Final_crop_recommendation.ipynb

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      "cell_type": "markdown",
      "source": [
        "# Crop Recommendation\n",
        "\n",
        "Data: [Link](https://www.kaggle.com/datasets/atharvaingle/crop-recommendation-dataset)\n",
        "\n",
        "**Atrributes:**\n",
        "\n",
        "\n",
        "*   N - ratio of Nitrogen (NH4+) content in soil\n",
        "*   P - ratio of Phosphorous (P) content in soil\n",
        "*   K - ratio of Potassium (K) content in soil\n",
        "*   temperature\n",
        "*   humidity\n",
        "*   ph\n",
        "*   rainfall\n",
        "\n",
        "**Target**\n",
        "\n",
        "Recommended crop"
      ],
      "metadata": {
        "id": "5zUd8LJS4APV"
      }
    },
    {
      "cell_type": "code",
      "execution_count": 1,
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        "id": "NpIGaDCYa94E",
        "outputId": "1e5ee4f9-bc31-4cf3-8cbb-d60c06f2b8d8"
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      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mounted at /content/drive\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Importing Liberaries"
      ],
      "metadata": {
        "id": "i9AMQwer5_D8"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import random\n",
        "\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "import plotly.graph_objects as go\n",
        "import plotly.express as px\n",
        "from plotly.subplots import make_subplots\n",
        "import json\n",
        "import joblib\n",
        "\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.tree import DecisionTreeClassifier\n",
        "from sklearn import metrics \n",
        "from sklearn.model_selection import cross_val_score\n",
        "from sklearn.metrics import confusion_matrix\n",
        "from sklearn.naive_bayes import GaussianNB\n",
        "from sklearn.svm import SVC\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.ensemble import RandomForestClassifier"
      ],
      "metadata": {
        "id": "0mVd-NsQeAqf"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Get the Data"
      ],
      "metadata": {
        "id": "QY_vRA_bXAsa"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "data = pd.read_csv(\"/content/drive/MyDrive/AgriWise/ML/crop-recommendation/Crop_recommendation1.csv\")\n",
        "data.head()"
      ],
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        "id": "RwIwR9QYf3r6",
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              "    N   P   K  temperature   humidity        ph    rainfall label\n",
              "0  90  42  43    20.879744  82.002744  6.502985  202.935536  rice\n",
              "1  85  58  41    21.770462  80.319644  7.038096  226.655537  rice\n",
              "2  60  55  44    23.004459  82.320763  7.840207  263.964248  rice\n",
              "3  74  35  40    26.491096  80.158363  6.980401  242.864034  rice\n",
              "4  78  42  42    20.130175  81.604873  7.628473  262.717340  rice"
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              "      <th>1</th>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>78</td>\n",
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              "      <td>20.130175</td>\n",
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      "source": [
        "## Data Discovering"
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            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 2200 entries, 0 to 2199\n",
            "Data columns (total 8 columns):\n",
            " #   Column       Non-Null Count  Dtype  \n",
            "---  ------       --------------  -----  \n",
            " 0   N            2200 non-null   int64  \n",
            " 1   P            2200 non-null   int64  \n",
            " 2   K            2200 non-null   int64  \n",
            " 3   temperature  2200 non-null   float64\n",
            " 4   humidity     2200 non-null   float64\n",
            " 5   ph           2200 non-null   float64\n",
            " 6   rainfall     2200 non-null   float64\n",
            " 7   label        2200 non-null   object \n",
            "dtypes: float64(4), int64(3), object(1)\n",
            "memory usage: 137.6+ KB\n"
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              "                 N            P            K  temperature     humidity  \\\n",
              "count  2200.000000  2200.000000  2200.000000  2200.000000  2200.000000   \n",
              "mean     50.551818    53.362727    48.149091    25.616244    71.481779   \n",
              "std      36.917334    32.985883    50.647931     5.063749    22.263812   \n",
              "min       0.000000     5.000000     5.000000     8.825675    14.258040   \n",
              "25%      21.000000    28.000000    20.000000    22.769375    60.261953   \n",
              "50%      37.000000    51.000000    32.000000    25.598693    80.473146   \n",
              "75%      84.250000    68.000000    49.000000    28.561654    89.948771   \n",
              "max     140.000000   145.000000   205.000000    43.675493    99.981876   \n",
              "\n",
              "                ph     rainfall  \n",
              "count  2200.000000  2200.000000  \n",
              "mean      6.469480   103.463655  \n",
              "std       0.773938    54.958389  \n",
              "min       3.504752    20.211267  \n",
              "25%       5.971693    64.551686  \n",
              "50%       6.425045    94.867624  \n",
              "75%       6.923643   124.267508  \n",
              "max       9.935091   298.560117  "
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              "      <th>N</th>\n",
              "      <th>P</th>\n",
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              "      <th>mean</th>\n",
              "      <td>50.551818</td>\n",
              "      <td>53.362727</td>\n",
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              "      <td>25.616244</td>\n",
              "      <td>71.481779</td>\n",
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              "      <th>std</th>\n",
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              "      <td>32.985883</td>\n",
              "      <td>50.647931</td>\n",
              "      <td>5.063749</td>\n",
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              "      <th>min</th>\n",
              "      <td>0.000000</td>\n",
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              "      <td>14.258040</td>\n",
              "      <td>3.504752</td>\n",
              "      <td>20.211267</td>\n",
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              "      <th>25%</th>\n",
              "      <td>21.000000</td>\n",
              "      <td>28.000000</td>\n",
              "      <td>20.000000</td>\n",
              "      <td>22.769375</td>\n",
              "      <td>60.261953</td>\n",
              "      <td>5.971693</td>\n",
              "      <td>64.551686</td>\n",
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              "      <th>50%</th>\n",
              "      <td>37.000000</td>\n",
              "      <td>51.000000</td>\n",
              "      <td>32.000000</td>\n",
              "      <td>25.598693</td>\n",
              "      <td>80.473146</td>\n",
              "      <td>6.425045</td>\n",
              "      <td>94.867624</td>\n",
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              "      <th>75%</th>\n",
              "      <td>84.250000</td>\n",
              "      <td>68.000000</td>\n",
              "      <td>49.000000</td>\n",
              "      <td>28.561654</td>\n",
              "      <td>89.948771</td>\n",
              "      <td>6.923643</td>\n",
              "      <td>124.267508</td>\n",
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              "      <th>max</th>\n",
              "      <td>140.000000</td>\n",
              "      <td>145.000000</td>\n",
              "      <td>205.000000</td>\n",
              "      <td>43.675493</td>\n",
              "      <td>99.981876</td>\n",
              "      <td>9.935091</td>\n",
              "      <td>298.560117</td>\n",
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              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-5a8915c2-2c0d-4775-b8b8-b54345c422c3 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-5a8915c2-2c0d-4775-b8b8-b54345c422c3');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data.isnull().any()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "O_IN5kaagisu",
        "outputId": "9629eb13-3701-4424-cb45-1a50b3b1f122"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "N              False\n",
              "P              False\n",
              "K              False\n",
              "temperature    False\n",
              "humidity       False\n",
              "ph             False\n",
              "rainfall       False\n",
              "label          False\n",
              "dtype: bool"
            ]
          },
          "metadata": {},
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"Data shape: \", data.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rkxVMVQOgKVb",
        "outputId": "cd4c709c-5d13-4e86-d99a-94595e3f9eec"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Data shape:  (2200, 8)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cropNames = data['label'].unique()\n",
        "print(\"Number of crop names = \", len(cropNames))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RNyDQ2P0gWje",
        "outputId": "22b25fda-f557-4afe-ae69-08621a8b32b9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Number of crop names =  22\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"Crop names are \", cropNames)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MYn8C6Kig0m_",
        "outputId": "70ee2ac9-e1b5-45e1-97e6-663bbcafb85a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Crop names are  ['rice' 'maize' 'chickpea' 'kidneybeans' 'pigeonpeas' 'mothbeans'\n",
            " 'mungbean' 'blackgram' 'lentil' 'pomegranate' 'banana' 'mango' 'grapes'\n",
            " 'watermelon' 'muskmelon' 'apple' 'orange' 'papaya' 'coconut' 'cotton'\n",
            " 'jute' 'coffee']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data['label'].value_counts()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ihwdx53Tg_36",
        "outputId": "366a24fd-bab1-4036-cc13-de9d7300e25d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "rice           100\n",
              "maize          100\n",
              "jute           100\n",
              "cotton         100\n",
              "coconut        100\n",
              "papaya         100\n",
              "orange         100\n",
              "apple          100\n",
              "muskmelon      100\n",
              "watermelon     100\n",
              "grapes         100\n",
              "mango          100\n",
              "banana         100\n",
              "pomegranate    100\n",
              "lentil         100\n",
              "blackgram      100\n",
              "mungbean       100\n",
              "mothbeans      100\n",
              "pigeonpeas     100\n",
              "kidneybeans    100\n",
              "chickpea       100\n",
              "coffee         100\n",
              "Name: label, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 18
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cropMeanValue = pd.pivot_table(data, index=['label'], aggfunc='mean')\n",
        "cropMeanValue.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "Hjmb8iKChGeK",
        "outputId": "7629b73b-4f56-4c4d-af73-d3323be16bc6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                K       N       P   humidity        ph    rainfall  \\\n",
              "label                                                                \n",
              "apple      199.89   20.80  134.22  92.333383  5.929663  112.654779   \n",
              "banana      50.05  100.23   82.01  80.358123  5.983893  104.626980   \n",
              "blackgram   19.24   40.02   67.47  65.118426  7.133952   67.884151   \n",
              "chickpea    79.92   40.09   67.79  16.860439  7.336957   80.058977   \n",
              "coconut     30.59   21.98   16.93  94.844272  5.976562  175.686646   \n",
              "\n",
              "           temperature  \n",
              "label                   \n",
              "apple        22.630942  \n",
              "banana       27.376798  \n",
              "blackgram    29.973340  \n",
              "chickpea     18.872847  \n",
              "coconut      27.409892  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-a3846689-13f3-4c0a-93e2-43c43ac11ab8\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>K</th>\n",
              "      <th>N</th>\n",
              "      <th>P</th>\n",
              "      <th>humidity</th>\n",
              "      <th>ph</th>\n",
              "      <th>rainfall</th>\n",
              "      <th>temperature</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>label</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
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              "      <th></th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>apple</th>\n",
              "      <td>199.89</td>\n",
              "      <td>20.80</td>\n",
              "      <td>134.22</td>\n",
              "      <td>92.333383</td>\n",
              "      <td>5.929663</td>\n",
              "      <td>112.654779</td>\n",
              "      <td>22.630942</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>banana</th>\n",
              "      <td>50.05</td>\n",
              "      <td>100.23</td>\n",
              "      <td>82.01</td>\n",
              "      <td>80.358123</td>\n",
              "      <td>5.983893</td>\n",
              "      <td>104.626980</td>\n",
              "      <td>27.376798</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>blackgram</th>\n",
              "      <td>19.24</td>\n",
              "      <td>40.02</td>\n",
              "      <td>67.47</td>\n",
              "      <td>65.118426</td>\n",
              "      <td>7.133952</td>\n",
              "      <td>67.884151</td>\n",
              "      <td>29.973340</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>chickpea</th>\n",
              "      <td>79.92</td>\n",
              "      <td>40.09</td>\n",
              "      <td>67.79</td>\n",
              "      <td>16.860439</td>\n",
              "      <td>7.336957</td>\n",
              "      <td>80.058977</td>\n",
              "      <td>18.872847</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>coconut</th>\n",
              "      <td>30.59</td>\n",
              "      <td>21.98</td>\n",
              "      <td>16.93</td>\n",
              "      <td>94.844272</td>\n",
              "      <td>5.976562</td>\n",
              "      <td>175.686646</td>\n",
              "      <td>27.409892</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-a3846689-13f3-4c0a-93e2-43c43ac11ab8')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      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-a3846689-13f3-4c0a-93e2-43c43ac11ab8 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-a3846689-13f3-4c0a-93e2-43c43ac11ab8');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Elements Analysis"
      ],
      "metadata": {
        "id": "r9MuxBCBi7Nk"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "colorArray = ['#0592D0','#Cd7f32', '#E97451', '#Bdb76b', '#954535', '#C2b280', '#808000','#C2b280', '#E4d008', '#9acd32', '#Eedc82', '#E4d96f',\n",
        "           '#32cd32','#39ff14','#00ff7f', '#008080', '#36454f', '#F88379', '#Ff4500', '#Ffb347', '#A94064', '#E75480', '#Ffb6c1', '#E5e4e2',\n",
        "           '#Faf0e6', '#8c92ac', '#Dbd7d2','#A7a6ba', '#B38b6d', '#127800', '#a8812c', '#027da6', '#3d6636']"
      ],
      "metadata": {
        "id": "jw-0DVnniqyT"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def analyzeElements(values, code, name):\n",
        "  fig = make_subplots(rows=1, cols=2)\n",
        "\n",
        "  top = {\n",
        "      'y' : values[code][0:10].sort_values().index,\n",
        "      'x' : values[code][0:10].sort_values()\n",
        "  }\n",
        "\n",
        "  last = {\n",
        "      'y' : values[code][-10:].index,\n",
        "      'x' : values[code][-10:]\n",
        "  }\n",
        "\n",
        "  fig.add_trace(\n",
        "      go.Bar(top,\n",
        "            name=\"Most \"+name+\" required\",\n",
        "            marker_color=random.choice(colorArray),\n",
        "            orientation='h',\n",
        "            text=top['x']),\n",
        "      \n",
        "      row=1, col=1\n",
        "  )\n",
        "\n",
        "  fig.add_trace(\n",
        "      go.Bar(last,\n",
        "            name=\"Least \"+name+\" required\",\n",
        "            marker_color=random.choice(colorArray),\n",
        "            orientation='h',\n",
        "            text=last['x']),\n",
        "      row=1, col=2\n",
        "  )\n",
        "  fig.update_traces(texttemplate='%{text}', textposition='inside')\n",
        "  fig.update_layout(title_text=name,\n",
        "                    plot_bgcolor='white',\n",
        "                    font_size=12, \n",
        "                    font_color='black',\n",
        "                  height=500)\n",
        "\n",
        "  fig.update_xaxes(showgrid=False)\n",
        "  fig.update_yaxes(showgrid=False)\n",
        "  fig.show()"
      ],
      "metadata": {
        "id": "ySX6ygnjjcIq"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Nitrogen Analysis**\n"
      ],
      "metadata": {
        "id": "Q8JSYpjRjKLR"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "Nitrogen = cropMeanValue.sort_values(by='N', ascending=False)\n",
        "analyzeElements(Nitrogen, 'N', \"Nitrogen\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 517
        },
        "id": "8sVsXEUShrur",
        "outputId": "a53b28a7-da97-43b1-d292-ac9d1c5e6141"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/html": [
              "<html>\n",
              "<head><meta charset=\"utf-8\" /></head>\n",
              "<body>\n",
              "    <div>            <script src=\"https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/MathJax.js?config=TeX-AMS-MML_SVG\"></script><script type=\"text/javascript\">if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}</script>                <script type=\"text/javascript\">window.PlotlyConfig = {MathJaxConfig: 'local'};</script>\n",
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    {
      "cell_type": "markdown",
      "source": [
        "**Phosphorus Analysis**\n"
      ],
      "metadata": {
        "id": "7XGmZ2jVjOTE"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "Phosphorus=cropMeanValue.sort_values(by='P', ascending=False)\n",
        "analyzeElements(Phosphorus,'P', \"Phosphorus\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 517
        },
        "id": "g5RPnC1Li1t4",
        "outputId": "8953335f-1f7c-4a08-8bd6-01acb2189c82"
      },
      "execution_count": null,
      "outputs": [
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    {
      "cell_type": "markdown",
      "source": [
        "**Potassium analysis**"
      ],
      "metadata": {
        "id": "t63ArZnhmK-x"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "Potassium=cropMeanValue.sort_values(by='K', ascending=False)\n",
        "analyzeElements(Potassium, 'K', \"Potassium\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 517
        },
        "id": "AeGK3QzflvQH",
        "outputId": "95d7c90a-f7c9-4df9-f5a0-8f542df39198"
      },
      "execution_count": null,
      "outputs": [
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            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Ratio of elements for some crops"
      ],
      "metadata": {
        "id": "DLF2Qn7QmxCb"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def plotElementRatio(name):\n",
        "  labels = ['Nitrogen(N)','Phosphorous(P)','Potash(K)']\n",
        "  elementNPK = cropMeanValue[cropMeanValue.index==name]\n",
        "  sizes = [elementNPK['N'][0], elementNPK['P'][0], elementNPK['K'][0]]\n",
        "\n",
