3GQ8ASCQ8Px7JlyxAWFgYA8PDwwNixY1GhQgWJkxEREREVLzpxFfChQ4fg4eGB8+fPw8vLC15eXjh37hyqVauGw4cPSx2PiIiIijl9GwZGJ3oAp0yZgvHjx2PBggW52idPnoxWrVpJlIyIiIio+NGJHsCwsDAMGTIkV/vgwYNx48YNCRIRERGRPpFp8Z8u0okCsGTJkggNDc3VHhoaCgcHh6IPRERERFSM6cQh4GHDhmH48OG4d+8eGjVqBAA4ffo0Fi5cCD8/P4nTERERUXGnb8PA6EQP4PTp0zFjxgx8++238PHxgY+PD1asWIFZs2Zh2rRpUscjIiIiKjInTpxAp06d4OTkBJlMhj179mjMF0JgxowZKF26NExNTdGyZUvcuXOnQPuQrADcu3cvsrKyALy468f48ePx6NEjJCYmIjExEY8ePcLYsWMh07eSnIiIiIqcTItTQaWmpqJGjRr47rvv8py/aNEiLF++HKtWrcK5c+dgbm6ONm3aICMjI9/7kOwQcLdu3RATE4OSJUvC0NAQ0dHRcHBwgKWlpVSRiIiISE8Z6FCHU7t27dCuXbs85wkhsGzZMkybNg1dunQBAPz0008oVaoU9uzZo7697ttI1gNYsmRJnD17FgDU9/wlIiIiKm6USiWSkpI0JqVS+U7bioiIQExMDFq2bKlus7a2RoMGDRASEpLv7UhWAH766afo0qULDA0NIZPJ4OjoCENDwzwnIiIiIm3S5iHggIAAWFtba0wBAQHvlDMmJgYAUKpUKY32UqVKqeflh2SHgGfNmoXevXvj7t276Ny5MwIDA2FjYyNVHCIiIiKt8Pf3zzWqiUKhkCjNC5IOA1OlShW4u7tjwIAB6NGjBywsLKSMQ0RERPpKi2eiKRSKQiv4HB0dAQBPnjxB6dKl1e1PnjxBzZo1870dyYeBEUJg8+bNiI6OljoKERERkU4rV64cHB0dcfToUXVbUlISzp07B29v73xvR/KBoA0MDFCpUiXExcWhUqVKUschIiIiPaRLt2xLSUnB3bt31Y8jIiIQGhoKOzs7uLi4YNy4cfjyyy9RqVIllCtXDtOnT4eTkxO6du2a731I3gMIAAsWLMCkSZNw7do1qaMQERERSeqvv/5CrVq1UKtWLQCAn58fatWqhRkzZgAAPv/8c4wePRrDhw9HvXr1kJKSgoMHD8LExCTf+5AJIYRW0heAra0t0tLSkJ2dDblcDlNTU4358fHxBdpej3UXCjMe/Qf7vw2UOgK9Yv+22VJHoL8ps1VSR6C/+bqXlDoC/c1EwuOS5+8lam3b9ctba23b70ryQ8AAsGzZMqkjEBERkR7TnQPARUMnCsABAwZIHYGIiIhIb+jEOYAAEB4ejmnTpqFPnz6IjY0FABw4cADXr1+XOBkREREVe7p0M+AioBMFYHBwMDw9PXHu3Dns2rULKSkpAIDLly9j5syZEqcjIiIiKl50ogCcMmUKvvzySxw+fBhyuVzd3rx5c/X9gomIiIi0RabFf7pIJwrAq1evolu3brnaHRwc8OzZMwkSERERERVfOlEA2tjY5HknkEuXLqFMmTISJCIiIiJ9IpNpb9JFOlEA9u7dG5MnT0ZMTAxkMhlUKhVOnz6NiRMnon///lLHIyIiIipWdKIAnD9/PqpWrQoXFxekpKTAw8MDTZs2RaNGjTBt2jSp4xEREVExp2cXAUs7DqBKpcJXX32FvXv3IjMzEx9//DF69OiBlJQU1KpVi/cGJiIioqKhq5WalkhaAM6bNw+zZs1Cy5YtYWpqii1btkAIgXXr1kkZi4iIiKhYk/QQ8E8//YTvv/8ehw4dwp49e7Bv3z5s3rwZKhXvkUlERERFh8PAFKHIyEi0b99e/bhly5aQyWSIioqSMBURERFR8SbpIeDs7GyYmJhotBkbGyMrK0uiRERERKSPdHW4Fm2RtAAUQmDgwIFQKBTqtoyMDHz66acwNzdXt+3atUuKeERERETFkqQF4IABA3K1ffTRRxIkISIiIn2mZx2A0haAgYGBWtmuo62ZVrZL78CtptQJ6BXKbF5gpSueZ2ZKHYGI9JikBSARERGRTtCzLkAWgERERKT3dHW4Fm3RiVvBEREREVHRYQ8gERER6T19GwaGPYBEREREeoY9gERERKT39KwDkD2ARERERPqGPYBEREREetYFyB5AIiIiIj3DHkAiIiLSexwHkIiIiIiKNfYAEhERkd7Tt3EAWQASERGR3tOz+o+HgImIiIj0DXsAiYiIiPSsC5A9gERERER6RmcKwPDwcEybNg19+vRBbGwsAODAgQO4fv26xMmIiIiouJNp8Z8u0okCMDg4GJ6enjh37hx27dqFlJQUAMDly5cxc+ZMidMRERERFS86UQBOmTIFX375JQ4fPgy5XK5ub968Oc6ePSthMiIiItIHMpn2Jl2kEwXg1atX0a1bt1ztDg4OePbsmQSJiIiIiIovnSgAbWxsEB0dnav90qVLKFOmjASJiIiISJ/ItDjpIp0oAHv37o3JkycjJiYGMpkMKpUKp0+fxsSJE9G/f3+p4xEREVFxp2cVoE4UgPPnz0eVKlXg7OyMlJQUeHh4oGnTpmjUqBGmTZsmdTwiIiKiYkXygaCFEIiJicHy5csxY8YMXL16FSkpKahVqxYqVaokdTwiIiLSA7o6XIu26EQBWLFiRVy/fh2VKlWCs7Oz1JGIiIiIijXJDwEbGBigUqVKiIuLkzoKERER6SkOAyOBBQsWYNKkSbh27ZrUUYiIiIiKPckPAQNA//79kZaWhho1akAul8PU1FRjfnx8vETJiIiISB/oaEed1uhEAbhs2TKpIxARERHpDZ0oAAcMGCB1BCIiItJnetYFqBPnAL4qIyMDSUlJGhMRERGRNsm0+K8gZs2aBZlMpjFVqVKl0J+vTvQApqamYvLkyfj555/zvBo4JydHglRERERERa9atWo4cuSI+rGRUeGXazrRA/j555/j2LFjWLlyJRQKBdasWYPZs2fDyckJP/30k9TxiIiIqJjTpWFgjIyM4OjoqJ5KlChR6M9XJ3oA9+3bh59++gm+vr4YNGgQmjRpgooVK8LV1RWbN29Gv379pI5IRERE9E6USiWUSqVGm0KhgEKhyHP5O3fuwMnJCSYmJvD29kZAQABcXFwKNZNO9ADGx8ejfPnyAAArKyv1sC8ffPABTpw4IWU0IiIi0gMyLU4BAQGwtrbWmAICAvLM0aBBA6xfvx4HDx7EypUrERERgSZNmiA5OblQn69O9ACWL18eERERcHFxQZUqVfDzzz+jfv362LdvH2xsbKSOR0RERPTO/P394efnp9H2ut6/du3aqf/v5eWFBg0awNXVFT///DOGDBlSaJl0ogAcNGgQLl++DB8fH0yZMgWdOnXCihUrkJWVhSVLlkgdj4iIiIo7LQ4D86bDvW9jY2ODypUr4+7du4WaSScKwPHjx6v/37JlS9y8eRMXLlxAxYoV4eXlJWEyIiIiIumkpKQgPDwcH3/8caFuVycKwIyMDJiYmKgfu7q6wtXVVcJEREREpE8KOl6ftkycOBGdOnWCq6sroqKiMHPmTBgaGqJPnz6Fuh+dKABtbGxQv359+Pj4wNfXF40aNcp1P2AiIiIibXmX4Vq04dGjR+jTpw/i4uJQsmRJfPDBBzh79ixKlixZqPvRiQLwyJEjOHHiBIKCgrB06VJkZ2ejbt266oKwVatWUkfUitaV7VHTyRKlLOTIUgnci0vHnuuxiE3JVC9jZCBDd08H1ClrBWMDA9x4koLtl2OQrOTg2IVpWJuqGNa2KlwdLAAAYQ+fY/7Pl/DHxUcAgENzO6Bp9dIa6/x4KAxjVp0u8qz64O71UBz7dQseht9C0vM4DJk8H14NmgIAcrKz8fuWH3Dj4lnEPYmCiZk53L3qotPHI2BtV/hjZem7+2GXcWbfdkRF3EHK8zj0mjAHVet9kOey+9YsxYUj+9Cm/0h4t/+wiJPqr21bNmND4Fo8e/YUld2rYMrU6fDk6VPvrW3bthXJfnRiGJgPPvgAU6dOxR9//IGEhAQcP34cFStWxKJFi9C2bVup42lNpRJmOHHvOb4Ovo9vT0XC0ECG0Y1dIDf858+QDz1LwdPREmvPPcbSkw9gbWqEYQ3KSpi6eHocl4rpG8+j0cQ9aDxpD4KuRmPHlFao6myjXmbtHzfhNmizevpiw3npAhdzmcp0lHGriA+H+eUxLwMP791Gm/8NwMSv12HI5/MQGxWJHwMmS5C0+MvKyEAp1wroMGjMG5cLO38Sj+7cgKWtfRElIwA4eGA/vl4UgE9GjsK2Hbvh7l4FIz4ZkuddtejNtDkMjC7SiR5AALh9+zaCgoLUk1KpRMeOHeHr6yt1NK357sxDjccbL0RhYYfKcLExwd24dJgYGcDbzQbr/3yM28/SAACbLkRjRqsKcLM1wf3nGVLELpb2/xWp8XjW5r8wrE0V1K/sgLCHCQCAdGU2niSkS5BO/3jU9oZHbe8855maW2DUrGUabT2G+mHJ5GGIfxoDu5KORZBQf1Sq1QCVajV44zJJ8U+xf/23+Nh/ITYvnFpEyQgANm4IRPcPe6Jrtx4AgGkzZ+PEiSDs2bUTQ4YNlzgd6TKdKADLlCmD9PR0+Pr6wtfXF5MnT4aXlxdkunJAvoiYGr/okE3NVAEAXGxMYGQgw82nqeplnqRkIj4tC+XszFgAaomBgQw9GpWDuYkxzt2KVbf3aloBvX0q4klCGvb/GYmAny8hPZOH4nVBRloKZDIZzMwtpY6id1QqFXZ9F4DGHXvBwbmc1HH0SlZmJsJuXMeQYZ+o2wwMDNCwYSNcuXxJwmTvJz0rOXSjACxZsiRu3ryJmJgYxMTE4MmTJ0hPT4eZmZnU0YqMDEAPr1IIj0tDdPKL28VYmRghK0eF9CyVxrJJGdmwMjGUIGXxVs3FFkELOsNEboiUjCz0WnAYNx8lAAC2n7iLyKcpiI5Pg6ebHb78uD4ql7FB74VH3rxR0rqsTCX2blyJ2h+0hImZudRx9M7pvdtgYGCIBu26Sx1F7zxPeI6cnBzY22sedre3t0dExD2JUtH7QicKwNDQUCQkJODEiRMIDg7G1KlTcePGDdSsWRPNmjXDvHnzXrtuXvfXy8nKhKGxXNuxC1WvGo5wslRgyYkHUkfRW7ejEtHAbzeszYzRrVE5/DjGB62n/Y6bjxKw7vAt9XLXI58j+nkaDs7pgHKOloiIKdzb81D+5WRnY/3XMwAB9PxkotRx9E7Uvds4e2AnPglYrXdHbKg40q/PsE5cBAK8GAqmc+fOmDp1Kvz9/fHhhx/izz//xIIFC964Xl7317uw84ciSl04enqVQnVHC3xzKhIJGdnq9qSMbBgbGqgPDb9kZWKEpAweeixsWdkq3ItJwqV7cZix6S9cvR+PUR2r5bnsn7efAgAqOFoVZUR6RU52NgK/no74pzEYOWspe/8k8ODmFaQmJWDpZ70xu29LzO7bEonPnuCPjauw9LPCHbOMcrO1sYWhoWGuCz7i4uJQogSviKc304kewF27dqkv/rhx4wbs7OzwwQcfYPHixfDx8XnjunndX+/zgxHajFuoenqVQg0nSyw7+QBxaVka8yITMpCtEnAvaY7QqBe9TA4WctiZGSMiPk2KuHrFwEAGhXHeh9prlHtxyCXmOS8KkcLL4u9p9COMnrMc5pbWUkfSSzWatEJ5zzoabZvmfw6vJq1Qy7f4juCgK4zlclT1qIZzZ0PQvEVLAC/OyTx3LgS9+3wkcbr3j751YutEAfjpp5+iadOmGD58OHx8fODp6ZnvdfO6v977cvi3Vw1H1C1rhdVnH0GZrYKV4kWxkZ6lQpZKICNbhZD7CejhWQqpmTnIyFahp1cp3ItL4wUghWzOR3Vx6OIjPHyaAktTY/RqWgFNq5VGpzkHUc7REr2aVMChCw8Rl6yEp5sdFg1uiJPXo3HtQbzU0YslZXoansY8Vj+Oi43Go4g7MLOwhLVtCaz7ahoe3buN4VMXQqVSIen5ix4QMwsrGBkbSxW7WFJmpCP+lfciITYa0ffvwtTCEjYlSsHsX8W3gaERLGzsUMLJpaij6qWPBwzC9KmTUa1adVT39MKmjRuQnp6Ort14TmZB6Vn9pxsFYGxs7NsXKoaalrcFAIxvqnnbu40XonA2MhEA8MvVJ1BBYFiDsjAykCEsNgXbQ2OKPGtxV9LaFGvH+sDR1gyJaZm4dj8eneYcxLHLj1HW3hzNa5TBZ52qw1xhhEfPUrEn5D4W7OBVdtoSGX4TK2b8M+7cnsBvAQD1m7VD216Dce3PUwCARRMGaaz32ZzlqFS9dtEF1QNR4bewYe4/R1kObVwJAKjRtA26jeTYi1Jr2649nsfH4/sVy/Hs2VO4V6mK71evgT0PAdNbyIQQQoodJyUl5XtZK6uCnWc1andYQeOQlqz7iXfK0CW7v+widQT62/PMzLcvREWim2cZqSPQ30wk7JaKTtTed7K0te4dmZTspbaxscn3VWM5ObzggYiIiKiwSFYAHj9+XP3/+/fvY8qUKRg4cCC8vV+M/h8SEoINGzYgICBAqohERESkJ2R6dhagZAXgq1f3zpkzB0uWLEGfPv8MG9C5c2d4enrihx9+wIABA6