        "  fig, ax = plt.subplots(figsize=(5, 5))\n",
        "  ax.pie(sizes, labels=labels, autopct='%1.1f%%', colors=['#ffb3dd', '#99ddff', '#aaff94'])\n",
        "  plt.title(name)\n",
        "  plt.show()"
      ],
      "metadata": {
        "id": "NNjUlG1FeDIt"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plotElementRatio('apple')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 444
        },
        "outputId": "0a1b6340-9fc5-4434-e0b6-abadc3841bda",
        "id": "MzHkT9uHe8um"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 500x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plotElementRatio('rice')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 444
        },
        "id": "RcDbUB-6n3QH",
        "outputId": "11ec17f1-996d-4dfc-b165-c71a173c372a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 500x500 with 1 Axes>"
            ],
            "image/png": 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qJrsIvtur63Uif5QeA11SNXUhQCnwpPZ+PmKsmuLSr47IMZKioHsahGswS6BR4EnNud3GvnVbcsyuRCSwxUXAKWlakizAKPCkZlxuY8qBBqeI1IzTAT3TtOtCAFHgyfGVu2HFXmOpMBGpufAw6N4AkpxmVyIo8OR4yl3G4JT9hWZXIhKcwmzG4tPaWNZ0CjypWrkLvt1rrKAiIiemYxK0qGd2FZamwJPKlbngmz1wqMjsSkRCh+bqmUqBJ8cqdcE3u7UAtIgvNI6FzBSFngk0UUQqKi2HrxV2Ij7zcx6sOWB2FZakwJPflZTDV7shR2En4lM7j8A6hZ6/KfDEUPxb2OVqXUwRv9h22NhhRPxGgSdQXAZf/apFoEX8bXMObMo2uwrLUOBZXUk5LN8NR0rNrkTEmjZmw9Zcs6uwBAWelbncxqTyPIWdiKnWHzQWZRefUuBZ2er9mmcnEihW7Yf9Wr7PlxR4VrUp2xgeLSKBwY3R46JR0j6jwLOiX/OM6wYiEljK3caiD/m6zOALCjyryS6ClfvNrkJEqlLiMhZ/KCozu5KQo8CzksIyo8tEO5WLBLaCMmNLLv1f9SoFnlUcXQy6uNzsSkSkJrKLYYMmpnuTAs8K3G74fi8c0cTyYDL5reewDW3FLS9OAmD73p+xDW1V6ddbSz+o8nmqesxj//cCAMWlxVz5+Gjih2XS9voz+WTlsgqPf+z/XmDk8+N9dp5SjW25xjV38QqH2QWIH6w7CPu0p10w+fan1Tz/4Rt0bt7ec1uT5IbsnvlVheNe+HA2j819kcEnn17lc/35MQtWfM7fnr6bv/Y6x/McK7asZfljb7FgxedcPuUW9r76DTabjW17dvHiR2/y3b/nee/kpHZW74f4CIiNMLuSoKcWXqjbngvbD5tdhdRCXmE+Ix6/lRdHPkRi7O8bhtrtdtISUyp8zf3qY4b1OZdYZ0yVz/fnx7z71ULO6HQqLdOaArBh1xbO63kmHZu15cYhV7I/9xAHDhtdaTdMG8sjWXcSHx3n25OWqpW5jet55S6zKwl6CrxQdqDQaN1JULnxuXEM6X4GA7v0rva4FZvXsHLrev521iU1fu692Qf433eL+dtZwzy3ZbZoz9L131FYXMRH339Bw/qpJMfXZ9bid4kKj+TC0wbV+VzES46UwmrtrnCi1KUZqkrKYeU+YzKrBI3ZX7zH91vW8e0T84577Esfv0VGk9b0yji5xs8/47N3iHPGcFGv30Ps2rMuYfX2jXT41yCS4xOZc+dUsvNyuX/Wkyx+aBb3vfo4s5e8T6u0Zrx882QaJaXV5dTkRP2SB/WjoFm82ZUELQVeqFp7AIo0IjOY7Nr/Kze/OImFE2cSFRFZ7bGFxUW8/sV8xg6/qVav8fLCtxnR/7wKzx/uCOfZGyZUOO6aJ+9k1NCr+GHreuZ9tZBVT/+PR995gVHPT+Sde/9Tq9cUL1p3EOpFQkL1vx9SOXVphqJf8uDXfLOrkFpasXkt+3IO0u2W83Cc3xbH+W35fO3XPP3eDBznt6W8/PcPMG8vW0BBcRFXDbiwxs+/ZN23bPxlK9edPbza4xatXs66nZu4achVLF7zNed2709MVDTD+pzL4rVf1/n8xAtcv13PK9GH2bpQCy/UFJYZrTsJOmdm9mLNMxWnF1zz5F20b9yKuy7+B3a73XP7Swvf4ryeZ5JSL6nGz//Sx3M4ufVJZLbIqPKYopJibnxuPLNGP4HdbqfcVY7bbfSLl5aXUe7SG63pCsuM1ZJ6NACbzexqgopaeKHE7Tau25VqNFcwiouO5aRm7Sp8xURFkxSfwEnN2nmO2/zrdr5Y9w3XnT2s0udp/8+zmLv8owq3HS44wlvLFhy3dTdp9lTOPfl0urbqCEDvjJP5v+UfsXrbjzzz/qv0rsX1QvGhfQXG5rFSK2rhhZJtuXBQ2/2Eupc/eZvGSWmc3bVvpfdv/GUrufkV91ab/cX7uN1uLus3tMrnXbtjI3OWfsDKp9/33HZx78EsXvM1fe8eTrtGLXn99n975yTkxP2UDUlOYyCL1IjNfbS/QoLb4RJY+ovW3hOxkthw6NcYwtS1WRPq0gwF5W74YZ/CTsRq8krVtVkLCrxQsPGQ1skUsarNOZCn//81ocALdgcKYWuu2VWIiFlcblijkdk1ocALZqUuWKXNXEUs72AR7Dpy/OMsToEXzDYcNObkiIisP6j9Lo9DgResDhfDTn2iE5HflLqM0JMqKfCClXZBEJE/+yUP9heYXUXAUuAFoz35mmAuIpVbc0B751VBgRdsXG51W4hI1QrKYFOO2VUEJAVesNmea/xCi4hUZUuOsfqSVKDACyYl5frkJiLH5wbWaMrSnynwgsnGbO2EICI1k11sXO8XDwVesDhSAjsPm12FiASTn7KNbcMEUOAFj/UHjW4KEZGaOlwCezRN4SgFXjDYWwD7C82uQkSCkVp5Hgq8QOdyG0uIiYjUxZES2K1reaDAC3w7Dxt7XomI1NUmtfJAgRfYXG5t7igiJ+5IqVp5KPAC2+58KNLq5yLiBbqWp8ALaFtzzK5AREJFXin8au1WngIvUB0ohFwtDSQiXmTxVp4CL1BtzTW7AhEJNfmlxhZCFqXAC0R5JbBPk0VFxAd+yjYGxFmQAi8QbVHrTkR8pKAMfrVmK0+BF2iKyy3d5SAifrDDmuvyKvACzfZcy3Y3iIifZBcbK7BYjAIvkJS7LPvJS0T8bNcRsyvwOwVeINmVByXa705E/ODnI5brTVLgBQq3G7ZpsIqI+EmJy3IbxCrwAsXeAmOOjIiIv+y0VremAi9QWLA/XURMdqDQUh+0FXiBoNSlDV5FxBwW+rCtwAsEe/Itd/FYRALELusMXlHgBQKLrnogIgGguNwySxkq8MxWUm70o4uImMUig1cUeGbbnQ/W6E0QkUC1vwAKy8yuwucUeGZTd6aImM2NJQavKPDMVFQGB4vMrkJExBKT0BV4Ztod+r9gIhIkDpcYH8JDmALPTOrOFJFAEuKjNRV4ZiksM7boEBEJFAo88Qm17kQk0BwoDOlJ6Ao8syjwRCTQlLnhUOgOpFPgmaGgFHKtt9uwiASBEO7WVOCZQVMRRCRQKfDEqw5pKTERCVB5pUYvVAhS4JlBLTwRCWQh2spT4PlbURkUhPbkThEJcgo88YoQHgElIiHiQBGUu8yuwusUeP6m7kwRCXQud0i+Vynw/E0DVkQkGIRgt6YCz59KyuFIaI5+EpEQkxN6Sx8q8PxJ1+9EJFgcKQF3aC0zpsDzJwWeiASLcjfkh1aPlALPnxR4IhJMQmwJRAWev5S5IDf0+sRFJISF2HuWAs9fsosgtLrDRSTUHVYLT+pCm72KSLA5HFrvWwo8fzkSWp+URMQCSlxQGDpLISrw/CVPgSciQSiEWnkKPH9wh97wXhGxiBAaqanA84f8Mgi9dVhFxApCaKSmAs8f1J0pIsEqhEZqKvD8IU/dmSISpArLjHWAQ4ACzw+ybWEciYvUNDwRCU4h0spzmF2AFSxxxrOnSTx23MTZoR7l1CsrI764lHqFJcTnFRF7pBib2YWKiFQmRKYmKPD84PBvPZrl2MgphxwcYHNAVBREAYkoDEUkcBUr8KQGylxQUIPu72rD0OYmPsxNPC6FoYj4X1FoXMNT4PnYES98MCp328gut5FNmMJQRPyvWIEnNZDv456AuoRhvSNFxOQpDEWkhhR4UhOFJv6eKAxFxCsUeFITZgZedWofhsXUO1KsMBSxIg1akZoI1MCrTuVhGKcwFLGqMrcxAs8R3FO3FXg+FoyBVx2FoYhFFZcr8KR6RRZaNFphKBLCisshJtzsKk6IAs/HQq2FV1cKQ5EgFwLX8RR4PqbAOz6FoUgQCIHJ5wo8HwuB3xFT1ToMC4qNqRX5JQpDEW8KgakJCjwfK9MWCT5TZRjWVxiKeJ0CT6pTrrAzjcJQxMtKFXhSDQVeYFIYitRBCIw4V+D5kAIv+CgMRargDv43NAWeDynwQovCUCwtBN7PFHg+pMCzDoWhhDy18KQ6CjwBhaGEiBB4P1Pg+ZACT46nNmFYr7iUeIWhmMUV/G9oCjwfCoEeADFRTcMw2X2YqNg1ZpcrIc5pi6Uljcwu44Qo8HwoTB/BxUf+GIaHIh04kteaXZKEuPo0oCUnm13GCQnuvR4CnF2BJ35QVBpldgliAWEhEBfBfwYBTIEn/lDqisDm1n9l8S1bCMRF8J9BAFOXpvhLBJFmlyAhzhYCw6QUeD6kFp74i8Otbk3xLXVpSrX0wxV/sSvwxMfUpSnVUgtP/CVMgSc+phaeVEuBJ/5icynwxLdC4TqxAs+HbDYIV+iJPyjwxMeiiDa7hBOmwPMxp93sCsQK3OUKPPGtKGLMLuGEKfB8LEqBJ35Qrhae+JhaeHJcCjzxh/IyBZ74lgJPjktdmuIPZerSFB9T4MlxReknLH5QUhr8I+gksCnw5LjUpSn+UKQuTfEhB+E4CDe7jBOmwPMxdWmKPxRrxwTxoVBo3YECz+eiFXjiBy7sONzB/wlcApMCT2okTu9B4ifhqJUnvhEKc/BAgedzcQ5CYFMNCQZaQFp8RS08qZEwG8Q6zK5CrECBJ76iwJMai1e3pviBFpAWX1HgSY3VU+CJHyjwxFdiiDe7BK9Q4PlBvLo0xQ/cLk0+F99IINnsErxCgecH6tIUf9COCeIL0cSFxF54oMDzCwWe+EO5Ak98IJEUs0vwGgWeHySE6wctvqcFpMUXQqU7E/Q+7BdhNqgfYXYVEupKtZ6m+IACT2otOTS6wCWAaT1N8YUEdWlKbSnwxNeK1cITL4sgimhizS7DaxR4fpKsLk3xsZLySGxu/ZcW7wml7kxQ4PlN/QitqSm+Fx4iw8clMITSCE1Q4PmNI8wYrSniSw7tmCBepBae1Jmu44mvObSAtHiRAk/qLFWBJz4WpuXFxEvsOIgj0ewyvEqB50fpTrMrkFBnUwtPvKQeSdhCbOSBAs+PEiPAaTe7CglpWm1FvKQ+DcwuwesUeH7WUO9H4kNubREkXtKQpmaX4HUKPD9Tt6b4khaQFm+w4yCFRmaX4XUKPD9L1/uR+FC5VlsRL0ilEXZCbyNPBZ6fJURAtK7jiY9oxwTxhjSamV2CTyjwTKBuTfGVErXwxAsaKvDEWxop8MRHtIC0nKg4Eokh3uwyfEKBZ4ImCjzxkaISBZ6cmFAcnXmUAs8E0Q6tuiK+4cKOw61FW6XuQvX6HSjwTNMs2uwKJFQ5tGOC1JGDcFJIN7sMn1HgmaRZjNkVSKjSAtJSV6k0JozQHUauwDNJ/Qiop54n8QG7Ak/qKFRHZx6lwDNRC7XyxAfCtLyY1JECT3xGgSc+ocCTOqhHEk5izS7DpxR4JkqJhLjQW71HzKbAkzpoTGuzS/A5BZ7JWof2ByoxgUvLi0kt2bDRgvZml+FzCjyTtY0zuwIJNdoxQWorjWYh350JCjzT1QuHNL0/iRdpAWmprZZ0MLsEv1DgBYC2of/BSvyoVOtpSi1EERPyozOPUuAFgFax4LCZXYWECu2YILXRnPbYLBIF1jjLABcepikK4j1FCjyphRZkmF2C3yjwAkQ7DV4RLykpi8DmVpeBHF8qjYmlntll+I0CL0A0jArdOXkLpj3MQxf0YFTnOG7vkcp/rr+APVs3Vjgmd/8eXh59JXecksbIk2J44LxufP/hOzV+jQ+fm8z1rWy8OemWCrfPefA2bu1Wn7t7N+Hrd2dVuG/FB2/xzN+H1vm8ApeN8CBaQHruwx9xT49HuSpuNNel3s2jF7zArxv3VjjmhevfYGSr8Yxw3srfUu7m0fOf55cf91T7vEV5xbx00xz+2fg+Rjhv5dYOD/Dxc0sqHDPjtne4pv6d3NDkPpbM+rbCfcvf+p7JQ5/zzkkGqBYWGaxyVIi+xQYfmw06xMPXh8yuxPt++vpz+l9xI80796C8vIx5U+7lqavPZvxH64mMNvpyX7n9KgoP5/CvF+YTm5jMN/Nf54WRw7h33nc07di12uffvvpbvnjjeRq371zh9lWfvse381/n5ukfs2/7JmbefS0d+w4itn4yhUdymff4GG599ROfnbeZHERRQpHZZdTI+s83M+jGfrTq0YzysnLeuPc9Hjj7GZ5Yfx9RMUZwtzy5CX1G9CC5aSJ5hwp4a/z/eODsZ3l22wTC7JV/bp9x2zus/ewnRr52FSnNk1j98Qb++6851E+vR/fzOvPde2tY+vp33PfxjezetJ9p184ic1AG8cmxFOQWMnvMe4z9ZKQ/fxR+FUEUjWhpdhl+pRZeAMmIh/AQ7Im6efqH9Lo4i/S2HWmSkUnWo9M59OtOdqxd4Tlm6/dfcsZVI2mR2ZOUpi0ZctN9RMcnsPMPx1SmKD+Pl24dwZUPvUh0vcQK9+3ZvIG2p/Sneefu9DzvMqJi4znw8zYA3pl8J6ePuIH66aG52WUw7Zgw5sMb6Z91Kk06NqR5ZmNunH4FB3Zms3XFLs8xA//Rhw79WpPaPImW3Zpw6QNDObgrm33bD1b5vD99uY3Trz6Fjv3bkto8iYH/6EOzzEZs/mYHAL9s2EPH/m1o1b0ZfS7rTnR8FPu2Gc/32p3zOOuGviQ3re/bkzdRM9phD+GdESqjwAsgEWHWmIheeCQXgJh6v7+ZtOzWi+/+9yb5OYdwuVx8+95sSouLaHtK/2qf641xN9LpjCFk9B54zH2NMzLZseY78nOz2bFmBaXFhaQ0a83m75ayc933DLh6lFfPK5AE8wLSBblGyzS2fuWbRhblF7Pola9IbZFEcpPESo8BaNurBSvmr+HQLzm43W7WLvqJ3T/to/PZxiCNZpmN2PLdTvKyC9i6YiclhaWktU7hx6Vb2Pb9Ls4d1d/r5xZIrDL37o/UpRlgOtWD9YfBbXYhPuJyuZjzwC20Ork3jdqd5Ln9H1Pn8OKo4dx2chJhDgcRUdHcMG0uqc2rXt/v2/dms3Pd99w779tK7+/YbxCnXHAFD1/Qg/AoJ1mPziDSGcOssTeQ9eh0Pp81jUUzpxKbmMwVD75AetuOXj9fs9iCqIX3Ry6Xi+m3vE273i1pelLFjUg/+s8XvHbnPIrzS0hv14D7Ft6EI6Lqt7Brp17C8/94g382vg+7IwxbWBjXv3gZHfoZv1NdBnWg7xU9uKfHo0Q4w7lxxpVExUTw4g2zuXH6lXw8bQkLpn5OfHIs/3jhMpp0bOjTc/enJNKIJ3Rbr1VR4AWY+HBoGg07CsyuxDfeGHcjv/60ljveXFrh9nefGEvB4RxumfkJsfWTWblwHi+MHMYdby6hUbtOxzzPoV938eakm7ll5kLCI6t+cx9683iG3jze8/f3np5ARu+B2MPD+eDZB7j/gzWsXvQ+r9x+FWPmV999GlTKoyAI91t86cY57Fq7m4lLbz3mvr4jetD5rPZk7z7Me1M+4d/DXmbSstuIiKr8RBdM/ZxNX23nzvnXk9KsPhu+2MxLN84hMb0enQca60YOGz+EYeOHeB7z1oQP6DSwPfZwO+888CGPr7mXFe+v5ZmrZvLIirt8c9ImaMVJxz8oBKlLMwB1DtFRwm+Mv4k1n73PbbMWkdiwsef2/Tu2sPjVZ7h68stk9D6TJhmZDB01jmadurP41Wcrfa6da1dw5OA+HjyvGze0dXBDWwc/ff05i2Y8zQ1tHbjKy495zJ4tP/LNvNc479ZJ/PTVYtr07EdcUgrdzx3GznXfU5R3xGfn7m/uIOzSfOmmOXz//lrGLRpFUuNjuyqj6zlp2CaVDv1aM/rt6/j1x718M3dVpc9VUljCG/e+x9VPXET3oZ1o1rkR59x0Or2Gd+O9KZ9W+phfftzDkte+5dJJf2Hd4k1k9GtNfEocpw3rxrbvd1F4JDgGAR1PLAk0pY3ZZZhCLbwA1NAJyRFwoMTsSrzD7XYze8JIVn48l9tmLSa5SYsK95cUGc1ZW1jFz19hdjsul6vS52zf60zu/2BNhdtm3HUNaa3aM+gfdxFmr3gx3u1289p913PxmCeIionF5SqnvLQUgPIy47vLdWxIBqtgWkDa7Xbz8si3+GbuKsYvvpnUFsk1eozb7aasuKzS+8tKyykvLccWVnEUWJg9DLfr2AsGbrebF66fzVVPXERUbCSuchflpcbvw9HvrvLKfxeDTQe6W2ZllT+z5lkHgU4h1Mp7Y9yNfD3vNf7279eJio0jd/8ecvfvoaSoEIC0lu1Jbdaa1+67nm2rvmH/ji0s/O/jbFi6kC5nXeB5nieuOJNFM58BICo2jkbtTqrwFRkdQ0xCUoVrg0ctffO/xNVPIfNMY95dq5N78+Pyz9j6w1d88vK/adimA9HxCT7/WfhLMAXeSzfOYclr33Lz61k446LI2XOYnD2HKSk0PvHt3XqAuQ9/xNYVOzmw8xAbv9zKE5e8RIQznK7n/n7d9Zb2kzwtvuh4Jx1Ob81rd8xj3eKf2LftAIunf8XnM7+h54WZx9Tw6X+/JD4llu5Dje7z9r1bsvazn/jpq23879+LaNwhjZiEygfRBJM4C7fuQC28gNUqFr7PgdxSsys5cZ/PmgbA45f3r3D71Y+8Qq+Ls7CHh3PTSx8w97G7efbvQykuyCO1WWuyHptBpzPO9Rx/YOcW8rIP1Pr1Dx/Yy4L/PMidb33pua1FZk/Oum40z1w3hLikVLIem1G3kwtQwbSA9MfTjMng4/s/VeH2f71yBf2zTiU8ysGPS7bwwZOLycsuIKFBHBn9WvPAl6Opl/r7sOZfN+6lILfQ8/dbZl/L6/e8y9MjZpB3qICUZvW57MG/cNY/+1R4nZy9h5n74EdM+vI2z22tezZn6OgzmTxkGvVS47hxxpW+OHW/60APy7buAGxutztUBwQGvc158Nk+s6uQYJQYfRDSZptdhgSQOBIZxGXYCMHJvjVk3agPAq1iIDEIR9qJ+YqDqIUn/tGRHpYOO1DgBTSbDU6uel6tSJWKy4JnLU3xvXjq05iq57RahQIvwLWIgaQIs6uQYFPucmB36xK9GDqodQco8AKeWnlSV+GoW1OgHkk0ppXZZQQEBV4QaB5jzMsTqY1gWkBafEetu98p8IJET+steycnyK7As7x6JFluC6DqKPCCRONoY41NkZqyBeHyYuJdHemp1t0fKPCCyGlJ+geTmgvWHRPEO5JII50Wxz/QQvT+GUTqhYfWkmPiY0G0vJh4l40wTqa/Wnd/osALMt0SIdpamxRLHbkUeJbVji7UI8nsMgKOAi/IhIdpAIvUTLmu4VlSDPF0oIfZZQQkBV4QahMLDbSQhhxHmVZbsaST6Y9d+wJUSoEXhGw26JWMeuelWsG0Y4J4R1Pa0oAmZpcRsBR4QSolEk7SABapRokCz1IiiKQLfY5/oIUp8IJYj0SIV8+FVEE7JlhLZ3oRidPsMgKaAi+IOcLg9BSzq5BAVVIWCW51fFtBCum0oIPZZQQ8BV6Qa+iEjvFmVyGByI2NcDRwJdSFEUY3+ptdRlBQ4IWAnvUhTl2bUgntmBD62nMy8WhLlZpQ4IWAcHVtShW0Y0JoiyOB9pxsdhlBQ4EXItKdkBFndhUSaMI0+Txk2bBxMmdgR0sv1ZQCL4ScmgQJ4WZXIYFEC0iHrpM4hRTSzS4jqCjwQkh4GAxsAHYNzJOjyjVoJRQ1pDnt6GZ2GUFHgRdi6kdAL60ZK79xq0sz5MQQT08GaieEOlDghaCMeGgVY3YVEgi0Y0JoCcPOaZxDhKab1IkCL0T1TdEqLAJlCryQ0oU+JKIh2XWlwAtREbqeJ0CZlhcLGc1oRytOMruMoKbAC2HJkXCK9s6ztBK18EJCPPXpxulmlxH0FHgh7qR60DbW7CrELCWlCrxg5yCcXgzGgeYcnSgFngX0TYE0ve9ZUpG6NINedwYQR4LZZYQEBZ4F2G1wdgOtt2lF5S4Hdrf+4YNVazrThNZmlxEyFHgWEWWHQWkQrkEslqMFpINTfRqQSS+zywgpCjwLqR8BZzZA01UtxuHWnK1gE0M8vTmXMK2T6VUKPItpGq2Rm1Zj13qaQSUSJ/0YShTRZpcSchR4FtQ5AdprZwXL0I4JwcNBOH35C7EapOITCjyL6pMMzfUB0hrUwgsKNsI4jXNIJNXsUkKWAs+iwmzG9bx0vReGPLcmnweFHgwgjaZmlxHSFHgWZrfB2WmQHGF2JeJL2jEh8GXSm2a0M7uMkKfAs7iIMDi3ISRqEYeQVa4WXkDryCm0pYvZZViCAk+IssOQhtpdIVQp8AJXe7rRge5ml2EZCjwBINoBf0mHWIVeyCnR8mIBqQ2d6cRpZpdhKV4LvOnTp5OQkOCtp6uT7du3Y7PZWLlypal1nIhPP/2UjIwMysvLa3T8gQMHSE1N5eeffz7h1451wFC19EJOqQIv4LSgA13oa3YZllOrwMvKysJms2Gz2YiIiKB169ZMnDiRsrIyX9VnOXfeeSf33XcfdruxwsL06dM9P/OwsDAaN27MNddcw759+wBITk7mqquuYty4cV55/bhwGJoOCbqmFzKKtGNCQGlOe06mv9lleF1tGhxXXnklDz30UK2e/9RTT+Wdd96pY3WGWrfwzjnnHHbv3s2mTZsYPXo048eP57HHHjuhIgJdSUmJX15n6dKlbNmyhb/+9a8Vbo+Pj2f37t38/PPPvPjiiyxYsIArr7zSc/8111zDrFmzOHTokFfqiHEYoZek0ZshoaQsEtxaUC4QtKcb3RmAzQsL/J1IA8TMHrlVq1bxwQcfMGrUKM9t/fv355Zbbqlw3FNPPUVkZCSzZ88G4L777uPuu+/G5XLV+bVrHXiRkZGkpaXRrFkzbrjhBgYOHMj8+fM993/00UdkZGQQGxvrCcejXC4XEydOpHHjxkRGRtKlSxc+/PBDz/0lJSXcdNNNNGzYkKioKJo1a8bDDz/sud9mszFt2jQGDx6M0+mkZcuWvP3228fUuHXrVs444wyio6PJzMxk+fLlFe5/55136NixI5GRkTRv3pzHH3+8wv3Nmzdn0qRJXHXVVcTHx/OPf/yjRo+z2WzMmzevwm0JCQlMnz69Ruc3e/ZszjrrLKKiKn4it9lspKWlkZ6ezuDBgxk1ahSffPIJhYWFAHTs2JH09HTmzp17zM+irpx2+EtDSNUyjEHPjY1w9OnFXDa60o9OnOaVsDsqGBsgU6dO5ZJLLiE2tuqNOseNG8e9997Lu+++y6WXXgrA4MGDOXLkCAsWLKjza5/wNTyn0+lpARUUFDBlyhReffVVvvjiC3bu3Mntt9/uOfapp57i8ccfZ8qUKaxevZpBgwZx3nnnsWnTJgCefvpp5s+fz5w5c9i4cSOzZs2iefPmFV5v7Nix/PWvf2XVqlWMGDGCSy+9lA0bNlQ4ZsyYMdx+++2sXLmStm3bctlll3k+9axYsYJhw4Zx6aWXsmbNGsaPH8/YsWM9oXTUlClTyMzM5IcffmDs2LE1flx1jnd+S5YsoXv344/YcjqduFyuCp/kevbsyZIlS2pcS01E2o0pCw3VIxb0tGOCecKwcxqDaE0nrz93VQ2Q7OxsrrrqKhITE4mOjmbw4MGe99nFixdzzTXXkJub62khjh8/HoBXX32V7t27ExcXR1paGpdffrnn8glAdnY2I0aMICUlBafTSZs2bXjllVcq1FRdg6O8vJy3336boUOHVno+brebkSNH8vTTT7Nw4ULOOeccz312u51zzz3X0+KrizoPT3C73Xz66ad89NFHjBw5EoDS0lKee+45WrVqBcBNN93ExIkTPY+ZMmUKd911lyexH3nkERYtWsSTTz7Js88+y86dO2nTpg19+vTBZrPRrFmzY173kksu4brrrgNg0qRJLFy4kKlTp/Kf//zHc8ztt9/OkCFDAJgwYQIdO3Zk8+bNtG/fnieeeIIzzzyTsWPHAtC2bVvWr1/PY489RlZWluc5BgwYwOjRoz1/HzFiRI0eV53jnd+OHTtIT0+v9jk2bdrEc8895/mlPCo9PZ0ffvihRnXURkQYDE6DhXthV6HXn178xO6OAluu2WVYTjiR9OFckqn+/7W3OJ1ODh48SFZWFps2bWL+/PnEx8dz1113ce6557J+/Xp69erFk08+yf3338/GjRsBPK2t0tJSJk2aRLt27di3bx+33XYbWVlZfPDBB4DR4Fi/fj0LFiwgOTmZzZs3e3qajhozZgxTpkyhTZs2jBkzhssuu4zNmzfjcDhYvXo1ubm5lX6wLysr44orruCzzz7j888/p3Pnzscc07NnTyZPnlznn0+tW3jvv/8+sbGxREVFMXjwYIYPH+75dBAdHe0JO4CGDRt6Ph0cPnyYX3/9ld69e1d4vt69e3taaFlZWaxcuZJ27doxatQoPv7442Ne/7TTTjvm739u4f3xB9WwYUMATx0bNmyotIZNmzZVGBn553+Qmj6uOsc7v8LCwmO6MwFyc3OJjY0lOjqadu3a0aBBA2bNmlXhGKfTSUFBQY3qqC1HmLGXnhacDl7aMcH/oollABf5JezcbjeffPIJH330EU2bNmX+/Pn897//pW/fvmRmZjJr1ix++eUX5s2bR0REBPXq1fNcKklLS/ME3rXXXsvgwYNp2bIlp556Kk8//TQLFiwgLy8PMD60d+3ale7du9O8eXMGDhx4TGvtaIOjbdu2TJgwgR07drB582bA+FBvt9tJTT12vdAXX3yRt99+m0WLFlUadmB8sN+1a1edr+PVOvDOOOMMVq5cyaZNmygsLGTGjBnExMQAEB5ecWifzWbD7XbX+Lm7devGtm3bmDRpEoWFhQwbNoyLL764tiVWqMNmM/rLa/sDOnpOtVHZ+ZaWlnr+fLzzS05OJjs7+5jnjYuLY+XKlaxdu5b8/Hy++OIL2rZtW+GYQ4cOkZKSUuuaayrMBv1SjK2FNPwh+Ni0vJhf1SOJAVxMPL7di6uyBkhWVhYOh4NTTjnFc1xSUhLt2rU7pnHwZytWrGDo0KE0bdqUuLg4Tj/9dMAIOoAbbriB2bNn06VLF+68806+/PLLY56jugZHYWEhkZGRnvflP+rTpw+xsbGMHTu2yoE3Ry/nFBcXV3seVal14MXExNC6dWuaNm2Kw1HzHtH4+HjS09NZtmxZhduXLVtGhw4dKhw3fPhwXnzxRd58803eeeedCqMPv/rqqwqP/+qrr8jIyKhxHRkZGZXW0LZtW89UgLo+LiUlpcIgnU2bNh3T6qru/Lp27cr69euPee2wsDBat25Ny5YtcTqdlda3du1aunbtWs2Ze0dmAgxsAA6lXnDRait+k0IjzuAinNT+Q3NtVdYAqSxMaiI/P59BgwYRHx/PrFmz+Pbbbz0D4Y6O0xg8eDA7duzg1ltv5ddff+XMM8+sME4Dqm9wJCcnU1BQUOnI906dOvHpp5+yaNEihg8fXmnoHTp0iJiYmCrfB4/Hr1OM77jjDsaNG0erVq3o0qULr7zyCitXrvR0zz3xxBM0bNiQrl27EhYWxltvvUVaWlqF4bNvvfUW3bt3p0+fPsyaNYtvvvmGl156qcY1jB49mh49ejBp0iSGDx/O8uXLeeaZZypcA6zr4wYMGMAzzzzDaaedRnl5OXfddVeFf/zjnd+gQYOYMWNGjc/lqIKCAlasWFHreS111SIGYtPhwz1QWLPeXDGZFpD2jya0oSdn+m2n8qMNkD/KyMigrKyMr7/+ml69egFw8OBBNm7c6GlcREREHHMp5scff+TgwYNMnjyZJk2aAPDdd98d85opKSlcffXVXH311fTt25c77riDKVOm1KjeLl26ALB+/XrPn/98/6effsrAgQMZNmwYb775ZoX30BP9YO/XpcVGjRrFbbfdxujRo+nUqRMffvgh8+fPp02bNoDRdffoo4/SvXt3evTowfbt2/nggw8IC/u9zAkTJjB79mw6d+7MzJkzeeONNyq0EI+nW7duzJkzh9mzZ3PSSSdx//33M3HixOMOPKnJ4x5//HGaNGlC3759ufzyy7n99tuJjv5907njnd+IESNYt26d50JyTb377rs0bdqUvn39t3JDSiRc2Ajqa7R7UHCphedzbenCKZzlt7CrSps2bTj//PP5+9//ztKlS1m1ahVXXHEFjRo14vzzzweMqVd5eXl8+umnHDhwgIKCApo2bUpERARTp05l69atzJ8/n0mTJlV47vvvv593332XzZs3s27dOt5///1a9bClpKTQrVs3li5dWuUxmZmZfPbZZyxdupRhw4ZVuCy0ZMkSzj777Fr+RH5nc9fmIpvJbDYbc+fO5YILLjC7FJ+54447OHz4MM8//3yNH3PqqacyatQoLr/8ch9WVrkSFyzeB9t9M15GvKRx/c3kJ3xkdhkhyY6DLvSlJTX/4O0NWVlZ5OTkHDP3F4zpAzfffDPz58+npKSEfv36MXXqVE/jAozrcW+99RYHDx5k3LhxjB8/njfeeIN7772X3bt3061bN+655x7OO+88fvjhB7p06cIDDzzA66+/zvbt23E6nfTt25d///vftGjRgu3bt9OiRQvPsQA5OTkkJiayaNEi+vfvD8C0adOYOXNmhekK/fv3p0uXLjz55JOe29auXcuZZ57Jaaedxpw5c9i/fz8tWrRg69atNG7cuE4/MwVegMnJyeE///kPd999d4WWbVUOHDjAyy+/zB133FHnvntvWJ0DXx+CoPllspgG8bsoSZ5//AOlVuKpz6mcTT2SzC4laBQWFtKuXTvefPPNY0bdV+euu+4iOzubF154oc6vrWWCA0xCQgL33ntvjY9PTk7mzjvv9GFFNdM5AVKj4NO9kK/regGnVF2aXteCDnSlL3a9jdaK0+lk5syZHDhwoFaPS01N5bbbbjuh1w6qFp4EvsJy+Gwf/KJJ6gElJuIIEY1nml1GSHAQQXf604Q2xz9YAor2wxOvctrh3DTolqD5eoGkWFsEeUUiqZzFMIVdkFJbXLzOZoPu9SEtChbvhwJ1cZquzBVOmNuOy6Z/jLpqSxc6carpozCl7tTCE59pHA2XNIbWVS+KLn4UoQWk6yQSJ334C5n0VtgFObXwxKci7TAg1ZisvmQ/FNV9Kys5QQ53FNjyzS4jqKTQiFM4yy+rpojvKfDEL1rEGF2cS/Zrzp5ZtIB0zdkIowPdyaC7V/evE3Mp8MRvnHY4Ow02HYEvD0KxWnt+ZVPg1UgDmtCVvsSRaHYp4mUKPPG7NnGQ7jRCb5t62PxGOyZUz0ksmfSmCa2Pf7AEJQWemCLGAWc1gJ8LYNlByC09/mPkBGnyeaVshNGWLnSgOw7Cj/8ACVoKPDFV42i42AlrcuH7bCjTMgg+41IL7xipNKYr/YhX96UlKPDEdHYbdEkwpi8sVzenz2jHhN85ifmt+1ITyK1EgScBI/YP3ZxfHoQcdXN6VVl5pNklmM7ovsz8rftSe1tZjQJPAs7Rbs5NebAiG/KO3fhY6qDU4suLGd2XfYmnvtmliEkUeBKQwmzQLs7o5txwGH7I0e7qJ6qkLMqSSyslkUYGJ9OQ5maXIiZT4ElAs9vgpHpG+K3JhdW5xqazUnvFpVE4zS7Cj1JpTAbdSaWR2aVIgFDgSVAID4NuidAhHlblwPrDUKoRnbVSXBaJ003Ib2ORTnMy6E59GphdigQYBZ4ElSg7nJJkjOpcfxjWHlZXZ025CSOcSEopNrsUH7DRhNZkcLJ2H5cqKfAkKEXaoWuisdP6piNGV6dGdR5fOFEhFXg2wmhGO9rTjTgSzC5HApwCT4Ka3Qbt441rfDsKjODbU2R2VYHL7o4CW67ZZZywMOy0pAPt6Eo0cWaXI0FCgSchwWaD5jHG174iWHcYtuZDua7zVRDsOybEUo9mtKclGURpyx6pJQWehJzUKOOrVzn8lAc/HoZsdXcCvy0gHWR7mIYTSRNa05z2JJFmdjkSxBR4ErIi7dCpnvG1twg2HoEteRYf3Rkk62nasNGApjSnHem0wK63KvEC/RaJJTSIMr56JRlrdW7JN5Yws9qUPneAr6dZjySa056mtCWKaLPLkRCjwBNLcYQZ+/G1iTMmsO/IN671/Vxojet9LlfgracZiZOmtKU57UggxexyJIQp8MSyIv4QfqUuY5TntnzYVRC62xSVB8h6mvEk0oAmNKApDWhCmCUXPRN/U+CJYKzk0jrW+Cpzwa9FRpfnL4WhNeClzKQuzSiiSaXxbyHXBKdGWIoJFHgif+IIg6bRxhdAQZkRfEe/8oN4ZZcSP7Xw7DhIoRENfgs5rX4igUCBJ3Ic0Y7fuz4Bsktgd5Ex329/sbHCS7D0gJaURRHug+e1YSORVE8LLokGhAXb/AcJeQo8kVpKjDC+OsQbfy91wYFiI/z2/fb9SIDu4VdUeuKB5ySWetQnnvq/fU8inkQcPolSEe9R4ImcoPAwaOg0vo4qKjdafjklkFtqfOWUwuFSc6dClLnCCXPbcdmO3y8bRfRvoZb0h3CrT7h2CpcgpcAT8YEoO6TZIe1Pl8xcbmMH95xSOFIKBeXGbg+e72XGd1+GYjhRlFFMFNFE4iSKaKJwEkk0TmI84RZBYIzoFPEWm9vtDpbLDyKW4HZDscsIvlKXMUWizG2MHv3zn11uY3f4MBuEYawpGsbvt9kwpl9EhEHkb9+jHGWE2/RZV6xHgSciIpag2Z4iImIJCjwREbEEBZ6IiFiCAk9ERCxBgSciIpagwBMREUtQ4ImIiCUo8ERExBIUeCIiYgkKPBERsQQFnoiIWIICT0RELEGBJyIilqDAExERS1DgiYiIJSjwRETEEhR4IiJiCQo8ERGxBAWeiIhYggJPREQsQYEnIiKWoMATERFLUOCJiIglKPBERMQSFHgiImIJCjwREbEEBZ6IiFiCAk9ERCxBgSciIpagwBMREUtQ4ImIiCUo8ERExBIUeCIiYgkKPBERsQQFnoiIWIICT0RELEGBJyIilqDAExERS1DgiYiIJSjwRETEEhR4IiJiCQo8ERGxBAWeiIhYggJPREQsQYEnIiKWoMATERFLUOCJiIgl/D8DqdQDgB9+7AAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plotElementRatio('orange')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 444
        },
        "id": "PeVQ6CqVn8Ei",
        "outputId": "eca7f854-e1ff-4621-ad80-197ffa94a1c0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 500x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Comparision between rainfall, temerature and humidity"
      ],
      "metadata": {
        "id": "78mLqLooogVT"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "fig = px.bar(cropMeanValue, x=cropMeanValue.index, y=[\"rainfall\", \"temperature\", \"humidity\"], color_discrete_map={\n",
        "        'rainfall': '#1f77b4',\n",
        "        'temperature': 'darkgray',\n",
        "        'humidity':'goldenrod'\n",
        "    })\n",
        "fig.update_xaxes(showgrid=False)\n",
        "fig.update_yaxes(showgrid=False)\n",
        "fig.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "JxMBipuYoHUR",
        "outputId": "03e22770-38bf-43f9-aa94-5f3f7d7f1bb7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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    {
      "cell_type": "code",
      "source": [
        "sns.jointplot(x=\"rainfall\",y=\"humidity\",data=data[(data['temperature']<40) & \n",
        "                                                  (data['rainfall']>40)],height=10,hue=\"label\")"
      ],
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        "id": "IOnkh6_fqEpt",
        "outputId": "a4ca0edd-e2a4-45f7-b34c-18efaecff15e"
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      "execution_count": null,
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          "data": {
            "text/plain": [
              "<seaborn.axisgrid.JointGrid at 0x7f2a7da8acb0>"
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          },
          "metadata": {},
          "execution_count": 163
        },
        {
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          "data": {
            "text/plain": [
              "<Figure size 1000x1000 with 3 Axes>"
            ],
            "image/png": 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CXY/CCwrijmWRtu0zDE33UUD6PIemyzriQgghhBCriwRxIcQl9djwd0nZaV7e/1pu738dQ5V7cdXcIdpHys8Q6WDO/PBpSil6sutZkxvmidFJfv3hZ1bq0Gc04viChqZDMk+8FCzWrK1J2nax1Pwl3ZYibTs0Y5kjLoQQQgixWkgQF0IsyBjDWLOENvqiPs+zY0+woW0rjuVy+8Dr0CZEmUfm7PPC1MNknXbaUwMLPkZXeh2V4AA/tnUNjwxPrOhSZsYYGlG04HJr5yLnOGcYmh6c9/xwSJYva0izNiGEEEKIVUOCuBBingm/wn9+4I944zd+jR//zkcYa5YuyvMYY3hx6jnW5jcD0Oa1k3WvJtbfxbROABijeX7iftYWrpnXSX1aZ3otQVxnMFdDAU+OTl6U412IH8cYIO1cWMuNrOsy5S8cxGuRT+Y8h6WDrCMuhBBCCLHaSBAXQszRjAN+8eH/zaHKMD+19QeZ9Ct88MlPYYxZ9ucabw5TDcsM5NbNbMu6t6DNKPsmHwLgUPlpKsEoG9tuXvRxOtNrAZhqHqAvm2bvVGXZj3Ux9SgCuOCh6UlFfPGu6RdSEU/bDpHRhDo+78cQQgghhBDLR4K4EGKO//fZf+ZA5STvu+bfc2fvDt65+XU8OraPR0b3LvtzHansB6Avu+bURjWAY63j20f/mkgHPHT8s7Sn+unJbFz0cdJOjqzTznB9P33ZNIfLKzc0vTEdxC9waHredc+4fNn5NmqDpGs6IFVxIYQQQohVQoK4EGLGgyO7+efDD/CjG1/NulwPANd3bGRDrpe/3X/fsj/fUOUQruVRTHXObAtiTZv3OiaaQ3xi13s5UHqCm3retOiw9Gkd6QGG6wfoSXsM1VYuiNfjJIh7F1oRd93Fu6Zf6ND01pJvEsSFEEIIIVYHCeJCCACaUcD/fPqz7Ciu49V9181sV0rx2v4beHj0eYZqY8v6nMdrR+hK92KpU3+KgliT9vp53bqfJuu0c8fAO1hbuPasj9We6me0fpDOdIqRuo++CEPpF9KMkuHeF7J8GSRD0ythuOAUgGpwYUPTp08SSMM2IYQQQojVQYK4EAKAzxz4NqPNEu/c/Lp51edbu7eRtj2+cuzRZX3OE7WjdKS752wLtMZRioHcVdy17j1sbX/5kh6rmOqnHIySc0MiY5hcpPHZcpueI74cFfFQaxrx/HncF9qsLW0nFfGGLGEmhBBCCLEqSBAXQlANG3z6xft4Tf/19Gba592esl1u6tzCV489vqxN24ZrQ3SkeuZsC7XGPY/51kWvDwBlhgEYbSw833q5NZaxWRtAaYF54tXoAueIW8l9pSIuhBBCCLE6SBAXQvClIw/TiH3eMHjrovu8vOcqjtZGeb50dFmeUxvNWOMkHemuOdsjbbDPMh98IcVWoA/ikwBMNFe2In6hQTzvJmF5aoF54vXowtYRn67WyxxxIYQQQojVQYK4EFc4Ywz/dOh+bunaSkcqv+h+VxfXUXAz3Hv8qWV53il/nMiEtKfmBvFAxzjWuQdxx0qRc9qph0PAygXxRhRhKYVzHicPZsu1gnj5tCDuxxGh1hfYNT2ptjdlaLoQQgghxKogQVyIK9xzU4c5Uhvhzt5rzrifrSxu7NzMfcefWpbh6WONpHI9u2O6MYYwNuc1NB2g4PUw6Q+RdewVnSOetu2zdnU/m5mh6acF8VqUDFW/kDni3kzXdAniQgghhBCrgQRxIa5w9w49SdHNsr249qz73ty5haH6OPsrJxa83RjDx3cN8WNfeY4vHzhzh/XxxggARa9jZltsDAbOa2g6QMHrYqI5RN51mApWJnQ24wjPurBh6ZAMbXeUohTMnSNeC5Ngnr6AoemWUqQsR4amCyGEEEKsEhLEhbiCGWP41omnubFzy5wlxBZzVXEtadvjeyefWfD2fz0wzqf2DOPZio88foT9U41FH2uscRLHcsk4uZltoU4q7c55V8S7mWweJ+vYTK1gRfxC54dDskzcQmuJ11rhebrz+flK2Y4MTRdCCCGEWCUkiAtxBdtfOcGJxgQ3dm5a0v6u5bC9uJb7h5+bd5sfaz7x7HFe3lfg/TetpSPl8Pd7hxd9rInmKEWvY86Q7kDr5HnOc5R33u0i1E2yToPySlXEo5iUvTx/SnOOS+m0Ewi1MKmQn88c8VrDsHNvxDcf9olDm6f3N3lwZ8C+wxFjk5o4Xpm11oUQQgghxFwXVmIRQrykPTC8m5TlctUShqVPu6Z9A589+F1qUZOck57Z/q0jk0w0I+65sRPbUtzR38a3j03xS7fpBYPqRHOUglecsy1sBXH7PINtwUsav3nWBCW/7bwe41zV4+iC1xCflnOdeUPTq62K+LnOET84FPPg08nJiI42ha1sJus+3308JEwavePYsH2Tzd13eLTl5bysEEIIIcRKkU9eQlzBHhrdzbbiGlxr6efkri6uRRvNzvH9c7Z/6cA4V3dk6ct6ANzQk6ceaXaOVhd8nPHmCAWvfc62IJ6uiJ9fSTznJo3fbDVJacUq4hHeeQ6lP13OdecNqZ9u1nYuQ9NfPBrxvSdDejsUr7nF5ZbtLsW0S3+/5sffmOLtd6d4w50u129zOHAs5v/8c5NSVS/LaxBCCCGEEGcnQVyIK1Qj8nl6/ADXtK+ff6MxyWUBvel2im6WnROngviJms/TY1Vu7y/MbBvMeRQ9myeGKws+zmRzlILbPmdb2Ari5ztH3LPTpOwsmHEqQXRej3GuprumL4ecM78iXgsDbKVwl9gQbnRS89DTEWt6La7b6uA6yUkN17JpxmEyFz2j6O+2uX6bw5tfnUIbwxe/7S9LN3whhBBCCHF2EsSFuEI9NbGf0MTsKM4N4g8dL/ErDxzgf9y/n4eOl+bdTynFpsIAT08cnNn2raNTuJbihu78nP22tGd4apGK+KQ/TsGbO3x8eo74+awjPi3ndqLNOJVwZSriy9WsDSC/QLO2ehSQsd0lLY8WxYb7nwwp5BQ7Ns9dUs21HHw9/z3JphW3X+9yaEhz4Fh84S9CCCGEEEKclQRxIa5Qj47upd3L0585tXzYYyfLfGbvMGsLKda3pfnM3mGeXiBIb8r3sWfqCNokwfm+I5Nc25Ul7cz9k7K5mGHfZH2m0j3Njxo0ohr5eXPEk4qsu4QO7ovJue2EepxQG5rxxQ+WjWg554gv3DV9qY3annkhptowXLfFnrcEnKccGvHCneTX9Fp0FRWPPCNd1YUQQgghVoIEcSGuUI+M7uXq4tqZqulkM+Sz+0bY3pHlDes7eMP6DjYX03x27zDNaG6gXZ/vpREHHKmNcqLm8/xknZt6CvOeY30hRagNB0rNOdsn/XEACu7pFfHkeWz7/CviWacdP0rWMF+J4emNZayI5xyHehTNNK2DpCK+lDXEK3XDsy9GbBy0yGfn/2n3FqmIQzJ6YdsGm/1HNdW6DE8XQgghhLjYJIgLcQWa8qu8UB5iR3HdzLZ/fnEUR8Fda9tRrf/dtaadRqS57+jknPuvy/UAsK90jG+3hqVf15XjdGvzKRSwd7J+2vMnQTzvzq2IB/HyVMSb0ThgqIYXP4jXo3j5gribBO6Sf2qeeDX0SS2hUduTe0I8FzatWfhYXMumuUgQB1g/kNxv76GVmVsvhBBCCHElkyAuxBXosbF9AFzdCuKHyg2eGq3yisHinKXGCp7D9d05vn1sak5VPO9m6PDyvFg+wb1HJrimc/6wdADPtujLerw41ZizfSaInz5HvDWE3b6AOeJZp0hkmiiaVFdgnngzjkgtU9f0/HQQnzU8vR4FpM7S1X6ipDl0XLN5rY2zyGgCz3Joxou/H2lP0ddlse+wzBMXQgghhLjYJIgLcQV6dGwf/ZkOOlJJc7Uv7R+jK+2yvTM7b99beguEseH7Q3Mbt/VnO3lm4hh7Jxvc2jd/WPq0gZzH/tJpQbw5joVFxplbRQ91jGMpzj+GQ7bVid1WpYs+NF2bZB76cg5Nh7lBvNZq1nYmT+2NyKYVa3oX/5PuqcWHpk8b6LY4NBQTxzI8XQghhBDiYpIgLsQV6OGRPWxvVcNfnGqwb6rBHQNtWAtE4Lxrs70jy7eOTc5pujaQ6WRv6ThZx+L6BYalTxvMexw4PYj74+S9NqzThqAH2lxQx3SAbGu4u02J2kUemj7dDG65mrVNV8SngrlD0880R3x0UnNsWLNlrY11hs7qi3VNn62/2yKM4MSYrCkuhBBCCHExSRAX4gpzrDbGicYE29uTIP7Vg+N0Z1w2F9OL3ue2vjzVIOaBWcuZ9aTaKYdT3NqbxbUX/1PSn/UoBTGTzVMhcMqfIHdaozaAUGvcCxzmnXGSx7VV6aLPEW9EyeMv1zriGcdBASV/dkXcJ32GOeI7nw/JZxT93Wc+geFZDpHRhHrxoeddRYVjw5ETEsSFEEIIIS4mCeJCXGEeGX0eC8XVbWs5WGqwd6rOy/sKC1bDp7WnXHZ05vi3Q+PUwiTIDddcUIbre848jLk/5wFwqHyqc/qUP07enT+cPYg1zhLWyz4TWzlknDZSdmXFgvhyDU23lGotYXaqIl6PwkWXLzsxpjk+Ztiy7szVcEiCOHDGqrhlKbo7LI4NyzxxIYQQQoiL6eyteIUQl5VHR/eyqdBPxknxtUNDdKVctrRnznq/Vwy0sb/U4JO7T3D3ug4eORGBAyElRsaPcmL0OwTBJJ3tN7Fx7Y9gW0kA7864KOBIxefm3iR8l/wJsosF8WVofJZ12qhGFz+I15c5iEMyPP30Zm0LVcQNhid2hxTzir7Os5+88FRyjL4OybP46IeudsWR41IRF0IIIYS4mCSIC3EFiY3mqdFneWV8iG/e/20mg9dx64a7zlgNn5Zzbd60sZMvHxhnz0Sd3lSWDj3F0N7f5Jh/kky6n5Tbwd6Dn2B04hFefsNHsSwX17LozrgcPq0iviVzzbznCLS+4DniAGmnDVstPEfcP/k8tT1fJyqdwCkOkL/2zXi9287reaaD+HLNEYekYdtUa2i6MaYVxOdXxJ89GLGnGrG232LcN3Snl1YRX6hzeiXQjDQ1nSmL7qLFcy/GVOt6wfXIhRBCCCHEhZMgLsQVZF/pGFvqz+CoOnVrgJv4PIPuVuDqJd1/QyHNT13Ty/jYo6iprxEEx4jcHq7b8l9py21FKUW5+iJ7Dvw5Lx7+W67a9B4AejIuR6ungngpmFxwaHqoNc4FrCE+LeO0oThGLToVxLVfZfwb/4vac/+GlSnitA3QPPwo5Uc+TdvL/xMdd/0iyjq3QL3cc8SBOUPTG3GIgXlBfO9oxF+/2CDyYGgy5sGJkNt7XF436GEvMkR9JojrU9X28abm0y/UeWIsYnqCwZa8TZdlc2JMs229BHEhhBBCiItBgrgQV5AHjnyHQT1B3+AP8cXj3dzqNBg/9mmy238LtYQA3KwfYuLIXxM2jpLKbuR49ibw+nll/lRFuS2/lYGeu9h/9O/ZsOatpLxOerMe+1triQexTyOqkVt0aPqFV8SzThuY8szQ9Kh0guHPvY+oPEzby3+C9KY7UZaN0TH1vd+k/NhniCrD9Lzlt88pjF+Moek5x2HCT4J4LUxC8+yh6RNNzV88Xcc1ijev98i58Hwp5tHRkKlA88Mb0wuG8dMr4vtKEf/vrhqWgnvWegxmk8r6IyMh+zMBxT3wwXV51AXO2RdCCCGEEPNJuUOIK8iBY98gUimOx5tRlkVn7+sJmkNUJx89630rEw9zbN9vY3RI95r/RNfgj2Gn1zAVVebtO9jzAwAcHvoikFTET9QCIm0oB5MA5Bfomh4sQ9d0SCrihgoVPyCcOsaJv/0ZtF+j8w2/QmbLq2bCtrJscjvuofjK91J//ptMfvuPz+l5Zpq1LcMxT5s9R7wWJYF8uiJuMPzlY3W0hlf3uRQ8haUU17Q7vKbfZV8p5stHfLSZ30DvVEU85PmpiI/srNKZVvzM1Rlu6Xbpz9pc2+Hw7qvSbLIt7h0N+MjDVWIta4oLIYQQQiw3CeJCXCHCOMSqvoCd28CzEw3W5dPksmtJZTcxOfxlzALhbVp16gmGD3+CTH4H3Wv/E15mDQA5J0slrGKYe1/HydHdfgtHT34FYzS9WZfIGIbrASV/IrnvAkHcj+NlqYhnnAJgsOqHOfl3PwdAx+v/vzht/Qvun153C4Wbf5TyY5+htucbS36eehThKIW93EF8uiIeJYE84zgYDF95MuCYr7mm4NDTNvc51+ZsXtHn8uxkxH1Dwbyf53QQP1xt8nu7qgxmbX5sc5qMM/f9tpTiprzHDmXzb/sDPvpI7Yy/G0IIIYQQ4txJEBfiCvHo0e+SIsRKbaMaxjPrhuc77iBoDlEv71rwfn5jiOFDnyCTv4r23jej1Klh2DknQ6hjGnFz3v16Ol9G0x9lsvQM3ZmkojtU9Znyk4r4YkPTl6sino3gp/Z9AuKQjtd9ADvbceb7XPU60utvY+xrv0NUOrGk56lHEWlneWf45F2XWhQRaj0TxD3b4aGdIQ+NBuRtxfX9Cw+F35i3ua3b4dGxkG+fmBvGXZUc5xcOV+hNW/yHTSncRU56FLKQr1u8c0ear+z3+eQzjWV9jUIIIYQQVzoJ4kJcIZ4+9i0ibIbDNbSnbNpTSTj20utw04NMnPzXeZVPrX1OHvwzbLeNYu+b580XztpZAMpBdd7z5bMb8dwiJ8e+T2fKxVJJED9VEZ8fxP3YLEtFPEeG9x6FfFSl/a7/hp3rPOt9lFIUXvYulO0x+pXfwJizL+HViKJlbdQGSbM2gHIQUG/NEX9hv8UzRyPKtuH6Lht1hi73Vxcdbu1yeGgk5HMHmww3NJVQ8+BwCMYm72nesTmNZy/+GPmchQGuLji8eXOK/7OrwcPHg0X3F0IIIYQQ50aCuBBXiNGJZ2g67RyqRKwvnFpHWilFoeOV+PX91MtPz7nP2LG/JwrG6Oh/K1ZrXfDZsk6y/ng5mh/ElbJob7uW4fEHsS1FV9ptBfFx0nYWx5pfSQ50jHuhXdN1zLVPfpHBpuKfu6/Faetb8l0tL0vb7T+Jf+QJKk987qz716NoWRu1ARRaQXzS92fmiO87ALoTPAs25M/+fNvbHV7b7zJU0/zV3jofe67O908GOMrhug5D6gwhHCCfSW6fqhjesMnjmi6b//lglbIv64sLIYQQQiwHCeJCXAGiOIDmCSKnh9jA2nxqzu2p7CZSmY2MHvsMcVwHoDT2bcrj36Wt+/W4XveCj5uyXGxlUw7nB3GA9sJ26o0h6o3jp4J4MEnemz8/HFpd088SEs/IGDY8+XmKw/v4Rq/LSc8iOsdmY6n+HWS2vZbJ73yMcOLwGfetReGyB/Hpingp8KmGPpax6MjbHAljNuTtRZcnO93anM1bN3j8wKDHa/td3rYxRcZ2CM3ZK9uOAykPShWNpRTvvCZDIzJ8/Kn6Bb02IYQQQgiRkCAuxBVg/+hOLDRlBuhKO2ScueFRKUWx9x7iqMrQC/+L4cN/zejRT5Er3kqueOPiD6wUOSdNJagteHNbfhugGJt8nO6My7Gqz5Q/vuCwdGPMBXdNH9z9dboPP8bJq+5iOJ9HqTrNOD7nxync9HasTJHRf/11TGu5r4XUL8LQ9HwriE/5AYfHfCzjUOhTVCPDxiVUw2ezlWIgY7E2Z5OxFa7lEJjFX8+c40hbTFWSkxjFlMWbNqf48os+B6ais9xTCCGEEEKcjQRxIa4Au44/QIziZLOHwdOq4dMct52uwR8Do2lUnqWt63W0db/+rI+ddTJUooWDuGNnyGfXMz71NN0Zl+O1gCl/gpyTn7dvZAzGgHue61Z3H3iIgefvY2TTHZT7rsKxMljUaUTnHsSVk6J4x08TnNzD1Pc/vuh+9XD5K+IZ28ZSiinf5+DJBp5yORbEZG1FT2Zp743GcKw5xtPlAzxbOcx4UMZgcJRDoJcWxLMZxVTl1FD0V6316Mwo/s/TUhUXQgghhLhQy9vuVwixKh0df4aayhKbHIO5+XO9p3npfrrXvuucHjtjpxcdmg5QyG1hfGonXd0OjUgz0RhnIDc4bz8/TkKfa5/7+cHiid2sf+pfmBy8jsm1SQU/ZWexKJ1XRRzA7d5E/oa3UXr4k3gD15K7+gfm7VOLopkK9nJRSpF3XUaqTcaqAZmCw95SzNqcdcYmbdNGginun9hNOarjWg7aaB43mv5UO0op/CUG8VwGjg0btDZYlsKxFHdvTPEPe5ocKcWsLy7vCQghhBBCiCuJVMSFuAJUKwdoWG0UXIe8u7zn3zJ2muoZg/gm/GCMopV0S59cZGh60Ari59o1PV06waZHPkO1awMjW14BrYp6ys6i1PlVxKdld7whWdLsX3+N5rGd826vXYSh6ZA0bDs41iSyAzzHpRIa1i5hWPqB+gm+NvIEFoo72rfzA1038vquG7m5bTOVqMGIP8VEUF7SMeSzCgNU66fm2L9swCXvKf5pryxnJoQQQghxISSIC3GZawRlVFSmSgd9Z6iGn6+snaEWNYgXWe6rkNsEgAr3AppaOLVgs7bpIH4uc8TtoM7WBz9JmC5wYvvrYVbH9bSdxaZBIzz/Oc1KKdpu/yncro0M/8P7aBx8eM7t9TC8KEE85zgcL/vYqYBQ27gK+tJnPkFxoH6S7008R3+qk5e3X0XRzbVeg0VvqoM7268hbaUYDiZ4bGrf2Y8hk7yXpeqstcgtxZ2DLl876NOIzq0JnhBCCCGEOEWGpgtxmRsafw6Aku5mW/YiBHEnnVROozpFd/7cb9fJk071UK/uIe/2Y9Dk3AWCuE4q195Sg7gxbHjiczhBjcM3vx1jzx0innXyoGIqYQ3oONeXNUM5Hu2v+a9M3f8Jhj/3i7S/8r0U73wPynaTZm3O2f+MNqKQneMnebE0wVSQVJPb3BRrcm3s6OhhMFuYs0Z71nE51vTJFAIakU1/1sI6w9z5E/4E9088x2Cqk+sLG2ZGBcxmWxY9XjsngzG+MvIYBsPL269e9DFTLjg2lKsaOHWy4c41Ht84FPCdIwFv2rxwvwEhhBBCCHFmEsSFuMztHX2SCAufbnoyy/9PPmMna5JXo9qCQRwgn1nPZHk3nenb8SPILzA0vTlTEV/a0PSuQ4/Scfw5hq65hzAzP9inptc4D0rA2iU95mKUk6L9Nb9A7bmvMPXAX1Ld/VU6XvuLZ62Ia2P45rH9/NvRffhxTG86R5uXhNdDzSkeHz3O5w/uZjBb4O61W3h57xpsZWFFDr5Vw7UCGlGWgeLiJyemohrfHt9Fh5vnukVC+DTHcnCUxbb8ev5t5HE85XJTcfMiLxqyaTWnIg7QlbHY1mHztQNNCeJCCCGEEOdJgrgQl7kj489SU2k6U0VstfyzUbKtwFsJapBZeJ98dgOHT3yJQnGqFcTnB+eZZm3W2Yd6u/Up1u36V6b6tlPt3rTgPik71zqu0lJexlkpyyZ//b8ntfYWqjv/idF/+SV+KzXAcOMniPZ1QqeFvcVF5ZIgHMQRn9jzBLsnR7ipq5/betaQd+eOSIi05ki1xDMTw3xq306+cfRF3rn1enTgEFoB1TgA08ZgbuH3pBH7fHP0KTzlcFPbZtRZfr6OsglNxG3FbYQm5ovDD5O1U1yVX7Pg/rnM/CAOcGu/y+f2NJloaDozMsNJCCGEEOJcyScoIS5zk+X91FSGvkz2ojy+qxxcy6YSLd6wLZddjzERbepQ8v2CQTwZmr6Uivi6p7+AthxGt9y56D4pO3m91XB5gvg0Jx4gV/lZ1PjPkNE+rzz2UXLP/znRV0r4f1om/HqDqBnzF3seZ19pjB/euIO7BjfNC+EAjmWxua2Dt27czn/cej2WUvzhMw9xqHEC3/Kpxz4pyyHnzH9PfB1y79hOQhNxS3ErjnX286q2solMMmf+jvbtrE13848nvs/x5sSC++cyinJt/tz/G3scUPC9o8FZn1MIIYQQQswnQVyIy1gQNYj8MWoU6bkI88MBUIqsnaEaLryWOEAuswalbNLxYYxxUWr+sTSjpS1fVhjeR8fx5xjdfAfaWXxotG15gEMjXFqX8LOqG8Kv1vH/qoo+FBFdtZW/6rmH4wNvIOd9i54tv4NzbUC8K+CLX3mWPZOjvGX91WwotC/p4fsyed6x+Vpe17+JKaaIKRGagLYFlkerxU2+NvIElbjBbcWryNhLGyLuKAeDITYxllK8pvM6im6Ovxv6DpVofif0bEbhB+AHc6viOS8Znv6dI/6SnlcIIYQQQswlQVyIy9hI6QUUUKeDzvTFm4mScdJUosWDuGW5ZNIDONEJtMkx2Zy/pFgQxzjWWVbKNpq1z3yZels/lZ6tZz0updI04soSXsEZxIb4UZ/mxyvEuyPsW1zct2TwNylQilrP7VSvei9O/SidjQ8z9ANl7us5wu2j/ayL5lf+z3y8inVuH4PNzYAFylAxJzjcGKEe+1SiOs9VDvOF4Ydp6oCXF68i7ywyH2ABjkqGuAcmWUvcsWxe13UjGs0/HP8ekZn7c8m1OrUnDdvmur7H5anhiGqwcLd8IYQQQgixOAniQlzGTk7uRaPA6b4o88OnZew05TNUxAFymbVYwSiaLKONcN7tzTjGO0s1vOPY02RLJxjddMcZm5JNs8gQnG8Qjw3xMwH+J6qE32pirbdx35LG3u6hbEVzusu7solz66htew9O9TDugT+g185yc7WX6L4mpnJuy3xNVTRZ0kBSCTdovj2+i8+d+D6fP/kgT5RepM8tcmfHjnMK4ZBUxAFCc+r9z9op7uq8gePNce4b2zln/2wriC80T/y6HofYwCMn5v8shRBCCCHEmUmzNiEuY4fGnqGuUrSn2i/q82TsNKPN8TPuk8usRU08jHL7GGsEQG7O7c1Yn3npMqMZ3H0v1c71NIv9Szou28oQnksQDwx6KCZ+MSTeHULdYK2zcV6ZRrXPbZjW0Mlca691giPOruH5gbu5eejfeHfXrTRuvpb48YDwu03ce9Iod2nd4KcqhmLaBZLwe31hI2krQzVqoJRFm5PBs+YPV1+K6Yp4qOeurd6TKnJLcSsPTT7P1uwgW3IDANg2ZFILB/HOtMWavMVDQyGv3yDd04UQQgghzoUEcSEuY4fHd1MnRd8Cy3stp6ydoRY1iI1etPKez65DAW3KWbwifoYg3nHoGdLVUQ52/nvinQEEBiKm82rCAhQzY33sjjSBM0Lwt9VkuyKppE9/bYDYYHyDqRqotR4sq7DWOdjbbFRxkY7lrYp4qtXlPSLmK3YOK7+FG4/8M091vwz/xnbix3yiRwKcV6bOWsQ3BkpVTVfRhmYy5NtRDhk7teR54GcyXREPzPz3/5r8eo43x/nCyYf4rxt/iLSdzOPPpq0FgzjAji6Hh4YCtDFnXOdcCCGEEELMJUPThbhMaR1Tqx+hqjIM5i5yEHfSGJK1xBfdJz2IAYpKLxjE/VjjLhDE9VBMdF+Dvse/SVUP0pjqSkK4p6CgoNi6tCnIKcio5DZX4ZkMqBrY6tRfO2MgMhC2ri1QbRbWJgfnTg/3h9K4b8vg3OYtGsIhqYh7ysJqzWrf0xijqgOmBt+AUTYbD34WlVPY17iYwxH6xWjRx5rW9A1hBCqlZobeT4fn5TATxPX8918pxZ0d19DUAd+cNUQ9n1GUFpgjDrCj26HkG/ZNzJ/zL4QQQgghFicVcSEuU+PVwygT0bDaSNsX95/6zFriYY2iW1hwH6MUvoK88dlfn7/sVTOK8exZVdWSJnrUR49qivlD5KyTHFn3Juzi0l+L18hDFBLfaUhZ6XN7UWfR0DGp1lBvjeHx+gnWuAWyXhvDfa9h7dBXOV7+Qaq9W1FrNfETPlafhWpb/PzndOW5bPRMpX95g3hraLpZeNmxvJPmprYtPFbax83FLaxJd5HNwJGTBq0N1mlLy20q2qQdeOR4wPYu+c+JEEIIIcRSSUVciMvUycm9AERO50V/rqydhNzKGRq2NaIKPpDRFSb8kFib026PyaiQqHII/7mnqH/vEcJoD9wwzmD+IZrpLhpta87puFKteeiT0dQ53W8p6ibCaw1LP+hPUop9rkon7/Vk+3U00r1sOPxPAFhbHUgpwgd9zBmajJeqBs+FMd9gW8n7Mx2el4OlLGxlL1gRn7Y9v5YON89XRx7HGEMuozBApTZ/eLpjKbZ1ODxyXBq2CSGEEEKcCylhCHGZOjK+hyYpcm77RX8ux3LxLJdyWF10n0ZUoqmgGJUwRIw3Q7pTivLEXqZGdnHzyE5yeoraydYdepKrzBQUJxXH2ruJgyE8qw8njlAGtKWIbYfYthfsop6xcxDBaDhOv7e0Bm9L1Ygj0q2Q/FT9JF12hk671cVcWYz0vpINR/6FttJeysWrsa91iR8P0LtD7OsWbrZWqhqyacW+ZoTjgMZCLfPca1c5ZwzilrJ4WfEqvjH2JLurR9iW3TBzbMUFBjts73L4571N6qEhu8SGdEIIIYQQVzoJ4kJcpg6MPkdNpehK51fk+bJOhkq0eBCvhyV8BcportZPcOSZ73GktBsdN3FTRSpWJ1WuZs1wH3ZfG1aPhxU2uG7fIxTqFa6upckd3I1tnp/32LGyCDwPP5Wmmc7QzGRopDNErsWQspgIJ5b99dZ0RMqymIgbHAsrvCw7MOf2cmEbjXQva49+id3FX0IVLdR6h/iZAGutjWqfOyDJGCjXNPmiohlA2jMEZvmDraOcBZu1zTaQ7mRNqov7xp5m+4Z1uE6yrNr6gfnV+e2dyTJmT54MedU6b9mPV5w/Yww0NaYSYsqtS6l1KYdQDTHVCNOMIdCgTdJPIW2jii5WVwprbRZrSx41kFn2k0JCCCHElUyCuBCXIWMMU5W9VFWeTamF52wvt6ydphScWirMmBgd1oiCKaLmKNHEw1zThDYNg3yfsNpFX//N5Du2kcp0842nX2RzKY0z2EY2F7J13wE2DA3hxhA4Bcq5HFOFCJ8JIppYqTU47hrsOMaJI9wwxAsD8tUyXRNjuFHIDuD1bCS0H8PKH8TkOiHXDrkOTL4Dch3gndta3NPqOqmIP10fJq0c1nqnNcRTitHu21l/7F/JVQ9Ry2/E2mITj8WED/u4b8gwu8F8rWmIY6gqjQ04ymD08gefpCK+8Bzx2W4ubuHLI4+yq3KQXGY9U4ush96dUXRnFI9JEF82JjZJUC6HSYiuRZhGDM0Y42sINQQaE+mk6WCoMUFrm9/arx5DI4b4tJ+bpSBvo7IOKmtDykblHZRrJSsJaDBBDLWI+HiD6LsjYEC1u9i3duK8qgdrMHtJ3hchhBDiciJBXIjL0FRtCHSdqt1DwV2mirgxEDcgrEBYTi5RBcIaRDVuCSYg9hkafxAT+xjtz7m7bXkoy6Zhu4ypXqzOu7l2TQcA0QshvjFkChbXTB1k287DaKWYLHi44WGOrrmeqDUP3dBH7B9DBwewqOG13wILzKO24hjlNzlZeZL1uott5FDVcRg7jAoap16Wm4Z8J6bQlVznu6DQBZm2BYe7T6vpkILjsKc5xiavfaZ7+myl4nb8ke+z5thX2bf951FW0kU9fjxA7wmxrz01RL3cCrqTkaHoKQKlAUWsNfaZ1lc/R45y8JcQxLu8NjZkevju+DPcnVnPVGXhye1KKa7udHj0+Py14cXiTD1CjzQxI03MiI8ebWJGfcy4jymFc5flg6Sji2eDp1COBY5Kqtd28rWyFbgWquiheixIWai0DRkblbEh66ByDqTPbbqDCTVmqIE+UCV6aIzovmGsHW24b1mDvWVlTvIJIYQQlyMJ4kJcho5N7AagrjIzjdQWpUNoHIfmCASlJGzHfrLdhBAHoJsQNVCcCmMGC5ws2BmwUxg7w5SB7rZtWJaHslNYdgbLzWG7RZ6d+Da1sES/yuE2Soz5yfBoPRLjP9Fk/foGP3noAO3NJkN9vRzr62f90IMEbmEmhAMoFE5qHdrOEzX2EVQewivcAad1F9e2jc7mOGgsSk7I1s6Xnco2cQjNKqpRgdZFjR+DY3uwdLLMmLFdKHRhCt2nrvNdkCmAUtTiiJrtE5iYTaniwu+tshjvvJWBk9/mkP8OglTXqSHqu1pD1IsWSsekTp7kFdWTOGMjXBVP0tY8TiHwaTOPYyyLppNmKtvOyWIfh3o2cLhzHeY8ArprLS2IA9xQ2My/jjzCcPowZnT9gp3TIZkn/sBQyIlqzEB++ZrLrSZGmyQgl8OkOh21OtsrWsvjtS6KZIh3ZJIqdSPCVKJkOPhkgB73MaM+1GYtZ5e1Ue0eqs3FuroNVXAhnwRnlUnCNI66JEPDlWuhNuawNuawX9uL3lcmfnwC/6N7sG/twP3RDVgdMhJCCCGEOFcSxIW4DO0+/jRNMrhuO0otEtbqx2H8Mai8iDIRRtng5MFKgeWCZYOVAacAljcTtpPwnQU7Padi3GhOsG9qLzu6biZtzf9g3ogqeHYGz27HqR9motFANzXRA0263CF+4/mD1NIpdu7YTj2TIdOcIuOXGe66esHDt5wOnOy1RPU9BJWH8Qp3zquMJ6/cw9enzV233WR4eq5jZpOBpOrv16FRQtXL0CijJo/D0PNzA3qugx9TMVPpFJvTGdYyRTOVxffS6NOWipvsuJ6+kfsZOH4fQ+veSqZRJpebIKeHafvKOB3pUdomR7B1shb3hJOlnmljyHU4lEpTTHeRUg6pyCfvV7nl8FO86sWHqHkZdq6/kUc330YttfRKtKtcqrq+pH07vQLr0t08E+5mh1lHpWYoFuaHwW0dDgp49ETIW7ddHkHcGIM+UCXeNYXeW0YfqyfDwM+HZyXV6LyThO3BTBK8211Uh4dKvTTeM2Ur7B1FrO1t6D1lou+PEP/mLrx3bMB+RbfMIRdCCCHOgQRxIS5DR8afoaZyFL0FhqVHNThxL6q8F+MUoP1aTGYQ3DZYLLQvQdpOwnctrJNOzQ/izahKZ6Yd10uW+LLjccoPd7G9uo/B4DBPFfMMb9hE3k2Ga3dMHiJ0UjQy7Ys+p2XncbI7iOrPEVQew2u7HU4bIq5IE5glNmtTCtI5SOcwHYPA7IBeS4J5vYxulBmoDLOjOkU+joH9Mw8RK4vIcdGWjVEKZQxOtIbBsd3c9syeU/tZDlXTRt3tYHz7bTw5UWSo2M6Qsbmx0+Wp6lOEsc3W7Do6Z/8cjaGzNsnm0YO87OATvPzg4zy05XYe3Ho7kb1wN/bZXOXgG/+s+027vrCJfxt9jAlviIny5gU7p2ddxaZ2m0ePB7x12/Ku177STKiJ7h8luu9kUrnO2ljrsth3diehOe+iUlZSBVckvyDaJMvSGZN8b6nkn5JrJXOw7csroCqlsK8pYm3OE313mOBTB7F3l/D+06akgi+EEEKIs5IgLsRlRuuIRn0fVdVD0T2tUlo7DEe/CMZguu+A3IYLCt+zpVvDx6tRja5U+9xjMjF+XCdlZ7HdAmBT1GNsPdpgIBhh/7q1fDXjcJudHIsdB7RVjzPVto7Tg/XpLDuPk9lO1NhDWHsGN3fDnNttlUETEuoAd4FK/ZIoBek8pPOYjkFKUcDnxp7DtjSvzAyQDnzcMMCNApw4xI4jLK2ZGbtsItoqzzPedR0THTtopAsEXhY9pDEjMUGbx7F6zLilabMADLGJUbgErUr57GOZyHcyke9k17rruXZoN6984SGuO7abL9787xjqPPNa657lEugQY8ySKpg9qSL9qQ6G4j2MT21g05qFg9b2TofvHPWJtMFZYPj6ameMIX5sgvDzRzClEOuqAs5re1Frs6glvJ6X3iu+cCpt494zSLwxT3TvSZq/+xypX9iG1X9+DRCFEEKIK4kEcSEuMydLL6JMQMnyGJzdqG3qWRj6KqR7oefOZGj5MnIsB892qYXzhz03oqSbumfnUMoiY3XwnhfLrAnqHL/qKg7nc1CdxG2dFCiWjgJQzfYs6bktp4iT2kTkH8Cy27DTG08dFxlCoKJLdFpLe7yzqcQBoOmxc2A5NNMOzfSZh4dHwyexgwOU2u6aGdJvDVrE5ZjywYg4o6hFht68TYxGY3Asm0BHiz5m4Hg8teEm9vdu5hUvPsxPPfgZvr39NTy05fZFG825ysVgCExISi3txMR1hY1803+KvaUT3MaGBfe5ptvh3w74PDMacXPf2Svzq4meDAg+dRC9u4S1NY/zw+tk3vM5sK9uQ/WkiL40RPN3d5P6L1uxdyzSN0EIIYQQwPQUSiHEZePpo0+gsaiqDG1OaxzxxE7U0FcgvxH6XrvsIXxaxk5TiWrztjeiMgBpO4uKNG/a08bmisV3Nmyg2tlFYJImcDYqGXo9dZh6pgu9hKHW0yyvD8sdIKw/h561brinkupcNS5dyEub40AwBcrQ7y19bnap7Soy/ii5+tFTGy2FvdGlBkRWMv+4zbWIdNLIzsUmMPECjzZXOdPG16+7m+cGd/D6Pd/lR574Im60cEM2z0re06Ze+vD0wVQnBVXgmWgP89t5J9YWLAqe4qGhpTWCWy3iZ6dofvgZ9JEaztvW4v77tRLCz4PVmcJ95wZUfxr/Y3uJHhy91IckhBBCrGpSERfiMrP35OPU6EArizYvB1PPoU58HVPYBp23nnFJrguVsdOUw/lBvB6WUEqRMmledf9BeuvwwOA4L6Q3sRbwtcZVKlniuDqMFzUY69xyzs9vpzeArhFWn8ArvhZleXgqTU1byxvEm5NgFG1Wasn3aab7CNwiXaOPUcutP3VDVlHLKBo6JueCYxnCoEZHVKMLgxeM0qOHseMA2wRYOsIiwjJxMie5xSiLiZzDM4Pd7Di5j//8vaPce+0NlNPthE6O0M4SOHlSJEPLm3GTorO05aeUUlyd3sDj5ln2jI2yo7t33j6WUlzT5fDAsYBfuGX1L2NmjCH66gnCLx3D2pTDuWcAlZH/JF4IlbJx37aW6L6TBH9zEFMKcd44IE3chBBCiAXIpw4hLiPGGErlp2na3eSdDHb1CAx9BZPffNFDOEDWzjAeTM6s6jStHk2RVVle+ehh+ip1dvZ3MZo9jtbjxPTjG43XOrauyYM0vQLBQo3mzkKhsNNXEdWfJqw+idd2B55loeMMpXhqWV7jaFSnrH0cdY7Dr5Wi1HYV3eOPk6kdIVYaJ5pCBSWuCUpcR5n2RpXMVBWL+cPRNQ6x5aCVgyFpBJf8PJNRBAoDJsZCc6TDsG4y4keeuJ8X+07iu+Gcx/oh5aJHvwluF5FbJHLaiJwCkVMgdvLEdp7YyRLbWWIrg7ZTbM9k2VNx+eqRXezovnvBl3h9j8MjJ0KOlmPWtSWB38QaPVXHTDWg1MRUfKgFmFoAjRDTDKEZYYIIwtayYNokl1nvHdb0mtkWeDbKtZPrlANpB5V2Ie1iPJdQp4iNRxS7xJGD1jY6stChQocGExjiI3XMlIUa2IrKuqgHFMo2WA7JxW0tFuCBlTLYqWQgiZOs1rdcrRUuGmMMxAaiGBPGEOvk++nrmZENraZzjg2OhfLs5P08z7XrlaVw7u4nzruEXziGqYS4/2H9kubZCyGEEFcSCeJCXEZGyoew9BT11AYGlYJjX4DMAHS97KKHcICckyGMI5qxT8Y+VS1u+JP8+Atd9E9Uebqzm1JfHquRI2MmmYpifK1xlEW6WSLXmGCka9t5H4Oy3CSMN3YTNfbiOZvQpCjFk8vxEtlZG8ZWFmkWC+IaK25gRVXsuIYV1ZLruIodVTAY1hz5O+oeGBSRymDIULGyVOmlrDZSzhmGTY2008dIFLExv+acg9ELfT53HniOzSMZ7r3mWqZyLk7cxI0bDNf3s8bO0a5s3HCSVHMIO25gx3Vs3Vz0MV8GMArNg7+OshzAOnUyAMNVWvM/DRz9tOaY0YBeuIuZUSgsFDYKF8tysTMZ7GwGR+VxrAKuKuJZ7XiqC091kTKdKG2B1phQEwY2fjlN4KcJwzRBnCY0GTRzh5UrE2PRRJkYpWKUAhVbSQ5NKVQUYUY1KEVyOsPCGIXRCh0rTKyYP4vLYHngpA12xuBkwMmYU9+nwUkZ7IzGds2pburagG6tPx4bMBo0mDgijprEsU8cN9CxTxz5xLGP0RFxHGDiCBPHGJ1cExlUa71yQrAihRUpVGhhBzZ26GBHHo5OYZnz+E99ykFlXFQhBcU0qj2D1ZlFdeUgnzpjlVsphXNnNyprE31rGFON8H5qE8pe5WcvhBBCiBUkQVyIy8iDB76HNhZVHfGy6t5kDfCeV6xY+S7rJPOxS2FlJogrrXnT7phtE2meKXQzOZBHAZ7dTjYaYTwMaOgYV1l0TewjdFLUM50XdByW04adWkvUeIF0togmw9SFBnGjqYYVTtSPsMZA3kyRqY5ixfXkohtYUQ3rtCBrlIe2MsR2ijDVS50ameYkJ7ruJvQ6GKlZHAljtGXYoCxMSTPOBJOOQ49TxI/LBGhS59jSo+Gl+P7W67nj4B7e+Owz/Nv1d8x0VN+lLCbTA2zLbl7gdcZY2seOm1jax9I+SgdYJmKy5DNqjtKTTnOd2w31JqbuQz2EMEaheDHfRmQ5/EBYTqrVntu6dsC1k2W/0GA0RsdoE2LigFj76KhBFNXxowmisELklzlVubVxrUHsaDPUtmHVt2MHm7BUATdvcHKGVE7jZALslMaxI5QVYcUxBBEmjDHVCP1CDBGoYgxWDHFShTexTqrx8dw58Ent2EYrB61sNA5auejQIa5bRFZE0/YJHZ/IbhLbDbRVQ1tVtF1DqyrGKmOsKtqqYqwa2qoTWw203UBbPtoKOSd267JEFi6uyuGqAimrSMrqSK7tTtKqm7TVScZ04+qkh4MJY2hG4EeYegDHptDPjxBHSS8H0g5WXwE1WMRaU0T1FRYM2faNHZC2ib56Ar8Wkfq5rUnFXQghhBASxIW4nOw9/gB1Bri1fgALA72vTsbYrpCMncJWNqWgQn+6G6U11zyyk76JFI91uNS6cqjWXx3PbqcZDTEVTNLEZU0c0FY9wXj7JpZjMSjLW4OJKrj1p0k7/WhqNPxRHBRGR2gTYHQ4EwS1DjDaJ9Z+6/tmEg7jBjpuolvNze6a9RxGOWjLAytFbKWIU/1oO4Wx0mgrTWylQc0NHmEqINt8kELtBBOpLqqhxleGTstCuUDOIgwjbNvGaVXBQx2Tss79z3XouDy4+VpedngvP7TrQe695jYO9K7BtVya8SLN2pSNtrNoOzvrhRqoB1SU5gSDPMMxel/opCfyoJBCtaVReQ9yHinj8Z0Ji7uu0/ScZ8+z2IfmuE1zXNOYrBA2x9H2KMY7SZg6hi48gikkJzw8by1W7npSuRvI5m7Cdbtaj+Iw5z9xpYj46QmwbKxbsuhcSGwaxCYiNk0iGsSmTmQaxLpOFNeIdY3I1IioEZl6cjt1ImrE1Ilpglq4eR3GwjYZLJPGMhmUSaF0CqWzWLoTO0qjdDrZZlIo42FpD4yLZTnYloNl21iWjW3ZWJaFZSssG5StUMpg2QZla5SlMSoGFWGsEKNCDD4anxifSDeITYNI1wl1lbI+QhhWCJplzKxpEI7KknX7yWUGybWtIe+uJe+tI+duQikHUwsxpSZ6okE85aMfO455+DjGtlH9bajBDhhoR2U8THKuBZNrQ78yRfTYONX/dRTnBwfAtZL2BobknMzsX7/WAAtlkazHbif/hCwHlKtaUwYUVgqstMLykGHvQgghXpIkiAtxmQijBn51J/26QE43CfvuIuVkz37HZaSURd7NMBWUUFpz3SNP0zs0zL2Dk0TOVjK5Ux+YHbsAWATRME1rgO2lQ0R2ilpugSXGjMbSAVYcoEyIpSOUDlGm1bRMR8kQZB0BOhmGbDTKJGt593MMUIyW/m6xI8dSLspyUJbb+trDtjwcp4BlpdDK4anmJAW3wIlI0+4W6D6HrunTYtujlhmgc2ovo4WrKWsbbUPbdF7PQBSE2KGNZSksZbWWMFt6Y7i5z2fzyKbt3HLkRe557jG+F/q82OGevWt6ECXzuSs+puaDNmRsh1y2k7o3zEObQ97WffW8GQ+bDHiThsdLijf1LBJST6Mj8CcsmmMWjVFFUI1A+ahMgJMLSXdlsHN94HRg2EasfeJokigcIQ5HmSp/n8nJryYPZufA7cS4BWLLI8YnDupEjTp6m0/s+OjYh/KZjsjCJoOtUlgqhU0a20pjqwwu7dgqnWxTycUiuc2e3ldlUDhnbVJmNOiYmSHwyTVorTCxNXO7CZPbYq2SbVqBPsfwqQyOAnf6xIFKtmlVI7YniOwJImecyB5l3D7BsPM02q60DtTBC9bhNbeRbW4m29xA2h/AdTuwXB8LH2u8jjVWwtoVoohalxjV+vdo2xo1aTCfmz0/ffpQpqc3gMGC5F4zI3mmt5mZ/dSs75Ogrhx1Kqg7oNxT8/yT69bzTvcf0NOjMlrz5vXsy/xtJtbJCSndmmowPcXAtL6nNf1gkVUFZubiz5xpaH1vTX8996IW3M6pr+c83uynWeT3wizt3+Kcx1EkP4PpY7GSn4myraRfg22DbaEcp9W/wQHXQbnJNSkP5bngucnXKQ/SHiqdgnQq2SYnUYQQVzAJ4kJcJh468B3a44h8PMnzqQG2p/suyXHk7RyV+hQ37nmSruExnuzKc7BwnK3u6c3XLGyrnbQepd0vMFAfYaJtENcfx44bWJGfXOsAZeY3LzPKwSgLo2xQFlpZxLbH9Lxlo+zkdhMSh+M0LEMxu5V+bx0oF2XZWNhguShltcLA4p5tjDJmR6xP97O/NkbPOSytdrpyYSO5xgnaJvbS9LaTtcBtjexVCkInIhV6mLLGyVv4Z1hLfCmMsnhi/TZ8x+G1+3ZhBvv5p8H2WTskpUlVa6IrdSjXUEGYxKG0QrXZkFK4DnRWKvTEESfifQxNVelx0mAijAkxJgId8ioVMzkScsBPthkToXWA1hHahOg4JI5D4jBEx63h6YQYK4R2De2nvYAIWKTpvcLFsh0sO4djwNYxtj+EampsLCyrgNtsR6mN2Nk2bDuFRQpLedgkQdsiNSt0p5YUopeDms4z7vxwejamNcU8+dGpJBcalVSYp69J9sGomfucyovTry8NDAKDKK1xQh+34eNEPnZUw4or2JGPG2nc2MIyk8AksPPUsQDGssH2MMYCk5xQwCQN9lTKhXTSU8CUIsCgejMoz5puL9A6sOQ9UDp5ccnvkzkVdo1JgvP0fPvW3PuZbT6Y5vRrbvWlm/l3rcBWswK7QnkWlpdcY1lJwzqlkn4M08Gz9bWaCaKnB+PWa5gOxov+wGb+71TPgNk/EDP7dc76noW+ZuZ7M/MDPQdn+9We9fjzjieOMGHrzTXJtdG69WbHSf+CMIa41XxR6zMch4K0B5k0KpeBbBqVy6JyGVQ+C/ksqpBF5XNQyKIKuSTYCyHEZUKCuBCXiZ3P/h8KMRxPryFK961Ic7aF9JHhnmdH6Gz67OvZwoH0AVLksGbNIVU6xAurDAQWtl9lTe1ZYgV28zg5/9SQ79h2idwcWrmYVsdw7KRr+LkMXx/HoqhHKMfjrPNuOufX1NAhLzQnWeMViFsfUD11/nNdYztFNbuGvuoe7I5NdNgZMKAIsLVPNi5RVCly1HEaNWw7pqhTqFblXxG3li9LKv8W8Uz6sJIEBEYnndSZvjZMpQxHiylee/wEO0r72dP3DbQ1ffssbusyLWxdgC6ABuxoXVdndlKAjbIcerGpa4fRkk3KSoZXgw2Ri4lstJ8FbWPh4Do2tmvjeDaWa6OUg8LBSsqcWCpp6Kamv1YOFg4oJ2n4tsDvuTGGOBzHHz9A2DxC7B4GdQQn2EDau5a0uxXH7jjvn99qoNTsWQ+mNWV8CYnMGKwwwmk0sRtNnKaP02xiN33s8NQJH6MU2nXQjoP2UuisQ8NxMLYisBs0KdGwJmgwQlONYYhR2GSsNWSt9eSs9WQbfbhTLrrchJpB5VOowRxmTGOOxzgv68TaMH91hAvJlXN+G2JD3DTEDYjrJrnUDFHVEFVJThaQVMzdDoXXbeF1K7wuC68rCe3iwphYQxhBGEIYYYIQghD8EIIA4wfgB5hmAM0AUxlFNwNo+NBYoHFkykO15aAtjyoWUO0FVHHW1+0FyOek0i6EeElQxpzreCUhxGrz7POf49HHPkLF6eVJN8+m/DrW5QZX/DiK5TqvefR57CBg1+BarMkedg9+hw6VZUC3kQqreEEZtzU/WWNhxZouHyZynTTTRYztzcSK5TIS+qT0UXLaZ6BwG8X0xnO6/yO145wMa7wsO8BE3OT5RonrMp0s9bOeMgEqbqJME7QP2seKGvRWxyjbNpNZG8sE8wNxS4wC5WAsuzVMt1XtV1bre0DZra7fCjPTnG/6Nqv1yApjLNqrATvGYuqOxRPdGeopF1wH4yYnOpIqoAUkj2+wW98rGpHDRMOhuxjybDDC1nQP12TmrhVtDHx3QpFBcY9WBFMWYQ0wCittcHMGJ69xM6cOcVnFBn2kAVMhdHqY9pAwPkIQHSaMhwCNYw+Q8a4l7V6DY/ddlmtdqyjGaTRwGk2cenPmaytOqpRGKWLPRbsuseee+tp1Ma3q8FIYExOYcZp6hKYewTcjhCYZ1u6qdnLWBrLBANlyL+nJAhgLnCwEFtbmHM7NncnQgJVkkoAeVTRRBaKyJiwbogpMr7/odYLXY5PqVaR6LbzOVlVcrAijNTQDaDQx9WarOWQDag1MrZF8X2tArZ5U5KfZFrQXUB1FrI426GhDdRZPXYoLNxcUQoiVJkFciJe4F/Z/ie8/+CEaytDoeTM7y7t5edcN5Nxzn798ITYeG+Pluw7STDl8vbtBZ2jTQ4itR3FbETOy04ROhtDJEjoZLAMbh/dTc2Cy/SrcC6gyn8lkHFCOJukwY2SNYqDwMorp9Uu678mwyv3VIa5Od9Ln5jjQrDASNdieLs7aS7eCdh0V1yFuYOkG6AZKNzmtHRVGucTGwY00fUGTg4V+ql4bRrk0MYyaMm1WN0p5NLShRJN+P49XcFtdx8+R1hDErbW6NZHSNJ0p3nQyJKU1Ozds4WhXz5KCl9FwvGLRkTbU3AkOB1PcVdhEp5NF+4qopghrcCJUPJsz/MCkzYAHTk7j5s3F7x1Yj9GH6smyXr0eVn7uwC9jAoLoaBLKo6MYQmyrk7S7g7S3Hc/ZiLpIv4cXjTFYQYBbb+LUGzj1Bm69gR0kwxiMgtjzkkuqdfE8tOtctJEzsanR0CP4epimHsY34xhiLDwyepBsvY9seYBsYwO2ncXekcPe0pF01r+ETGyIyoawZAinDFFJE7aa9ysbvB5FutfC67VI9Sqcgrpko49EwhiTVNBrdUw1uVCpYyo1qNYxlTrUG6fuYCkoFlBd7Vhd7aiudlRXsXXdngyRl5+pEGIFSBAX4iXKGMOuZ/8vT+z8U+qWw5izDorrGaqf5I7um1fsw2G60eT2XS+wdqTOZC5mNDeGUpoYRWinmLAaeN46YieHwZ6JpMpoNo4fxo18DuVjmlYfbXbXvJ5Cc6ZWLnYQZ5km2SBigjqeOsZA3AZUyHEDGWvLGV9boGIe4xAZXLbQDfgMmRN4ukEnGkvXsEwDi9lDKBUaD6NSGJVCKw+Dh7E8jPKg9R6ciA3GGG5q7Mc1EU+330ZsuVSoUFZluulGkUyFHadKMciQjzzIWyh3gRntszcYkyzFFU7P12xVi2wrCTqOxTEzQj9t3D5ao7dSYqi9k6c3bKbpnb0p3GRd0YhgY17zTHAC38S8fPwqUqEHCqyUwU5rHnEgZcFbCyvw66gNetiHYR/SNqrPQ7lnrnoZExPGx1uh/Aja1FGkSLnbSHtXk3K3YVttF/nAz1Ec4zR83EZjJnQ79SZWay6utm3ilEeU8ohTqZngfanDojERTTM2E8ybZoTYJOHICzvINgbJBD1kc2vJDWzF6e+CzOqYD2wiQ1g2hJOGcEoTThniWnKbnQGvVTFP91q4PRZ2WkLcamOiaCacm3IVyrUkqFdqmFIV/ODUzmkP1dmO6ulIKuhd7ajuVmBvb5NquhBi2UgQF+IlyA8qPPDQhzl05JtYha2crL9IW+9/4InyLvrSXWwpbDzj/Y0xreWFDHp6CSGTdGiGpCo0vb3VNylpOKzBiRoUwgmK/ihXTVTZNOmijGK4rcxI2qGhcpRtl+OpCgUTAoZcsPH0A2BLY4jOqMKebAfaqWERQrQNZU77kKPmXM2z4PbTNmo0o06DjBomHWfpiDPE9hBuvAEvuom5izKHQJVYVRh1j+OYBm06xqKGUq0hvYAmRUwKTRptPDRpIjw03lknudYtqNmGbKzI6oCr/H1UrTy7sjdQcieJVUQ+ap/Zv+o0sI1FW7h8oxymvHEc49AV9NPfLHFt6Ti20TzdsY7n2geJrOQ9mff+mqRrd82BbASWiTicP4arXa6tb0nmzrd+hBVleM6Ga2LYYlrv8Wk/z+nh+PNy4qzeV/MaQ59+QL7GVCJUbCBjozLW/N5ZarH7tx7FGGAUo49gzFEwI62de7GsrVjWFpS1EUvNn9N8vsy8L059q7QmFfik/CYpv0G62SDlN/FCf6a/Weh6BG4K300ReMl1bNuY2W/YAr+LZpGvE2ru9jPdf6GTZgtsWPifg8FQIbaG0WqY2IyirVFQMRgLK+rBNmtw1Bpsbz1Oaj2Wder3X83836zfDzX3tul+aqf2U6eajs/eZ3Yj8tk92BZqXG4lj2EiQ1yFuKyJyoaoDCZM7uvmWpXzHguvx8LrsrCzEs5XM9MMoFLFlKqYcg1TriRhvVyFSv1U8zpLQXtbq5peTAJ716lh7+SzUk0XQiyZBHEhVrGk6RREgSEKIfQ1R4fu5ZkX/pAortPe/gb2VL5EnavJeFt5Ln6GHVxPymSSZY6mw7Q2c7osL+VfvTKGNA0KZoq8KVHQk7TFk2Rjn85qnp5yES+2GckpXijmqOlM0l3YBWwYto7iMkHBrCFD+8yHYVvHrKscp+hXOJnt4pBrkwVcRogpUrAHz6UP25Idj5ukVJnQjLPDuYkwGqMRDiULVdmdYCKiuIrmVGUkxsJSGSwrA1YaH5chHdPlFPHU+fW6rGvDWGxwUbS1Ams2qrKhtp8pt4P72zqxVZYcuZkA0yCgTkC/KaIihQkBZZLzByY+1dl4OkXYs5YcWoiBiqrQsOqsizYA4OiYLVMjrK9OEFg2z7cP8HxbPw0rBUbN+Z1RytCwFbGCdgyBCjjkncAxNjv8TWTj9MyxH7Y1IzbcGlh06bOEvNOC2+z9FvyV1cycRJqZa644a0A886+/av1/A9c6hqOO4lrHsFWy3lmkewjNRkK9gVCvIzSDwPktmK6MJhP7ZKMm2ahJLmqSjRrkowaZ2J/5ZxBYDnU7RdNOUXfSNOwUdSc1qxfA7COf8wSLvDrO2uR70WM+7Zvl/KdqTAx6HGONgD2Ksccx1jioVhM53YbSAyj6UfShTB+KXoxpm1n1YPbvqZn9+2ROXcysbXM6yS8303p/DKdW/2qtiW67YHsKywHLJlkj3gJlK+zptdNtTn1tqdZ+zKwnf+o6aetgOdP7q5ltl3okxOXAxBqqtZmQTrnaCui15PvZ1XTXQbW3QWcbVkcR1dGWNJBrn24sV5DO70KIGRLEhThP01XlOII4NK1riCMzcx2Fs24Pk+tooetW0I5CQxy0rlv3BTCqTpD+Ns38P6Ld/dj+9cT+nZzs/AwhHunGv2Nv/jHSOsv6cCu0qjbTK+tMV3dorcbD9DYMjglJ6RrpuEYqrpIOKqTDMpmwjN1aNktpj2zYTrGWobtqoQyMFNMcastSj+1kPq6jIKNQdvLejOl9xDTpVJtIWxkwhoJfZaB8EkdHjOa6GXU8qiakXXlEpoLDFEZ1k7V7z/OnolvdxCMwEZaJUCYEExFrH0yESzQvPBgM4OLaRXwrxwkdEVop1jrtpGe1Dx+Kq9RMyBo7x/lEkEpsmNRJK7o2S83pU5YLy6xrHKJu2ewtbKbqdDK9bJBGM2E1KEYe+dBNlqeaVcVXtgFP0Vpu+cxaf/EDEzKqxumP+8lESdd2E0MqDtlYG2NNcxLLaE6m2zla6GI43041lUbZSeSJDUyECs8ydLuGQIW8wDA+IVvoYwNdOK1h+DsjmNRwpwcbrQvIBhp0PYZa6xIbyFiQd1Cp5Q8cc0NdFa1PovUw2oxizHhyQCiU6sRS/VhWL8rqxlJdWLTjRGncKMaJQpwwTK6DADcMcIIAJwpnflwGiFy3dfGSa88jdD2M/RKbs36BTGgw1QjqGqM0caZC6E0SqXFiJonsCpFdmTnRoHBxVCeu04XrdeN6ndhOB67djmMXsZ0iljr7yZLZK3ZNh3Sz0PetEUIGc2oJOVpLi8/aVxuDDiD2k7/rJkz+G2Gi1uMoktUWHZJ/zhaYWf+GZ5Yr16euz5VqhXlrzuVUgLdbX0+fAFhsv8W/bj1H6ySCZSXbrqQTAMYPZoa6zwx3r9Sg2sBUa8n89dnSKVQx3+r8nk+WZZtepi2fReUzqFwWcpkk2F9B76UQVxoJ4iShoVKpXOrDuKJM/9rNqdBOf9CZ3jZdxZ3eNmtdXK3NqW3Tt8fJdn369/GsDzKztmkNOjKt69b3ceu2yKCj1tKoUWt7lOwXt76OW6tELZXtTFcskrCafK9mqh62o1B2DHYVbY0TMIQfH6AWPkfVfxZDRC51FXZ2B8eDEzT8xwgokM29kmPBIYK4xo7MVjLYWCbC0hG2DpPrOMDRAbYOcGM/WRc4buBFTSwTowxYxkJpF0UW26RwoxTp0KatCTk/GbNeSTmMZjyG02nCuPXhwCEJgU4S/mMTUNUn8E0JV+fIxDAQuXT5DdJRQMNJMZ7rwMdhCh8neUbAEOkyDjUMKRwrj0s6OZEwXfpEo7QG4uRrE6Oml/Fi4R9I0lXcQSubJgplaQIa5Kx28qo32a5LRHocS/toFJGVJW0VsVUWpVJYyqWsY46bOh2kKFhLq4AaY4gMNICqNkSAYxR51ZotP6tKp9GE1gRbGhMU4oCylWPM7aBs56hbacquwVcxnXEaDy8J3TNvRWuA9/SHeGv6tc8y/SF+VqCYTE2ggD6/Dwd75v5KgU1MX6NMT71EsVnHAhq2y2Q6RyWVoeplqDgpRvCIHAfPs3FsOGGVGKGMhaKXNjrJkiXDsdhlOLbotRWbLOi1IMsCTag1EBtM60JoINTgawhaB+6qJICnk/nyF8wYlKF1mfW1NlitbZZu3abBisGKYyzdQEUBtgmxI4MVK2zt4sQetpk7YkJjiO2Y2IHYVsSORWQ7SeB2HIzjgfJaP7wkmV3pH8CNNtCIoXnaz95RGBURWxViykSqTKxqxFYNbdfRdgNthXMey8LFUnksMthWDsvOYdtZLCuDbadRdgbLStaSV1byb14pF6U8lLJRysVSDigbdYE/G61BN0G3llZLFlIwxD6Y0zKbssHywEoBXrLUGi6tNdFpjYBRGJWU341Sp04SoJITedMnBvTp/y2c9b0xyeCaWaF/+r+d5/MpUalWSLdOu1ZJdX+64q9aS7hPjwZQTH996gSy1TpJYanW/WamCbSmG1izv0+mDzD7+9OnHsy+P7QWhGiNhJl1ovD0+7S2nvN7YaIo6fQ+p+O7j6nVkyXb6s1kqbZZywfOcGzIpFCZdHKdTiXXKS9Zys3zIOWA56JcFzwPXBvlOOC2Lo6Fsp3kbIltJ49pJz+QK2mZt0KhcMX/TRWrjwRxoFwuUywWL/VhCCGEEEIIIZZZqVSirW2VNd8UVzwJ4ixfRbxcLrNu3TqOHj0q/9gvMnmvV4681ytH3uuVI+/1ypH3euXIe70y5H1eOcv1XktFXKxG59dt6DKjlFrWP6RtbW3yh3mFyHu9cuS9XjnyXq8cea9XjrzXK0fe65Uh7/PKkfdaXI5kMUQhhBBCCCGEEGIFSRAXQgghhBBCCCFWkATxZZRKpfiN3/gNUqnUpT6Uy5681ytH3uuVI+/1ypH3euXIe71y5L1eGfI+rxx5r8XlTJq1CSGEEEIIIYQQK0gq4kIIIYQQQgghxAqSIC6EEEIIIYQQQqwgCeJCCCGEEEIIIcQKkiAuhBBCCCGEEEKsIAniQgghhBBCCCHECpIgLoQQQgghhBBCrCAJ4kIIIYQQQgghxAqSIC6EEEIIIYQQQqwgCeJCCCGEEEIIIcQKkiAuhBBCCCGEEEKsIAniQgghhBBCCCHECpIgLoQQQgghhBBCrCAJ4kIIIYQQQgghxAqSIC6EEEIIIYQQQqwgCeJCCCGEEEIIIcQKkiAuhBBCCCGEEEKsIAniQgghhBBCCCHECpIgLoQQQgghhBBCrCAJ4kIIIYQQQgghxAqSIA4YYyiXyxhjLvWhCCGEEEIIIV5CJEuI8yFBHKhUKhSLRSqVyqU+FCGEEEIIIcRLiGQJcT4kiAshhBBCCCGEECtIgrgQQgghhBBCCLGCJIgLIYQQQgghhBArSIK4EEIIIYQQQgixgiSICyGEEEIIIYQQK8i51AfwUqG1JgiCS30Y4iXEdV1s277UhyGEEEIIIYRYZSSIL0EQBBw8eBCt9aU+FPES097eTn9/P0qpS30oQgghhBBCiFVCgvhZGGM4ceIEtm2zbt06LEtG84uzM8ZQr9cZGRkBYGBg4BIfkRBCCCGEEGK1kCB+FlEUUa/XGRwcJJvNXurDES8hmUwGgJGREXp7e2WYuhBCCCGEEAKQZm1nFccxAJ7nXeIjES9F0ydvwjC8xEcihBBCCCGEWC0kiC+RzPEV50N+b4QQQgghhBCnkyAuhBBCCCGEEEKsIAnigrvuuosPfOADS9r3O9/5DkoppqamLug5N27cyB/90R9d0GMIIYQQQgghxEuRBHEhhBBCCCGEEGIFSRAXQgghhBBCCCFWkARxMcenP/1pbrvtNgqFAv39/fzH//gfZ9bCnu2BBx7ghhtuIJ1Oc8cdd/Dss8/Ouf3+++/n1a9+NZlMhnXr1vH+97+fWq22Ui9DCCGEEEIIIVYtCeJijjAM+fCHP8zTTz/NF77wBQ4dOsS73/3uefv90i/9En/wB3/AY489Rk9PD295y1tmlujav38/b3zjG3n729/Orl27+Id/+Afuv/9+3ve+963wqxFCCCGEEEKI1ce51AcgVpef/umfnvl68+bNfOxjH+NlL3sZ1WqVfD4/c9tv/MZv8IM/+IMA/M3f/A1r167lX/7lX3jHO97B7/7u7/Kud71rpgHctm3b+NjHPsZrX/ta/vzP/5x0Or2ir0kIIYQQQgghVhOpiIs5nnjiCd7ylrewfv16CoUCr33tawE4cuTInP3uvPPOma87Ozu5+uqr2bNnDwBPP/00n/zkJ8nn8zOXe+65B601Bw8eXLkXI4QQQgghhBCrkFTExYxarcY999zDPffcw2c+8xl6eno4cuQI99xzD0EQLPlxqtUqP/dzP8f73//+ebetX79+OQ9ZCCGEEEIIIV5yJIiLGc8//zzj4+N85CMfYd26dQA8/vjjC+778MMPz4TqyclJ9u3bx44dOwC45ZZb2L17N1u3bl2ZAxdCCCGEEEKIlxAZmi5mrF+/Hs/z+JM/+RMOHDjAl770JT784Q8vuO9v/dZvcd999/Hss8/y7ne/m+7ubt72trcB8Mu//Ms8+OCDvO9972Pnzp288MILfPGLX5RmbUIIIYQQQgiBBHExS09PD5/85Cf5x3/8R6655ho+8pGP8Pu///sL7vuRj3yE//bf/hu33norJ0+e5F//9V/xPA+AG264ge9+97vs27ePV7/61dx888188IMfZHBwcCVfjhBCCCGEEEKsSsoYYy71QVxq5XKZYrFIqVSira1tzm3NZpODBw+yadMm6fYtzpn8/gghhBBCXN7OlCWEWIxUxIUQQgghhBBCiBUkQVwIIYQQQgghhFhBEsSFEEIIIYQQQogVJEFcCCGEEEIIIYRYQRLEhRBCCCGEEEKIFSRBXAghhBBCCCGEWEESxIUQQgghhBBCiBUkQVwIIYQQQgghhFhBEsSFEEIIIYQQQogVJEH8CqKU4gtf+MKlPgwhhBBCCCEuO1HdXOpDEC8hzqU+ALFyTpw4QUdHx6U+DCGEEEIIIS47o/cGdP7EpT4K8VIhQXyFGK3RB45BuQpteazNa1HWyg1ICIKA/v7+FXs+IYQQQgghriSN4/pSH4J4CZGh6Ssg3rUP/8N/Qfi/P0v4t18m/N+fxf/wXxDv2nfRnvOuu+7ife97Hx/4wAfo7u7mnnvumTc0/dixY7zzne+ks7OTXC7HbbfdxiOPPDJz+xe/+EVuueUW0uk0mzdv5kMf+hBRFF20YxZCCCGEEOKlyjRlaLpYOqmIX2Txrn2En/zC/BtKlWT7u9+GfcNVF+W5/+Zv/oaf//mf54EHHgBg+/btM7dVq1Ve+9rXsmbNGr70pS/R39/Pk08+idbJmbzvf//7/ORP/iQf+9jHePWrX83+/fv52Z/9WQB+4zd+46IcrxBCCCGEEC9VUVWCuFg6CeIXkdGa8F/uO+M+4Rfuw7pu60UZpr5t2zY++tGPLnjb3/3d3zE6Ospjjz1GZ2cnAFu3bp25/UMf+hC/8iu/wk/91E8BsHnzZj784Q/zP/7H/5AgLoQQQgghxGl0cKmPQLyUSBC/iPSBY1CqnHmnqQr6wDHsreuX/flvvfXWRW/buXMnN99880wIP93TTz/NAw88wO/8zu/MbIvjmGazSb1eJ5vNLvvxCiGEEEIIIcSVQIL4xVSuLu9+5yiXyy16WyaTOeN9q9UqH/rQh/iRH/mRebel0+kLPjYhhBBCCCEuN+GUxm2XNlzi7CSIX0xt+eXdbxndcMMN/NVf/RUTExMLVsVvueUW9u7dO2e4uhBCCCGEEGJx1X0xHS+XIC7OTn5LLiJr81ooFs68U3sh2W+FvfOd76S/v5+3ve1tPPDAAxw4cIDPf/7zPPTQQwB88IMf5FOf+hQf+tCHeO6559izZw+f/exn+bVf+7UVP1YhhBBCCCFeCko7ZYUhsTQSxC8iZVm4P/z6M+7jvu31K7qe+DTP8/jGN75Bb28vb37zm7n++uv5yEc+gm3bANxzzz18+ctf5hvf+AYve9nLuOOOO/jDP/xDNmzYsOLHKoQQQgghxGqXXm9Re1HTPCnriYuzU8aYK77PfrlcplgsUiqVaGtrm3Nbs9nk4MGDbNq06bznRse79iXd02c3bmsv4L7t9Rdt6TKxOizH748QQgghhFi9prPEC58fJX4uS3qNYsNPn7kfkxAyR3wF2DdchXXd1qSLerkKbXmszWsvSSVcCCGEEEIIsfyUBR13OIzeG1LaGVG8SaKWWJz8dqwQZVkXZYkyIYQQQgghxOqQ3WSR22Jx/PM+qQGLdJ8U3sTC5DdDCCGEEEIIIZaBUoqu17jYOcXhv2oSTMp8cbEwCeJCCCGEEEIIsUwsT9H3Zg8MHPzzJv6ohHExnwRxIYQQQgghhFhGTk7R/xYPpeDAnzao7Y8v9SGJVUaCuBBCCCGEEEIsMyev6H+rh9dpcegTTca+G2L0Fb9glWiRIC6EEEIIIYQQF4GdUvS92aXtBpvhrwQc/usmYVmGqgsJ4kIIIYQQQghx0ShL0XmHS9+bXZrHNC/+QYOppyKMker4lUyCuBBCCCGEEEJcZJl1NoP/IUV60GLo732O/N8m4ZRUx69UEsTFkr373e/mbW9726U+DCGEuKJEFU1jKKa0K6J+OH5JDmnUsSGY1DSOxjSOxoSTGh1LJUgIceWxM4reuz163uDSOKJ58fcbjN8vc8evRJc0iH/ve9/jLW95C4ODgyil+MIXvjDndmMMH/zgBxkYGCCTyXD33XfzwgsvzNlnYmKCd73rXbS1tdHe3s7P/MzPUK1WV/BVXDn++I//mE9+8pOX+jCEEOKKEUxqDv+1z4E/bnLsb30O/lmTg//7pbUUjvYNld0x+/+wwYE/aXLgT5q8+IcNKs/FxP7q++BpjCGc0tQPx1T2Rvijmqj+0nm/hRAvDblNNmvekSK31ebklwIO/GmTxnHprH4luaRBvFarceONN/Jnf/ZnC97+0Y9+lI997GN8/OMf55FHHiGXy3HPPffQbDZn9nnXu97Fc889x7333suXv/xlvve97/GzP/uzK/USlszomHj/s8RP3U+8/1mMfun9QysWi7S3t1/qwxBCiJeUsKKpH42ZeiqkdjAmLC0t1EUNzfHP+zSH5u4fTphkOONZKuNx0xBVNDq4tGHXH9Mc+1sffeo/3egmHPuMTzC2/AE3qmvCKU1UOffHNtrQPKY58CdNDv5ZkyP/x+fF32tw8osB4Xk8nhBCnImVUnS92qX/rR5x3XDgj5uc/HJwyf9ui5VxSYP4m970Jn77t3+bH/7hH553mzGGP/qjP+LXfu3XeOtb38oNN9zApz71KY4fPz5TOd+zZw9f+9rX+Ku/+ituv/12XvWqV/Enf/InfPazn+X48eOLPq/v+5TL5TmXiyl+5mH83/0Fwr/4TcK//yPCv/hN/N/9BeJnHr5oz3nXXXfxi7/4i3zgAx+go6ODvr4+/vIv/5JarcZ73vMeCoUCW7du5atf/WpyjHHMz/zMz7Bp0yYymQxXX301f/zHfzznMWcPTT906BBKqXmXu+66a2b/+++/n1e/+tVkMhnWrVvH+9//fmq12kV7zUIIsdoEk5rDf9nk4J80Gfr7gEN/ngQ8f+TsoS6uQm3fwvsFY4aosvAHtbihqR2IOfq3Pgc/3mTo8z7NEzFxuPIf7HRoGPtuCAs9tYGx74boZTqu2DfUD8cc/ZTPi3/Q4NAnmkw9FRFVlxagw5KmeVxz6C+b897b0lMxkw9HGBlOL4Rg+bNEut9i8Ec82l/mMPFAyIt/0KD64kuvaCfOzaqdI37w4EFOnjzJ3XffPbOtWCxy++2389BDDwHw0EMP0d7ezm233Tazz913341lWTzyyCOLPvbv/u7vUiwWZy7r1q27aK8jfuZhwk//PpTG595QGif89O9f1DD+N3/zN3R3d/Poo4/yi7/4i/z8z/88P/qjP8orXvEKnnzySd7whjfwEz/xE9TrdbTWrF27ln/8x39k9+7dfPCDH+T/+X/+Hz73uc8t+Njr1q3jxIkTM5ennnqKrq4uXvOa1wCwf/9+3vjGN/L2t7+dXbt28Q//8A/cf//9vO9977tor1cIIVaTqK45/o8+/sm54S2cWlpF+2wVkbi+8H2mnog59PEmtX0xwaih/FTM/j9u0ji08h/qdGAIhhd/Hf6wWZbKjzGG+oGYg3/WpH5Ao/3ksYf+3mf02yFx48zvdVjSHP98QOOInlO5n238+yHhIic/hBBXlouRJZStaL/ZYfBHPawMHP5Ek+P/7Et1/DK2aoP4yZMnAejr65uzva+vb+a2kydP0tvbO+d2x3Ho7Oyc2Wchv/qrv0qpVJq5HD16dJmPPmF0TPil/3vGfcIv/d+LNkz9xhtv5Nd+7dfYtm0bv/qrv0o6naa7u5v3vve9bNu2jQ9+8IOMj4+za9cuXNflQx/6ELfddhubNm3iXe96F+95z3sWDeK2bdPf309/fz/t7e38l//yX7jzzjv5zd/8TSD5A/Wud72LD3zgA2zbto1XvOIVfOxjH+NTn/rUnKkFQgjxUqB9gz+qGb8/YOTrAfVD8VmHKsc1qL24SEV7fPGK9jQ7rVD24rc7bWretqhiGP5KsMALgOP/GCx5WPxysVxFamD+cU5LDygsd/HblyoqG47/8wKvG5i4PyI6y2Cs2gFNXDMEk4v/THQTTHQhRymEuFxczCzhFi36f8ij85UOU49H7P/DBo2jUh2/HDmX+gAuhVQqRSqVuujPow/umV8JP11pHH1wD/aW65b9+W+44YaZr23bpquri+uvv35m2/RJjpGREQD+7M/+jL/+67/myJEjNBoNgiDgpptuOuvz/PRP/zSVSoV7770Xy0rO7Tz99NPs2rWLz3zmMzP7GWPQWnPw4EF27NixHC9RCCEuutg3lHdFHP+nYGaI9eh9IZmNFuvelcItLnxO+6wV7bOEQ6eg6LjTYeL++ekvv93Gyc+/jz+uMYt8XgunDHEd3OLiz6nD5ARBVDEoKzkGp02hrPMLy5an6H6tS+mpeP7wdAXdr3GxvAsP4nEDotIi77cB/4Qm1b3wzyluGiYfCQkmNR29i38sctoUlnvBhyqEuAxc7CyhlKLtOofMOovR+0IO/FmT/rd4dL7CQakL/5spVodVG8T7+/sBGB4eZmBgYGb78PDwTDjs7++fCZHToihiYmJi5v6XVHlqefc7R6479xODUmrOtul/yFprPvvZz/Lf//t/5w/+4A+48847KRQK/N7v/d4Zh/gD/PZv/zZf//rXefTRRykUCjPbq9UqP/dzP8f73//+efdZv379hbwsIYRYUWHJcPwf51dbG4c0k49E9LzeRdnzPxjZmaSivVgwdtvP/GHK8hTdr3NRNkw8ECXVWAuKN9v0vdHDyc0Plmf9gHaGm+OGpvRUzMmvBJiw9RqysPY/pshuss+7cu12Waz/qRRDn/NnhtPbWRh8RwpvkXB8rtRZHkZ5Z7oxucRVUI7CbVeEU/NDfc8b3AVHIQghxMXiFi0G3uox8XDEyS8GNIdiBn4kheXI36LLwaoN4ps2baK/v5/77rtvJniXy2UeeeQRfv7nfx6AO++8k6mpKZ544gluvfVWAL71rW+hteb222+/VId+Slv78u53ET3wwAO84hWv4Bd+4Rdmtu3fv/+M9/n85z/Pb/3Wb/HVr36VLVu2zLntlltuYffu3WzduvWiHK8QQqyU8q7FxyNPPBjScbuDW5z/ocjJKzpf5TD+3VP3Vy5gIH+Vjb1ARft0bsGi9x6PzjtdtA+WB3ZeYacW/hDmdSmUs/AQaq9bYecWf67mkOHEF+aecIjrcPivfbb+fzKkes/vg5/tKfLbbbZ8IENUM2CS9+ZCKu3zniOrSK+1aB6bP/ReOZDqWTyp2ylF5+0u9f0+w/8WsOZHU4zcG9A4nDyWlYKeu13arpVKlBBi5Slb0fVKl1SPxdj3QoLJJut/Ko2dlr9HL3WXNIhXq1VefPHFme8PHjzIzp076ezsZP369XzgAx/gt3/7t9m2bRubNm3i13/91xkcHJzp3L1jxw7e+MY38t73vpePf/zjhGHI+973Pn78x3+cwcHBS/SqTrE27YBi15mHpxe7kv0usW3btvGpT32Kr3/962zatIlPf/rTPPbYY2zatGnB/Z999ll+8id/kl/+5V/m2muvnZmT73kenZ2d/PIv/zJ33HEH73vf+/jP//k/k8vl2L17N/feey9/+qd/upIvTQghLkhUXnyIedwAs8jNlqfofo2LciCcNBRvcIgbBiujSPVaWIuE6XmP4yi8zqXt6xQUg2/3GPqHuYFa2bDmHSncwsKBNGpoRu5deI41GiYfC+l7k3fewVlZSaXZbT+vu5+Vk///s/feYXbUZf//6zP1tO092d1sNr2RHhIgEAi9i4hiQWxYHlQeBdSf7cIHfb4+ig+Wx4pSFBALIojSCSWU9N7rpm22l7OnTPv8/phksyd7zqYXZF7XxXWFnTkzn5kzZ2ben/u+37dg8A0GW3+Rwkv23TEMvtE8ZCQ7Uq8QHqKQ3O6x89EUxWfplM7xM8jMCgW9UAQRqICAgFNKbKSKlidoesZi269T1H0qhBoO7kvvZE6pWduiRYuYPHkykydPBuBLX/oSkydP5lvf+hYAd955J5///Oe55ZZbmD59OvF4nGeeeYZQKNS7jYcffpjRo0czd+5cLr/8cs455xx+/etfn5LjORihqOhXf2zAdfSrP4ZQBnDjOUl8+tOf5rrrruP9738/Z555Jq2trRnR8YNZtGgRiUSCu+++m6qqqt7/rrvuOsCvT3/llVfYsGEDs2fP7v1eT4cJkoCAgIAjIW9M7nt0pE5BGSDtWctTKD5bx6xU2PH7NLses9jxQJotP04SX+viHmc3XEUX5I3XqP9iiILJKuFaheJzNIZ9KUyoJvcjX1pgNeceS2qPPOlGZU73vn7g8cM7R2aFwrAvhqm81iBvnErp+RrDvhwmNko9pIjW8xVqPmwy+EYTs0whvsHF7ZGEqxXMUiUQ4QEBAacFoSqFiqsMrBaP7felcNOBo/o7GSFlrrn8dw9dXV0UFBTQ2dlJfn5+xrJUKsXWrVsZOnRoxgTAkeCufMt3T+8bGS8oQb/6Y6gTZh7L0ANOc47H9RMQEHBqsTs9tv061V+oChh6a4hIzcCTqfGNDtt/k+6/QMCw/wwRqjwxk7GeI5G2RBgCJUsNe1/cpEfDQ2kSm7O7qpfO1Si/6Ogj4keC0yOJr3dpfsHCapOEKhTKL9OJDFFQw4cXP5CePOqxukkPKUGLnLaNZQICAk4z9muJTX9rpnJC0QnfX7rZo/Epi2i9Qu3Noaw+JQGnP6dtjfi/E+qEmSjjpvsu6l0dkF+IMnTMaREJDwgICPh3wemRuAm/BlmNgBY7PkJKL1AY8skQzS/adC7xTdNC1b6Bjlk58D6chEfzC3b2hRLa33aovFLpfYnybNlbR62YxyYGFU3AYUZy1bBC+cUG237Rv72kUKFwqn5SRLiblrS+atHy8oHwe2qPR8Pv0lRdb1A0VRzWC+exjPVwxX5AQEDAqcIsUyi/SGfvv2wa/2FRdc2J7wYVcPwJhPhJQijqCWlRFhAQEPBuR3qSdKPHrr9YvWZdZqVg0PUmocHKIaPBh4NR5Avvsrn6PpEs0KKH3q50wGrLnXiW3uvhuaCqYLV7tLxs07HIF/uRoQqVVxuYFScnNTpUpTD4AwZ7nrDw9ulxrUBQfaOJXnRyoi1OXNLySvYc+L3/sIiNUDGOcSyeI3G6JMkGD7vbIzLE36aWo34+ICAg4HQkXKNSfLak7XWH0GCFomlBf8V3GoEQDwgICAh4R2O1Sbb+PIXXx2ss3SjZ9osUw/7z6N2+D0bRxRGLQMXwBW68M3sPs8gQFUXz09+3/yaF1XJAtCe2emz9WYr6L4QIVZ34DCo1JCiYqBEZquL2SFBAi+5zNz9JbuF2u4Ts2fF4KfyMh4OyPj1rXyaEADXa31TNTXp4lu9YrxiCns0uOx5M96l5twkP8WvEc/WEDwgICDgdyRurYrVI9vzVIlShED5EqVTA6UXwxAkICAgIeMciXUn7AjtDhB9YBi2vWHj2qbNCUUMKZRfpWft3Cw0KpmoIRZDc4WWI8P1IF5qesXFTOdTpcUaoAqNIIVytEh6kohcoJ7Vll3KIgE7ftHQpJVaLx56/pdn4gySb7knS+A8Lq80/V25KktjmsuP3abb8OEXD/WmsZo8dD6T7Gc8lt3u0vGLjOe9625yAgIB3EEIIis/W0EsEDQ+lcbqDe9g7iUCIBwQEBAS8Y/EsSWJLbpGa2Ob1plmfKsxyhZqbzIy+4UaJoO7Tod4Ie+cAvcrjG91TfgwnC71AoEayLzPLBVqfPuh2m2TLz5J0LHaRth8xb3/DYdsvU1jtHvF1Llt/nqJnk++87iYk8Q0uMntyAu1vO8FLbEBAwDHRKRMnfZ+KJii/yEDakoaHUqd08jngyAiEeEBAQEDAOxahCfSC3BFbLV8gtBPzUuLEJck9Lh3LHOKbXKwOD+n135dqCvLGqAz7Qpj620IM+1KIus+GiAxReyO8+gB9rtWIyBpR/3dEyxfU3BRCHFQ4p4Sg+oNmbx2350ra3rJxs7zz2h2S7jUu7QszTfLUsBhQaEubnGnxAQEBAYfDQ/abp2S/WkxQfrFBaqfHzj+msz6LAk4/ghrxgICAgIB3LIouKDlXp2tl9jBn2fnGCXHBtjs9dj2WpmfTAeWmRmDIJ0KEBiv9XLuFItALBXph9u0VTtVofTV7VLz4bA0t752nxJ0eidsj8WyJGvZrzQ9lOicUQXiIwrAvhele45Da7REZqhIboWYYxrkJSffqHKFtoGuFQ2iQQs/GA9+P1eJRfLYOZD/PRplADNATPiAgIOBQbHNbTtm+zQqFsgt1mp6z2f2XNIOuN09Kt4uAoycQ4gEBAQEB72jMckHFlTp7n7ZhfxBAQNkFOqHBRybCnW4Pp0ciHd/4S8vv34PbsyXNL9kZIhzATcC23/gGcUdq6qYXCiqu0tn7VGYUN1KvULivjvydRLrFn6hIbvfPkdCg5DyNkrP1Q7aVU1SBWSowz82tioXiO9cf+MIP2kZI9KsDdxMgbYlZKUg39v9c5ZUGeuCcHhAQcAz0kD6l+4/UqZTOgZaXbaSXZvD7zKDH+GlMIMQDAgICAt7RqGGFojN18sZqpHb66eHhGhUtT6CGDu8FREpJeo/HjkfSWE2+SFNMqLjcIH+imtHP2+mWdCzMHlX1UpBu9DCKjkzQqWGFouk6sVEa3asd3KQkf6xvwPNOE4d2p8f2+1LYfdq2SQdaXnRQw4KSs/VjfjHUogol52jseiyLSx9QfJZG07P9lzU+bVH9QZPOZQ5dy/x6cb1YUHmVQWToO+s8BwQEnH60n4Ia8YOJjVRB8cW425Oi+kOhw34WBpxcgqfOu5Bt27YhhGDZsmU513nggQcoLCw87G3W1dVx7733HvPYAgICAo4G1RSYpQoFkzQKp+iYZcoRvXjY7ZKtv0r1inAALw17/maR2JYZ+ZYO/aKtGdvqOLraPDUkCJUrlJ1vUHm5SaROfceJcACrRWaI8L60vGRjHydDtOgIldio/uenYJpKeLBC1TVmv1pzb1+wqupag+F3hBl+Z5ihnwuRP05DDb3zznVAQMDphZcjS+dkExuuUnGZTs9Wj60/S5JuDgwwTkeCiHhAVt7//vdz+eWXn+phBAQEBJwUeja7eMnsy5r+ZRGuVdD3pVQrBqgxcOPZ1w9VvbsFXaoxd+22mwCZPYh9xOj5CoNvMEk3SzoWOwgVCqdpGMUKWkyghiXDvhSmc4lDssHDrBIUTdfRiwSKLlDN4zOOgICAgL54UqKcxLaPuQhXq1RdK2h+zmbLT5IMeq9JwaRA+p1OBN/GSUJ6LqkdS3F7WlCjpYRqJiMU9VQPKyfhcJhwOHyqhxEQEPAuwYn7Laak7buEa3kCxRj4RcbpkdgdHt1rXBCQP05FKxAZaeSHy8FR776km2RGBFzL991p9zzeX1GaVQK9+OhewDxH4nRJEltcrDZJpE7FrBDoBadG2NtdHl5KIqVvoqZGJVrk0M8tozT3eBUTxCF6hR8JWp6ClgfR+v7jEvtqzcsu1JEuCJV3XK19QEDAO49t6RbqQ2WnehgAGEUKVe8xaHnVZucjabrXOVRdY6KGg3vh6cC7e9r+JNGz/iV2/uJK9j76aVqe/Dp7H/00O39xJT3rXzqh+/U8j//5n/9h+PDhmKZJbW0t3/3ud3uXb9myhfPPP59IJMLEiRN5880DLReypaY/9dRTTJ8+nVAoRGlpKe95z3ty7vu+++6jsLCQF198EYA5c+Zw6623cuutt1JQUEBpaSnf/OY3kfJACk86neb2229n8ODBRKNRzjzzTObNm9e7vLW1lRtvvJHBgwcTiUSYMGECjz766DGepYCAgFNNutlj22/SbP5Rii0/TbHph0manrdwunOLY6fbo/GpNFt+nKL5eZvm52w2/6//byd+5KmBoUG5H4d6kUD0WSwUQf4EjcprDNT985UC8sap1N4cQs8/8kerdCXJ7S6bfphk158sml+w2X5fyu+J3XbyUwrTLS7pvR6N//DP65afJGl61iHdOvBYnB6JFhWo0ezLi8/S0AZo1XYiEIofAQ9EeEBAwMlgQfe2Uz2EDBRDUDZXp3SO32Fk0z1JutcOUF8VcNIIhPgJpmf9SzT/7Q7c7qaMv7vdTTT/7Y4TKsa/9rWv8f/+3//jm9/8JmvWrOGRRx6hoqKid/nXv/51br/9dpYtW8bIkSO58cYbcZzsP8ynn36a97znPVx++eUsXbqUF198kRkzZmRd93/+53/46le/ynPPPcfcuXN7//7ggw+iaRoLFizgxz/+MT/60Y+47777epffeuutvPnmm/zxj39kxYoVvO997+PSSy9l48aNAKRSKaZOncrTTz/NqlWruOWWW/jIRz7CggULjsfpCggIOAXYHR7bfp0iveeAwJMutL7i0LHEQbrZRXViu0fnEhezSmHQ+wxqbjKp+YhJuFYl3ZY7Ndru9rA7fGf0vuSNVvvVE++n/CK9n7jWooLimRrD/jPMsC+FGXFnmMHvN4/YpK13XF2ShvvT/WrPrVZJ45MWbmpgAewmPewuDzd17PWJdqeH3S5peCBNfJ0Lnl9b3f6mQ8PvUlgd2cfi2ZL2BTY7H00z+P0memGm8M2frFJ8tt7PhT4gICDg34ln29dkBJpOB4QQxEapDH6fiZYvaLg/zY6HU9gDTHgHnHiEPN2ulFNAV1cXBQUFdHZ2kp+fn7EslUqxdetWhg4dSigUOqLtSs9l5y+u7CfC+6LmVVD92aeOe5p6d3c3ZWVl/OxnP+OTn/xkxrJt27YxdOhQ7rvvPj7xiU8AsGbNGsaNG8fatWsZPXo0DzzwALfddhsdHR0AnHXWWdTX1/OHP/wh6/7q6uq47bbb2LNnD7///e95/vnnGTduXO/yOXPm0NTUxOrVqxH76ma++tWv8uSTT7JmzRoaGhqor6+noaGBQYMG9X7uwgsvZMaMGXzve9/Lut8rr7yS0aNH88Mf/vCoz9WJ5Fiun4CAdwPxDQ7b78ve7kWNQP1tYYzCTHHrJDwa7k+jmIKiaRqN/7BwuvxHmRqFiisM8sYe5HTeI4lvcGl+wcJul5iVChWX6YSrFdSwgnQliR0eOx5M4fbs+5Dit9wqnW2gxU6seOxe59DwuxxtbwSMuDOMUdJf5DsJj/QeSdPzFnabf1xlF+mY5QqqeXRjTu52aX7BpntV9gmN6g+ZFEzsP2thtXlsuieJtH0n8rILdNSIwEtL1KjAKBOYJadvSVZAQEDA0bJfS3zyjw+yzNzLD+vey7S8Iad6WFmRUtKz0aPtTb9dZvklBsUztaDN2SkgqBE/gaR2LB1QhAO43XtJ7VhKeMi047rvtWvXkk6nMyLSB3PGGWf0/ruqqgqApqYmRo8e3W/dZcuW8alPfWrAfd5zzz309PSwaNEi6uvr+y2fOXNmrwgHmDVrFvfccw+u67Jy5Upc12XkyJEZn0mn05SUlADgui7f+973+NOf/sSuXbuwLIt0Ok0kEhlwXAEBAacH0pO4CQkKvSI51Zh7Nt7v+5xtgcBNS8ou1Gm4Pw19NuH2wO4/Wwz9jxBa7b6/pSUtr1q0vnwg3Jza6bH9N2kGf8CgYJJAqIJIrUL9F8M4XX6tul4oUGPiqAXtkTBgOr0EL0uykmtLOpe6NP79QK263eESX+9S8xGTvLHqUaVjSxt6NuXOKuhc7pA/of+23YTs/b7sNsnuv1gg/B7i0oa6z4QwS454OAEBAQHvGOqVMjpMh180vsKvYh9GE6df8rEQgthIlXCtQvvbDo1/t2hfYFN1rUl0aDBZejIJhPgJxO1pOa7rHQmHY7Sm6wccc/YLZM/L/lJ8ONubPXs2Tz/9NH/605/46le/epgj9YnH46iqyuLFi1HVzJtALBYD4Ac/+AE//vGPuffee5kwYQLRaJTbbrsNyzpOFrwBAQEnDKvdo2OJQ9dyB0UXFJ+tEx2uYFYMYOwVAiWLsZcShpJzNLpWuhkivBcJzS/ZVF0jMIoUnLikdV72spvGJy2i9Sp6oV9DbBQKjMKjO8ZjITQ493nw+6H3/7vbLdn7dJb7n4Tdf01TXx3GKDxyIS4Mv5WalyPNXY1kr7cWWpZ9yQOTKYpxxEMB/JR3p1vipSTC8I38TsbkSEBAQMCRIhC8p2QS9+5+id83vcXHKs461UPKiRoSlJ6nkzdGpXW+zbZfpCiYrFJxuXHKTELfbQRC/ASiRkuP63pHwogRIwiHw7z44ov9UtOPhjPOOIMXX3yRj33sYznXmTFjBrfeeiuXXnopmqZx++23Zyx/++23M/7/rbfeYsSIEaiqyuTJk3Fdl6amJmbPnp11+/Pnz+eaa67hwx/+MOBPGmzYsIGxY8ce49EFBAScSKw2j60/T/Wmj4Nk1x/TRIcrVL3XyNkKrORcHS2vv+BSNEFsmEbHwhyp3IC116Nno4syTmC3euRq7eomwElI9MIjP67jiZ6vEButEF/Xf2ah4ko9q8GZ3SFz9jN3e/wINYVHPhYtDwqmaLS8lC0dAYrOzP7qoMXArFIy6v17lxWIrN/lobC7PVpfsWl7w/GPVUD+GSqVVwYvigEBAacfSdej1izm0sKxPNT0FsNDZcwuGHGqhzUgZrlC1bUG8fUu7QsculYnKb9Qp/gcHSXbBGvAcSN4ip1AQjWTUfPKB1xHzasgVDP5+O87FOIrX/kKd955Jw899BCbN2/mrbfe4re//e1Rbe/b3/42jz76KN/+9rdZu3YtK1eu5Pvf/36/9c466yz++c9/ctddd3HvvfdmLGtoaOBLX/oS69ev59FHH+WnP/0pX/ziFwEYOXIkH/rQh7jpppt4/PHH2bp1KwsWLOC///u/efrppwF/cuH555/njTfeYO3atXz6059m7969R3U8AQEBJwfPkbTNt/uI8AP0bPKwW6Hus2GM0j4PewFFMzWKz8xds6bl+y8PudBLFFJ7PJy4h9AHfpE4HeritKhg0PUmpRdoKPui30aJoOYm0zeSy9KT9lAZj0fbxlaPqRRO1wjX9t9B6QUaRkmO7ySmUP0hEzWW+XclBLU3m0fslu5ZktZ5Nq2vOgcmHCR0LXfZ+Vi6n+FeQEBAwKnmjR7/ZnVh4RgmRqu5a8fTvNW15RSP6tAIIcgbrTH4/SaxkSp7/2Wz+UdJ4htzlykFHDtBRPwEIhSV4gvvoPlvd+Rag+ILbz9h/cS/+c1vomka3/rWt9i9ezdVVVV85jOfOaptzZkzhz//+c/813/9F//v//0/8vPzOffcc7Oue8455/D0009z+eWXo6oqn//85wG46aabSCaTzJgxA1VV+eIXv8gtt9zS+7n777+fu+++my9/+cvs2rWL0tJSZs6cyZVXXgnAN77xDbZs2cIll1xCJBLhlltu4dprr6Wzs/OojikgIODE4/ZIOpbmbpPSvsCm+oMmdZ8J4fZIvDSoMYEWE6ih3MJN0RVKztHoWORkjXYXzdDY83iagskaeqFACYGX6r+eWSFQTxObCT1foewig+KZ+/pe6/S6tTtxiZeWIECN+qnZWoFAMX1H837bKhKo0aOfYDBLfFFtNXt0rnBRw1AwSUMvGrhPe6hcYdgXwiR3eSR3eoQqFcI1ip/6f9DMgJvy/O9EgBYT/SZEnLik7Y3s105ik4fT7aFFg3rGgICA04d2xX8gKULwobIZPNj0Fl/f/iR3VF/EpUXjDvHpU49qCkrO1skb7aerb/9NivxJKlVXmUeV1RQwMIFrOifONX0/Petfou2FH2QYt6l5FRRfeDvRURcc09jfKcyZM4dJkyb1i5L/uxO4pge827E7Pbb8JIXTnf1Rkz9RpfpG86hMxTxL0r3eZfef070iW+h+uzG7XdL2lsPwr4bQIgKrxWPbL9MZolUJwdDPhAgNOn3EnN3l4fZIpOdHyZUIpBsle/5mkdrlgQJ5Y1UqrzDQCgTx9S47HkpnTEYIDYZ8KnTamu54jsRq9mh6xia+wUUxoWimTvEsLSPdPLnLZcuPs8yeAAio/ZhJ3uggnhAQEHDq2a8lpv7uCe6aMIEC3b+XudLjLy1LeCu+lfeWTObTlbMxlHfGfSvDXV1A1TUmBZOzZ2gFHB3vjCvhHU501AVERpznu6j3tKBGSwnVTD5hkfCAgICA0wZFkj9BzRnZLJqhYXdJ7DYPLyUxShXUGANGXXs3bQiiw/z0bTcBSBAqtC9wsDs86j4bonu5S3yTh14sqPt0CKvdo2uFS7ReJTpcRSJJt3hoUVDDJ65aS7oSzwFFy54KL11JcpfHzkfS2G2+qtaLofrGEFt/kTpgSudB9yqX5I4UQz8XIjpCZdh/hmh7yyG91yNco1A0Q0cvOn1flKxmjy0/TfWmm7sJaHnJJr7OpfbjZm8WgGIKEPROMoQGK5TM1lF0kJ4f9fcsiWL4x+r0+K78niVRwwItXwT1jQEBASedB7Yl+Y/hETQhUIXCDaVTGWwW8kTrcpb17OTrNZdSHyo71cM8JL3u6jUKbW/Y7Ppjmu7VKoOuN1HDwb31eBAI8ZOEUNTj3qIsICAg4HTH6YDYaJXutS52e2ZUPDZKRYsJtvxvEjd54O8FU1QqrjDQ8w4tjLWIilnu0fy8TccSp7ft2OAPmDT8LpWRjt7xlsOgGwwqr9VJNXhs+0XKbxsmIDpSZdC1RtZe3ceC50jsdkn7AttP1a5QKJqloRcpqMaBFxm7Q7LtV6mMdm15YzSaX7SzOsM7nZLEZpfCaTpqpUrVVcqAQv90wU157H3Gzmoyl9rtkdrtoeX5aexa1L924mtdosMUimbq7Hki3dvnXWhQfolO4XQNLwk7H0uT3OafLKFD6Rw/yq7FAjucgICAk0PUg92W5MebEnykNky5qSCE4Jz84dSZJTzcvIBbNj7Mh8pn8MGyGZjvgOi4GhaUzTWI1Lm0vmaz+d4ktTeHCFUF99Zj5fT/9gP+LZg3b96pHkJAQMApwE34/aSrrjNI7fKIr3dRdMifqBGuUdjyixTyoOzjziUuZoVD6Xn6YaWs6/kKlVcZlM7R8dKgmLDzj+msNeG7/2Ix7AshGu7v0/ZLQs96l22/9qPMx8uNW0pJssFj+29SyH1+N4nNHm1vOtR+1CQ2Su0VzZ3LnH4900NVCh2Lc7dn7FrtUjBFQyh+ffVBnR9x0xInLnE6JYrh12FrBf1rtU8mXgri6wfqUe4iPQhXK+j5CoOuNdiRSFNyns6OB9O95xFAOrD3aZvoCJUdDx3IJAC/ZVrz8zZqSFB8dvZ2awEBAQHHm6gLxWmFHdLjh5sTnBHTmFOmUx1SqDaL+PLgC3muYy1/aFrAc+1r+I9Bczg7b9g7It07OkzFKBM0P2+z9f+S1NwcIjY8yO49FgIhHhAQEBBwwtAKFZwuyY4H0oRrFSJ1CtKFzpUOXlrtJ8L30/qKTeEUDb3g8F5OFEP0unmnmz2S2/uEkffVVYeqFLyUJLnHQysQOJ2ZEXq7XZJq9I6bEHe6JDsfzRSPAEg/ejvstjBGkcBzJImG/mFvN+XXiVs5+nnv732edd9xj5aXbVrnO70RdS1fUPNRk/Bg5dQJUwGqSUYGRF9UE9rm+/WI1e830YsUaj9m0jbf6X8eATUMVrPMEOF9aX7RIm+CelT91AMCAgKOFBWo0xXyEoI9pseaLocVcYdiTTC5UGNMTOPSwnFMjdbyRNsyvrH9SSZHa/hM1bmMClec6uEfEj1fofJqg6bnbRp+lzqt/UjeCQQ5BQEBAQEBJwwtzxfBAMkGj9ZXHdrmO+CCncPADfy64WzC61A4PRLpHNhuuEZhyMd9w7auFQ7J3R6qISidk30eOrEtSx74UeL2yH5ifz9ekl4DO6FCqLK/UOxc5lA4Pfd8edGM7MuklHStdGl9zclIa3e6JNt/ncJqlVhtHm7q+B3r4aLGBEUzcx9TdKRKYqtHzwYPa18pgxoSpLL0Jge/P3l6b+7jcBP0yzToi2f756JrtUPHMod0k4ebPPnnJSAg4N+HvAKFqgKFEZbK+IRKraXgpGFes83PtiX51roent6jM0o7k6sKZ7Hb6uTTmx7mroZ/sCPdfqqHf0gUXVB+sY5RLtjxUG4z1oBDE0TEAwIC8DyJ64CqgnIa15e+m4nbaWzPJU830fYZPbrSozkZJ26nMVSNIiNMnnHAnT/l2DjSI6oZh5X2lkx72DZoqiBynIxYtIhC1XUGWr5NxyK/H7RiQv44Fb1Yoe3V7CZuerFAHMETyrUk6d0ee/5uUThNwygVeCkou1Cn4cE+tdd7JYnNaYrO1CiZrflitQ9G8fG7/uWh9Ny+5UIICqfqtLySKZxTOz1KztLIG6fSvbrPrISAqmuMnIZsTpf0a8uz7TIN3WscOhY5aIV+Sr9Zduh0dTflp7nbHX6au57vm6EdaWRdUQXFs3S613ukd2eeoJLzdHo2ur31491rXCK1KkIRRGoVulf1n5lx4wN/Z4rpT0wktruoEYEWO2DK51mS7nUuuw7KWiiaqVF+sR7UlgcEBBw1ZlhghCCagFhCUJEGS5N0qZIuRbK9y2NDj4tHITCLAnM38zs3Ma/zAaZHR/PxipmMihSetinriiYov9Bg15/S7P1XmsE3BJ2BjoZAiAcEvIvxXEmiU7J9pU3bbo+8EoX6yRqRQgVNPz1v/u8WpJQ0p+IkHItt8TZaEha1kRqW7ZW4EmYNMigwJS/u2cCzu5ZTHIpSbsb49NhziKoGW7pb+MOmBfQ4NhcNHs3symFURvJ7t93VI+mOS9K2pKhAId4jmbfQorHVozCmcO40ndoqlcgAvbwPFz1fofLKfTXcNn69cr7A7ZZZU8QBKi43et2zDwdrr8fWX6QwSgVGsaDyaoNkg5+enS0i2v62Q+3HzIzUbaFBtP74pdhpMb9HuZvov0zofjR3P3qRoPZmk52P9GnFpvoR/sprDMoulMQ3uqimIDpcRcv3e4lnQ3q+GM+F1SrR8gQ96122NiQZ9oVwb1p/Npy4R/NLtp/JsG+zagxqbw75ae5HOHmnFypU32hgNUu6VrmoIT8S3rPR9fexD6XPe13BVI3kLo+eTW6vWZs/NkmoWkGNkvH3/RRO12h6xu4V8XnjVX8So0DBavfY+XC6Xx/69rccIkNUCqcGQjwgIODoEUIQjgpCEYljQyoJeSlBmQuuCo4m6RbQIwQptwZPDMLVt7NAbmZBfD2GO4Lh2hRGRAqoCStUh1WqQwqVpoJ2GvheqGFBwUSNjkUOlVfJwEn9KAiEeEDAu5j2Ro/XH03h7YsGtTR4bF3mMOMak8rhKmoQHT8lOJ7LqvY9rGjdxa5EJ4PC5TR21HHvRhvwVeXDq1N8YLTJ+4ZNZpo6keY2jyEVYFgqLXGPZDyfj9aezysta7h31cus62ji5hGziGoGXR06f3k2RSIFg8sVJo3WePrVA6ZgjWmPPz2b5typOrMm6ZjHYVJGMUS/yKVS6LcU2/WnA27XahjKLzOIDj98EeQkPJK7PWo/ZqJGBFarR3KnR+EUjeYXcuclJ3d6mOWCdKNEMaH2ZjNDHB8rWp6g6jqTnX9I91tWeZWBFjuwL0UXxEaoDPvPME6XRDq+ONdiwm/PVQjhwYc3SSBU/7MHu9TvxyxX6Nnk/+i9JHQscii7UM/eVm1fmnvb65mZA24ctv0qxfAvh48qi6B7lYvTIzGrBD0bPNoXpPs5qeeN1bDjHlazpGOhg1Ch8hoTt0ey9x8WQoeKKwy0Aqi7JcT236UzJnXyxquEa1Ta5qcz9quYFlXXmXQudvqJ8P00v2wRHakclnN/QEBAwEAIIdAN0A2BzPczEK20xEoLoha4noqrgNRVXHc4Xak69urb6DK3sEZuZHPHKETzGUgZBfy64nJTMDikMiikMCikUBVSqdon0kMn8d0tPESh/W1I7fKIBsZtR0wgxAMC3qUk4x6Lnkr3ivBeJCz5Z5q5Hw8TKRCkE5Jkl8eeja6fEjtCJZwvMI9Dz2U7LUknJPE2D6EIYsWCUFSgvst7/+5JdLGwqYFzquop6myhVK/nNwsz3a1q8hTOLTd54G8p0hYMq1apKNb43fNpLBtAB3Qmj53On889kz+sS/DwKoUPjdSYv8TiinNNwiFB2ITXl2QXq68tsTljpIZ5HMSp3emR3iuJb3LQCxViI1W0AoFZqlB7s4nb49fyKhHQ88QRRVmdLuhY6JDcZ3im5QnK5up4uQ3HAVAjgkEfMPGSEqNYQc8/sv0eCqEKYqNUht4aovkFm3Sjh1EqKLvQIFQlUA6a4BCqwCgSaPmSVFyStEDtkZgS9BzR72zo+QrllxrserT/BIAa8U3erJYDCrR7vUvxbA0t0n8fTnfuNHdpQ89mF6P4yO8FalTQ/KJNzUdN2t9w+onw8st0FAP2/M2ie+WBm1TnEpfYSIVh/xlC6Pt6hasCLQz1t4ZwuiVuwvcm6Fzqsuux/hHvzqUuFZdJ0i25swacLpm1bdyJItXjIT3QTIFuvLvvfwEB/84IIdB00HRBJOZPdro2WJbEtsGxBGFXpyw5AkcZyp68rewyNuPq66lIjaUwORGPMCkbtqVcNgiXBJK+r3KFmqAypFAVUqgyFSpDChWmL9LLTAX1OKa773+OeU5QJ340BEL835Q5c+YwadIk7r333n7Lbr75Zjo6OnjiiSeO6vMnigceeIDbbruNjo6Ok7bPdzNW0k9Lz4ZjQaJLomgeq+ZZ7OhTm7luvs3QyRpjzjEws7y4Hy7ppGTLEpt18+3eF2VFg6lXmFTWq2in4GXUsSV2SqKo4piO7VhpTyfY2NXEr9fP5+raScS7avqt8/ExEV56xSa9T2zOOEPjsWfSeAeJh6VrXCqKFW4enUdrh4eB4JzJBvGE5PUlNruaXKaM0bn6fJWn5lnIPpeElNDW6VF8jC7iVrvH9t+msJr6bFyBmo+YviCPKGiRo9/2tl8lM9OVuyV7nrCo+1yISL1CYkt2RWWUCBoft6i82o9On4j+26opiNSqVH9QwbMkin6gRjkb6YRfKrL+DRvHwp/8Gq5yxlyDyBF8D7GRKhVX6jQ/Z/dOSJgVgoorDBqfypyhUKO5j126A6e5pxoHMEpLeThx8NISNSRQYwfS6aPDVaQLu//sn3+nU9Kz1a/jLpioEhqkkGzwMkT4fuIbPJK7JYWTMqMveoGCXuD/u2uNQ8u8HNkQHjhJSWyEmrXuHCA0WEHoOQ/tuJGKe+zZ5LJxgY2VlJTVqow+xyBWFExIBgS8GxBCoBlkvPN4rp/K7tgaeekR1PbU0WBuZVdkPc3mOoYnJzDRmogqTWwJKU/SbUNKkaQF2Lakw5Y09Ti8jSTR5xauAqWmoMr0o+iV+6Lo+0V7nnZkLS6tFv8ZYJQG2UNHQyDETxLSc+nasxS7pwU9Wkp+1WSEcmpSOH784x8jZTBz9a7nEJeA50H7Hi9DhO9n61KHQSM1yuuO/hpu3+2y7vXMF2XPgYV/TzP34yHyy07e78N1JT3tkvVvWLTs8DAjgpEzdUprFULRk/twSbk2bzVtY3eik/JQjIhqsqd/YJMyQ6Grxw8jVlcoNOzx+onw/Sxe7VBbobJ2k8uaLRaeByETzpygM3Swwotv24wfoTJ9nMaCVZmhSU0VeFLSkvBoTXpYHpSEFExVghAUmQraAALWsyRNz1qZIhzAg51/SDP8dr8+2e728NIgFA6kYx8Gia1e1tpggObnLCouNdj+2xTeQeew+GyN+DqXZIPH1p+nqP986LBTv48GNSRQD1Fv73mSHasdVvcVkBL2bHRJdKY5630moYMMxNy0xOmWJHd4ICXhGhUtT6BFBcVn6eRP0HB7JFL652r3X61+Nfml5+o5682F6k9YWK3ZbxiRmuznzO70aHzSomuV699rFCicqlJ+iV/7r+ULqm802flomp1/SGOUC0KDFH9/ZQpCE7S+lrusoO01m9hIBS2S/fep5Q9wrhV/kik2Ss1ewy+g4lIj5zk5mP0TeABG+PAFdDohWfac5Wcb7WP3Bpc9m5Kc9+EQRVVBmmdAwDuO4/B6ragCQwVj3zOjAJNybxRjnKFs8DaxMbKCreE1jO2cSn33WMKolKigmAI0gaeBLcDyIGVLEo7EEpAWEluRSKDJluzosYl7knSfMUdUqDQVBof9tPfBIYVBIb82vVDvL9K717qYlWJAn5GA3ARC/CTQuvkltr32A6yept6/GdFy6mbfQcmwC076eAoKCk76PgNOPnbKw7FB00EP9X9ZNcICMwLpLEZSigqRfMGSp3Pn9m5cYFM0SDmqNMp00vMj4TnYusxhwlwF5SSZkXQ1ebz68IFa+VRcsvDJNLUTVMafbxyXNPzDJd4jmaSPoyY2nvxKSazAYXhEY0XzAYGsCnD7zI9Ew4KueO7I5KTROv+ab7GjT/QylYZXFtmcN01nWI3Kqo0uN15mZghxQ4fiAsGudpfntqZ5cZdFQ5eHKuD60SHKIgpdaY9rR4Qoj2YXDU5c0rkse9RRupBu87Bafbdzq1kiVMifpFJ+sYFRdOjz3rM5d4+zns0ebtqj5sMm3etcEts9tJigYLKG1ewdqB/3YO8/LWo+bGaNVntpiZOUCOFHj5UTFKlMxSXr3sj+m+ts8kh0SUKxA39zEh4dCxz2/utAVgkCyubqFJ+toUUVjCIBRf730LHQ6SfCi8/RCA3KfZ73p7nvfDh7mnt4SP/POj0eu/6cpmdDn2vSg46FLtKzqLrWRDUFsTEqw+8I073GH1d0lEqoUkHPV3CT3oClBZ4lwcv9PYiQwByk9HNmB8ifpJFISkorVeo+G2b3Xw94FOhFflue9sU28Q0KRdM19MLc5yfe7rHuDYvd6/zSnZpxGiPP1IkO8Jn9JPaX/ByE9GD5CxZnXR/CCMyPAgLeWZygOJdQBDHDZArjGCPrWS3XsbzoTbYVruYsezZV6Wo/vT0p8Sw/8h0GYjoYpkCYAqkJXAGWlCRtSFqStAsOfiTd0yRS+FmRm22X5R0O3a7sPaSICtUhldqIQm1YpTIuiDS6THxv6LR1dz/dCfIITjCtm19iwzN3ZIhwAKuniQ3P3EHr5pdOyjiefvppCgoKePjhh7n55pu59tpre5f19PRw0003EYvFqKqq4p577un3+bq6Or73ve/x8Y9/nLy8PGpra/n1r3+dsc6OHTu44YYbKCwspLi4mGuuuYZt27YB8Oqrr6LrOo2NjRmfue2225g9e3bG35544glGjBhBKBTikksuYceOHRnL//73vzNlyhRCoRD19fXcddddOM4B8fCjH/2ICRMmEI1Gqamp4XOf+xzxeLx3+QMPPEBhYSHPPvssY8aMIRaLcemll7Jnz57edebNm8eMGTOIRqMUFhZy9tlns3379sM72acYO+3RssPlrSfSzHsoxVtPpGnZ6WIf1DM4FBNMvtTMuo1x5+mohm8mknM/KYl0j+6J47l+6nsu4m2yf+36CWJ/VCrb/hpWuqTiJy97pL3L49F/ODzzgs7CxRovvqLz7DNhpuSHmFh6QOgaKpTlK+x/7rV1elSUZL+dqyqUFooMEd6Xt1f4deAAKQvUfZsxDfjEVSHaG1y2PWszcoPCV2ui/L8zYxgqPLY2hSbgtR02X3ulm5ZE9u1Lj5y1tkaJABu235fGavbPs3Shc7FLw+9S2J2HLtI1y3M//PUCgd0K23+XJlyjUH6Jhl4oaHwy3c/ELbHF6xc1l54k3eyx669pNv1Pkk0/TLL3aQur/cQUDzsW2Kncy7taMvdrNUn2/tPOfPGT0PyCTWpP5nWrxQTll+oM+88Q5ZfplF+uM+xLIcou1NGiA79ARYcrVF5toPS5XZiVgrrPhrNOljg9ZIrwPnQucXH39ZxVTd8joPRcg8qrTPJGar1O+UrIT1HPRf4ZGmo495g9HYqv1AnX9RmfgLwzVPQz1N5LMlThexQM+1KImptMSs/XaXnFpuMtl+bnbbYPcB32dHi88vskO1a5uA64Nmxb5vDqIykSh3HtNm3NfZNr3+1hD3D/DQgIePcSFmGmKZOZq5yHLjT+afyDV/OfJ1yRpqpGpXqoQmW1QnGZQiQqkB6kOyXJvR5Wowd7JQUJSZ0uGJcvmFiiMqVUY3yexnBFpSatMrhLZWRcY3JSY5KtMUXRGKFqCBfWdrk8sjPF99qSfGO0xQ3ru/jMM538aEGcpzen2NLh4AWZt4dFIMRPINJz2fbaDwZcZ9vrP0SeYMXxyCOPcOONN/Lwww/zoQ99qN/yO+64g1deeYW///3vPPfcc8ybN48lS5b0W++ee+5h2rRpLF26lM997nN89rOfZf369QDYts0ll1xCXl4er732GvPnz+8VuJZlce6551JfX8/vf//73u3Zts3DDz/Mxz/+8d6/JRIJvvvd7/LQQw8xf/58Ojo6+MAHPtC7/LXXXuOmm27ii1/8ImvWrOFXv/oVDzzwAN/97nd711EUhZ/85CesXr2aBx98kJdeeok777wz41gSiQQ//OEP+f3vf8+rr75KQ0MDt99+OwCO43Dttddy3nnnsWLFCt58801uueWWd8Rsn+tKdq13ee2RFC3bPVJxSct2j9ceTrF7o4vXRzgLISgbojLnphCVw1TCeYKSGoVzPhCidryGERJUDtDKqWq4ekQGUn3RdCisyH37KalRUE9Svo6dlnQMUOfa0nByZgSSKY8n56VpP2iCImXBn55J840z87hwiMGXpkT41bkFGEIyebR/kprbJSUFCpEsbTxjEUE8kfuB2Fd850VgWI3KmWdofPLqEKuesVjylEVLg0dLg8fm52ysN1zumuaHZf+6IcUVw0zWt7ls7czeD1wxwCjNfp0Unamx95nsYc/0Xkl676Ef5HnjtJxPsqKZGh0rHcov04mNVEls8Wh/y8mayq5GBBw0TLtdsuWnSbqW+b2tvTS0zXfY9ssUVsfxF+Oq5qfm5yLSp52bZ0laXsmdVdLysoWbOkiMRxRCVSpl5xuUzTEIVao5U7szPhdVKJqlMexLYeq/GGLYl8LU3RIilOM37A40eSXpN65sCCHIG+9PnPQbT0xQOFUbsKbfjAh2bHOIXaRT98UQtZ8OUffFEOaZGitfTxPrM3Gl6IK2+Q47Hkqz53GLdOOB8aUbJYmG/t+150q2Lbexkv0WkeqW7N7gHLIETDNyLxOCftdjQEBAQF8KRQHnKmczXUyhQe7gQedRNnibEIpANwXRfEFhiUJZlcqgISqD6xTKBikUlQoMQ5BKStqbJW07PboaXNy9HnlJSZ0hmFSqMLlKZUKlxvB8lQoU8hOCvHaFqg6V8XGNWXGN8/N1phbpqMD8XTb/780ebvpHJ5f9qZ3bX+rikdVJNrYd+n74biVITT+BdO1Z2i8SfjBWfC9de5ZSMHjaCRnD//3f//H1r3+dp556ivPOO6/f8ng8zm9/+1v+8Ic/MHfuXAAefPBBqqur+617+eWX87nPfQ6Ar3zlK/zv//4vL7/8MqNGjeKxxx7D8zzuu+++XsF6//33U1hYyLx587j44ov5xCc+wf33388dd9wBwFNPPUUqleKGG27o3Ydt2/zsZz/jzDPP7B3LmDFjWLBgATNmzOCuu+7iq1/9Kh/96EcBqK+v57/+67+48847+fa3vw34Ufb91NXVcffdd/OZz3yGn//85xn7+eUvf8mwYcMAuPXWW/nOd74DQFdXF52dnVx55ZW9y8eMGXOkp/6UkIpLVryQXdiseMGirFYl0scBWzMERVUq065ScG2JooHRJ4196CSdbcsd7IMihUYYqsdpiKNMHddNhTHn6Ozd0l/kqjrUjNVO2sTHoXZzotKQDyaRgu27PcIhqK30J0Aa9rgk05BKSzxbctv4CImEZP4Kh3EjNCpKFOZM11m02uGFtyyuu9DkpQU2u5t84RANw5xpOuYA5QNCgKJAQZ4gbAryooKhtQq7t7l07OkvQDobJSUdgvpCle2dLqX7hNwrDRbTq/orCz1fofIag4bf9k9tNquUDNFzMD2bHWIjB66T1QsFtR8z2fn7dEYqc+EMlfwzNAoma71u6AWTNFpezpwwMEoFJefpmGUKdqdEun76Ogq0vG739vTui90u6dngYsw4vnPZZlRQO15l+4r+vwsjDLE+bcI8R2LnMFsEcDplPyfyY0HZ5+hO0aHXVQ9hvKcc5gSeDAkG3WzS8aZDfIXj13VP0Cg7T0cvGngbmi4YPs1g+fNWxn2mqEph5nvDhPMOfN5NSLpW5z5ZnYsd8saoGfcCO0XWtPL97FrvMmSChj6AL0D5UI397QgPZtAoNUhLDwgIOCRCCIaIGiplOUu9FTztPsd2bwfnq7PRRKbMU1RBKAz0ubdI6RvD2RbYlsRKSzrbPdx9t0ShQCgEZRGF6gIFzZB07fDoTgvcSkF3J6RSEh3BmLDG7GKByBN0C49tXS73LU/w86VQGhacV2tyUZ3BuNKT9453uhMI8ROI3dNyXNc7Uv7yl7/Q1NTE/PnzmT59etZ1Nm/ejGVZvcIXoLi4mFGjRvVb94wzzuj9txCCyspKmpr8iYbly5ezadMm8vLyMj6TSqXYvHkz4Lu1f+Mb3+Ctt95i5syZPPDAA9xwww1Eo9He9TVNyxjr6NGjKSwsZO3atcyYMYPly5czf/78jAi467qkUikSiQSRSIQXXniB//7v/2bdunV0dXXhOE7GcoBIJNIrsgGqqqp6j6W4uJibb76ZSy65hIsuuogLL7yQG264gaqqqkOc8VOPlfDbYGTDsfw07EgWiwDdFFmj25FCwXkfCbNqnkXjZhcBVI1UGXeuQfQYnbTzShRmXW+y7FmL5L5U1bxSwbQrTCIDGS0dJa7rp7trGhkTCEYIyocqNG3NHuEsy2FGdbyxHcnFZxlEw4LNO/wX/EvPMXEdSUlEoXGxw571DkKBEWM1qosUfvtGiqI8wZzpOiFD0N0jmTRaY/ZkQSQs0FQwdEljC0RCvtg/mFF1Kg17XK6bayIF1FerFEUEq9fmLtDtWOty3hidV4HGfbXphQOIq0idypBPmTQ+ZfX27C6apWGUKigm/VLC96PlH/oaUzRBdJjKsC+HsVokXkpiVihoeZnu5FJK7A5J+aU6Tc/4P5LQIIXyi3X2/N3q7bktVCidq1M4VSO+JrfQ6lzmkD9JQz2O7v6aLhhzjkE4aqMiSKclO9a7ICVn3RDKEI+KKYgOU0jtzH7dRupVlCwZEkeKY/ktBtMJiar5keaDDeP6HUfMN15LZanPjo5UUGNZPpSFpq0ui59OM2i4yqBr/UmePQ0uK/+UZM5HwhmTigdjpyWrX7H6Tfa17/FY+NQ+47v9KfnCj4q7OYo7hdE/U0Eocp/LcfbPaIaAQ0xUhqKCCRfo7N3iUTteQ1H9ibGWXS7DJutBG7OAgIDDxhQmZyrTqJANLJMraXZauUa7nKgYeGb0QI9z6JuG47oSO72v37kl6e70aO8jV0IRiOqC2mKBGhYkXEl7JzS3efTs8hDAiFKNC+oN3Aisa3d5cVuav65PMSRf4frRYS6rNwm9y7tDBEL8BKJHS4/rekfK5MmTWbJkCb/73e+YNm3aMc8+6XpmLxchBN4+m+Z4PM7UqVN5+OGH+32urKwMgPLycq666iruv/9+hg4dyr/+9S/mzZt3RGOIx+PcddddXHfddf2WhUIhtm3bxpVXXslnP/tZvvvd71JcXMzrr7/OJz7xCSzL6hXi2Y6lb9rM/fffzxe+8AWeeeYZHnvsMb7xjW/w/PPPM3PmzCMa70nnEF/xkV4CQgjySgTTrjR9V2ABeuj49LnVDEFFvcp5HwlhpfyxGWGOu0u5Y0l6Ojy2LHGIt3uUDFaoHa8TKfD7D+shhTPmmrz6cLJfmumEC3TMfS/rri1JxiWtO/268dIalWjhoUXJ4WLosGWny6Y+qfArNzp86soQi/+ayhjb1sUOeze53HClwW//kaahMVM0lxcLrr3A5M/PpQmbgrkzNd4z1+TxF9Mk+4jxqjKF86bpKELwxrI0yzd4CAHXzDb82u4cSAmqELxvdIg/rPYHdslQg0SnR8dej+5Wj4JyhfwyhUi+4htzjdCou0X1TbYUv9e350oKpmu0v54lGqlAZNjhnVtF86O1xgDRWicuaXzKIlyrUvtxk2SDR2ykyvbfpTKi3tKF5udsjCJBqFr0CvR++wyLAdPIjwbpSpQ0FLZBzxaHvJjgnAsNjAoFszDTrVZRBcVn6rS94SAPmnwTGpTM1o85myPd47Fxoc2mhU7v9RArFpz5nhD5A7Sq0WIKNTeZNDyQysh4CA9RGPReE+0wzA9TcY81r1pID3ZtcNm1IVNQt+7yBmznlk74ZTrZ6Nzrke6RhKL7xysomqnR9K/ss5glZ+n9sn+MsMKwaTqLnso+izR8mnbI+6RuCgaP1gCX5S+ksVO+4K8eq6IEb2cBAQFHiBCCoWIIhbKAN7y3+aPzV67XrqFA5B/xtlRVoEYg1KeVa3KvS6oV1HKBq/i+Ja079+1b8b2HhuYLlBKFhAdtcY+FKx2EgCFVKreOC9MuYf4uix8t6OG+5Qk+NC7MdSND71pBHtzqTyD5VZMxouUDpqcbsQryqyafkP0PGzaMe+65hzlz5qCqKj/72c+yrqPrOm+//Ta1tbUAtLe3s2HDhqyp7LmYMmUKjz32GOXl5eTn5/7Bf/KTn+TGG2+kurqaYcOGcfbZZ2csdxyHRYsWMWPGDADWr19PR0dHb2r4lClTWL9+PcOHD8+6/cWLF+N5Hvfccw+K4r+k/elPfzrs4+jL5MmTmTx5Ml/72teYNWsWjzzyyGkvxM2IwIiAlcUJ3YyKXlF5pOSKmB8rQgjCeYJw3qHXPZhEl0d3i0dns0desUJBuUI4P1OsuI6kcbPLwicPvCy3NHhsXOgw+8YQxYP8aHdeicL5Hw2ze6PD3s0eoTyon6ITLfSP27UlTdtd3v5buo9AtSmqUjjzPSbhvGNTZEnbo6HJY1ODy/jhKmPqNaSE/AjsXetkrUNNdEqSeyXTx2ks7JNWW1micNX5Bv981a83b0fytxdtZk/R+MiVIbp6JF09krJiQSzsm7j85q9J7H2bkBIWrnWYOVLNWTs/aJxKT6HH9k6Xnd0eX5sZJZZUeOmPyYwyhlBMcM6NIfKK/fOjxTILX9MJiT5KJbzDI7m9z74UqHivwe4Gl2GVxykjQULRWRpmsYJn+a2rUrvcrKnnAE3P2VR/0KR7ZYrIUIW8sSpCEfRsdele41Jy9rEL3YNJNfqt1PYL6zSSnk1pSs/XKZ2joR6UqqwXCYZ+LsTuv1q9kfFQlULV9cYhU7cPhZSSnWtdNr6dOUkSb5O89miS8z8azqhZPxijWKHuUyHsbokbl2j5Ai2m7LsGDo3n+td4Ltr3uNSMzf0K46TlgO7F6Z4+fhmKoHCKRtcKl9SuzGu+cIaasz9uWa1C5XCVxk2Zgr9mnDqgB8Z+PFeya53LypcOTKRJD3asckm0p5nxHvOkt08MCAg4dqQ88sDH8aRIFDJHmc1r3hv82XmCD2jXEROHmYqUA7vdw26G2BCFcHUfvxLXz8ZMJyRWQtLV4vWajoYUqI1CShfsbnLZutulvEjh8jEmVw8P8fy2NL9amuCPa5J8eHyYa4aHMN9lgjwQ4icQoajUzb6DDc/ckWsN6s65/YT2Ex85ciQvv/wyc+bMQdM07r333ozlsViMT3ziE9xxxx2UlJRQXl7O17/+9V4Re7h86EMf4gc/+AHXXHMN3/nOd6iurmb79u08/vjj3Hnnnb0155dccgn5+fncfffdvTXZfdF1nc9//vP85Cc/QdM0br31VmbOnNkrzL/1rW9x5ZVXUltby/XXX4+iKCxfvpxVq1Zx9913M3z4cGzb5qc//SlXXXUV8+fP55e//OURHcvWrVv59a9/zdVXX82gQYNYv349Gzdu5Kabbjqi7ZwKwjHB9KtM3vhzOiOiKRSYdpVB6DBfgk934m0er/8x1ZvSDn40/ZwPhCgoP/B7SsUlS/7ZP2LlObD46TSzbwz1RrQjBQrDpurUTfTbt/VtnZbqkQeJcJ/2PR4b3rIZf75x2L2Dsx5PSrJstcP7LjZQFEEyLWlplyRC0D5Ae67d6xzqZ+oMr1WRQCTku6PHeyQ7+/Ttjick/3rdBmxCJnzkmhBLWm3GhTR2NnjUVimMrtYojQk8F4QOoZAgtsoh3papZvJKBKVDVVoSHrsEPHRlAeVC4fWHU/28BFJxyaIn05x1QwgzkuX8SFgx32LqFQaaK0hsd9GiArVCYc0CGzMv+zlN9Xj+5IQEPQzhw8hK8CzfsTu101e5sVEqWhYjsP3Y7RI1Jhhyi0nPJt/kzXMgb7TK0M+Gcoqzo8Xpkex53OoX3QZoedmmcGp/l3ChCsKDVYZ8PISb3OdEHhaHLXYHIhWXrHsze3mClfCjyuGowIlL5L5rRj9oQkrL80sEjgahQjhPZPzG+1JQfoj0eFMghP9CXFipMHSMhhkWdLV5bFnlYB50jvQC3z09ucujY5GDYkLxmTpGae7Jg1BMYfKlBvE2v/+7ovrty6KFSvbr/SBSccm6+dnPcesu32wzFM26OCAg4HTG8w64oJ4ioiLCucrZzPNe42/O03xAuw5d6If+YBbchCS5R2JWCsKDM49LUSGUJwj1eV4fLM5JSIpSkFKgvcXjuTcsik04a4jGOeN1Xmmx+NniBA+tTHLDmBDXjAhRYL47JiEDIX6CKRl2ASMv/UH/PuKxCurOuf2k9BEfNWoUL730Um9k/GB+8IMfEI/Hueqqq8jLy+PLX/4ynZ2dR7SPSCTCq6++yle+8hWuu+46uru7GTx4MHPnzs2IkCuKws0338z3vve9rMI2Eonwla98hQ9+8IPs2rWL2bNn89vf/rZ3+SWXXMI//vEPvvOd7/D9738fXdcZPXo0n/zkJwGYOHEiP/rRj/j+97/P1772Nc4991z++7//+4hEdCQSYd26dTz44IO0trZSVVXFf/zHf/DpT3/6iM7JqUAogpJqlbkfD7NthU3nXo/CSoUhZ+hEDooWn2ocS2IlJVKCHso0iRuIdMLv8X3wC7qVhDf/mua8D4d6I9R2WjJ8hk5Ho8ferW5GhCzeJrFSZPRlFkKgZXlONW9zc6Zqb1/hMGKGPmC9al+klCS7/WP30/EFSUdy7lSdti7JgpUW3QnJ2HqFqSMNli5zyRXaUw3B5p0ui9Y61A9WqBus0NYlKcrPfWtPpaEj6TG9SCfR6BHZK5lRrlFQINi4wKFpq4sQMHi8xrT3mDRtctmxL+JePEpFVAs2pFyWNbncODZMUUihvdHNKZg69nqkEzKrMDEighlzTfY+bmG3eRilCtKVRMZqlA1WKKzNvF95rqSzyWPx02m6W/39RfIFky8zKB6sounZvwO722PHAynSfSYn7A6P6LDc50kvEggke/9hZ9Q6t7/t0LXKof7zYTjKDJNsuElJckfueoCeLS5mDvGpxY6P+M4Yj5M9swb8ib1ISNA8z6btVRs3CWaFoOJKg8gQBfUwf8sDEYoKRp2ts2y/q76A0moFIyJIdnmU1g48gW1GBdVjVcoHqRhdkq6XbBKdErNaYeYFBqEsJmp6gYJeoJA3Wt13nIc+p6GoQigKpUfhJeFY9Ju86kt3i0dhxcnxqAgICDiOuPiNvE8xERHmbGUmL3uv8aL7Kpdqc494G9KF5E4PLQrRoephdXMYUJz3eLTGJc1peHWdQ0UahiIYUmSwFpffLU9y/4okF9QaXDUixMTyf29jNyEDP3m6urooKCigs7OzX1p1KpVi69atDB06lFDo6J1vpOfStWcpdk8LerSU/KrJJzQSfjrziU98gubmZp588slTPZQTzvG6fo4Gz5N4DihaZnT3dKCn3WPdmxbdrRInLTGiggnnG0TyBeYh2il1tXi8+Nssudr7OP+jIUJ5grbdHpsW2NgpSWmtSuUwlZUvWb0CDuCCj4UPGVkDWPu6xbr5uVtFXfzpMNHCQ2/HsSTN212WPpMmvU/kRPIFk68w2dTq8sLb/j7CIXjPBSavLraZOVhl/cvZ9z3hCoOnltp090gmjFA5a6LOwtUO40doPPRk9pzrsOn3B1/4l3RG6q9QYMplBttXOrTsa9c0fKaOqIJkwjdx+83GBC1JydAClUfXprhtWoTrRoVobfAzFHIx56MhirKkmNsdHlt+ksLJ0u6q/BqDvMkKociBz8XbPF66P9nr5to7dgHn35yZDdGXxA6XrT/tP76am012/TGdNT198AdM1Dxo+E12pVQ8W6PiMuO4paenmz02/SD3dV11rUH4DBVFEYcVbQV/4iKd9FO0jTBIKfple+Qi0eXx8oNJnDQMHqlSVKpgW9Cw3qFunIa5yctqZlf9EZP88epxeXFKJzw2LbTpbpXUTdRobnBJdUvKhqiU16kD1ogDpDpcmp+x6VrSf5y1HzPJG3NqYxHxdo8XfpMk11vY2R8wKR8SxEsCAt4J7NcSV/7ib5xdOBIRPX1+u9u8BhbJpVylXspwpf6IPpva42F3SAomqijHsZOD40o27PLo7JGMLVIwLEh2S7qTHltCHlsjHnEFSjXB3BqDy8eaDCs6uoj+6czpc5X8myMU9YS1KHun0NnZycqVK3nkkUfeFSL8VKMoAmWAPrWnikSnR3ODS0W9hhnxMEKQX6aw7g2b4VM1QjG/ZjsXrjPw3KGdhs2LLRpWHXj57mpx2LnGYdrVJm//LY1r+7O1RniADfWhrFbNKcTzSgTqYT4buts83no8U9gluiRv/inFlOvN3lTayaN13lhms3OvB2N0imsU2g6KllaMVOlwoXtfreuk0Rq/fzpFIonfgmywwtZd/SOsl51lsH6e3a/+Vnqw9FmLGVebtDT4Y9y2xGbUlSaPv5Vm6ljJqHKNG8bofP55P2PmwVVJzq01iORIIQe/N3auNkzJXV5WEQ7QNs+mcPyBySvPk2xfYfeK8KrhKnWjNFThBx+atjhEC5V9TtaZ5DJca37OpvpGkz1P9HFN16D0Ap3oCIXdf8ntHN+13KX0XIlymJkQh0JoEK5VSGbpWQ1gViismWfT1eox8UKDgnIFNUcGAPhCetsyh9adDiNnGXTs8WjZ6RHJFwyd7KdPD+T7EM4TnDHXIGYodC92SL3qYEQFk2boxGoUtj6V/ffQ+KRFpDaEfhjnxbH9rJBcZR1mRGHEmTrN2z3e/Gu6NzFk51oXMwKzPxge8F5BWmQV4QB7nrAIDVbQs9S5e7bfLlAxfUPHE4UZFQwapbJrXfZ2dYoqSMa9wyq9CAgIOD0I64vAHnGqh5HBEFHDLrmbl93XGCJqDjtF3bMkVrskXKMcVxEOoKmCMTUKa3d4bO7xuHCigaqAY8PITo+eDo+tXS7rUi6Pb07z2NY0FYrgnAqDK84wGfFv0gItEOIBJ41rrrmGBQsW8JnPfIaLLrroVA8n4BhIJz2/FZgOnitwHf+F2owc+sXVSkm2r3Bo65PuKxSYeJFB226XVI/LiOl6zmiXERYoml/nnXV5hAwRfmC/sG2ZQ81YjW0rHKZcevg187FiQX65QldTf5E0Ya6R01DJTnk4tv9CrWjkFPOeC80bXIbXqGxscBlcrvDGMn/dJ15Lc/lMg+pJgtZNDkIRDBqr0pqS/P01XyjOnqLT3iW59nyTBasc5i+zee9ck3DIYe0WFylBU2HiKI3KAoWNm7MLTM+BZFwSiglScYljHciuW7XJ4YPjTNa1O9w+I8b/LUnQ2ONhu2BGYcgZ2ftfj5ylH2gTdRDJHK23oH8fbMeWtO7yQMD0iw3ETo/2x9J4aVAMyJ+u4fbIrEI8l3FZarfH3qctam4ycbolakjsMxUToPriOBdC47BS9A4XoUHZRXq/fugAJbM1Uk0uriPpaPR49eEUcz4aypm2nOjyeO2RFI4tmXqFycIn073mOQDbljtMusSgZqyW9XyBX6ZRWqBkmMfZbZLkDgtrqkrp+TotL/W/np1OiZOQeIbEzDUB0+VPxjWsdtB0wahZOuGI70SuHDQeO4XvTH7QXEo6AUufTTPzPSZGDhf21O7c/gp2u8RNgt4nCc5NelgtkpZXbOx2SbhOoXimjlHs96E/3uiGYPz5Bj2daTr2HPgtGGGYernJsmfThPb5fhwqUyggIOD0oExZDPb7T/UwMhBCMFGZwHPeSyz2ljNTPbzAoNUmEQqEq07M/UcIQU2pwsrtLl0JSVHMLw/ML1XIL1WoQmOmB10dLmubXdYlXJ7cleave9KUa4ILh5vMHWoysvj4ZGGdCgIhHnDSONJWZQGnH1ZS0rbbZd18m/xyQdUwjfVv2rTv8dBNGDZNp26SljOCY6e9fiIc/Gjs8ucsZr3PJN4maduduzVRKCoYeaaeVdQOOUOluzW3uNuzyeWs95kMnawRK1YO+8YdiinMeq/J+jdsGlY5eK4vzs+Ya/Q6r2ccpyWJt/rtl9obPcIxwchZOpXD+jss7yfe4lFSo7DxoL87Ljw53yIaFtRWKnhS4vV4mLpgzjSdqjKFNVtcXltioyhw7QUmnd0ef3khzaRRGu+/1MTUBYmUZO0Wh84ctdy9Y0/J3gi/boK973S6HmzpcLnrzR5KwwpfmxXlx4t60FXQTYWx