SISERERFQs6cQ4gCEhIahbt26u9rp16+L8+fMSJCIiIiK9ItPipIN0ogB0dnbGjz/+mKt9zZo1cHZ2liARERERUfGlE8PALF26FD169MCBAwfQoEEDAMD58+dx584d7Ny5U+J0REREVNzpaEed1uhED2D79u1x584ddO7cGfHx8YiPj0enTp1w+/ZttG/fXup4REREVMzJZNqbdJHkPYBZWVlo27YtVq1ahXnz5kkdh4iIiKjYk7wANDY2xpUrV6SOQURERHpM34aB0YlDwB999BHWrl0rdQwiIiIivSB5DyAAZGdnY926dThy5Ajq1KkDc3NzjflLliyRKBkRERHpBf3qANSNAvDatWuoXfvFDdxv376tMS+/t4sjIiIiovzRiQLw1dvCERERERU1fetu0olzAImIiIio6OhEDyAA/PXXX/j5558RGRmJzMxMjXm7du2SKBURERHpA30740wnegC3bduGRo0aISwsDLt370ZWVhauX7+OY8eOwdraWup4REREVMzJtPhPF+lEATh//nwsXboU+/btg1wuxzfffIObN2+iZ8+ecHFxkToeERERUbGiEwVgeHg4OnToAACQy+VITU2FTCbD+PHj8cMPP0icjoiIiIo7fbsVnE4UgLa2tkhOTgYAlClTBteuXQMAJCQkIC0tTcpoRERERMWOTlwE0rRpUxw+fBienp743//+h7Fjx+LYsWM4fPgwWrRoIXU8IiIiomJFJwrAFStWICMjAwDwxRdfwNjYGGfOnEGPHj0wbdo0idMRERERFS+SFoBJSUkvQhgZwcLCQv145MiRGDlypJTRiIiISI/o6rl62iJpAWhjY5OvW73l5OQUQRoiIiIi/SBpAfjqLeCEEGjfvj3WrFmDMmXKSJiKiIiI9I2ujtenLZIWgD4+PhqPDQ0N0bBhQ5QvX16iRERERKSP9O0QsE4MA0NERERERUcnrgImIiIikpKedQDqXg9gfi4KISIiIqJ3J2kPYPfu3TUeZ2Rk4NNPP4W5ublG+65du4oyFhEREekbPet/krQAtLa21nj80UcfSZSEiIiISH9IWgAGBgZKuXsiIiIiAPo3DIzOnQNIRERERNrFq4CJiIhI7+nbNajsASQiIiLSM+wBJCIiIr2nZx2ALACJiIiI9K0C5CFgIiIiIj3DApCIiIj0nkyL/97Fd999Bzc3N5iYmKBBgwY4f/58oT5fFoBEREREOmT79u3w8/PDzJkzcfHiRdSoUQNt2rRBbGxsoe2DBSARERHpPZlMe1NBLVmyBMOGDcOgQYPg4eGBVatWwczMDOvWrSu058sCkIiIiEiLlEolkpKSNCalUpnnspmZmbhw4QJatmypbjMwMEDLli0REhJSaJmK5VXA33WrKnWE/0ypVCIgIAD+/v5QKBRSx3lnfC+oMPG90B18L3QL34//zkSLFdGsLwMwe/ZsjbaZM2di1qxZuZZ99uwZcnJyUKpUKY32UqVK4ebNm4WWSSaEEIW2NSo0SUlJsLa2RmJiIqysrKSOo9f4XugOvhe6g++FbuH7oduUSmWuHj+FQpFnsR4VFYUyZcrgzJkz8Pb2Vrd//vnnCA4Oxrlz5wolU7HsASQiIiLSFa8r9vJSokQJGBoa4smTJxrtT548gaOjY6Fl4jmARERERDpCLpejTp06OHr0qLpNpVLh6NGjGj2C/xV7AImIiIh0iJ+fHwYMGIC6deuifv36WLZsGVJTUzFo0KBC2wcLQB2lUCgwc+ZMnsyrA/he6A6+F7qD74Vu4ftRvPTq1QtPnz7FjBkzEBMTg5o1a+LgwYO5Lgz5L3gRCBEREZGe4TmARERERHqGBSARERGRnmEBSERERKRnWAAWoR9++AHOzs4wMDDAsmXLpI5DRK/w9fXFuHHjpI6hVbNmzUKpUqUgk8mwZ88eqePQfxAUFASZTIaEhASpo9B7igVgPj19+hQjRoyAi4sLFAoFHB0d0aZNG5w+fTpf6yclJeGzzz7D5MmT8fjxYwwfPlwvfuEUhZCQEBgaGqJDhw5SRymw4vJDfODAgZDJZFiwYIFG+549eyArwJ3Q3dzc+McR/nk9ZTIZ5HI5KlasiDlz5iA7O/udtxkWFobZs2dj9erViI6ORrt27QoxMQ0cOBBdu3bN1V5cvuNU/LAAzKcePXrg0qVL2LBhA27fvo29e/fC19cXcXFx+Vo/MjISWVlZ6NChA0qXLg0zMzMtJ86bEOI//RLRRWvXrsXo0aNx4sQJREVFSR1Hb5mYmGDhwoV4/vy51FEKJDMzU+oIeWrbti2io6Nx584dTJgwAbNmzcJXX31V4O3k5ORApVIhPDwcANClSxc4Ojq+83AhWVlZ77QevRtd+Xy+/BxR8cECMB8SEhJw8uRJLFy4EM2aNYOrqyvq168Pf39/dO7cGcCLAq9Lly6wsLCAlZUVevbsqb6Ny/r16+Hp6QkAKF++PGQyGQYOHIjg4GB888036r/079+/j7p16+Lrr79W77tr164wNjZGSkoKAODRo0eQyWS4e/cuAGDjxo2oW7cuLC0t4ejoiL59+yI2Nla9/su/Pg8cOIA6depAoVDg1KlTUKlUCAgIQLly5WBqaooaNWrgl19+KZLXszClpKRg+/btGDFiBDp06ID169drzN+3bx/q1asHExMTlChRAt26dVPPUyqVmDx5MpydnaFQKFCxYkWsXbtWPT84OBj169eHQqFA6dKlMWXKFI3iOa/eqpo1a2rc3Fsmk2HNmjXo1q0bzMzMUKlSJezduxcAcP/+fTRr1gwAYGtrq/5cvK9atmwJR0dHBAQEvHaZU6dOoUmTJjA1NYWzszPGjBmD1NRUAC8OwT548ADjx49XfyeEEChZsqTGZ7NmzZooXbq0xjYVCgXS0tIAvPm7CLw4DFqzZk2sWbMG5cqVg4mJSZ5Zf//9d1hbW2Pz5s3/6XV5Vy+PNLi6umLEiBFo2bIl9u7dC6VSiYkTJ6JMmTIwNzdHgwYNEBQUpF5v/fr1sLGxwd69e+Hh4QGFQoHBgwejU6dOAAADAwN1r6xKpcKcOXNQtmxZKBQK9VhjL92/fx8ymQzbt2+Hj48PTExMsHnzZnVv1/z581GqVCnY2NioeygnTZoEOzs7lC1bFoGBgRrPafLkyahcuTLMzMxQvnx5TJ8+XaOgfPnebNy4EW5ubrC2tkbv3r2RnJysXkalUmHRokWoWLEiFAoFXFxcMG/ePPX8hw8fomfPnrCxsYGdnR26dOmC+/fvF+Zb887i4uLQp08flClTBmZmZvD09MTWrVs1lvH19cVnn32GcePGoUSJEmjTpg0AYP/+/ahcuTJMTU3RrFkzjef0Lt+TJUuWwNPTE+bm5nB2dsbIkSPVv2eAvD9HkZGRb/380XtE0FtlZWUJCwsLMW7cOJGRkZFrfk5OjqhZs6b44IMPxF9//SXOnj0r6tSpI3x8fIQQQqSlpYkjR44IAOL8+fMiOjpaJCQkCG9vbzFs2DARHR0toqOjRXZ2tvDz8xMdOnQQQgihUqmEnZ2dKFGihDhw4IAQQohNmzaJMmXKqPe9du1asX//fhEeHi5CQkKEt7e3aNeunXr+8ePHBQDh5eUl/vjjD3H37l0RFxcnvvzyS1GlShVx8OBBER4eLgIDA4VCoRBBQUFafCUL39q1a0XdunWFEELs27dPVKhQQahUKiGEEL/99pswNDQUM2bMEDdu3BChoaFi/vz56nV79uwpnJ2dxa5du0R4eLg4cuSI2LZtmxBCiEePHgkzMzMxcuRIERYWJnbv3i1KlCghZs6cqV7f1dVVLF26VCNPjRo1NJYBIMqWLSu2bNki7ty5I8aMGSMsLCxEXFycyM7OFjt37hQAxK1bt9Sfi/fRgAEDRJcuXcSuXbuEiYmJePjwoRBCiN27d4uXP2bu3r0rzM3NxdKlS8Xt27fF6dOnRa1atcTAgQOFEELExcWJsmXLijlz5qi/E0II0b17dzFq1CghhBDx8fFCLpcLa2trERYWJoQQ4ssvvxSNGzcWQrz9uyiEEDNnzhTm5uaibdu24uLFi+Ly5ctCCCF8fHzE2LFjhRBCbN68WVhaWop9+/Zp94V7jZev56s6d+4sateuLYYOHSoaNWokTpw4Ie7evSu++uoroVAoxO3bt4UQQgQGBgpjY2PRqFEjcfr0aXHz5k2RmJgoAgMDBQCN13bJkiXCyspKbN26Vdy8eVN8/vnnwtjYWL2tiIgIAUC4ubmJnTt3inv37omoqCgxYMAAYWlpKUaNGiVu3rwp1q5dKwCINm3aiHnz5onbt2+LuXPnCmNjY/VnQQgh5s6dK06fPi0iIiLE3r17RalSpcTChQvV82fOnCksLCxE9+7dxdWrV8WJEyeEo6OjmDp1qnqZzz//XNja2or169eLu3fvipMnT4off/xRCCFEZmamqFq1qhg8eLC4cuWKuHHjhujbt69wd3cXSqVSK+/VS3m9Z0L88zP4+fPn4tGjR+Krr74Sly5dEuHh4WL58uXC0NBQnDt3Tr28j4+PsLCwEJMmTRI3b94UN2/eFJGRkUKhUAg/Pz9x8+ZNsWnTJlGqVCn1doUo2PdECCGWLl0qjh07JiIiIsTRo0eFu7u7GDFihHp+Xp+j1NTUt37+6P3BAjCffvnlF2FraytMTExEo0aNhL+/v/oXxx9//CEMDQ1FZGSkevnr16+rCz4hhLh06ZIAICIiItTLvPoL56W9e/cKa2trkZ2dLUJDQ4Wjo6MYO3asmDx5shBCiKFDh4q+ffu+Nueff/4pAIjk5GQhxD8/fPbs2aNeJiMjQ5iZmYkzZ85orDtkyBDRp0+fgr84EmrUqJFYtmyZEOJFoV6iRAlx/PhxIYQQ3t7eol+/fnmud+vWLQFAHD58OM/5U6dOFe7u7upiUgghvvvuO2FhYSFycnKEEPkvAKdNm6Z+nJKSIgCoC/pXfzm8z1795dewYUMxePBgIYRmAThkyBAxfPhwjfVOnjwpDAwMRHp6uhAi79d0+fLlolq1akIIIfbs2SMaNGggunTpIlauXCmEEKJly5bqAiE/38WZM2cKY2NjERsbq7Gfl9/HFStWCGtra0n/GHr19VSpVOLw4cNCoVCIgQMHCkNDQ/H48WON5Vu0aCH8/f2FEEJd6IWGhmos8+p78ZKTk5OYN2+eRlu9evXEyJEjhRD/FIAvv2Ov5nN1dVV/F4QQwt3dXTRp0kT9ODs7W5ibm4utW7e+9nl+9dVXok6dOurHM2fOFGZmZiIpKUndNmnSJNGgQQMhhBBJSUlCoVCoC75/27hxY67vrVKpFKampuLQoUOvzVEYBgwYIAwNDYW5ubnGZGJi8sbveIcOHcSECRPUj318fEStWrU0lvH39xceHh4abZMnT9bYbkG+J3nZsWOHsLe3Vz/O63P04MGDt37+6P3BQ8D51KNHD0RFRWHv3r1o27YtgoKCULt2baxfvx5hYWFwdnaGs7OzenkPDw/Y2NggLCysQPtp0qQJkpOTcenSJQQHB8PHxwe+vr7qLvbg4GD4+vqql79w4QI6deoEFxcXWFpawsfHB8CLw2Cvqlu3rvr/d+/eRVpaGlq1agULCwv19NNPP6nPE3of3Lp1C+fPn0efPn0AAEZGRujVq5f6MG5oaChatGiR57qhoaEwNDRUv17/FhYWBm9vb40LGBo3boyUlBQ8evSoQDm9vLzU/zc3N4eVlZXGYfriZuHChdiwYUOuz/7ly5exfv16jc9cmzZtoFKpEBER8drt+fj44MaNG3j69Kn68//yO5GVlYUzZ86ovxP5/S66urqiZMmSufb1yy+/YPz48Th8+PBrPxtF5bfffoOFhQVMTEzQrl079OrVCx9++CFycnJQuXJljdcxODhY47srl8s1Pnd5SUpKQlRUFBo3bqzR3rhx41zv3as/P16qVq0aDAz++RVSqlQp9akuAGBoaAh7e3uNz/r27dvRuHFjODo6wsLCAtOmTcv1s8rNzQ2Wlpbqx6VLl1ZvIywsDEql8rXf68uXL+Pu3buwtLRUvzZ2dnbIyMgokp9tzZo1Q2hoqMa0Zs0a9fycnBzMnTsXnp6esLOzg4WFBQ4dOpTrNahTp47G47CwMDRo0ECjzdvbW+NxQb4nAHDkyBG0aNECZcqUgaWlJT7++GPExcWpDxEDuT9HV69ezdfnj94PvBdwAZiYmKBVq1Zo1aoVpk+fjqFDh2LmzJmYMGFCoe3DxsYGNWrUQFBQEEJCQtCqVSs0bdoUvXr1wu3bt3Hnzh31L6bU1FS0adMGbdq0webNm1GyZElERkaiTZs2uU4cNjc3V///5Xkev//+O8qUKaOx3Pt0H8m1a9ciOzsbTk5O6jYhBBQKBVasWAFTU9PXrvumefllYGAA8a87KeZ1gryxsbHGY5lMVqxPpm7atCnatGkDf39/jXMaU1JS8Mknn2DMmDG51nFxcXnt9l7+sgwODkZwcDDmzZsHR0dHLFy4EH/++SeysrLQqFGjAmV89fvwqlq1auHixYtYt24d6tatW6ArmAtbs2bNsHLlSsjlcjg5OcHIyAjbt2+HoaEhLly4AENDQ43lLSws1P83NTUt1Ox5vV55fa7f9FkPCQlBv379MHv2bLRp0wbW1tbYtm0bFi9e/NbtvtzG2763KSkpqFOnTp7nbeZV8Bc2c3NzVKxYUaPt1T8Yv/rqK3zzzTdYtmyZ+vy7cePGvfHndX4V5Hty//59dOzYESNGjMC8efNgZ2eHU6dOYciQIcjMzFRfpPjvz1FKSkq+Pn/0fmAB+B94eHhgz549qFq1Kh4+fIiHDx+qex5u3LiBhIQEeHh4vHZ9uVyOnJycXO0+Pj44fvw4zp8/r/5yVq1aFfPmzUPp0qVRuXJlAMDNmzcRFxeHBQsWqPf7119/5Sv3yxN6pe7leFfZ2dn46aefsHjxYrRu3VpjXteuXbF161Z4eXnh6NGjGDRoUK71PT09oVKpEBwcjJYtW+aaX7VqVezcuRNCCPUPwNOnT8PS0hJly5YF8OIXSnR0tHqdpKSkN/Zk5UUulwNAnp+D99mCBQtQs2ZNuLu7q9tq166NGzdu5PoF+aq8vhMymQxNmjTBr7/+iuvXr+ODDz6AmZkZlEolVq9ejbp166p/Yb7rd/GlChUqYPHixfD19YWhoSFWrFjxLk+/UORVTNSqVQs5OTmIjY1FkyZN/tP2rays4OTkhNOnT2v8HDh9+jTq16//n7adlzNnzsDV1RVffPGFuu3BgwcF2kalSpVgamqKo0ePYujQobnm165dG9u3b4eDgwOsrKz+c+bCdvr0aXTp0gUfffQRgBcXtNy+ffutn82qVauqLx576ezZsxqPC/I9uXDhAlQqFRYvXqzuxf3555/fmr8wP38kPR4Czoe4uDg0b94cmzZtwpUrVxAREYEdO3Zg0aJF6NKlC1q2bAlPT0/069cPFy9exPnz59G/f3/4+PjkeejkJTc3N5w7dw7379/Hs2fP1H/l+vr64tChQzAyMkKVKlXUbZs3b9b4Qe3i4gK5XI5vv/0W9+7dw969ezF37ty3Ph9LS0tMnDgR48ePx4YNGxAeHo6LFy/i22+/xYYNG/7jq1U0fvvtNzx//hxDhgxB9erVNaYePXpg7dq1mDlzJrZu3YqZM2ciLCwMV69excKFCwG8eO0HDBiAwYMHY8+ePYiIiEBQUJD6h+DIkSPx8OFDjB49Gjdv3sSvv/6KmTNnws/PT/0Ds3nz5ti4cSNOnjyJq1evYsCAAbn+Kn4bV1dXyGQy/Pbbb3j69KnGVXjvs5ffh+XLl6vbJk+ejDNnzuCzzz5DaGgo7ty5g19//RWfffaZehk3NzecOHECjx8/xrNnz9Ttvr6+2Lp1K2rWrAkLCwsYGBigadOmub4T7/pdfFXlypVx/Phx7Ny5U+fG6axcuTL69euH/v37Y9euXYiIiMD58+cREBCA33//vcDbmzRpEhYuXIjt27fj1q1bmDJlCkJDQzF27NhCz16pUiVERkZi27ZtCA8Px/Lly7F79+4CbcPExASTJ0/G559/rj5l5ezZs+rTPvr164cSJUqgS5cuOHnypPp7PWbMmAKfuqENlSpVwuHDh3HmzBmEhYXhk08+0bhC/XU+/fRT3LlzB5MmTcKtW7ewZcuWXCMeAPn/nlSsWBFZWVnq3x0bN27EqlWr3pqjsD9/JDGJz0F8L2RkZIgpU6aI2rVrC2tra2FmZibc3d3FtGnTRFpamhDixcmxnTt3Fubm5sLS0lL873//EzExMept5HURyK1bt0TDhg2Fqampxry4uDghk8lEr1691Mu+PIF71apVGtm2bNki3NzchEKhEN7e3mLv3r0CgLh06ZIQ4vUXGahUKrFs2TLh7u4ujI2NRcmSJUWbNm1EcHBw4b1wWtSxY0fRvn37POedO3dOABCXL18WO3fuFDVr1hRyuVyUKFFCdO/eXb1cenq6GD9+vChdurSQy+WiYsWKYt26der5QUFBol69ekIulwtHR0cxefJkkZWVpZ6fmJgoevXqJaysrISzs7NYv359nheB7N69WyOftbW1CAwMVD+eM2eOcHR0FDKZTAwYMOA/vS5SyesKyIiICCGXyzUuPDh//rxo1aqVsLCwEObm5sLLy0vjIoSQkBDh5eUlFAqFxnovvz8vL4YS4sVVjADEwYMHNfb7tu/izJkzRY0aNXI9h39flHXjxg3h4OAg/Pz8Cvpy/Gevu6JUiBdXus6YMUO4ubkJY2NjUbp0adGtWzdx5coVIcSLk/etra1zrZfXRSA5OTli1qxZokyZMsLY2FjUqFFDfYGSEP9cBPLy58mb8uV1Udu/L+qZNGmSsLe3FxYWFqJXr15