5xpECx02LrCxU360b/TZOoNHaTkjnqEBnKXVaKYQ9mwI5wvqijTkJo/OBQdUumdBx3wHmZZUXW2iHlT/qxcKjHKB1dT/2MNDVRQdPzp6kNlY8Syd7pXZv6+iM7XjWpetRQVO3KPmIybda1wSOzy0mKBgskZ6r4eMKTTtK12QElbPs5hxjYl+UD22lJI9G10SnZKRs3Q2vGlniPD9LH/OonyImlOIOwmPxiezm8d1LnapvVlDqH79YAYC4p2S1c+nOONCg4KyzMh9ostj/mMp4m2SgnKFsbM1Egsd2rd7qHmC0vN0zAqBtk94drX4k37ZaN3hm/blymxRDtHpQfT56bqWpHO5y57HD8yCJHd4tL/pUPeZEJFD1KQfLZF8hRnXmHQ1+W3/QlGBoglWvWLR3SLpbpEkuiTmAK2AraSH6+zPPgkEe0DAqUTFRlru8ZynPS7ERJR6UcdibymTlPGExMDlkhJwuiRmmTih9e7avm17OV7dFAUKi1VmFavMAhI9Hit2Oqzpcvjr2hSPrEsxOKZw0VCTS4aa1OS/s8p+AyEeEBBwWNiWZMsSm7Wv28SKBGW1ekaatZ32I74tO1ymX5297Y6dhoZV2UPZUvou5KGooHWnS3WO+k1VE9RP0TDCgnVvWFgJXzAOn6FTN1Fj88LctdwA0SKF6CFqS7MRyVc440KDUbN0PA80I3fP87ZdLm/8qc+5SUkWPWVRN1GjfqrGlsX9z0G4QKEp4QvFnXtd6qsVtvSJGPckJWu3+ork7Ck6/3otjePAywsPiEvPg5cXWMycqPOv1ywWr3FYvcnhwlkG/3jFYuwwlYICMaAbdX6pQrLLX1Y7SWfpJn+sw4eovN3kn9uWpMfDq5N8aXqU0n0v/qGon0ZcM07Dc31REIodMAi0uzysVklyh4tRpBAarBCuEyghstZol16go/VJeXcdqB6toXuw9/7sddudi13KLpD9hXiewpCPhdjxcLq3zRcCCiaplF+kZ01PBghVCgomqnQuz1SCZpXf7iqbmZeU0k+3l6BGxGHXkAtFEBuuseMPadSIIDZCxU1KGp9MEx2nkezwMoy9WnZ62JZvdNgXOyV7zfWKKhU2vJn99yAltO3xiBZlP3YvCYmtuSe1Ets9zEqlX7uv6AiVvTtd2vd4vPqHFOd9JERRlf9i5LmSrct8J34zApPP1ml80M9q2E98jUvZRTolszXUkIKTuzrA3+YA/e5DlQpCIyOzYj+RegW1j7h1uyWNf++/M+nA7j+lqft0CO0Y2xTmQrqw8Ek/+m2nfBPJvrTtdLN6LFgpj45GydrXLeJtHrFihbGzDQoqxGGbXwYEBBxfdJECa4Ab0ylktBjBVrmdJd5yzlLPHHBdafmT3PpRvC8dCftbpxqHWeIXiSqcOdKgfrvKns0OsVkqa3s8Hlub5IGVSSaWa1w/KsS5NQbqaeaPlI1AiAcEBBwW6R7ZG4UeOlln/RvZ35BbGjySXdnb7kiPAV+s7ZQk0Skpqhz4xm9GFOqnCAaNUHH3GdKFon5a/KDRGhvezi72B49WD9voKhuqJg7pjp6Meyx7NvtBblvuMOt6s78QF1A3SeO5f/pv4MvWObxnrsmupjTpgzY1Y4KG58Ge5uxCur1LEuuTElxfo7Jzr8dZk3Q0FZ543WLOOTor/9V/jOVDVbqaPaSE2okalAk2rnMJGTBzks6vXujpXXfJXocvz1BQ+mQVKIogkt///FjtHg33p0g3HhizYsKQT4YY+jmT7fdZOPvEPwKKZmkUTs4UuooKzQ0udUM0yPWOI8HtkVDaf5FRojDk4yGcuIebAiUMwhQoAzifazGFymsMCs+UtL9tEx6sEB2uooTJGg23Oz26Vjq0veHgWZA3VqX0XB295PA6FugFCjUfMUk3enQsdhCGoOx9Ji0tHmveyBTUZlggsvxMhOL/HoCcJmD7GdBvYX/L9xyrqBH6pebrRYL8ORorn0r37n/lPIuZ1/rp4+mkX5YCUH+GTvuLdoYI30/z8zYFkzTUEBQMkDURzhfoZu5D0PIF1R8y2fFQZmq7GoNB15m9UXfAzzrIEXlPN0mcBEfdiu1QCMWfUOjpyH6yjSxp6a7j93lf/tyB33HbLt80cfKlBjXjBeoJrG8PCAjIjkECXIl0PcQpbmF2MCERol7UsdRbwRRl4oBRcc/a1xJzgGyc44G+T4C3dHnkhQeOZrs2dDa7tO32SHZKKoZojKrTmYLgfW6Ilc0O83dZfPO1OEPyFW6bHmV61WloltSHQIgHBAQcFvE2r/fFPpwvMtzHD6Zlh9sbBeuLZgjyyxS6mrMrqbIhKsueSzNq1qFd1IQQhLOIvki+krVe2YjAmHOMnC2uDhfXkaR6ZG+NfN+oL/g1rQcbofUl3SOJFAoS+166NQPGX2SwudnlhotNNjW4dCcknXGPT7wnzNK1Ntt2e0RCgkljVDpUj10duWtfM45Zh8mjNZatt6mp1HnsGV/1bCj2mHilyZa3/PRXIwRDp+pUj1FJJ+HsepU1DQ7Ll9lMGaMxYYSGoUreOzLEI2sPhOucw5j0d9OSxqesDBEO4KVh+29TDPvPMPWfD+F0S7w0aAV+jfbBUe1QTJBXouCJgdXlQAaFjpBs3+qy8W0bO+2f++HTNIZO0XNmN2gxhWi9RC8waH7ZovklG6FB0XSdolkaxj63fLvLY8cf0iS392l19pZD5zKH+i+EMUsP77rT830DsdhIjUSny4u/S2WdvBo+Xctae6+bCsOm6LTuSJPskuSVCrpbsp+z4sG5X3rUCERHqvSsz36t5Y1RyR+vEd/gkmry0AcpOGHB289aGeNtbfB9EowwIEF6/liKyxSat+bOXunZ7GKWKYQiUDtBpSFLicDEi4zeVoXZUDRBdITK8NvDdC5zSDd75I1UiQxTMYoOTunPuZkTjhnZZ9q2tv8xCgWKB/U/xlSPZNXL2Sf8Vr5k7XOVD4R4QMDJRmHf7zjlQY7nyqlklBjOFrmNRd5SzlFn5VxvfyaRcozvTIcibAjKCxRWbHPp7JEMH6QS2/f8lx6k4pJ4m0d3m6SnwwPpT9AOnaTvuzf66xqqYGqlztRKne2dLk9uSvGfL3Zz27QI148+TGfeU0AgxAMCAg6Lg03YhELO3tq5XLLNiOCMuTqv/7F/GCyv1I/wnfW+MOEBXLgPhRkRjD3XYPAoj40L/frYQSNUqsdqh9VibCCS3R7r3rBpWOnXiYdignHn+bXf+2szs0Up+2KEBefcGCLZ6RvchWKCDs9Da4U3V9iUFAhG1CoMKlfp7pGUlygMqlCIhgSGKdjY6jCz3EBVbNws57+kUBBPSMbUq8yaqKNpMK5e583lB0TPonUOm3e7nDlFoy5PwTSguFSwt9WjtROWrHUYM1Rl2jiNnXs9fv+PFPlRwXWXHhDiFRGFyGE8oN24pHt1djHnpdgnjjT0gj7nOe5ht0gUxZ9AMUJ+Pf+gkRpOl0docP+UaACjXCAMQXyDi9XiYZQrmGUCvUDBsSUbF9hs6lNb7liw7g2HVA+MP9/I6SJut0m2/CyJ16e7WMvLNl2rHOo+FUIvVEjt8TJEeN9jbHnJoupas58R2aHQQwrjzzf6ZVhUDFWoHpPbMbakWqF8qMKWJTbjzjNY+FS632916GQta9bKftSQQtVVBlt3JHEP6idedqFfNqCGFYpnKTSsslnxqp213EEP+e3lwL/2B43S2LYsh9NiX+T+zyiMO8+geJDLhrdsUnFJYYV/XvIPo/WgagjUMkH5RQNHRcxKBRSyZlsYpQL1KN/jPE+Sikuk52d1ZJs40AzB+PMMOhtTxPs4/AsBZ15rZjWVTPdI3BzzGI4FqYQkUpB9eUBAwInFUyVqyoXTqIXZfkIixAgxjCXeCiYq48kTOVJ99s9OnoS5hOFVgoipsLPVY3uzR54OMSnQEhLNAlX1xXflcJ2SwcohvTCGFKj8x5QIf9uQ5qeLE1xYZ1J4mpbrnH5XSEBAwGlJtFCgan6t7t4tLlUjVHZniZYJAaU1uSNthVUqZ91gsvJFv6e3osKgUSo14zQWPplmxHSdEWceW6/IUFQhVK9QXK0iXYluiqz1vEdCqsdj4VNpWvu0EUvFJYuftphymUHtBD8yboQFRVUK7Xv6v9Erqt+qLZqvEO3j1rynzeO7K+NcWGNwzhCT1iaXnXs9/vmalRGpKy8WXH+xiSMlF56l8+zrmW/iqgpXnmcihKS1Q9DW6fHWCoczRmp0HCSS2rskz+wz/6obpHDGCA1XQlG+QErJvEWZ2+7olnTHPW6fHqYtDcMLVbTDeK55DjnTmwGcPuNyLEnrTpdlz1m9WQUlNQqTLzHJK1FQHEnbSxYVl+rsftzKaEumFQhqPhRi5+/TpPqYAeqFgiG3hHB02LwouwDctsJhxJl6ViHuOZKWV+0MEb4fq1kS3+oSGSXpWJJbXHatdCm/RB65EDcF1WM1ympVmra52GlJ+VCVSL4Y0EU7FFOYerlJZ7NH2y6Xs28IsXmxTdtu34Nh1Cyd0lrlkHXERpmg/gthOpc7xNe5aHmCknN0jHJfhO+nsEol2Z09Ols/Re8tB1E1wcgZOrvXO3S0eoRqFVI52rVFhh24h4SiCkMnKVQNV/E8UHUwj7MpmRYTVFyqs/efB6lbBQZdb+b0ERiIVI/H9uVO74RgOE8w9lydymFav8nKSIHCOTeG6Gr2aN7uEs5XqKhXCcdEVrPDQ034vQNKIwMC/m1JRtqJJstOO8O2/YwSw9kmt/OK+wZXapec0rG4lp9FqHVLylKQlJB0oVGVSAP0MJQVK0SLFLw8gXuYt2JFCGryFVwJSUdSeEKP4ugJhHhAQMBhEYoJplxhsvDvaXaucTjzPSadTR49B/VonnaViTlA3a1u+O0p6ibqvZHvxs0ubz+exnNh4wKbmvFa1lrjI0U39he6Hjupbpkhwvuy+hWL8qEq4TyBGRZMuczg1UdS/dyqp15hZk0nFgKaEx6Prk/x5JY0v51bwP1/TfVLl21qk7y+xGHcMJWKYoWbrjZZuNqhq1tSUiIYNkwlrro8tjbN5XUGuidobPGoqfAoL1boimePTJcXK6ze4rJ5h4tpwHsvNGlodLEd2LXX8/uZA02tkuUJh62dHlHdpL7o0OdNNX0HdLcn+3KzXMFzJIom6GrxeOPPmdkSrTs8Xn0kyQU3h7EbPLqWeSS2WpRfoiNUgd3moRcpGGWCltesDBEOYHdIdj6cpvJGI2cGB9KPMMayHI/bI+lek7sUoGupS4eUGAOYsg3UBu1Q6IZALxbEio9MCIZiCqGYQtk+t+/CKhPHkiiKOGyfBCEERrHvZF48S0OoftaK3SXp2upgd3iEB6uECgVTrjBY8nSmGC8erDB0kpaRTRMpFMy5KUzDKpvyi3V2P5ju58xecq6GniVIEzqB/bRVU1A4QyNco9L8so3d4RGpVSg5z8AoOfJ7iJXyWD3PymilmOz2J+4mzIX6yVq/LKNwnkI4T6Gi/tAXjBkRmFFBuqf/LFcoJga8BwcEBJxYesJricaLkZ485iDAiUAXOmeI8SyQi9nkbWG4Ut9/pf23lhNw23UdiLd6xNs9rH0ZV+F8QVm1SqxIEC1QkEBHt0d7t6SzW7Jmi9Nr7GYaUJSvUJQnKMpXKIgJCvIUjD5ZemtbHf6yLsXsGp2q2OnrpB4I8XcpdXV13Hbbbdx2222neigB7xBUTVBZrzL34yG2LnPYvsJh6uUmVlLStN0lnCeoGqERzhOHrMNub/RYmaUHMfjO6u5hZK6ebDqy9BDfTzoBtgX7s1fzShXOvzlM4yaXpm0usSLBkDM0IvmZrZz2k28qlEcUOtIe148I4TqSa8432bzDZc0WB7ePDly92WHEEJX5S22mjtOYNVFDCn/Gt9sCQ8JNY0PoKizYFwFeudHhmvP9+vOD0VQYXquy8F++AE5b8Ox8iznTDRassqmvVjlnss4/X7coyhcs3+bSlPD46eIEr+6w+MZZMYpCglCO8LiWL6i4zGD3X/pHTCP1CoktLnigVfotm7JhJSDR6tG9zyzQ6ZTs/pOFEgItT+DEJUaJQmykCvQ/xtQuD3GIa0rLlbmsgDJAgoYwoLvVo3qsRsfC7DspmqGhHsdWZ0fCfrGnqPsnprKTint0t0r2bHL8FPKRKuE8pTebRA0JpCtJ7vTYfl+qj8majTlIofajJhd+KkzjJgcrBRVD/Reqg8WzEIJooWDkLAM76VH/xTBt820Sm12/fdkcnXC1ipqjvCUXTo/ES0kQoEYF6iFal2VDiyhow/xWdtL2DQWPNIthP+kEGSK8L2tfsxg04thquMN5gulXG7zxp3RGezdFxe9acYqut4CAABDaEpBnQ8KF2OkptWrEYHbKXTzvzqNSlBMTsYzlnndsk8hZkdDZ5PkZgxLyShQqhirklSioB+1LAMUFCsUFBz6btCRdcUl3QhLvkWzf47Fuq9s7ZxAyIBYV7FRcViVcJhRpfH58FM/zJ6FPR07Pq+PfEOm5tDYuJZVsIRQupaRyMkI5dTM0CxcuJBodoEAw4F1LOuHR0yHZvdFBVX0ToXCe3w7HN1tTmTBX6W1RJYQvwA8X6UliOVomgd+K7OAb8unAQC+2Qvhp4Qf+XxAtEAyb6kcEhcKArtllEYVvnhVFdwXr1ro8ujTNqCEqU4ZrnHuGxpINDgvW+ILcdf0HVEOjx7RxsHSNy9J1DpWlChecqSPTgp6kpKXdQ9snwlIWrNrscO0FBs+/adOT9B9bRfmCC2cavL7Uzoi+t3ZKVBV2NHrsaPTIjwquOt8gKSRNiQMTEsubHNa2OpSEBIUhhcExtXefvedCEeSNVxmkGDQ9a+N0SoQOhZM1YqNVdv0pTXSES8U1Jp2NuSc7ejqkn+beBy8FVsofuHRkRl/ofthQUK7QmWVCJVaUO0qsxQRFZ2nsfSr7xFHRDI1IQqIZUDhdpWPhQSaBZYLiWXq/6OfpRLLb4+2/pTPKKda+ZnPGhQa147XelH27S7L9t6l+Tufp3R57/2kx6HqTETMOz6FWVQVqTIUYVF5l4KVAqDIj5X0gXFvidktSjR7Skqgxha5lDu2LHPLHqVRcbmCUHF0oRw0JGLjF7iHpac99LTuWf90eSw23EILiwSpzPx6mYbVNR6OkqEqhZqxGuODwXPoDAgKOP3FZRrFYRTzcQSypI05TIS6EYKoyiRe8V3jKeYb3adei9VHeXlqiHuN98GB6OiRtuzxKqhUq6jTUIzE0FxA2BWFTUFFy4M+uB4mkpCcpae3xeL3TotWTjLA1Kneo3LcjhaJAUZ6gpFChpFChtND/d2mRQiR0au+Vp+fV8W/G7q0vseqtH5Dqaer9WyhazviZdzBo6AWnZExlZWWnZL8Bpy+2JbESkhUvWjRuOiAm1s23GXmmxvAz9d66TEURKEeZrtTTKXEsX9im4v3TKofP0LOmb59q8ksUNCN7+7VBo1WMHELucAXYkIjG7x5PoqqCG+eaNK9zWflEGilh0EiVmy4O8dSbacbUqZRFBB++wCQcFpSOVqgbrFBRomA7sGqTw9srHEwDrjrPZOVGX72u3uQigPddZNKTksQigsZWj5fetmjN4vLetz9zV49k3RaXhkj/iO8L2yxGFytEdAWrHEYU93+saBEFLc+j/EIdJSxAQtcqh+ROj+oPmCR3eMRXuJxzlcmOTS6bl/ffj+N6FEzWSG7PHjUvmKjRszl7BFKooIQF068xmf/HVIapmBkVzHiPmTPtWQhBwRkaXSvcfmZshdNV0o0ee/9hg4DyS3RqPqLRudxvX1Z0loZZquD0SNykixISIMDp8CcjtJhAyz8+osmJS6w2j86lju8qO1nDKFGytlnri+dKti51snoarHjBomyIgm76MxzpJi9rz3fw6+ArLpVHFYlWNIESg8MtI3HTku5VDrv/Yh1oOSag+GyN8gt1mp6zSWxPMfQ/Qv3c0U8W+iFe7rLVfe/Hc32Dt3TCv07NqOhtz5ixDVUQKxaMOcfAc/1oeCDAAwJOLR1yGIUsp6vgaWLNH0aWHjCsPN0whcksZTqvePN5xn2Ry9WLUISC9MDtBrPi+A58/4S/boreNpvHiqpAXlRghuDpFpu0Al8/I8boQpVECjrjHl1xSVePH03f3ewQTxx4BwiHoLRQoaxo33/FCuXFCrFjaHV7JJyeFnL/Ruze+hKLXrwjQ4QDpHqaWPTiHeze+tIJ2e+cOXO49dZbufXWWykoKKC0tJRvfvObyH2/grq6Ou69997e9detW8c555xDKBRi7NixvPDCCwgheOKJJ3rX2bFjBzfccAOFhYUUFxdzzTXXsG3btt7lnufxne98h+rqakzTZNKkSTzzzDO9y7dt24YQgscff5zzzz+fSCTCxIkTefPNN3vXeeCBBygsLOSJJ55gxIgRhEIhLrnkEnbs2JFxfH//+9+ZMmUKoVCI+vp67rrrLhznwMv7j370IyZMmEA0GqWmpobPfe5zxOPx3uXbt2/nqquuoqioiGg0yrhx4/jnP/95rKf9HUu83WPdfIvd650MEb6fDW87xNuOvb+P60q2LLFZ/YrFlMsN8vrUXop9vbTrzuhfO3k88VxJstsj0eVhJQ+j/9Y+QnmCs24I9Uthzi8TjJ9jDJj2e8gxeZIV6x0SKbjmbIO1/7LYsdzBTvvCv2GVy4q/p7jxApPCLpj/hxTL/5bmrYdTbJxnUWAIXnzbwrIhtS9ambagpcPjjJEHnnarNrlYjuTxF9Ik05Jn52cX4UaWVOyVGx1GFWYR2QK2dHoUhRR+s7yH7nT2c+qlYfdfLXb+Ic3Oh9NEalXsdo+GB9I0v2jT+KTF7l+nKXVg9Iz+Ayir08kfq6IX9z/PWoEgf6KGlsNtv3CGhtPhIaVk3HkGU68wGH22zpTLDSZcYNDZ5OFYua9vvUCh5sMmtR8zyZ+oUjBVo/bTJkapwt6n90XKJTQ9Y7P7r2miIxUG3WAgLdj6syRbfpxi8/+m2PbLFMkGj73/stjy4xRbfpYitcvrbel1tFhdHnueTLP1Zyna5vt9zLf+X4rdf0tjdw98jacT/m8yFzv7tNTq7fWeDe9Au5ujwbX9FjWbFlqseCHNno0OiRxjt9s8dj1mZfb9ltD2uoOWL9ALBU6XzDkxMxB2l0f3Woddj6Vo/Eea5G4XN3Ho+4TrSno6PfZucdi9wUE3YeRZGuH8/i+cxYOUnBkYtiXZvcHlxd8lmfdQinkPpXjpd0kat7g4dvbzL4Rv6BaI8ICAU48rdXqYSqn6Ki1mAyRPw1q7PhSLImYoU9kkt/Ci+wpSSux2D88Bo+z4ysRYkaCgQqFxs8vaN/ygTyqLz8XRsLDFps3y+MaUGGOK/K4i0bBgUJnK6KEaM8brXDjT4Lq5Jh+83OSq8wzOnaozcoiGqsK2XS4vvGXxh3+k+NFDCX74QA8P/yPJi29brNvq0N1z+O+LR0IQET+BSM9l1Vs/GHCdVW/9kKoh552QNPUHH3yQT3ziEyxYsIBFixZxyy23UFtby6c+9amM9VzX5dprr6W2tpa3336b7u5uvvzlL2esY9s2l1xyCbNmzeK1115D0zTuvvtuLr30UlasWIFhGPz4xz/mnnvu4Ve/+hWTJ0/md7/7HVdffTWrV69mxIgRvdv6+te/zg9/+ENGjBjB17/+dW688UY2bdqEpvmXYyKR4Lvf/S4PPfQQhmHwuc99jg984APMnz8fgNdee42bbrqJn/zkJ8yePZvNmzdzyy23APDtb38bAEVR+MlPfsLQoUPZsmULn/vc57jzzjv5+c9/DsB//Md/YFkWr776KtFolDVr1hCLZdbHvFtIdHq8+nCK+ikaDatyPzA2L7YpqlSOSSQ7KWja6pLolCz5l8WIGTp5xQJFE2gGpLo9kt0SoXgDukIfLcluj61LHbYs8ftIFw9WmDDXoKA0e+12XxTFd0O/4ONhOvd6JLs8CitVIoWC8DGaSCXTknVbHQaXKSQaPZJZBI+VhJ2rHFJdMsN0rGW7h5W0GTlF4/dPpbjiXIPWDoWdez3mLbQ5f7rOey80Wb/NwXJ8wfCBy0zWbnGZNlZjQZbv/NwpOntaPIYM8rfjuv5MtiIgzxBENEFrysPx4PJhJh1pj+1dLpYriNuSPLP/MYYGH2gPpRcLhA6dS/sLpfZXHSo/YrLZ9P0CFBWmXmkSzve9B4Z+OkT7QoeORQ5SQsFkleKZOhKIjVRRo4KOhQ5eGpQwFM/U0YsE6RbJxlUOeza6GGEIRQWphMRK+A7UJZ9U0XJMpljtHh0LHeIbXULVgsgwBTchafpXfwHrJqD5OZtQucrOP2TmcNvtkl1/TFPzUZOG36VxOiXbfuX3UjeyTDAcDrYlSWz36FrW/1x2r3QpnOyhj899fUrp+xvkoq8ZWHiIQt44FadLkjzIuFCN+TXVR4PrSJq2ubz9t3RvxGTzYodIgeCcD4Qy2g56rqTtjdz3qfaFDgWTNVpetule5VKQxRQtF3aHx/b7U6T3HDjm1lcdyi7RKZmloea4Jzm2P/5FT6ZxHf9lc/TZBkWVKpE8BTMsSHZL1rxmoZmCqVeYOVs8xts8Fj550HWThrcfT3PBx0IUlJ++pkMBAQE+KjOxWIdSeB+Jnm8SjRyGs+kpZLCoYqqYxCK5FM+SzNw7m3Cl/zw9rgj/vSuvRNDVLGnd7dLc4D+TC8pV8ksFkYKje59qT0vKQwqDD+PdUVMFRfmCovzMv3ueX3/e0SVp7/Jo65IsXWszf6m/vDBfUD9YZUStyrAaFW2AzKbDJRDiJ5DWxqX9IuEHk+rZS2vjUkoHTTvu+6+pqeF///d/EUIwatQoVq5cyf/+7//2E+LPP/88mzdvZt68eVRWVgLw3e9+l4suuqh3ncceewzP87jvvvt6Z93vv/9+CgsLmTdvHhdffDE//OEP+cpXvsIHPvABAL7//e/z8ssvc++99/J///d/vdu6/fbbueKKKwC46667GDduHJs2bWL06NGAL/p/9rOfceaZZwL+hMKYMWNYsGABM2bM4K677uKrX/0qH/3oRwGor6/nv/7rv7jzzjt7hXhfE7q6ujruvvtuPvOZz/QK8YaGBt773vcyYcKE3m28G5FSsmeTS7pHohkCu397716spMTb1wv3aFFUue8FVJLqluxc6zBihs6Sv6cyUr5LaxSmXWVm7bl7tKTiHgv+nqatT//ptl0er/w+xXkfClE8+NAHpih+7Xf0KB8UubBsiWkIqksV2rbmjuI1bnapHa/ReFCkr6vJY1hUoCowb6HNRbMMdu71v8yXF9qEDKivUblopo6U/vc+fbyGbUvKixXmL7Np75KUlwiuPtuANDRucimOKsy5QGdLk4ereFSHVH44PoadgFCJoNnz2Nnt8se1Kb48I0o87eVMLtZjgsqrDBr/blEwUaMjRysxgJ5lDjOvM7FSfl13KCp6J0r0IoWyuTpFM/3Hl7ovZdfpkbS+7qAXCga91wQFpAudSxxaXnap/88QjfP9i8xK+tfzfqQHnc0e0SxpzFa7x7ZfpLA7/PWT2yGxRZI/Pvf1UjBRo+n57OpWOhBf7xIdrtKz0cVLQ88WF+MIXdH3k+7y6HjDRuigaOAe1Gat9VWb6DAlZ+21ZkBZrUJzlh7o4JdFSE9id0gSmz0UA2KjVMou1Gl52Saxzf9c+UUGwji6yEYqLlnw93SGT0E4X1A3UaOnw9++GfUnYqQDVkvuyITdIXvT8bUCccg2X/vxXEnrG3aGCN9P87M2+WNV1Ej2zya7JG//LQ0SokWCCXMNlvzLypjEKKxUOO8jITRDEMnRCs2xJRvezJ2dsGmRzaSLlQHT2gMCAk4HNGyuIsbDtER+heZ8GVM7trasJ5o6pRZpwWJlGanBFtcMuviE7UsPCUpqBCWDFZLdkni7pG2XS/N2UA0oKFUoKFOIFiuHndY/rkjj0c0pfr8xyQeHh9GOwpxNUYTvwB6DIYMOPON7kpLmdo+9rR6bdrgsWetg6DB5jMbsKcYx1ZkHQvwEkkq2HNf1jpSZM2dmpKrNmjWLe+65B9fNfIlfv349NTU1vSIcYMaMGRnrLF++nE2bNpGXl9lTJpVKsXnzZrq6uti9ezdnn312xvKzzz6b5cuXZ/ztjDPO6P13VVUVAE1NTb1CXNM0pk+f3rvO6NGjKSwsZO3atcyYMYPly5czf/58vvvd7/au47ouqVSKRCJBJBLhhRde4L//+79Zt24dXV1dOI6TsfwLX/gCn/3sZ3nuuee48MILee9735sxrncLrg179tUQdzR6lNQo7MzRqmnwKO2QbuiHQg8pjJyp8+ZffJE4aqbOwqfSuAe9e7bs8Njwls34843j9tLp3+izvMBLWPGixazrQ4fd1ul40tXj8eQ8i/HDNZpbPSIDpLhrusjpKO8lJfkxQXuXRDtII6Ys6OyWrNrk8vpSm8vOMaiugPXbXHY1ecyYoBOLCAYVCta+bLO3j9Dftshh1GyN8sE6b/05lTFZUzpUoW66SnPC4/97pZsfX5hPQY4aYcUUFE5RCdeEsNs8OpfnFm1uXFJUrqDm6HMtVIF+UHs7LSqous5g289TdK/OvIaLZ2kIHabONdi91WXPZrdfazgv26Xh+f3B94vw/djtHmZZ7pcqo1yhc3nuCZX0Xg+jWGF/R7eDW64dLo4t6WnzKDlPpzAJniXRCwTxtS5tb/m14m5KZqZwHzzWkML48w3mPZTq194tv1RQUK6Q2uOx7Zd9TdpchAbVN5qg2eSP0bA7JZ1LPYpmHnnWTHujl+H8XT1WpXqMxrrXbda8aiMUqB6jMma2QSRPEKlX6dmc/ZyFByukm/1lRTO0w07XduOS9rdzTw51LnUIVWWffGlYZfe2+hl9ls7SZ6x+bcU6Gj3WvGoz9YrcaQOu5Tvw56KrWeLaMhDiAQHvAAQV9HiXU6b8g73WTylTPk94oBYcpxAJuF0eFe3VTMtXWZK/hL/Gn+La/MswjzbV6XBQIFwgCBcI8BRSPZJEp6SrxaNtt4eq+ZOYJdXqId/PhuapXFJt8PxOi7UdDh8dGWF0lnK6oyEaFkTDKnX7xHln3GPzDpelax3WbXG55X1hwkfhjwJBjfgJJRQuPa7rnUri8ThTp05l2bJlGf9t2LCBD37wg0e0LV0/cCPa/5LkZXsLHmAsd911V8Y4Vq5cycaNGwmFQmzbto0rr7ySM844g7/+9a8sXry4NyJvWX6U6pOf/CRbtmzhIx/5CCtXrmTatGn89Kc/PaLj+HdAUehNkdy1zqF2vI6a5TkRyhNUDD26ULiUklTcr8m2Ux5FVSp1k/zayUSX7CfC97NthZO1R+7R0jRApLl9z8A1wieSlnbJ9t0eigKWI6kYk/s8V4/V2LMhu1gwIoLLZxvEIv2N9Awdzp2qs3if8/o/XrFIW4JJYzTOnKCzepPDkjU2Ldu9DBG+n8JSlTcPEuEALVs9vA0ec6oNbA9e22lhDCDC1LBCpFYlNlolOjz3ccZGqUfVNio0SGHYf4YpmKKiFwnCNQrVHzGJjlbZ9n8pks9a1BUqnHfDQe2dBBRW9H8cuj3QtbT/+fZSvmGYWZl9jHqJyFrLvh+jWMHpYxgXrj6635ZreZi2YOcjaXY9mmbPXy0a7k8jXai82jczyBt/6FZgeSUKcz4SoqTWPweqDsOmacx6XwjVg50Pp/s5pUsHdv8tTcWlBp3LHVpesml61hqwjtx1JYlOj+42j2T3gdp4JyWpHasx/WKDuR8OMWKGztuPp+nY179eerBjtcvrj6ZIxiWFU7TsafACis7U6FzqUHGVfkTp/tKl3zH2xUlk/7vnSbpb/eNQdd+cMZsJJeBnHyVynx/VgPzS3K9lBeXikCU0AQEBpw9CHU3cvpgKFtKa/j7tbtepHlI/PEuSbvSwWsEohGGDqzkvchaNbhMPd/6VzpM1ZsV/1yyuVqgZpzF4tEqsWKGj0Q/M7Frn9JssPpippTofHRnClXD30jg/WB5ne/fxr9EviClMGaNz9iSdzrhk594j9yPZTyDETyAllZMJRcsHXCcUraCkcvIJ2f/bb7+d8f9vvfUWI0aMQFUzX/pGjRrFjh072Lt3b+/fFi5cmLHOlClT2LhxI+Xl5QwfPjzjv4KCAvLz8xk0aFBvHfd+5s+fz9ixY49o3I7jsGjRot7/X79+PR0dHYwZM6Z3LOvXr+83juHDh6MoCosXL8bzPO655x5mzpzJyJEj2b17d7/91NTU8JnPfIbHH3+cL3/5y/zmN785onH+O6BogmHTfOXtuX5/2xnXmpTvE91CgZrxKud+MHRUdTupHo+tyxxe+UOKF3+bZMFTFslujzGzNc7+gImTzv1S6jlkRMmOFX2ANhyKxmGnsB5vdjX5B/mv1y0qSlQKKhQGje4vzEqHKOSXCbpa+p+zaKGgPSV5+lWLy2cbFMQE44apDKlSOGeyxoeuCPHyAjvDKXTRaj+Kt2Wnw5zpOudNMtiRxa08nOcLi2xu8QCNq12uqPZV0bpWh54chlJ9UUMKpefqWXuUqmEomKQhjjCtzEp6dLV4bFpn441RGfQxk8EfNGidZ7Pr0TTlFxtUXG4iHJC7JeddZ1Iy2P/Sx5yjZ59tV4AcEwtN/7SoutYkf4Laa/atRqH0Sp0kktILckQ+FMgbpxJf7/Yeb2ToUV58CcHuP6QzncwltC9wkA5EhikUTtURh4hQq5qgsFJl5ntMLvlsmIs+GWbcHINIvoLbI7GyXHMAbpyMenEvBW4y+7qpuMe61yxe+G2SF36T5KUHkmxd5pBOeFRUKpT3SHqettn7SJr0WpcZl5n9ymASnZL2PR56kaDuMyFCVQfOm14sqLnJxHMk9V8IUzRdP+xWaPtOG7EBJofyx2VfpiiCsiH+Ms0QAwptJLiOXxbR1eKyZ5ND226X5D5TOk0XjJyV47oRMHyaHkTDAwLeYQgxgZ7ElZSwHs/6Jlvt9b3GyacS6YDV6pHaLcGDcJ2COch/npVrpcyNnEvaS/P7jr+w2248uYMTfnChuFqhdrxGSbVCe6PH3i2Hfimsiqh8dESIa4aY7Ohx+fqiOD9f3UNbDiPZo6EnKVm81ua1JTblxYK6HNlSh0OQmn4CEYrK+Jl3sOjFO3KtwfiZt5+wfuINDQ186Utf4tOf/jRLlizhpz/9Kffcc0+/9S666CKGDRvGRz/6Uf7nf/6H7u5uvvGNb/gj3Bex/tCHPsQPfvADrrnmml5n9O3bt/P4449z5513Ul1dzR133MG3v/1thg0bxqRJk7j//vtZtmwZDz/88BGNW9d1Pv/5z/OTn/wETdO49dZbmTlzZm+6/Le+9S2uvPJKamtruf7661EUheXLl7Nq1Sruvvtuhg8fjm3b/PSnP+Wqq65i/vz5/PKXv8zYx2233cZll13GyJEjaW9v5+WXX+4V+u828ooFo2bprH/Tpn2Px6Kn0gyZoDFihkmkQCEUE0eVkp5OSJY/Z7F7w4EbZ9MWl+atLrM/GKKkWqWkBiB7SDycJ7JG548G15GU1qg591U7XjslaemOLRkzWP3/2Tvv8Diqqw+/d8r2olVvlmRZ7r3igsH0ngABkkAIBEjykUL4SIAkJEB6oYU00gOBJEBI4CP0aoqNKzbGuMuW1a0ubd8p9/tjbcmyJOOOwfs+jx/QzOzM1Wp35v7uOed3KDpFIZKQNHfbmAiyJ6gUT9DYsSGdQl06TqUlJnEFFfIrVVp2exj5sgVjTnfw2OspwlGJbUtMCzQN8nMUGlpsyooklcMUTpubfkNrGmya2tLtzCpLNTbXWkysUDESgzioewTxISJ8kC5v2GUkX+xT6YhbBJzvL4AcOYLhX3bR9H8p4jU2CPCOUik6z4Ee2r+/RTJus3mJweZlfQsJBcNVKjyCRJPNsMudtLxgkNitNEHoMOkzTuyTwJut9PbK3h3NK8ierdH0+MBVCCuejornf9yBZ7aNnQLDgk1rDdresplwvE7+OTqtzxu9buKKK90zu3OpibTAkSsYdrkTPevAPnvh98wh08473jIou9qJcz96aTtcCo49Fqz2ltYOO53S07YPQHpxb09SCZs1L6do2NB3slQM3nstRX6ei7o/9O9N3vaMgbtSYfKJDla90v+9b9psUjJaw12iUv55F1YsbV6oekAfpPY6EbGJdEiaq00cbkHRSA2XTwz4e9tJSfbxGtGt1gD3d1eJghYc+m9UWKWy/o20wPYEhj5Oc4CqSlY8neqXeeLyC+Ze5CSYr+ILKcw638mq55IYOxdYHG6Yfo4TT1YmdpIhw4cOXUCiinji0zhcT1Fg/pCN1scp1s8joB7GtO8hsFMSs0diRtOtPV0FAj1HGdA9MqD6OcV7IoviS3m4+wnO9p/CGOfIwU96mNkVKLH3scOIEILxIY0xWSpr2k1ebzZYtbSHL4/3MiXnwCaW0Xg68l3bZNPUZuPQ4bhJOvOn6egHkamUEeKHmeLhJzPjlDsG6SNewITZ3zisfcQ/+9nPEo/HmTVrFqqq8rWvfa3XXXx3VFXliSee4JprrmHmzJlUVlZyxx13cN555+FypWdlHo+H119/nZtvvpkLL7yQcDhMSUkJp5xyCoFA2nbwuuuuo7u7m69//eu0tLQwbtw4nnzyyX6O6fuCx+Ph5ptv5tJLL6WhoYH58+fz5z//uXf/GWecwVNPPcX3v/99fvazn6HrOmPGjOGaa64BYPLkydx999387Gc/41vf+hYnnHACP/nJT/jsZz/bew7Lsvjyl79MfX09gUCAM888k3vuuWe/3+OPAg63QtUsjdJxKs1bLCwzPbH0BIZusbMvxMN2PxG+CynhnRdTzPukC19I4M8VhAeJuI0/Ue+fPnwQJKKS6pUGExborF3YX4z7cwQjZx35SFOsx2b9mynq11nYVjqqPfYEnYamtBjP8kODB5IpidOUrNxskhUSjDxBZ9gMjVRMojsFHTHZK8IBttbbeNwCv0fhzVUGhTmCrIBCfKvFP59JYlpQUaJw0kwHkbhNdb1Ncb6C5hDklKvE3u2vQmLdNoG9PLhcPkGCtKP6CcMc/HBxlDtODhAaor57F0IVuEtUyq50YscBkY4O708UcxfRTtlPhAPkFStEl5gEp6RTlRN7+ANIAxofSlL1dTeOvVzTP06lc7lCor7/670jFdylCk3bLVY+PVCor33TYNqZOkXXOLHC6QmP6kubkLkKFfJP11F9An0QQ8Jk3CYVAzMl0V0Cl0egDbJQkNixd9OywUTx/qJ6BYpz8LRtoe50St85DHeZMqjLbjJKPxG+i/JxGu0vGYOeO77VpmCOwOGC1G4Rf/duLeo0n9hrn/R42GbZE0k6dqvBf+81g8mnORg2XusnxlWHoPnVFMM+66RjsUl0s4XigqxpGp5KdcAkdXc8AcEJl7lY+UyKcIdNTqlCe/3Av83I43R21FgDyj8SYcmiRxIsuMKNJ6BQNFIlVOQmtTO67vAI3D6x31kiGTJkOEpwqJDIwXB/FotXqZSP0ZFaSZN6OZX6GPTDnJInZTpbyeqRWPH0QrQzX+AIKbCXWKBLcbLAM4/liVX8N/wC3VaYWe6ph71VopWCeEQS77GJdUtsK23cWlC5f7JVFYKpuTpjsjSeqk1y79oo98wOkLUPwYJ4UtLSkTZoa26z6QpLhIDyYoVzT3QwfoSG8yDa1u5CyKMhP+IDpqenh2AwSHd3d6+o3EUikWDbtm0MHz68V5QeCNK20i7q8TZc7lxyCqcetkg4pPuIT5kypV+v8P1h0aJFHH/88WzZsoURI0Yc2sHthfvvv5/rr7+erq6uI3bNw8mh+vx8GNmyPMW7rwztAHzaF9z4Qgqxbpu1C1M0bkxHf51ewfgTdYqq1L0KpKFIJWySUWhvsFBVCBWrWCnJK/cnGDZOpXScRlutTSohySlREAoE8hSyCo5cW6BExGbRo0l6WgdO1ied4+D59wxME86e7+DR55PkZinMmZxuw5SbJfjbfxMYJpiDlD7Nn6aztd7ihOk6j72Y5OoLXDz6QpKOPfqFqwpcfp6Lfz6b4PyTnbz0VoqPzXWy+j+JAWno0891sOkto7cWdncmnukgVWxTG5YsrjdYucPgvjOClAWOzPtp25K3n0lSt4dB27jZOtpqi7yTder/kRwysjvss04CE/b+cDe6bWLbbbqWmaCkzd9cJQo4BUv+naCtbnBB7MsWlI3X2LDYQNow+XQHw6fsfTU+1m2z4pkk7bU7zylg2DiV8QscA9rkdS43aPzX4DUDrhKF8qtdexWqg2HGbWQKhCbQvALbknQtNWl6YuB1cuZrmNG0M70WEFR80YVzkL6zO7aaLP7XQLU951wn7Q8me4X8ngRnadRK2S8d8ZSrXQRy3/+zZVuSjW8ZbFg0+D1oz/NYSUnTE0nC71lkTddwl6lIQ9KzxsKMSsqvcqK9TxeHZEySiqcnaxsWp6hfbyHtdCR81Gyd0rEaL/0pPmTJzbxPusivyLQny5Dhw8guLXHZn75Mib+/cTESCJvgUMCnodjb0ezn0eimjuNRtQup0PJRDrEglyaYYRszml58Vt3gyNmZ4bMfjwYpJWuT61mX2sQ010RO9s4/ZGLcSqWziVJxSTIuSUb7SuGcXgjkqYQKDy4wZNqSN5oN3mox+MlMP8N8/e+zhinp7JG0d9m0ddm0d0l6dgY3svyC4SUqlaUqlcPUAzZlG4pMRPwIIRT1sLQoO1Q8/vjj+Hw+Ro4cyZYtW/ja177GvHnzjqgIz/DhwbbT7ce6W9J9v7MKFDxBgWs3oTBUT2YABL0tKTxBhalnORl/osSyQNfTqZoHcpNPxmzWLzLY9vZuClXApFMcVEzRqFltUr/eIrskHQFe96ZBIiw56coju0gS6ZCDinCArW8ZHDdL5+m3UqzZbDJuhMaaTSZtXTYTR2rEE5JZE3ReW9EnMIYXK0yq1NA1yA4pLFtrIAScPEunvsUeIMIBLBveesdg5gSNaFzS3i15dlmKsy5wUrvcpGWbhRBQNEYlq0ih/EydHW+ZtG5Nj9vhhvI5OisxWPGuwVcnehlbqXFxyIm7B+LCPqTt54ZC2vSm8O5OfbXJ+Kk727XtJb16b+Ziu9CDCsFJCv4x6ciosjMNzUzJvTqEK2o6EmFbkFeuULiXGmRIeyosfbzPpAwAmTYqU1SDSac6+pWJeEekW2pZgxiJFZyt75cItxKSRKNNy/Mpkjts9GyF/NN03OUKgSkqWpaTludSJFskjmxB3qk6jhyF8DqLYVc6cRUrOIZIndaHaO0i7XRUfSgDHqGlU8Z3MeVMxz5/ppIxyda3h14IrF9nMu6Evr+H6hQUnOVAmql0n/JF6XuIu0Jh2OXvL8IBnB7RO1mccoaTscenzSg1RzpzJNop9+p7Eeu22Wt4KkOGDB9OBOBUIGGDR2Ir5aTEVVhyGaX2EmxzOevNU/HqZ1GmhlAOQuRKG6yYxIqko9+ooAfBEVJQ3se4c8jhC8FE1zjcipuViXdISoMzfSft+8KBnS7FMxJgJCWpBBgJiZGQvZ1ghApunyBYoOANKniDg2eC7SsJS1IXsdjSY7Gx2yRuwvnlToIIapssusLpXuFdYUn3zvI7VYGCXIUxw1WGFaqUFioEfYd3HpMR4hkACIfD3HzzzdTW1pKbm8upp546aD15hgzSlnQ2WSx+NNkvchosEMy+0IUnoGBLSc6woW9e6Wh33w1Wdwj0Q5Di01Zn9xfhkG5P9lKK2Z9wUveeiWXQL23U5RdHvD68rW7o2XikQzJ853jWV1ucf7KTwpz0e/rQ00lys8TOPuHpWqWLT3ISrbNpWGhgJCW55SqXnuREcaZrxFeuG9oxdGu9xczxTjZuT4+nud3mH68kmTZKY8IUJxLYUGeRF5O0m5I15TZnz3UibWhKWPyxJs6aVpM75/qpedmgfWcv6i0YuP2CuZe49uoCfShQNUHJGHVgb/VWiTUDEOl+0uYgixEArtJ9H9+eTu6aQ1A5TaOlZvC/Z9kEDcuE4z/twp/df6FqMJJRSdcOG6dXUDlBI5ijkIxLatab1K41GT1bR9utfj5tWuam4eFkbws01Zt2THfvx+8lLUl4vUnDP/u+0FbMpvavSfLP0smZpxMYp+EpU5GmRKj0ClNP+fsLR7dfpEsY9vAaqN9qUjRFo3v54J/R4FSNUI1FfrlK0UgVt1/Z+wLf7r+THHyBZheJ6MBtekCh+EIH+WekJ7KKM536rg2Sbv9+aLpA26P2X3VIdCcDug/s4nB/VzJkyPABoiuQtCFug1cFoWGJuSTEJFT7TarkUySNhbxnnIpXO41yLQt1H4WuJN3C1IrKdIcHK/0scJWItHfGIVrfq3IMRxcaS+Nvo6Jwum9Bb9BEWmCk0tFsIykxkzt/Tsr0PW/nh/5LZAABAABJREFU7V8o4PSA060QyE37ELl9Ij0nPICpmJSSmAmtCZvWhM2OmE1TzKJ15yJuQBVUKRqlQiW5XvDEe+nnnMuRniONrlApzFUozFXICymo+9l+82DJCPGPKAsXLtyv4z/72c/2q6H+oLjyyiu58sorP+hhHBOYVopIoo1YsgtV0fA4Q/jdeXt9TTTRQTKisfhRdUD6cvcOydqFSSoWKDxe04ZX0ZhxahbrX+o/yXb5BBNOcgxqjnUwJGM2m94aOgLWuMmicITar1ZVUWHmec5DVou+r7j3YuikamDtfGBZNoQCgsZWi7feMRECzj3BwV8eT3Dx6U7OmCVY+1yKzt1qYFuqLdpqLOZ8ysWS9QauvbzPbqfA5xUEd6u7TabgrbUmb61N/91cDigvUejukqzvNplaonPz62F2eaZ8rNKJsdbuFeG7iO+qe/2s67BHxnPLVLxZguge/b5XLUxx6med5J+p0/jIwNRqV5my38ZwexIqUigYrrBjW//fP6tQoXSstl+/ezwsGTZGpXKERtfrBp31BppfMOY4DWOKBpaNHbEQThWhKwghcBUKyq9xYUUl0pIonnSP9f2pJzbCkuZBUs8BWl8wCE7WcGTvqsce+rx2dwosidAURKAvBd/lE8y52Mmifyb61Xt3tdhMvMBFbIuF0dn/bxc4TqOp3sKfIygYoeLczzIVzQG5ZQqt2wcPtxePGnxmqroVVPd+XWqfcXnTrujvLRx4n/LnCjx7MYTLkCHDhxyFnVFxC9xK2lgFkMKHqZ6JJY9Ds99klHyCpPkS68yTcWqnUqHl4BhCkNuGxIxIrJ2p54oDHNkCPSQOqAXo3pB22vi20ChlsrRYnVyN1uNnbHgKZoreyDakxbbuSrfH9fjTaeVOt8DhFTic+y+4pZRETUlXStKVlHQkbNriNp0pSVfKZlfilAL4bIHfUhhvCUKWQr5bISdLIS9LISeUFtt5IYHPc2CZl4eajBDPkOEYwrIlbQmDhnCctniUPEec1vblLN/4GwLuAj4x52cUZo1GGcS/IJbs5I11f6bK+RnMVGCQs0PjRhvHJJsH1qdb4Z1fnuTjn8wjUS1IhKFghEp+edoI7lBjW2lTtqGIh22mnuHE5TfoabUJFSqUTdTxBI/8zTh3mIpQBk/JLRmvsbYm/UQrL1JQFFi600BtRKnK5u0WhglPv5HkkrnOfiJ8F7YFG99MkVOhUlSg8PYQUfEZEzQWr0oxfqSOooA9yHimjNFYu8ViR7vNBXNdNEdtdjcuPb3IQc0QdbiJiCTaKXH73+cNOUg8AYXjP+Vi81KD7WtN7J2Gg+NPcOAICPRxEuVSBzueMTC6JEKD4DSN/NP0Qc3S9geXT2Ha2U66Wmy2rjSREioma2QXK/u9AOEJCiqGqTQ9mOyNHhidktQ2k8JhIJ/dQbI2ilLgQju9CCXfiXBp72ta9n5Y0Z0pjIMgrfQYHNlDv16GDcy1XZj/bUC2pxCFLvQLSlFGBlC8GkIIgnkKJ33OTU+rTaTTJpin4ssWuPwKw691Ed1i0f2OheKB7Nk6ShCklo6kKwdgUuZwKUw4ycHCvyUGfM/8OYJg/pGPPiuqoHyihm3BpiUG1s6vTX6FwpQzne+bMZEhQ4YPOb1RcQu8/SWYFCEM9TxMOQ/NXswo+SSG+SKbzeOR6ukM1wvwCh1pgRVJ133bSUAFRxC04OBmmfuKbYFlpFPFLUNim+l0cstKd0fZvawmIIZR4Y+yyrWM0qxihjmLeoW3071/KeVSShIWhA1J2LDpTko6EzZdSUmPkRbgEUv2sxLRbfBIgccWlEmNfKdCiVdheEglO6CQHUz/CwUEjoNwND8SZIR4hgzHACkjRjjRyfaozrffaqIn1XdHnV98HJfMHMWzy77Kgwu/wBdPf4QsX8mAc3RFm6hufpNhuZcPeR1pAxa4VIXTykNML/DTKBIYVZIit4PfbWrgonge49xePPqhrYXUnYKcUmVQd2aA/AoVT1AwcYEDywJV5QNzIXb5BLM/4WTpf5L9Hm5ZRQqhUSrPvpREVWD+dAddYdkrkAM+QXt3+ofcoDqoK/0u2rbbTJiuU91gMX+azht71MsOK1SoGqbyylKDSNzgYwucPPVa2lV9FyNKVUryVZasSaIoMCqksTXaX9QrlhiyxhcgFj4yda+eoMKEkx2Mmq0jAYdzt8mAWxCcouAZrmKn0rXHmvfQRQxcPoVCn7KzRR4H1O4P0j4+zS8YvSIcwFkoKJiUwrx7M7tWQKzaGNbyDhxXVaJOz0ZoByfg3i/7cbB+77uQCRPjpWbM55r6tjUnSN23Bf1T5Yj5eekIuRB4AmLQRTg9SyFrhkJgsgYKe6273x/8OQonXu7i3VdStNfZqBqUT9IYeZx+RPwLBsPpURg5S2fYeA0jKVE1gdOTXjjIkCHDR5zeqLgNbtkbFd8dKbIx1HMx5Xw0eykj5CtI61XqrFn0GKdSGK4g23Sg+QXOAgXNv28RZnunwDbNdGTbSqX/a+80ft39OS4U0HTQnOB2p1vYqg6B7khv03RBhRzHM21tLBdvMm3YJwcENKSUJC2ImJKIIQkbku6EpDtpEzEkEVMSMyUxW9JvJiPBIcElBW4pyBUKI3WFfI+g2KdSFlTJD6oE/YIsfzqyfSCLtUcLGSGeIcNHHMOMs7FxIZY2jJuWWMTM/qrpjcYYw3x5VBbMp7r5NbY0L2ZG1cX9jkkZMeKpbqYMP5/AXnzNnB5ICpufzKvkya1t3L5kGwCT83x8eVIJnUmT6xZu4dcnjWRa/qENk2oOwZi5Dho3xQcIQ90FJaPTkTkEHKRuOWhUTZBXpnLqNW46GmziERt/gUJ7XPLEm0lGlqnMmazzXrXB8JK+23RPVJIdVNhab2NaEnUvte2qDqYNy9aanDRT56oLXKzfamKYMKpcJSsgeGFxOh15a72NZRtceKqTSEySSEoKchVUAf98Nl3QWl6ksKXHxOkQOFVI7nxyJoVEczCgVGEX/uwj92armthr2r8ePMymKwe58i5MgdHRP6sjf57AfmwbDNI/NfVQDa4qPyLn4HrRql6Bnj3w2gCKm7320JZhE/OFpkH3GU/UoU7K2ufxKYc4cqFqglChyuwLnOnPp0gbqh3pVoWDjcubSUPPkOHYxLEzKh61wD+0DJMiiMHpJFPz0FnJMP1tFG0xTdkTWaecSpF3PKVOb+/xuyLaptFfaFvGzg4ru93eVRVUR9qfR/OyU2QLNGd6296aOtkyLaDjFpQ5xvB29C2eqKtFMQuJGDYxE2KWJLGnwAZUCU4pcNrgQlCkqgQdghyXQoFHodCvUBJUyPKrBHyCgPfoj2gfLBkhniHDR5C4YdGeNEmYFk7Fpr5jMynvSGJmGEgvnu4+5f6/bRF+PP2TVDe/RkPHu8wgLcQtK0V7pI431v2R7a0r8TqzqZi8gOwSPx0NA69bOltB+mx+uKyW08qz+dnwEcRMC7emsrotwv9MKObrb1Rz76p6fnFiFSHX3ls57S/ekGD+pS5WP5ekZ2dv8pxhClNOdx519ZeqJvBmCbw7naallPjikquGuYgbBm8sT1GYrZJISvxeQTgqqa6z+PRZTt5eb1K3w+akiTrbhjC6Kh6n8d7OFHch0sZsxfkqti0J+AULG1JI2feebG+02d6YxOcROHRwVMPYSg3LTr/+1NkOpBt+tTzKdTO83LUsii3h8doEn5jmpHbJwHEE85W9CuMMezDIOoHDZWF3DeF9kLKRHSk4SCGuBxRKL3NS87sEcvdLKVB6qRPdvxch3pkasv0YCRui5kGP72BxuBUch6nuO0OGDBn2CwE41XStuCVhzwwgCTKVbqkoTUDxIDwnYDvnoNrvkm+uoNi+m45wBcvCJ+EwZpEf96Fau3WB2E1ou3w7BfdOoa3pA4W2RJKy0hnzHSmbuCmJpiQxIy26E5YkaUPSlpj9XhcEl4N14Vr8iTycMi2wszWVoC4IuRTy3Ar5foUiv0KOX8HvFfg9Ao/rwx3JPlRkhHiGDB8xWmMp7lvTwIu1nVgSHKrgY8PP5fRQLjdOzyLXrZOyJG5N4Y3Gbp6sbiNq2AglPVMdljO591wt3Vv4yytXYtvpW2800c6Diz/DFac+TMPb2TSsS6/COr2CsSdorHeG6Wg3+OqUUh6vbuP+dc295xodcjMhx8v5I3J4eFMrCXMv+cwHiKoJckpU5n3KhZFMC0iHiwPqR36kESL9cAobCe5+71kuGTeHQkcOrywxOOt4B4+/nMQwYekak4+f5OSFxUnW1VmMmK1TvaS/UPPnCHLHqDz3QpLckCAnS+FfL6Qj22OrVJ5pTbJsh8E3xnqp3sPBPRJLL2AsmKGzabtFcZ7CmfMc5IYUVBW+NN3L4oYkP1/gZ1FDih1Rm8AohVGKRvUys9ewpaBSZcrpDlzeo/+9P1rQvOAdqRDdvB/fDfn+7df2BXexQtUNbrrfMYltt3EVCrKm6+ghgdhbqrjjff6+H3D0OUOGDBmOOhwCkkBst6i4DVYC7JREShAOwCmQApKWxO7WsOVUYDJOdQtefRmTlb8S1f9LjX4CuuNERgdyCbr1XqEtkRhW+jLdpk00JYlGIGpI4qZN3EoH55NSsueTRJGgS4EuQZcQEAKPpuDXBX6HIOhSCLkVnu7xMDHf5oZxWfg8ApeDo8IE7cNCRohnyPARojtp8pPltSxp7undlrIkj23pRqLjVBXuWFkHpBdhzx6ew7dmltEUTRLwuLjwpGfwOxws2/wY4VgDZfnTmTv6Ct5c/xd2xdANM85f37yIK0/8G1ljDXyOAiJmM2pwGIGoSjRq8dz2DpbuNgaAjZ1x7lhZx/dnVxA37cO6EuryKri873/c0YhL0cl3BfjSigeZXzCCr8w5nbpag4tOc9LSke55qWk2nzpXoz2WpMDlpnS0i7r3TFIxSf4IFdMlWLg6xfypOgW5Cv9dmBbhxXkKVWNU7ns9SllAZVi+QlWZwpba/sKvKE9h4kiNiaM0nLrAs1uruWEBlY97XPSkJGNy3LhVgVNXsPIkFZP03rpXlwf0TN3rfqG6FYrOT0emzfDO71tSRQvqyO5BouK6gsg+NNFmoQocOYK8kx3YO1uU7ctkSgT09EQyPDAjQhS6EL5Dm/WSIUOGDB96douK28l0yy/LSm+31Z3rqxZgSzQNVF3gcKe7qqiaiqKNRYixJI169PhSxln/IZV6ng1t82nlJBTySUmNpC0HJCypEhy2QAccCAKKwKftFNdOhSy3IMej4HcL3C6BxylwOUEdZM5mS5tHl8WozPGRF8o87w+EjBDPcFAsXLiQk046ic7OTrKysgY95vbbb+eJJ55g9erVR3RsxyKdCaOfCN+d/9vazo/mDucfG1twqoJzh+cys8CPz6FSFnDxtw0tvFLfRbHXwf9OOZGReSqRRBv5uSfzyXmTeGTR13rPZdkGm1sW4nWECIRcWNF2uqKSuFlCVZabe1fXDzqGLV1xulImo0MefHrmpj0YuqpyUeUU/l2zmjd2VPNWy+85pWgMC+xxBPKdTKryUhdrpzlpYSs2LkeIP294i5THxBNwcGbWOMrc+Zx5kgbYtHfAibN0ckMKOMAQkj+d7cenC/K9Gh9boNDcZrN8rYltw9SxGqWFCoG9RLJdmoJrj6fHh7XuVSZ3hgScCsJ5+E3l3g9nnsLwr7iIbbUIb7QwTAX35cNJ/WYTe4Ys9EvLEcFD/xhX9hLFttuT2Nsi2NsiiBIP6ig/jutGkfr5BjB2m/J5VByfr+rXxixDhgwZjnWkDaYtsBBYmoJMr5OjqGmvG4cjbZSm6gJFSwdTUnZ6rTNhSpJJSUpapGywZQHwMZx0UiRWMFK8yAjxKtuZQ6M8lWFqKXkOJyGXQrZbkOvdJbAVPC5wOkAcSPPunazpaCRipphbUHlo3pxjkIwQP0LYtsWOllXE4m143LkU5E8dtEXU0cyCBQuYMmUKv/jFLz7ooWQYgtb40H20TVti2hKPpvC9OcN5ams73168FVumXc7PH5HLr08aSUfC4OntXYRTJtPy/YzJ9hA2crjitP/y+JvX0BNPtybzOXOYUnk+qqLhdgZp6thI0DEMRYjBfKV6aY6m+P27jcwqDODVM7egwSjxBPnlnE/wvbefpSUR4fnGdSxvr+G68QtQEgbfe/tZOpIxAJyqxudGHccwbzYJy6DQ4+dPW15jXkEld655GVVRmJxdghIRhM0k2yMdtMTDPHbq1UA2Pk86Kl5erIIE/SNujLILmbCwWxKYzzViN8RRit1oZxajFKRbgn2QOEIKjukKWdPTIlamVFzfnYDxfBN2XQwl35kea6EbcYi7D+wNuzFG4q4NEOmLfhtOBef1Y3B+bwL2u93Y9TGUSh/qqAAix3HExpYhQ4YMRyvSBtMSacfyXT2v7bQI00wDZ4GO4RBETYgbklhSkoxLDLv/+qsGaBI0BD5F4NYFHh18jny8znNwqAswY8uojCymQlnEdmZj+s9hVtVwCj2H9n4cM1M8tm01M/PKGB8qOqTnPpbIzIKPADW1L7Nk+R3EYi292zyefGbPvJGKslM+wJFl+KgRdO79K60rCp8bX8Tf1jfzblu0d3vCsnl4UwuqAo2RFAvruwBY2RIhx6XxnVkVvNGc5MK5d/PAK5cjpaSiYBaWVOiOG+hqiBGFs2mLdROzVVTR97DZE5+uETYstvXEKfZ9sCZORytxy6AlFubO4y5AIombBjsSYUo8WVy76BGM3XqeJS2T361fxI9nnMcj1W9jSouPlU+i0BOg20gA8GrT5gHXqI10Uubraw6tH0O1vNKSWOu7Sf1+S+8sx2pOYL3dieOaEajTQgj18GZsSFsiO5JY73Zhb4mgDPOgTstGZDsGtCMTDhVR4sHxmeFpu3rHkY/eyx6D5J+q+4lwAJI2yfs24/r2ePQFBUd0TBkyZMhwNGNZYJgi3RZUgA6odjrrPOWRdCqSuKGQjNrInVMyhZ3tu4QgpAr8uiDgVPC7BC6HwOkQaCpDtCzzg/8U7Ny5RLqWMbxrGXb7Eh5rn0dO4cc4e0QZQcfBS7+UZfL7DYtI2ia3TDnjoM93LJPJDT3M1NS+zCuv3dRPhAPEYq288tpN1NS+fFiuu2DBAr761a9y/fXXEwqFKCgo4I9//CPRaJTPfe5z+P1+qqqqePbZZ3tf89prrzFr1iycTidFRUV885vfxDTTk64rr7yS1157jXvvvRchBEIIampqel+7cuVKZsyYgcfjYe7cuWzcuHHAmH7/+98zbNgwPB4Pl1xyCd3d3f32/+lPf2Ls2LG4XC7GjBnDb3/72377b775ZkaNGoXH46GyspLvfve7GEZfBPj2229nypQpPPjgg1RUVBAMBvnUpz5FOBzuPeaxxx5j4sSJuN1ucnJyOPXUU4lGo3xUyHHplPsHF7czC/ysbYtQ5nf2E+G78+/NbZxWFuq3rT1h8n9b22iOSaKWm5FFx3P29FuJyFzuXVXPta9s4sY3qlnc1MOO7m24VcmZ5dmDnn9ctofacAJbptOtMgxOeyKKJSTfW/UsV772EEtaahgZyOP1pi39RPju/L16BScUjWBruJ17176KS917SrBXO3ajlbI7RerBmgGp3pBuCTZoPfYhxq6PkfjBWoyHa7FWdGA8Xk/ie+9ib40gh0gpEQ4F4dc/kBR6GTGQDfHBd/YYyK4h+tdlyJAhw7GGDYmkIJ4USAlOp8RSJDsUm61um2q3TZ2UhC1QUchPSUa7VObkOjh1mJMzqlycOtrJvCoHk8p1KgpVcrIUvB6BpvG+fcMV1U0g50SKKr5KIGsWw1mEp/nb3L/4fl7c3oJ1ECafUTPFr9e9wfZIB3cddyEl3qwDPleGjBA/rNi2xZLldzDobG/ntqXL78QeYmJ9sDzwwAPk5uaybNkyvvrVr3Lttddy8cUXM3fuXN5++21OP/10Lr/8cmKxGA0NDZx99tnMnDmTd955h/vuu48///nP/PCHPwTg3nvvZc6cOXz+85+nqamJpqYmhg0b1nutW265hbvuuosVK1agaRpXXXVVv7Fs2bKFRx99lP/+978899xzrFq1ii996Uu9+//+979z66238qMf/Yj169fz4x//mO9+97s88MADvcf4/X7uv/9+1q1bx7333ssf//hH7rnnnn7Xqa6u5oknnuCpp57iqaee4rXXXuOnP/0pAE1NTXz605/mqquuYv369SxcuJALL7wQeYhch48Gctw6P58/gpI9Is1jQm4uG1PAS3Wd7IgNPWFOWDY5bp2cPVJz32joYmq+n56UyckTr8OTdQJXvrCRx6vbqIskWdMW5eZFNbzQnMfLdT3MKQ5yWlmI3b09puX7uHpCEfeva0YAI7My/YQGI2VZLGmp4Yernqe6pw0J/LN6JZu6WtkabhvydX7NyZz84fx4xnncMuUMupNxxmUVDn6s7qTAfWj7uH+YkGEz3VZrMBLWYRfidneK1B+r0+29dseUJH+35egUteb73CeTh74LQoYMGTJ8GIklBZYNqlPSrttsRlKnSWIa+BCM0BTmeBVOy1Y4LQ+O6wozxkpSlKPg8wjUQ5SvrKgugrknUVjxZfz+cVTJp+na+i1++9Zz1IaT+32+hmgXP3vnRZrjPfx67sVMzS09NAM9hsmkph9GdrSsGhAJ748kGtvBjpZVFBXOOOTXnzx5Mt/5zncA+Na3vsVPf/pTcnNz+fznPw/Arbfeyn333ceaNWv473//y7Bhw/j1r3+NEIIxY8bQ2NjIzTffzK233kowGMThcODxeCgsHDi5/9GPfsSJJ54IwDe/+U3OOeccEokELpcLgEQiwd/+9jdKSkoA+NWvfsU555zDXXfdRWFhIbfddht33XUXF154IQDDhw9n3bp1/P73v+eKK64A6P1dACoqKvjGN77Bww8/zE033dS73bZt7r//fvz+tMi4/PLLefnll/nRj35EU1MTpmly4YUXUl5eDsDEiRMP3Rt+lDDM7+K+k0fSEjNojRsUeR3kunUiSRO/rhJyDh0pVQSEUxb/O20Y31m8rXe7LdMLsA4FupIp7n13B8lBItr/qW7njvkj+O7ibVw+toA/nTqapmgKXVFY1xHl1re2ETVsrhhXQOgDrsM9WmlLRPjDhkW9P7tUnR/NOJf1Xc1U+HN4c8fWfserQnDLlDNoTUT41vInaUtEGRsq5KpRs7lp0incsPTx3npyAIeicsuUM3Aqmfd/SA53ln7YRLYkQBeoM3JQJwRBCOxtEczFbemFgEPkhr6/2FEjPb64hfCo4NdRPBp4NXAqgwtuASL72M2wyJAhQ4ZdSMAGOhw2PaQjnkFLUO4WlPjTZun9EchsB7IxDhVeOAwdZVTNR3bB2RhZM2lveQ5v8ve8sGIJxWWf44zKctT36ZAhpeS15i38u+Ydyn0hfn/c+ZR6Q3t9TYZ9IzMTO4zE4kNHrw7kuP1l0qRJvf+vqio5OTn9hGdBQbqer6WlhfXr1zNnzpx+7WrmzZtHJBKhvr6esrKyfb5WUVFR73l3va6srKxXhAPMmTMH27bZuHEjfr+f6upqrr766t5FAgDTNAkGg70/P/LII/zyl7+kurqaSCSCaZoEAoF+46ioqOgV4bvG0tKSXgyZPHkyp5xyChMnTuSMM87g9NNP56KLLiIU+ujdTHLdDnLd/SfG2S6du06sIpyyKPDo7IgNjPodXxxkSXMPJT4n5X4X28PpGuMZBX52xFLkejtJ2tmsaese8NpdrGuPMszv5OW6TkaF3OS6dR5av4MNnTEqAi6uGFvAhFx/xqhtCMJGgqjZFxG9ctRx/KN6BW+31XHvnIv419ZVJG1zt/2zeb25moW71YG/19nE15c+zu3TzuIH089ha7idLT2tFHkCjA4W8GZzNTPy9v6d/igj/Br4tIH1zgAe9fA7fVsSEXLguHw45lutpP6yFWyJMiaA86pK5F7mRNK00+7kThVxiCdsdkeS1P1bsTf2lfMok7NwfLoCEdTRP16K8WjtgNepJ+Uj/Bl39AwZMmSQQL3DxgIKDEGVqZA7TLI32xGR40K2JpGtSUSB67CNTXfmUVD6GWLhtditL5CsvYX72z/DJ6eejm8I48+OZJQHtyxnfdcOLqqYwtcmLnjf0rcM+04mNf0w4nHnHtLj9hdd7/9FEUL027ZLdNv2wacUHsx5I5EIAH/84x9ZvXp177+1a9eyZMkSAN566y0uu+wyzj77bJ566ilWrVrFLbfcQirVP4VzsN951zhUVeXFF1/k2WefZdy4cfzqV79i9OjRbNu2jWOFbJdOecDFnfOrKPD0f68m5Hg5rzKX/25tY1VLmDHZHgDcmsKV4wqZna8T8BQjxN7rUxUhGJ/j4cpxRdy1sp4bXt9Cnkfnc+MKuWFqKROzBVnvYyp3LKPv1k1BAKOC+axsq0MC929awvemn02+yweAKhQmhIr6ifDd+cOGxdRFu/jX1lW0xMO82riZ/13yH04oGknQceyWBogsB87PVYJjDyErwHFFJfg07M4kdnsSGT4Maeo+Df3T5aQe3Ia1vCPtbCjBXt9D8ndbUBwDH80ybmJtj5B6YBvJ32zGeLoBuzUxZD35/iIjBqk/V/cT4QD2O10Yj25HGjbqcTk4Pj8CkZuO1ougjv7pcvSzShDuD1cXkAwZMmQ4HFjpBiRMiquMT7y/CAdQnArCp2M3DeHDcQgRQuANTKSo/Iu4nIUURX/PI0t+Q2ss0e84W0oWNm3m+6ueoz0R5d45F3HzlNMyIvwQk5kNH0YK8qfi8eQTi7UyeJ24wOvJpyB/6pEe2gDGjh3Lv//9b6SUvUJ60aJF+P1+SkvTNSAOhwPLOrB69traWhobGykuLgZgyZIlKIrC6NGjKSgooLi4mK1bt3LZZZcN+vrFixdTXl7OLbfc0rtt+/bt+z0OIQTz5s1j3rx53HrrrZSXl/P4449zww03HNDv9WHAsgxiyW4MK053rAnDSuDzjefLk0sQCDqSBoUeB/WRJLe9tY2kJfE7VFQE5w7P5rIxBTRGEtz1XittcYsrxuUyM99geUt40OtNzfPicwRpiCS5ZkIRL9Z28viWdK2zIuD+00YTPHY14PsSdLip9OewNdyOR3PQuVta+dvt9XQbCb4wdh4B3Y1b1dgRH/zvANAY6ybk9FAb7aQ22okqBNeOPZ7xQ9SOHyvIsAEBHee1o0BXsOui2A1xtJMLEG4V8+lGzIU7IGEjhnlwXFKGUuZFuA6N2BRZOnJNCtk5SC24YWO80Izj0nKEI309mbQwl7Vj/KPvnmdvDmO+2IzzxrGow7wHPSbZY2BviQy6z1rViX7+MJQCF8qMHJSR/nTNuCoQQb1fJlWGDBkyHOuMsxRCcfBVvL8I7yWkI+tj6fIf5+GPk6qaj8LST9HRsYTCzld4flkjp874NoW+AA3RLv5RvZLqcBsXVEzmuvEn4tMzXW4OBxkhfhhRFJXZM2/kldduIh3b2l2Mpycux838xlHRT/xLX/oSv/jFL/jqV7/KV77yFTZu3Mhtt93GDTfcgKKkbwgVFRUsXbqUmpoafD4f2dmDO2MPhsvl4oorruDOO++kp6eH6667jksuuaS33vx73/se1113HcFgkDPPPJNkMsmKFSvo7OzkhhtuYOTIkdTW1vLwww8zc+ZMnn76aR5//PH9+h2XLl3Kyy+/zOmnn05+fj5Lly6ltbWVsWPH7td5Pkz0xHawru4FSnOnEE928U7Nk7T11FBVOJ8210X8fu0OvLpK1LA4oSSLb89K186X+3UUqx1ddfLE1h38Y2NH7znvXdXE7bMr2NAZI2z0X5i57bhyDAk/XradTV1x/A6Vc4fncO7wHH6wtIaULXloQwvfnFmOS8sk5AxGjsvLD2ecxxff/CcxM0XA0T9NrbqnjR+ueh6AfJeP6yectNfzFXsC/GL2J5BIhvtzCDk9eI5hx3S7OU7yt5uRO/pW/9UzCtHPLAJJOiq8myCVdTGSd23Aef1o1LHB/ueKmdCVwlrViUzZqJOzUHJd75/aboP1bteQu633upExq0+I9xgYDw+y8Ji0MR6sQbluFMJ3cFEKOViafu9OkIm+/Urw2P38ZMiQIcPekEhyugWubND2I8tcCTqw6mPYrQmUUs/hG+BuCCHIyZlD2JGHvePfLFxxK2rppSxsqaHUG+IPx386Y8h2mMkI8cNMRdkpnHzizwf0Efd68jlu5jeOmj7iJSUlPPPMM9x4441MnjyZ7Oxsrr766n4Gad/4xje44oorGDduHPF4fL9Suquqqrjwwgs5++yz6ejo4Nxzz+3Xnuyaa67B4/Fwxx13cOONN+L1epk4cSLXX389AB/72Mf43//9X77yla+QTCY555xz+O53v8vtt9++z2MIBAK8/vrr/OIXv6Cnp4fy8nLuuusuzjrrrH0+x4eJcLyFf75xHWdN+xZtPVv57/Lvs2sxqLWnmk+ccCYTcrysaYty2+wKljX38P2lNaQsiV9X+eRIH6eV5/GPjRv6nbc7ZfGrdxr4yfGVrGrpYWlzhJBT4bJRWYRNlf99bUvfGFIW/9zYwqwCP/edPCrtsN4aIWZaGSG+F6oCufx9wRUsb6tFFwrlvhDbI52DHJdHocePrqiDtjWblVfO8/UbSFgGk7NLcGuOY1uEd6VI/nIjsr0vEq1fOAykJPHLjTg+XjpkVDj1SC2uG8b0imw7amK92ozx38beY8znmlDGB3FcMXzvYlXZWac+BMLbv/7bro2m3X8G+522R5ER86CFuPDtZTogOGTZABkyZMjwUUaQXuR15u5f2ZBQBcKvI9uScISE+C78/irC5vl42h+ns/7PXDn+m1w1eh6OQ2XfnmFIhPwo9W46QHp6eggGg3R3dw8w/0okEmzbto3hw4f3OoAfCLZtpV3U42143LkU5E89KiLhGQ4vh+rzs7/ETYsdkU46I/UUBYr5z6Iv0B7uM1nyOLOYP/0vbI95GJvt4W/rm3mzsWfAeT47toD6SJJX6roG7BPAX04KoQoLW82lOSb51TuNNET6WmIoAmYXBpiY6+P44iBPbW1FCIVPjc4n33PsCsL9pTbSyfVvPUZdtKt32/hQEZ8fPZd/b1vFCUVV/GT1i9i7Zd3kurzcOvUsvrPiKY7LL0fKdL35Z0fOQlWOzUUQa2uY5M/W9/6sTg0hClxpAV3hRRkdwHy+acjXu344CSUv/T22tkdI/njdoMfpl5Wjn1DwPmOJkPzZEK+/vAL9+Pzen81lbaT+vHXQYwFc35uIUnhw9R4ybJC8bzN29cCFCGVyFo4rK9Pu6RkyZMiQYQC7tMQn//pZ5mhn4yvaf3lltSeRDTG0efmgHZmSH0varO2sZXNPI8VqkrLkW+QXXMi1J377iFz/WCfzVD1CKIp6WFqUZciwJw2RJH98t5GX6zqxJMws6ObKyfewct33aOpYA8C48k/y980pVrR0cNcJIwYV4QCPbGrh1uMqBhXiEjClyvoeJz9fuZUfzh3eT4SX+Jx8fVopi5t6eGZbO6/UdXL+iFyyXTq/X9PI16aVEnBkbkF7oyeVIGEZZDvc/GruxWzqbqUjGSXP5aMu2sktK/5L1EwhhMJ9x3+SpS01NMV7GJdVSL7bz0/eeYEeI8GM3HLu37yEpa01nFY6hlJv1gf9q30gyI7+NdnqrBxSf00LXJm09m44ponetjLSlpgLh25Nab64A21KCBEYerFJFLjQzirGfLax33ZlYhB1Ylb/beXegdVNu85T5EIcAoEs/DqOq0eQ+ms19uY+Ma5MDOL4dEVGhGfIkCHDPiABh//AYpyKT8eSQHcKcg5/TXbYiLOkdRM9RpzjC8YyI7eK1zZ6aNvxGNU7zmREwbTDPoZjncyTNUOGjxDN0RTXvrKJtnif0/PyHWHWtAnunXcrTy++DNNKkp89hfVb43h0hZb40K7QSUsOajMIMD7HQ8CdzS/fSKeiC0AVaQNoTRHcOH0Y31tSQ2eyr7b0jpV1TMnzckZ5Dp0JMyPEhyCcSlAb7aAp2oOuquhCpdibxZ82LGJHIkLESGLJvlzl15u3kOvyku30kOP0sqajkTeaq0lYBiP8ubg0jaZYerElbg5iEHaMIHL3yEqRQCr9PsqmnXV5CoOmgauzcvpadNkSGR66plrGTKS193bkildDO60QbWZ2usbcsFEnh1DynANagYmAjnZmEeaze0TrFYHjM8MPWbs1JceJ839GIvfsI+7NfE8zZMiQYZ8QNuqBZpY7FdBVrC4D9TAL8fpYGytaq/Hpbi6rnE++K+2BMqn8NFZteJcnV97N/5790GEdQ4aMEM+Q4SPFW03d/UT4LpKW5PEak4ml5/De9v/gc+VzySgnpi0p9u79Zp/rGjjJ92gKX59awo5wBwkrrVpWtoSZVxzk9YZuTizJ4sXazn4ifBerW6OcMzyX1liK8sCRS9f/sJCyTN5uryNlW/xm3Rs0xLoAmJM/nGvGzKUrFSegu1AVhS3drTy2bTXtySgfL5uIEILXmreQ5/LxgxnnoCBQhODWlU8D4FZ1VHFspqUDiJCOKHEjG3a2iNkj9c98vQX9UxUY/6zpF30WxS7080oQO9uKCU1BnRbCHsJwTR0XTIvY90HxauDVUEr2PmsTbg391EKUKj/ms43ILgOl0od+VhEi79B+h4RPP+h68wwZMmQ4VpFIDrT6S5D2COFwtM3chZSs725gbVctowLFnFEyBYfSJwdzXA7izvlEIv+iqWMdRdnjDt9YMmSEeIYMHxUSps3rDV1D7l/ZmuSkMdOY7S2n2wqyoaOD08qysaWkwKOzIzbwxj8t30dn0uRXC6r41+ZW2hMGY7O9zCsKsrC+i1PLgkAbAM/WdPCjucOp7k4wvcDHH94dutZ2cWM3X5hYfLC/8keS9mQUh6LxzWVPYu4W9fbrTqSEv2xcQnM8Hd0eHyri1mln4lI0Xm7ayN82L+89/h/VKzixqIr5BSMIG+mSgfPKJ+A/hluQKEEHzi+PIvXAVuyNYWRDHKXCi10TBcBa0wWKwPmVUVjbIpC006K62I2S1T/NXB0TwMx2DEh3RxfoZxcjnIfWA0T4dLQJWSiVPoRhg0dF6Dtd1Q0b2WMgIwZCU8CnZZzNM2TIkOEDQsYlwn2ANd5uFdmSTC8GH+oycSl5p3M7m3oamZM/mjl5oxCDXCTLPwaz3cOGhlczQvwwkxHiGTJ8RNAUCDmHjmQFHCpFobE8X2/xj9drGBVy05E0+NN7Tdw0o4wfLt3eL4Jd7ndx+ZhCbn1rG1+ZUkKhx0Gpz8m2ngRff2MLtoRCr5OpeT5WtUaImzY/XLad66aUUuR1oOzlAaIpgqAjY1Y4GAnT4IWG9f1EeMjh4dSS0dy87P/6lQrUhNtZ1rKd8ysmUeQOMiO3jBVtfaZ8rzVtYWpOKVWBXMp92ZwzbDwh55F1Yz3aUHKcOL5YBWETDBt1ShbJX25CdqdQhvuQhk3yse04vzgKpdA1ZI9sJduJ8+tjMJ5uxFrWDpZEGRtAv6gMkX8YFztsid1jYC1sAQnqlCxIWCR/uzndfxYQ+U4cX6hCKfH0c18/nMiIiTRshCYGpNZnyJAhw7FEPGzidR/gfdClgmWny6YOcT/xtd11bOpp5OSiiUzNHj7kcT6ngx0U0dS5fshjMhwaMkI8Q4aPCJqi8ImReTy3vWPQ/RcMd6Fqfpa3tOJQBWdV5PDY5lYaIknuXVXP9VNLMWxJSyxFqd9JyKnz8MYdhA2LkFPn31tq0yYiu/HPja1897gS/ueVCLaEjoTJ7UtqOLcixJnl2fxj4+CGVucOzyHozNx+BkMK2Nzd2m/buWUTeGTr2/1E+KTsEq4ZPYfHtq3mitcexKs5ubxqJl+bcOLOenDBjngPS1pquG3a2SRMg2JPFlqmWwOKVwdv3yTJeeNYZNTEWtWBjFo4Ti5AuNQhRXjveXJdOD5dgTyvJB29cKuH1dRMhg2M/6vHeqMVZZQfbX4+sj2F8Ko4vzKK1J+rkV0GsiVJ8q4NuL4zAZF7eDMg7JiJ3B7FeKIeuymOyHWin1eCOtKfSXHPkCHDMcmOeIRKQgf0WuFU08/6mAnOQ5fZVBdtY31XPfPzx+5VhAMIBCn8ROJth+z6GQYnMxPOkOEjxDCfk8+NK+Sv65qZnu/jwqo8FAEeXSXfrVHdFWdecZCrQ0VkuzR+F0+n1daGk9y2pIaAQyXLqdEWN5hXHERTFKbn+6jujg8Q4U5VMKPAh9/h5KEzxvBuW5QXajupCDg4f0QumlB4rb6Lhmj/1N2TSoOU+5X3FTnHKn7VSaEnwMbuvkWMCn82/6lZ3XeM7uTq0bO5cekTJO10FsNxeRUEnW6+sfQJdsTD6df5srlu/AKydDeFWXtvp3WsIhMm1nvdGH+v6d1mvdaCKHXj/MoolNDehaxwKIjsI5Pub9fFsN5oRTulAJHtJPXwdoim//5imAfHFZWkHt6O3JGAuIW1sQclN++wjUdaNvbqTlIPbOvb1hAn9bst6B8vQTul8JCn6GfIkCHD0U693k1FLAvFs//zHKHv7M6RsA5ZZnrUTLCyrZqxwRJm5lW97/ERw8KpgDiGPWWOFJl3OEOGjxABp8anRufzr7PH8eXJJQDETRvDkjy6qY2oKdnek+Cbi7byt/XNfH9O/1XRnpRFbThJzLSpynIzPODkq1NKuX9d/3rvEp+Tn84bQdSwueL5DVz5wkZWtUT46qQsxshHePilk9laez/3nDicG6eXMCXPx+xCPz+YFeKaMTrPLr2BcLx/1DdDmhy3j8tG9G912JmMke/29/58btkEHq5e2SvCvZqD88on8r2Vz/aKcICaSAffWvEkKWkdmcF/CJFdRj8R3ru9Po7xYjPSHMRC/QNAJi2MF5sQ+U6UUg/Gv2p7RTiArIuR/FM1+oXDerfZ2wb2BD+kY+o2SD1aO+g+46lGZM9hNBzKkCFDhqMQVaq0uGN070i+/8GDIBQBmopMHqJnj5S83b4Vl+rg1OLJg9aE70lbzMCrhAl4Mgv4h5uMEM+Q4SOGU1Woj6b42mtbuGXxNr6/dDs3v1mNQ1XoSpqcMzwHhyp4s7GH+kiSCTneAecIOFTmlwQJODVaYil8ev+o1g3TSvn+0hpeqO0kZUtStuS52k6uf6OZspLzsW2LN9f/ie31j0Dbrzg76zkWeJ+Anv+yYsMvqW1bQW3r20foHflwoQhBpT+Xb04+DX1nGvmzdeu4oGJS7zETQ8Usbdne+/OZpeN4ouYd7EGazSUtk6dr1/Zrd5ahD2t159D73mw9asSkNCVELbTj8zBebB78oKiJbE0gitJO6krZYfYDiJgQH2KRx5LIzmO3VV6GDBmOTRyWjhOVtY4WrO4D6ycuHCBTh2YBvTneRXO8i5OLJ/RzRx8KU0oao3F0u5GiUMao7XCTEeIZjjgVFRX84he/+KCH8ZFlRyzFTW9UE97tJm5JeGRTCx5NZVVrhBNLsgD416ZWvjK5hNBu9dqjQ25+Oq+Sv73XTH0kiVNT+Mm8SmYXBhDA9Hw/q1sig7Ym60qavLFDoSJ/NgBvb/0PIwrnEvBVUl78cSrLLkV35KKpTlZs+ReJ1OGN2H1YCTrdnFs2nn+dchW/mnMR109cwAmFVVwyfCoAhrRwabv9zbLyKfWGOK9sAsWe4IDzre5oIGkO3ff6WEZG9iK0kzaDrG18IAi3ijo5C5HvQjbGhzzOboin+6U7FNSxAz8LhxT1fSIremaKkSFDhmOPSiVEsyfC9tYu5IGs5aoKGIdg8VxK1nXXUewJMcJfuE8vqetJ4pHbkHackcXHH/wYMuyVTI34EcK2LWrbVhFJtOFz5VKWOxUlY5qU4TDwcm0nhj24evj3llYuHZ2PlOn9nUkDsPntSSPoSUbRVC/Ld4S5dUlNbz/y/25t57bZFZw/IpdPj87HqyvcubJ+yOsv3WFyWfFxNHe9x/ETv0NUG8N96xrYHo6gKVFOKrmQi+Z8nHe3/JajRuUchThVnRJvFiXerN5t/zP2eC6pnEZHMsp5ZRN5vOYdvj7xFLyag7poJ7aUfHbkLByKyh1rXiZupf+GRZ4AcTOFR8+0tIK06ZmMpF3TtTl52E0J7LXdA45TqnzgOjrEpFAEyqwciJqIwdqm7Tou24HsMXDeMObw1677NES+M91qZ0+8GiKYMWvLkCHDsUV+QiMkvBQQZ3VOM77tDvIqvexXubUqwDj4+dGORDftyQifKJ+9TynpAJu6YpSpa8jzjaAwa8xBjyHD3skI8SPA+vqXeX7VHYTjfeZLfnc+Z0y9kbGlp3yAI8vwUUNKSXX30NGyxmiSPLeDZc3pOuJJOV4SPUtxuhykbD83LFeI7rEKa9iSX62u538mFqMAPoeKdy+RLq+uIoTFx+b+lcZkFre8sbV3n2lLXqyLsKnLxY9mfxOXwz/keTIMxO9w4Xe4KPdnU+QJMim7mMdr1vRrWbZox1Ymhor59pTT+e7KpwE4pXgU6zqbGS0LyPcc2++53Rwn+edqZG0svcGloJ9ZjFLmxXymse9ABfSLy9IO60cBdszEWtSGvb4b7cR8jMcHWQzTBOqMbLT5eYgsx2E3RFSCDhzXVJG8a31v67Rd43B+oQqRlVn4yZAhw7HFhXUhXi2GkWoOcctkcaiOeduGkVvhRexr/E0VkDj41PQN3Q0UuIKU+/bNtDNlS5q6tjGGLcwZ8/2Mqe4R4OhY6v8Is77+ZR5bfFM/EQ4Qjrfy2OKbWF//8mG57oIFC/jqV7/K9ddfTygUoqCggD/+8Y9Eo1E+97nP4ff7qaqq4tlnnwXg/vvvJysrq985nnjiiX5fwttvv50pU6bw4IMPUlFRQTAY5FOf+hThcJ85VDgc5rLLLsPr9VJUVMQ999zDggULuP766/v//uEwn/70p/F6vZSUlPCb3/ym3/6uri6uueYa8vLyCAQCnHzyybzzzju9+6urq/n4xz9OQUEBPp+PmTNn8tJLL/U7R0VFBT/+8Y+56qqr8Pv9lJWV8Yc//OFg3tajHiEEk3N9Q+4fEXQTdKq83tCFIuDyUQ7Wb38ErzNEiqwBInwXSUsyPOgm4NL47uJtnFaWPeQ1zi1TyPGPYl2Pj7+uG7yWdXs4QWvy2O5nfbD4dSdS0k+E7+LdzkZaExHGZxVy29QziRgpUtJie7SDiHFgBjIfBeyOJIk71/eJcICEjfFEPSLXgRiR/u4oI/04vzkepcT9AY10ELpSmM82YtdEwamizsulX4DDo+K8bjRKvgsl5DxiEyhlmAfXdyegX1yGOi2E/rESXLdNRKnyHbEe5hkyZMhwtDAinH5uKAgmqHm4FZ03QrXUb+9G7qtthqaAeXAR8ZZ4Ny2Jbmbnj9rnaPi27ijF8hWyfMOZWHbmQV0/w76REeKHEdu2eH7VHQyefpve9sKqO7Htw+No/MADD5Cbm8uyZcv46le/yrXXXsvFF1/M3Llzefvttzn99NO5/PLLicVi73+ynVRXV/PEE0/w1FNP8dRTT/Haa6/x05/+tHf/DTfcwKJFi3jyySd58cUXeeONN3j77YGmXHfccQeTJ09m1apVfPOb3+RrX/saL774Yu/+iy++mJaWFp599llWrlzJtGnTOOWUU+joSPfIjkQinH322bz88susWrWKM888k/POO4/a2v6i5K677mLGjBmsWrWKL33pS1x77bVs3Lhxf9/KDxVzi4N4tMG/2p8bV8j/VbcxzO/iZ3Oy2bT1N0we/jF6YjtADB75G+ZzcttxFWzoiPHLVfU0RlMkbZsFpVkDjl1Q4iEktpFUislyamzpGjo6v7Jl3z93GQZi2BaPb39nyP0vNmzg1ulnIYGHq1dy97uv8K+tq2iIdpG0jg4DsiONXROF8OC18uYzTTg/V4nrJ5NxXDsStdyL0IcOX0jTxu5IYrcnkdHDX39vvduXOm88sh2hKzi/PArH5RU4rhmB65vjUar8iCG++4cLoQiUPBf6qYU4Pl+Ffk4JSr7riI8jQ4YMGY4WnDuDGhoqE9V8QsLNklADq5uaMHr2ofZbAblnz9j9QEqbdzprKHTve204QH3rWwREA+dOvxllH4zdMhw8mXf5MFLbtmpAJLw/kp74DmrbVlGRP2Mvxx0YkydP5jvf+Q4A3/rWt/jpT39Kbm4un//85wG49dZbue+++1izZs0+n9O2be6//378/nR66+WXX87LL7/Mj370I8LhMA888AD/+Mc/OOWUdMr9X//6V4qLiwecZ968eXzzm98EYNSoUSxatIh77rmH0047jTfffJNly5bR0tKC05mucbzzzjt54okneOyxx/jCF77A5MmTmTx5cu/5fvCDH/D444/z5JNP8pWvfKV3+9lnn82XvvQlAG6++WbuueceXn31VUaPHr3Pv/OHjUKvg9+cVMXtS7azPZyOfvp1la9OKaHUY3BKYRez/VtZt/4xJpafxY6ujUhpM75qNg61jZQlGeZzsmBYFi5VYUa+n28v3soN04axriMtnn+5qp5rJhRzWlmIZTvCICULSrOo9AukzKY+5kCTCj5dITJElD3fc3Sk/H7YaE9ECacS2EiMvSzipWyLrT3tfH/Vc73bWpo283pzNb87/pNMySk9EsM9qthbOy/ZlgQhUPahrtruSGK80IT1ZhsYNkqlD/2SMpQSN8JxmLw/dm+jJsFc2IK5sAU8KhgS1+0TEe9nnnaYyUTAM2TIkAEWbI3y/CgfCIGKwlg1l0arh62BLnYkokyLFpFXsJe6cVWAtdMs9ABuqxu6G+hOxTincvo+R8PjqXZc8RdxBU9jeMGs/