i6dKlGlnzem+WLl0qXF1dNTJ/+eWXwtXVVRgbGwsXFxeNq/ujo6NF//79RYkSJYRCoRDly5cXw4YNE4mJiblek8KUn6uA4+LiRJcuXYSFhYVwcHAQ06ZNE/3799dYL6/XUYgXoxxUrFhRKBQK0aRJE7Fu3bpcP9sL8j1ZsmSJKF26tDA1NRVt2rQRP/30k8b2Xvc5etvnj94fMiH+dRITERERERVrPARMREREpGdYABIRERHpGRaARERERHqGBSARERGRnmEBSERERKRnWAASERER6RkWgERERER6hgUgERERkZ5hAUhEOmvgwIHo2rWr+rGvr68kt2cLCgqCTCZDQkJCke+biEgbWAASUYENHDgQMpkMMpkMcrkcFStWxJw5c5Cdna3V/e7atStf97sGWLQREb2JkdQBiOj91LZtWwQGBkKpVGL//v0YNWoUjI2N4e/vr7FcZmYm5HJ5oezTzs6uULZDRKTv2ANIRO9EoVDA0dERrq6uGDFiBFq2bIm9e/eqD9vOmzcPTk5OcHd3BwA8fPgQPXv2hI2NDezs7NClSxfcv39fvb2cnBz4+fnBxsYG9vb2+Pzzz/HvW5X/+xCwUqnE5MmT4ezsDIVCgYoVK2Lt2rW4f/8+mjVrBgCwtbWFTCbDwIEDAQAqlQoBAQEoV64cTE1NUaNGDfzyyy8a+9m/fz8qV64MU1NTNGvWTCMnEVFxwAKQiAqFqakpMjMzAQBHjx7FrVu3cPjwYfz222/IyspCmzZtYGlpiZMnT+L06dOwsLBA27Zt1essXrwY69evx7p163Dq1CnEx8dj9+7db9xn//79sXXrVixfvhxhYWFYvXo1LCws4OzsjJ07dwIAbt26hejoaHzzzTcAgICAAPz0009YtWoVrl+/jvHjx+Ojjz5CcHAwgBeFavfu3dGpUyeEhoZi6NChmDJlirZeNiIiSfAQMBH9J0IIHD16FIcOHcLo0aPx9OlTmJubY82aNepDv5s2bYJKpcKaNWsgk8kAAIGBgbCxsUFQUBBat26NZcuWwd/fH927dwcArFq1CocOHXrtfm/fvo2ff/4Zhw8fRsuWLQEA5cuXV89/ebjYwcEBNjY2AF70GM6fPx9HjhyBt7e3ep1Tp05h9erV8PHxwcqVK1GhQgUsXrwYAODu7o6rV69i4cKFhfiqERFJiwUgEb2T3377DRYWFsjKyoJKpULfvn0xa9YsjBo1Cp6enhrn/V2+fBl3796FpaWlxjYyMjIQHh6OxMREREdHo0GDBup5RkZGqFu3bq7DwC+FhobC0NAQPj4++c589+5dpKWloVWrVhrtmZmZqFWrFgAgLCxMIwcAdbFIRFRcsAAkonfSrFkzrFy5EnK5HE5OTjAy+ufHibm5ucayKSkpqFOnDjZv3pxrOyVLlnyn/ZuamhZ4nZSUFADA77//jjJlymjMUygU75SDiOh9xAKQiN6Jubk5KlasmK9la9euje3bt8PBwQFWVlZ5LlO6dGmcO3cOTZs2BQBkZ2fjwoULqF27dp7Le3p6QqVSITg4WH0I+FUveyBzcnLUbR4eHlAoFIiMjHxtz2HVqlWxd+9ejbazZ8++/UkSEb1HeBEIEWldv379UKJECXTp0gUnT55EREQEgoKCMGbMGDx69AgAMHbsWCxYsAB79uzBzZs3MXLkyDeO4efm5oYBAwZg8ODB2LNnj3qbP//8MwDA1dUVMpkMv/32/3btEEWhMAqg8JkqvGwQHth8yewOrIpVDCKIWEQFi0GE5wIMGn3FJhjGDbgAu4grsCrYZtq0maZh/vMt4IabDpf7ye12436/E0URo9GIwWBAlmVcr1dOpxPL5ZIsywDodrtcLhfG4zHn85ntdstms3n1iiTprQxASS+Xy+U4Ho/EcUy9XidJEtrtNs/n8+ciOBwOaTabtFotKpUKURRRq9X+nLtarWg0GvR6PUqlEp1Oh8fjAUChUGA2mzGZTMjn8/T7fQDm8znT6ZTFYkGSJFSrVQ6HA8ViEYA4jtntduz3e8rlMuv1mjRNX7gdSXq/j6/fPqwlSZL0L3kBlCRJCowBKEmSFBgDUJIkKTAGoCRJUmAMQEmSpMAYgJIkSYExACVJkgJjAEqSJAXGAJQkSQqMAShJkhQYA1CSJCkw39A4ia1PqjP7AAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}