b9ohgMiI8QPI5FE2yE9bn+ZNKmv3ZGqquTk5DBx4sTebQUF6f6ALS17WyzoT0VFRa8IBygqKup9/datWzEMg1mz+r7AwWBwUNE7Z86cAT/vclJ/5513iEQi5OTk9DsmHo9TXV0NpCPit99+O08//TRNTU2Ypkk8Hh8QEd/9PRBCUFhYuF+/74cRRQjy9C6urdqGxzMSSwpU2cXWujtolzPJ8w+n0D2CXM9nWVn9GNtbV3L2tG/j1wy+PT2PsmCImp4E/9nSRjhl0ZMy+c6sCiwp0RSBaUssCb9/txGPpjAx14cAdMVmS4/g7xu76E5aTM33cc+JI/n5ilo27xEZVwUcVxj4YN6gDxkp2yRlpl3Sm2I93PPuK3ysfBL3b17CCYVVrOloHPR1p5eM4bFtqwZst6TNj1e/wH3zPkmOa2Druo8yomgvqeZ+DbT3n7DYXSmSv96EbOj7TNtbIyR/vg7nzeNQK4YuDTkYlIlZ8GTDwB0xC2WsPy3IM2TIkCHDB8o2X4LJLS4kEV6p8mGqAoGgRA2SJd1sUtt5Td9OWXOACb4CvIFBghKKkhbhltyn59LuNMU6ea+rntl5Iyl0Z+3Ta6S02FTzICnp45RxX9uv62U4ODJC/DDic+Ue0uP2F13v/+UWQvTbtquG0LZtFEXpddLehWEMTF8d7Jy2fWj7E0ciEYqKili4cOGAfbvq2L/xjW/w4osvcuedd1JVVYXb7eaiiy4ilepfgHMkxns0sqNrI6+tvrX354C7gDOm3khHpJ4lmx7E7Qgxqng+haEx1Le/S2XhHLrj7RT58vnLe8282diXBrs9nOCZbR3cMX8EZ5SFeLqmo3dfzLRZ2tzD5WMLeLkuzOPVfYtK1d1xnq1p56fzKrll8TZ6drZTUwX8YM5w8t2ZiPjeiJkp6qNdPFL9NtsjHYwPFTKvYARfHHs831r+JHXRLq4YeRxl3hC10f69sAvdAeYWDOe+9W8Oeu5t4XbCRuKYE+LqqACGU+lvLLYT/axixGAToj2wG2L9RHjfDjAeq0VcOwrFe+gfrUq2A3VmNtbyjv47HAr6xeUonszjPEOGDBk+aDb7EyQ8LqY3JBjW3cWbFR425TmQQuAVDqbohTRbEWpcXTSYYUY0ZzMmOxfnbtlUQt1ZwGrunxBvTXSzpHUjlf58Zufve+ZnXfMzxOO1rOYmvpZzeDRJhsHJPLkPI2W5U/G78wnHWxm8TlwQcOdTljv1SA9tAHl5eYTDYaLRKF5venK+evXq/TpHZWUluq6zfPlyysrKAOju7mbTpk2ccMIJ/Y5dsmTJgJ/Hjh0LwLRp02hubkbTNCoqKga91qJFi7jyyiu54IILgLR4r6mp2a/xfpTZ3Y1cU12cO/NWnlrxA3pifeZp79T8H3NGX8HnTv4rAXc+jYkwbQm7nwjfRdiw+MfGHVw5rpDVrREaon0LHroimFsU5NpXNg14XdSweXD9Du6cP4I3G7vJcelMy3MQ0k2cWiaCNxQpy+TN5mq+s+Kp3jvHOx0NeDUHM/LKqYt2AfCT1S/y3Wln8HZbPa82bsJGcnrJGD5ePon1XYMb5e1COQbdUEXIgfP6MSR/u6mvVlyAekIe6sycfUqtttZ0DbnP3hyBpAWHQYgLn45+STnq5BDGC00QNVHGBtBPL0r3Dc+QIUOGDEcF20MO2j0qk5uSnLMxwvE1Cu8WOlmf7yTsUilS/eRJD3WpHqodHWyNdDDCzmZkKAe3qqXN2gAMa59baDbG2lnSuplidzbnlE5H2ceU9M6e92hseRlv3pV0tVQROFzlVRkGJSPEDyOKonLG1Bt5bPFNpIs8dhfj6S/I6VO/cVT0Ez/uuOPweDx8+9vf5rrrrmPp0qXcf//9+3UOv9/PFVdcwY033kh2djb5+fncdtttKIoywMF30aJF/PznP+f888/nxRdf5F//+hdPP51utXTqqacyZ84czj//fH7+858zatQoGhsbefrpp7nggguYMWMGI0eO5D//+Q/nnXceQgi++93vHhOR7n0l6C3GoXlJmVHGl53B6m3/10+E7+KtjQ8wueI8UrbCW00JulJDm04tauzmrIpsvjipmJ6UxTutEXJdOqeUZbGkOTzk65bvCPPlSQWcXGTR3LaIh1++k6tOfgDIrLoORVsiyvdXPdfvjhHQXVT4c+hOJXq3daZifH3J48zMK+fiyqmAYEwgn5ZYmKpAHqoQWHLgIuCkUDFBx1HkCH6EEKpAqfDi+vZ4ZJeBTFgoOU5EQEO49+1xqAR0hqzMd6twGBc4lICOMjMHZWwALIlwawjHgZmi2V2pdHscVSB8OsL9wT+HMmTIkOGjQsSpsqjCQyhuUdWWYnZtnOO3x2n2qWzJcbAt24HmzaLEDtCQ6maL3sHmng7KZZCRnhBegNT7z2ultHmvu571XfWMChRzVulUtH3sk5ZItVNd+3fyc+Yici6ElhaszFT6iJIR4oeZsaWncNHcnw/oIx5w53P61G8cNX3Es7Ozeeihh7jxxhv54x//yCmnnMLtt9/OF77whf06z913383//M//cO655xIIBLjpppuoq6vD5eofsfn617/OihUr+N73vkcgEODuu+/mjDPOANLp48888wy33HILn/vc52htbaWwsJATTjiht6797rvv5qqrrmLu3Lnk5uZy880309PTc2jejA858VSYrc1LOGfGLTy57DaqCufw+NLvDHn8xsaFjCi9kKZoCs9eXKKFEBg23PpWDSVeB58YmcfYkBdLgmXv3d0zEtvGU4s/1/uzpr2/IdaHie5Uks5EnKhp4NcdhJwu/I4D/x2bYt0krf6LIvMLR/BSw0ZGBfMZHyrivc4mIL28t6x1O8tat6MJhT/M/zRNsTBJG+6bdynbwm38o3o52yPplGaf7uTbU08/JoU4pA3FRLYT9sGUbTDU6dkYg9VqA9qJ+YjA4X+sKr4DL+uQcRNrYxjj0e3I9lQ6I2ByFvqFpYiAgnBnousZDg8ynoB4EikEwuNGODPlSRk++nS6VZYPc7Oq2EVxj0lpj8FxdWlRHtcEdUGN+iw3tV4va9QY9c4w2+JdFOS5qIqrFEvnkIZtESPB8rYttCfDzMsfw6y8kfscCbdtk801D6DrAaaM+TY1kfT8ry2RwneMzg8+CITcszD4GKSnp4dgMEh3dzeBQH8DqUQiwbZt2xg+fPgAMbk/2LZFbdsqIok2fK5cynKnHhWR8MNNNBqlpKSEu+66i6uvvvqDHs4R51B9fvaHtp6t3PfcRZTnzWDO6MtxOQLc/8rnhjx+1shLcbtKeb59OpeMLho0xRzgzPIQ51XmUBeOMyrkZXlzhFK/kx8sreH7cyq56c3qQV93XKGX0wIvs3LznwAoCo3l0vm/xuMK9R4jTYnstLG3mtjtFmqljihUULIG/47YERu6bewmC+FVEPkKIqQccddmGbExuk26ehL06Cme7NzMo3XrmVdYyg2TZ1PiPTBDumUt2/ny4kf7bbukciqbu1upjXTy3aln8t2VTxHeoyf4r+dcQkM0xm/fW0GPkS4fKPb4uHnKHN7csQmP7uC8sgmUekPHZGr6oUAmTMzlHRgP1fTbrgz34vjiSJSQ44MZ2D5iresmee/AFo4i14njslxEkR8llDFSzHDokJaNbGnHfHIh9qZtIBSUKaPRzpqPkpN18OePxNIO024nwnH4xL0djSOSqfRCgs+D0DOxrAx97NIS9//wa4jiMXs9VrElOTGLgohJXtQiO26hSjAUaPJqVLskawIJ3gumiLo1qkK5VPhzcKjpz5wtbTZ1N7Guuw6f5uKs0qmUeHL2es09qWn4DzvaFzNv2m8J+kcTTpl8a9E2vjengtPKsg/4fciwf2TuIkcIRVEPS4uyo41Vq1axYcMGZs2aRXd3N9///vcB+PjHP/4Bj+zYoXrHUgC2t65ge+sKTp/8DUYUzqUjUkc00UHKjBLyDaM4exKWlaQ8bzrPrfo5n5l9Il2GyQ/mVKAq6XTXbd1xHq9uw5aSy8YU8q1F1TgUhTPLLcbm+Lj77XoSluSdtgjnDs/hqW3t/cbi01WuHKXzwtK0qAx6irhw9k/7i3BLYlebJO7ohp2l5wYgSlRcXw+g5PYX43aXReqhKNay3Yz5fALXDQGU4doRa+Fkt1okfh9GbjLxAl4Vrj5+LHPml/C/a19CEcu4fuIsSnz7L2pKvEF0Re3XnmxzdytTckpZ1V7Pr9a9xg9nnMvq9gY2d+9gfuFIJmWXkrAsgk6b4wpKeal+KxJojEW4aekrPLDgY8TMJGW+zAP2YBAuDW1mNupIP9aaLmTEQJ2QhShwoQSPXhEuUwYybJD6V+3g+9uSyE6JuegFHJ86C+E/toz8Mhw+ZHsXqXsfgtROA1hpY7+9nlR1HY7rPnPACz8yHMXaVIP16nJkLI4yshztlNmInCBCPXSBDmmYyOZWjCdeQW5rAF1DmTEe7dQ5mUWrDAOwxPuLK1sRtPo0Wn3pI1VbEopb5MTS/47rsjmpVQd0oqqk2tfFNm8H3dlOwjlOVtBCl5Vgak4l8/JH49jPnt+d3Wtpbnud8VVfI+hPm7r5HRr5bp3VLZGMED+CZIR4hkPOnXfeycaNG3E4HEyfPp033niD3NxMPfCRwrb7Upr97nxUVwWjR53Bls52Jns1inw+arqjvNRg49EElZqXCcM/gy5MLAl/39DChs50v/Cx2R6+N7sCgBUtPfh0jQ2dMX77bjPfPa4cdWdU9e8bdvA/E4v5zqxyXqztoCtpMrMgwMcqQ1jxjZww7gvkB0eQ468g4CnoN17ZaZO4q6dXhPdub7BIPRzFebUP4U4vDEhLYr6a6C/CASKSxM+6cf84hMjb9wmY3WZh15vYjRZKqYZSoqLk9L1eWhLZbmOtSWHXmCgjNNQJDqRDkvxjBNrtPvsHC7TXTCa5srh07HjcUiMQ1jGiBqpPRfHuey1vttPL18afyJ3vvtK7bVV7PVeMPI4sh5vqnja+9ta/mZ4zjC+Onc9T26u5c/XbmNLGqaqcVz6KH848ibfbmhBC8HZbMy811HDFqHT7woRpoCkqmnJg9cXHOsKlIQo1lMKjP31P2hLZ3on5wluo4ycgGwdxfN+JXZtEGCayJ5IR4geATCSRkRiyJ5qOzPo9KEH/+7/wA0TGEshYHEwL3M5DPl6ZMjBfXdonwnenO4K9rhpl3v4b1spIDOPxl7FXb+jdZi9fS2r1Bhxf+wyiOP9ght3/Wi3tpO79O+zyoTFM7LfewdhSi37tp1Cyju6/cYYjT1JaOPexThvAUgRtXo223Yw+nZ0pQkmLbKGQFTE5scUkq9EG4hjCR7s/CytfJ9ncQizbQzTHQ8qjv69PiWGE2Vr/CPnZcygvuaDfvjHZHt5q6kFKOcDbKcPhISPEMxxSpk6dysqVKz/oYRzTjCicw0vv3IPXlcPJM37N91cmaIxu791f5I1x0/Qy1rbX0JEweW57FxdUzqRSz+Y7CzeRsvqqVdZ3xPjGG9X8ZF4lLdEUV08o4v51TbzXHuMv7zVzycg87llVD8Dv3m0kx6WxoDTEqJDCcQUBSv0e8E+lPH/oiZbdYEFi8AoZa0UKeYlE7NQ7ssvGeD4x6LEkwa42UfZBiMuIjd1mk7yrG9ndd22RpeD6ZgClWENKib3NJPHTvkg9rydRZxnoF3jQ5zghBaJQRcZshFOACdIHXw5MJ/HPCKyNkpKgjNFwXO5DKVb3KWLv1nTOGjaekcF8/rLxLRpi3VQF8nCqGr+Zdwm/W/cmi3ZsZWJ2CQ9teo83muv63gbL4rGt67GlpNTrZ/GOej4xfAyVgSw6knFer9nEm8115LjcXFQ5lnJf8KDq2TMcGHbMhG4Da0sYFIFa5UMEdYTr0D6WZUcXqXsehEQSZeSotKFcfHC7ORFQsRsSyPZuKCkY9JhBr2EYyJ4osr4ZmUihlBdDwIviOfoXKg4VMhzFfHkJ1ptvwy7PjFAAx1UXIIrzB53USimRnT3YW2qR2xsRJQUooysQWQGEevgXyezWTsx/PY+9ZWeWRJYf/YJTUarKEO5DdE+IJ7E31gw9hjWbkDMn7HdKuezq6SfCezFMzCdeQb/yfITn4MvBZDyB+dRrfSJ8932tncj6ZsgI8Qx7sE3GqMCDaz/E+J4kXApNtqS2UGOHFaHTihBM6YzuChKQNj4jRX5DG6VbO3Ds/HiaDpVoyEMsx53+b7aHaLYb09X3/drW+B9AMGnMTQPuSxNyvLze0E11d5yqLM8Bjz3DvpMR4hkyfMTwu/KYVnkhPt94nq7TuHpCEU41bd+xqLGbF2s7+c2aBr4+bRgPb2rh3bYoXSmN/2xu7yfCdxE3bV6r7+KEkizuW9PAaeXZnFiSxW/XNDLMn56saYrgnOE5zC0KYNgShyIo8u1bmq7s3otFp026j+YuLCA2tK2F3Tykn3XfMREbe5tJ6sFIPxEOaaGf+FUY1zeDYEmSvwr3i9Rr85wo5RqJ73Sxu3W2dooLkadgPBLD+fUAiR91Q7Tv3PYGk8T3unD/MIQo3LcHc8DhYlruMEYF82mJh/nPttV8Y+njCOALY+fx+TFz0RUHl258fNDX/1/NRn563CmsWLucFa1NVAVCXDt+Bnet6Wsd+EztFv5n3HQ+XjGKHFfmoXukkGED45lGrFd29G4zBOifGIY6L++Q9QSXpom1cAUk0l4C1up30OZNw3ypbeDBikApd2C93III+vb9GqkU9nvVGP94mt3tdpXp49A/dtIxEVmXtsRatR7r9T0WoTt7SP32YRxfvxKRHRz4uqZWUr/5J8R383pw6Diu/SSUFR3WiJTs7ElfuyfSt7ErjPHXx9G/9CnUqrJDcyFVQXhcyK4hOmv4PHAAmTnW+q1D7rO31CITiUMjxJMG9pa6IfdbazahThh50NfJ8NFB3fno32xHCQmdXOE4IEFuqTbNnh46U3F0oVLlKKLIk41wQKLdImxbrCmJ0+yK4EwaVBgORkkHxSlJVl03BetbUXbagKXcGrGQhw5fgpjRQ2js53HbXvacfY0MuXGpCosbezJC/AiREeIZMnzEcDuDLJjwJdqSDmrsCL9a3UBX0kRXBCcPC/HDucO5fUkNAYfK1DwfV4wtZEcsxb+3tA55zvUdMU4tC7GpK86mrgYuH1PABZU5FHh0gg6VG2eU8XpDF99etBVLgiLg1GEhvjCxmGLf3iMrStlenNqDAly7TUZ1EDkKsn1w8a5UDrylyYSNDEuwQbgFMmKnI9fNg59DNljIsA07DeR2v7Y6y0nynp6+sRSokJKYLydwXOVF/5wXFNDPdWMtSWJv302tp8B4Po7jUi9CF7QnYpi2RFcUsl1DRw59uhOP5uDTVTMo9mbxdnsdnck4Hs1BWyI55OssKTFl3/i39HSyrrOVyTkFvNPeJwB/t24lcwtKyXa6M6loRwhra6SfCAdAgvFYHUqVH4bvuxDeK7EE1nub+y6xcSvaZ6Zh1/uwN+wmwDSB4/ISzDcXpwXjfkT4ZGcY46H/9u/OCdgr12ENL0WbO+Ugf4mjF2mYkEwhTQtz8erBD4onkbVNsIcQlz0RjL892V+EA6QMUn95HMf/fhZxGCOtVk1DfxG+G+aTC1G+cBHCd/ATceHzoC6YifmPZwbdr86fhtD2X6TstQZcEYh9dI5+/wsBHheEo4PvDhyi72qGjxQlwkU3Jt3SpEMauIRCEA2f0PAIda+fTwuLFtlDmx5B0aBc5lLqyUMVOxesvKB6NJSoSnGbSnG7j3BuiqbsCO+kugEoHRakyldCse3A3ZPEFU7iDCfI3d7N8OQMxLYGeOYvGF4PybxskrnZJHNDJHOzmeDVWLajh8+OKzwSb9UxT0aIZ8jwEcTlCLFkeyu/f7exd5thS57f3kFTNMnV44voSVn8bf0OHGoLv14wklyXztbuwdO+c10arzd09f786OYWfnPSKO5ft4NfnFjFQxt28HJd335bwgu1nUQMiy9OLKLE78IzxGRLyVZRxmnY6wb2MNc/6UVk7RYtyVJwXOwh+buBE0iRq6CU7mHs1mqRejSKtTyVFuLDVByXePqL+8FISfZsFq1OdGCtTIIK+oUelGIVu9ZCuAViuIoAjGcTGJtiCL+CNt+JdqpC6q8Rdi07W+8ZJMMGi2IN/G7dSuqjPZT7s7h23HSm5hYQcAwewVGEoMSbxaVVM7ikclpvbXfK7tjrr+HYozPDS/XbOLu8qp8QB3izuY4ij5eg89hJJd4bdkcSuz6GvS2KKHChVvkRIcchMQK0oybmc01D7jdfaUa5ohKhHYLUZCEQTkefRpZg/PNx1NMXoJ08DLnDBJ+K4rcxX38DurvRv3DxftUJWyvfGyDCe/e9shR1QtVHTqxIw0R2dGEuXI6saUSEAuinz8Nu2IH16rIBx9vNraj0d1GW0TiyZYjvbzia/ncYhbi9afuQ+2RDM9IwD5WURRlZjjJhJPbazf22q6fORuQdmCmUMm4EPPXa4PsmjgLvobmXCb8Xdf40rGfeGHS/On3cIblOho8WCoKQ0AkKjbi0iGDRJlPskKn02o5Q8KDhFgpOVFxCQWLTRoRW2YMEhokQJW0+NI8DxbfH80CA8AlUr4bssfG3O/B3ZDO8MJtWf4zGeDe10W6CDhcjA3mUFeUQDq+jqfUtJld9g4Dhx9EdRu8J4+gOE9i4FW1lFCElPwfaHU6SG1ahFOYiCnJQCnIQBTmHZHEuQ38yQjxDho8grfEUf1k3cLKvCshx6czI9yMEnDs8hxdrO7hjZR3XTipm2Y7B0wdPr8jmrpW71yFLYqbFi7WdfGJkHq/sJsJ3Z3FTDxdW5RExYkzNH3xSKQIKzi/6MZ6OY61LoVbp4BaoozWUUQ5MKWmPJWiPJ/lPdT1nFxcy6Vt+RAIwQMYk1jYDx9kelOw+4Wl3WCR+0o1s64sKyzqL5N1hXN8OIkIC2TmIglBB+JR0JEQDdq4PCL9Adtg4v+DDfDOJ8a+0oZ3IUXBc5iXxm3CveJcRC+PRGOo0B/oFHox/7zzWJ9gY6eBbK/pM2Lb2dHLjkpe4YdJxXDh8LI73cfvd3WAt2+miwh+kJtw94LipOYWs7+yfgmxJG5WBAk8VghWtzWyPdDE9r5hSr/+YTVW3WxIk71qP7OozlzIcCs7/HY1S4Tv4FnmmjewZxLhqJ7LTSJdjHIqns8+Devw0zP+8tNv1LaxnXgZdQ//SpxAeN7KtE/1jJyICvv1LS5cS2d419P5wFGnL9xV0MhxBWjZC1xDeo/9zJ+ubSf324d5UfLmjHXvDNtTT5qBMG4f99rp+xyslg0SWzD1W+rxu1BnjETlZ6fdN7qVkZ/exSAmWvd9RZZEXGnpnwIc4REaOsjuM9dISlMoS1BnjsKvrwOVEnTQaEQoccPq4CPhQz5iL9fzi/jv8XrRzTkA4D00HA6EoaDMnYm/chqyu77dPu/BURMY1PcNeUBB4hYYXDVtIUkgS0iKJRZc0aN3VQVqkQMQBiQ8feYTwSQeWy0KNm8AQmYUCRFBB9SvYHTZqk01hm4eScj+dgSQN0W5WtNXxbns9VXIFoeAU3L5SDMAI9c/SEaaFFo7Q0dROU30bp6YM5NrN8ObbsGucHld/YZ6/879ZgSPePvajQkaIZ8jwESNqWHQnTcKp/hO9HJfGLbPKea2+i68s3Ixh28wrDvKz40fwy9X15Ll1LhmVx6Ob+lLUBXDpmAK2dMXp3uN8cTM9UTRtOVRArPe4P7zbyE/mFqDLHtzOIF5n/0mgElLRz3KjVGlYbyZBAcbpJJMWf91Ww8qWTvLdLs4fUUJl3EPqXzHYkh6PyFZwXO5FBMTO398kZVn4qmU/Ed6LhNRjUfRPeUndNzCyrp3uSqfEC9A/3iei7SYLdZ4Tu97CerdPSGknuTCejA2IoANYb6fQTnCCDhignOPiBxteHPR9+u17KzmxqIIi774LoRyXhztnn8Z1i56nMda3iDIiEOJzYyZzy7JX+x1/QlE5K9oa9zwNIwIhbln2KknbAt5mYnYePznuFPLdH/363t2xIwapB7b2E+EApGySv96M6zvjEdkHZ2Il3BrKSD9W2+BlBeq4IDgOjQgSQqBMHIlYvQG5tb+IUGaMR8nJSkc49ibK3u/8YyqxVw1imgWIsqJeEy5p2WBboGm9JRAyEsPasA3rxcXIjh5EcR7auSeilBYg3Adf33s4kD0RjIef7VcPvwvr5SXoV13YX4j7PCilA43vhNcNDh1SBsqM8agTRmItehtr5TpEdhClrAg7GkcZIrIrkylkRzfW0jXIti6UMRUo46rS4nYfSkzUiSPTUd5BTMi0k4+DwMF/92UkhvHIc9gbtqU3OB2Ikvx0ypTbiTZ/+vufwzDTfcJtG+HQez0HhMeFevx01DGVmG+8DeEoysQqlLEj0oZtrywFTUUZPRwR8B7U50kEfTgu/zh2eyf2uq0ItxNlfBUi6EO4MkaXGfYNBYELgUsopGvbIEqCNroxMXHgQbd9GFKlhiSQBDfgBmckgVuoOBUVp1BwqQoOofT+rAmBkqsggwK72cLabBHMdRAqLSQuDVq730Mk4rwRyaW5aTMz88rwav0/u1JTMUJBWhUHz6YczJ9bScCpIS0LuiPIjm5kZ89Og8k65Ir3+hYUNRWRG0LkZyPyc1DysxF52emfD5Xx40eUjBDPkOEjRMy0eKm2gyynjipgd++1r08v466VdTRE+9zHXqnrYnlzmB/MHU5DJEnKktw5fwRbu+N4dZVin5NX6jr579b+/cErgy7qI2kh4X6fFFqXprCpK05j13aeeetqCrPGcN6s28gPVKHsTJ22OywSv+xBbutTs9ZqAyZpXPSZUtyqxh/fq+aK/DIc98Qg3PeLyQ6b5L1hnLcE2JKf4A9rq8n3uLju7ZIhx2RvMVEuVdHPdWO8kkgbwPkE+llutBOdCGf6d9JPdqEUKKT+E8PebOL4rI/kf/pHn5UiFaNmaJM4u9pMp7FXKISHmdRu7xn0uIRl0pGMI5F0JOM4FJWQ00Wuy7PXiXWZP8gfTzyX5liYpliUAreX5liEW5e/Rtjo+1sXuL0cl1/CP7es7ff6k4sr2NLTuVOEp3m3o5V/blnLl8bNQD+E/XiPeiIm9pbB62aJmsj2FBysEHco6GcUYS1v729ECOBWUWdlH9LIghL04/jsx7Cb27BWvIdw6KgzJ6Z7LQ+SZigta796MCsjhoHfO7CGVoB+7omgCOzGFqzFq5Ed3SijylEmjgavC+vlJVivrei7dl0zxn2PoH/mXJQpY4/KCIuMJZCtnYPvtCWyqydtQBaJIQpz0S44BbnTLLMfAR/a2SdgrVqPMrwU4/4n+q4RiWH8+T+o55yAOH7agOiuTBlY727G/MfTfZdeVw3PLcLxlUsRhfvQLtTrRr/y4xgP/heMvrIgZfo41CljDolfhAxH+0Q4pOvpdy4IWU2t6aj4ICZ2va/vCmO+ugxr6RpIGen38/yTUcqKEC5nepHC60YvKQDbRhoG5hOvYq98r9951LPno82dgjgIF38R8KIGvKjDSw/4HBky7MLAop1uosTx4GI4hbhxsythTSJJYZOSFqmoQcqtYKoQsQ06pMRI9V9AUwQ4hIJDqDhyFRyGwBEFR7WCI1/DZ9ajuCsp9YxgbWcz77Q3MjW3lFl5ZbjU/h0L4qaNAnj09GCEqkJ2cMB3VUoJkVivOKcrjGzvwq6uw4ru1ibT60bkZ6Pk7RTneTsFe04WQs/I0Mw78BFlwYIFTJkyhV/84heD7q+oqOD666/n+uuvPyLXy3BkaI8b/HxFHRdU5TKvOMjrDWnRODLLTX042U+E7yJsWLxc18lFVXk8Ub2NJ7e2Uex1UuR1cPHIfF7dI+085NT4yuQSfrI83fJmRzTFlDwfq1sHCpix2R62dsdxqQq2nb52c9cGHnjlar5w+sOEfKVIKTFWJvuJ8F7WmKi1Gu1qgltnjSdnkwLhgbXkAKlHY1RfEGVxczvT8kIks2Co5EThE2CAnbRxXuVD+AQipECegrLbwoLwK2izXShjd0b1UhLZM0j8f1cv8cHwC7qvUnipq4ZhZtYQB6VJWiaXvPhvUjtFcb7by8+OO5nRWbl77fmd5/aQ5/ZQ4U/Qk0rh1XUuHTme5+q2Yto284uGcVpJJW5N45SS4bzTvoMsp4tPV02g3BekMRbmBzMX8LdNa9jcna5bfXzbRj41YjwFno9Wfe9e2VMY74GMDf7Z219EnhPndydgLm7FeqsdegyUkX4cl5Yjcg599EAEfKgBH+qoikH397bRWrsZe3MtIi+EetxERCi417ZS0rZRsoM4vvJpzH+/2Ft3LHJDaJ84DfJCWGs2YT78bO9r7A3b4MW3cHzp01ir1g96XuOJV3BUDus1K5OWheyJpt3fdQ3h8+xzJFKaFlgWOPQjYkYovB70S85IX7u9G+Ofz6CffzJMGt3/OE1FmT4OpbKE1B8eG/Rc1rNvpkXxTiFud4fT/bgl/d7TXmIJjMdeQL/qgr22jpMpA/u9auzla9E/c1464pxIplNMc0OHzOl+yAULgGSq181/0Nf2REk98ARye1+JlWxuw/jdo+hfvBh19PDe7em0fBXrvS0DRDiA9cwbqCPLEeXp90R2dmNtrcfevB2Rl406aRQiy4/Q96+FWoYM+4tEEiZOG90oCMooIIh/gHmbQOBExSlUZLp1OMpuzwabtCGrIW0M28bAJrXToDVhm4QVieGV2Ehc0W5G0MFacxrdiRQOJYhQEqxsrePttgZKPHlUePPw6BoeTWNLd5Rct7rXTEdIZ0Th96bvF2VF/X/PlJEW5t3htFDvjmDXNCBXb0jfw9K/JGQFEHmhgSI9FDhk5TFHOxkhfoSwpMX69lV0JtoIuXIZmzMV9SD6C2bIMBgrdoSRwDPbOvjh3OE0R1Ns6oozLsfL8h2DR2IBljX3cN7wHCCdNVgfSVIfSdKZNLlj/nDqe7rZ3mMwLjdAic/FLYu30xpP30zvWVXPvSdW8YOl21nfGes958gsN9dPLeXGN6o5s9zLtvpHevelzBjvbn+W+eOuxu6RWK8MPSHzvmbxic8Nw1Bt/JsGzQAHQNaYnJKVx6PBet5p6yIyTZD9DIMKZO0EF6lX46i5KnaLhb3cRD/LjTpIdF+aEuJgLk0ichSUERr2lj5BZm0wUCfpWO8MUvcroH20wcXv/IeUbXNr9nxyXR7aErEBhxZ7fNRGuntFOEBLPMq1bzzLP0+9kBLv0MZNcdOguqeTX767rFdkXzt2Ot+bfgL10TClPj+5Tg+6ovDl8TMwpc36zjbu3/gOW8NdAAQdTm6Zdjz3b3yHdZ1txEwDW77fo/gjhkdN/4sN/ilTCg4+XdruSSEbE5hvtADgvGI4It8FXg3F+8E8kmVzG6lf/6Ofg7f12gr0z34MZdyIflELGU8gO3qwlryD7ImgTByJOqIM/YqPI6PxdL2y24kI+LDbuzAffX7gBeNJjH+/gDp7MtYLiwfuj8QgFocsfzp9fdV6zOfeTI9PCJTxI9AuOBVlL/W5MpZAtnVivr4ynbY8bgTKxJEoe4nA7gtiZ3RnUKM1RYGgDxJJzGfeQNanTRGtpe+ijB0xIPqjeN1pcR0ZeD8A0lHeti6k24W9qQbjvwtBSrSTZw2aUg6kI87hGHbKQGja4FkP4Sjmo8+BZad7iPs8CF1DdkcQwwpwXHNROnX+YNmbsZMA9iJ87fbOfiJ8d8zHX0b58qf7LRjIaAzrlT2M8oI+lLIiMC3Mxe+glxQgO7rTbdt2y+Cwnn0zvXgxquKAHNwzZNgXLGxa6CRGghABislFZR8+b04FIka6TnvnYqJC2sRVFyooQ5/DlhIrugkbL0ViNHlZKinbJmW7SFleeowwddEd1EfbwQ4g6PtOXv/6KhyKwOfQ8ekafl0jsPP/fQ4dv67i03X8uobPoeF36Og7xbNw6JCfTk3fHSllupNEdxh2CnTZFcZevxW55J2+kh9NTUfM87PTNen5OYiCdNr7ofJ/OFrICPEjwFuNL/PntXfQnmjp3ZbjyufqCTcyp/iUD3BkRzepVAqH46P1hTvcRI20gEhYNrcvqeF/JhWT5dRwKIJntrUP+TqPpuLSFOYUBVjSlHbs1BTBuJCGEV1De+2DnDfxSzyx9HrM8ks4ueQ4/r4piSUhZdl0JU3OHp7NleML6UyahJwaTdEU27rjnF4W4twy+NfCl/tdc3vrCmabl2GZev8c+j2QJrxSu4MTK/OhaOgVUhFSUDdYfKtyNFeuWsFDLXV8/ophuB9I9hPjyngdZZiG8d94vx6astPGeX2gnzuptCX2FoPEz3vATF/DcZmX5G/Cvec030zi/Iofu8Yc0JecT7uIeJLMyi/hzeY6Htq8lhsnz+HWFQtJWn1iz6PpfHva8ShCYUFxOQsb+xyNE5bJW811XDRiaHfeDV1tXPv6s9g7B9WZTPDj1YuYnlvIRZXjeHr7Fob5/IScHkDyXmcrf9/cP0W9O5XktuWv8f2ZC7hxyUuMCubgUo+tR4QI6ujnl2L8Y6CjtHpcDgQOLmJmd6dIPbQNe01feYO1ogNlXADHlZXv+3pp2chOA7smguxMpc3j8p0owQO/T8poDOOfzw5soyUlxj+exnHz1YjsYDpqHk9hV9dhPvB/vULQfnczZpYfx5c/jZLbv9Zc1u8YWjDWNKKcNGvIhTVUJd2f+52NmI/vdu+QEnvtFoyObhxfuHhQR3aZSGK+tRrr6dd7t9mbt8PLS3B89VKUA3TqhrSLtvbJMzHue2SA4Zp2xjys11Zgb9iG/pnzMP79AnSFQdd6J9ADeL+oj6amRfjfnkxfPzsIxtClMACyrQvj/icQBdloZ81HVJT0qzWXDS39a9wjsd5bpNzehIzGBxXisieSNpKLJxABfzozYS9mayI7MHjZAqCMqUT4hhb79h7GaP3G0dKBTKb6R+5NGxnduaDhdKCdf3L6PJtrEV43yoSRyEgU49HnBo7HtjEe+L/ez3qGDIeaJAZNdAA2FRQRYN8zzYRDQQIybiM8+2nKiI2i1COYQvYOByKloAzXdrsdZdOTirOxp5m41Umeo4COuJPTykJIbGKmRcy0iJsWMdOkPZkiblrEDZOUPXDetqdw9+/6f4eOT1fx6zoBh4YvFMRXkNMr3CGdYUUkhuwKI7vC6Yh6Zw/2tgas3Rcrs/xpN/eiPJSiPERRXjqb50O6iHZszbI+AN5qfJmfr7iJPcNy7YlWfr7iJm6a8fPDJsZN0+QrX/kKDz74ILquc+211/L9739/0PS8u+++m7/+9a9s3bqV7OxszjvvPH7+85/j8/XdLBYtWsQtt9zCsmXLcDqdzJo1i4cffphQaKDRz9NPP82ll17Kb3/7Wy677DJM0+SGG27gb3/7G6qqcs0119Dc3Ex3dzdPPPEEkE5vnzBhApqm8dBDDzFx4kReffXV9x3b/fffz/XXX89DDz3E17/+derq6jj77LP529/+xr/+9S9uu+02uru7ufzyy7nnnntQP8I1r9ML+qKmEcPizpV1uDWFkVlurhpfxMKGge7aABdU5bKmNcrHK3O5YmwhEolPV+lJxrFMhTkTbuL19+6mK1rPW+vuZlz5J/jN8RfRGFco9Wfx0MYWlu7owbAlbk0hYdpYMi3m/3DKKP6fvfOOr6uu///zc9bdN3s3abr3LqUDWsooyl4iAiKioChuVJxft1/8iqioqPwUUUFFQGTvFigddO+90qTNnjd3nPX5/XHSJDe5acsoVMzr8cgjyTmfe87nrnM+r/d4vbY01jO6/AK2Vz3afc6cUBmqYpAMuWinGvDvzNZpHacKXmqoZ3+qk2+dOg7nsQRkWNtrC/3YLyfJNlRKgn7+fegQZrHDR741lKKDOmpCogzVcA/YpH7fXx3e3WlDUtL7/ihbXZK/6uhWTpctLvaqFL5PhDH/nUAediApcV5P4bsti85tCYxNEpktaJnj8HD7Fh5YtoUvT5mDpigsOXSAv+7axP+eehbbWho5GGujIpLFmOx8fr15NTtam/jGjNNoTMTZ3NIjmre1tZGB0JxK8H/rl3eT8N5Y01jLFSPG88SBnXx/1kK+sOw5fjH3XB7bvzPjsRKOzaF4B0NCET43aRY5R/E3fy9CqArqzFxEUMP610GvJzykoZ9TjDovHyX41m6Z7t5YGgnv3r61HXd7O2JqDsKX+fokHYm7t5PUL3dAr/5AURbAd8tolDfZuy47E8jq2sw7LRu3tQMcH87rTTh7Yyh5GvpHr8FevhK5tetz1NqB/dSr6Feem5atkNabK+UXpYWIUBDZ3oH97GuZ532oAbe5DTUTEW+PpZHwbsTi2I8tQb/m/DctsiVtB3f/YU+Ubctu3AOHETkR1OmeIri7YQcA9jNL0eZNw37yFdR50wZcJIqgH1GQk7mM22cgoiHMvz7ec/7WdkRR3oDzEwU5yJY2cBzkoQasPzyCdulZiNlTujPy0j7G+5KhEsata8L64yNp81Qmj0a/7OwB7elEVgTjpisw7/4HxHuu76I4D+3yc44qoCaOJhanqf0CGFJTUUZW4K7egn71edjPr0j7XDsrNqIumIkyfAjO3gwk37KRdU39/N4HMYi3ijhJamnBj04lQ9B5gwFdoYCuIjvtN0zEpXMIMFHDk0BVcQ87uHttlOE9ZDxqBJiRV8m2tlrqkrWUhvIZk1N+zGM7UnqkvJus273+9n43dxH3uOVgZgjK+lSli6hrRHSdiNGVdc/NIlqc35WFN4ggCcQ6oaUD2dKGbG7HXb0F50hQTVUQRfko5cWIihKUoaWI4vyTUmekLwaJ+AmEIx3+sPn/yNw8KgHBHzf/lFklZ5yQMvX77ruPj33sY7z++uusXr2am266iYqKCm688cZ+YxVF4Ze//CXDhg1j7969fOpTn+IrX/kKv/nNbwBYv349Z511FjfccAO/+MUv0DSNxYsX4zj9I/MPPPAAn/zkJ3nggQe44IILALj99tu5//77uffeexk3bhy/+MUvePTRR1m4cGG/Od9888289lrP4utYcwOIx+P88pe/5O9//zsdHR1cdtllXHrppWRnZ/PUU0+xd+9eLr/8cubNm8cHP/jBt+X1PRlRFNCYUxxheW0P0UzYLluaOsk2VC4cntdPeG16QZjxuSHuXHeQhO0pqc8vy+aby/ZxoMPLkpWHfdw27Vba47fS2LGPrQceZsfBx5gz4Yvo2vuZVRLl7KG5SCl5al8TW5vjdFgOtivZ1NTJ/dtjfGfm1ew4+Fi3Lc/MkVehqhohRZI6DcSrJrI5/UItylR8Ywzi6x0W1zTwyTEjKPx0GPO3MehVCa7O9SH8AveAg16vkJtjcDie5OnaOpY3N/PXRbPJD/gwn4lj/X2AMlAD+ioqyTYX+vSEOytN3CrHE3IbpSGbXZwtFsmnO/nLrJ20zEtSHo3SlErw92qvX/En65dzx9xzePnQATY11/OFZc/x0TFTGJeTz5NVu/nd1rWUBsN8asJMIrrBV6bO5d/7d/D0wT3EbYsJOQXeuaVLu2miAFk+bxEbtyx2tw/ci7mtpZHySBbtZgpDUYk7VpqIW1/UJzr56tS57GptYkJOAcH/sr5JJaSjnJKHMjoCluvd4KP6cXmIS1cOeOOXCRv7pbqM+wDsJfVI20UdGc1YAi9bTVJ3pZNwAFmTwHr4IMaHhyH8b+I+cpRqFFGQg3DCJL+3ufu8LmC/2oTx4VNwEnHkPo/UuBt2wPnzoRcRV8oz2HYdOXZhLuRle4Sq9wIt6PeIcjiIrG8auGwbkIfqobK/KOPRPLLdrXtwD9Xj7tiPOnGUV+0ZMBCR0PGRc9PE3bAN5+UY2ofOQ/HpEEtg/eOZtJ5nWVOHWDQHZepYlKOIp4loGP2aCzw7NLPXRU0I9GsuQAoF2nrpb7gSd1cVyswJuKv79EMLgXbuPOw+5f72k694Kt9dJFMZcpT3JT+nn8qx29qB+bsHvex+7+0bd2JHQmgXnpFRS0AIAaWFGF+6HlnXhGxuQ5QWoORmHdNbXhle3v+zcWTfzIlp2XC3vRP7+WWo08dDRyfugUMZg0vOy6vRP3Ixjs/wetT7QB6lZx08rQIs29MpeA8H9Afx9sEj4c2ECFJJMUoG+9Djgl+FDrPL2vINkEtnH0ItBiUXQp64rHvYwd1ve5nxrmESQSIVxq8IDiUaWXxoDwtLRxz10KoQXpn6cQquHSHuvTPsR/5OWDYdlkV9IknCdui0HZw+GXdVCMKGRpbhI1pRSnRkBXlCoSiZJK8zTrS9E/+uA6ivb/KCiQEfyvBylDGVqONHnLTVLoNE/ARiW9O6tHL0/pA0JuvY1rSOifkz3/bzl5eXc+eddyKEYMyYMWzatIk777wzIxHvLdpWWVnJD37wAz75yU92k92f/OQnzJw5M438Tpgwod9xfv3rX/ONb3yDxx9/nAULFnRvv+uuu/ja177GpZdeCsCvfvUrnnrqqX6PHzVqFD/5yU/e0NwALMvi7rvvZsQI78JxxRVX8Je//IW6ujrC4TDjx49n4cKFLF68+D1NxKVdyyfGCaYW5PHQ7nbaUjaT8kN8cHQR/29LLeNzg/xs/gheqWnDclzOqcglbjt8avFOzK4F+d62JE/sbeJ/ZlfylVf3YLqSg7EUX19p88OZ3+TJ5R9DCJX3zbqLB/ZHWbZxd/f5c/0a358zjE7TptOR/L/Nh0naLrqqcCge4Ppp9yJcQTCUTSjsZXVUIWgLOyhf8pO1wsVdboIK2qk+1KkG2iaT302axqc2r8fRIVEhCH4mimx1ISURxSrOFgvzz15k1CxXqK1Pdh/727MmkOP3yIE22cB6IPPCXpvvR0T73CQHSBzJww7m/Z34bomQ+pW3OG29VeXhA9uJWSaaUPifmfNhjzfeRbKxqY7xOQVsaWlAVxSm5Rfz5eUvkHIdTisu5/yKUfxxx3p2tTWjCsFpxRX876lncseGFcwrHsLhzg6ePriH56v3YqgqVw4fz6zCUlQhUIXAGaCfO6TppGybgKZhuy5tqSRFgRB1if7logATcwr5/ba1bG1pZEHZ0P86In4Ex1vu7cZtaEphLW2ANgt1Wg7KqEi/DLXrSLSzimB+Ie7eGPbyRkj0BDKl6SCbTJL/2or/axPShHkA3ENxSGUu83bWNiMvHfLmiHjQB9mRfiQLQD1tDuafD/Qj/7hg/qMW3/VzsfY92LXNRdp2WixLREOop8/AeXVN+uMVgXbFIpSCXIyv3oCzYQfycCPKyAqUMZU93sya5mU/+3puHzl+zgALq6Nl4ruUfp3nl+M8vxz1jFNAenZg+vtPO7ZQma4j8nNBURAdndh9+5J7zy8rgn7pWcc8pigrwrj1ozjrtiL31SAK81BPmYAMBhCu24+QOq+sQrvkLJQhRTgrNnq9+hUlqPOm4by+qX//uml5AY2uhaiIBFEXzMRZug5l9FDw+5CHG5D1TWgfWNSPJMum1oyfDwBn5UbUM05B5GVnfm5CeO/nG/TbFlkhT9X9T496wiVHtpcWoC2ak5bdd5a8jvvaOuSherRLzsL64yMDHtfdugdl9FDcTbv67VNKC7v/lvGk9zkyNNB1zypu2Xrcg7VeRv+06V4P61HEDAfx340UFrW0ECLIMIoRb5aEA8IQSKHgJhyUyPFRNynjSOcwin9Rz8aQQCnyyLj0OYhSFRfY0dJJynU5s7yMhkSItU2HKPCHmJg7cNDujeKNEnfTcYnbNp2WQ9zxsuoeebfptGwaEkk2Wh6xd6UEnx+K/RiF+YyxLMYmUgw7WEvx1j0oj7xAW1Ee7dPH45s5gcJoCP9JEkwbJOInEC3JgctJ38y4N4rZs2enlaHPmTOHO+64I2MW+4UXXuDHP/4x27dvp729Hdu2SSaTxONxgsEg69ev5wMf+MBRz/fQQw9RX1/Pa6+9ximnnNK9va2tjbq6OmbNmtW9TVVVZsyYgdsn2j1jRn9f0WPNDSAYDHaTcICioiIqKyvTSuuLioqorz9aYOQ/G67rsGHfY7y+++9cM/93zCrIoS4VZlNTJz9adYDWlM3SQ20ENYWpBWFumRSh2XT5+rJ9/Y7VkrJ55kAzC8tzePaAt6hrMx0OJSNkBUsozpnM4voclh1OX5w1J21ue20vX51Zwa/X1/D1WRX4VcFoxc/4zRrKc36ISUShgnKlwB3vooQVioJ+tra0kqUb6Of6UYZruI0e2cWF7JTBn2edwstNjTy8p4bb5Vj8/zIRukC2uN1FJyJPwSyGIfEg84rzuXzkEPJ8PtSu74HIUTA+EsK8L52EiiEq+vkBhN5HuTRb6fYA7wd/z1jrLJWlsoZYV6a5LBSh1AhzeflYVjTXUNPZQXMqSUQ3GJOdx62TZ/PbrWtJuQ4F/iAfHDGBzy97tptMO1Ly8uEDbG9t5K5578OVcNMrT1Cf6AkifHfNK0zPL+Z7p5zBmaXDeL5mb78pKgjG5eTzz73biFkmLpJ/79/J9aMnc/uG5f3GFwVC2NJlU7NXFm9muFYMogcyYeMsa8D658Hubc66FkSege+LY1Hyvcy225zCXtaAsKTX7xfW8N00AuuxGtx93mdRnZCNu7sDOmycNc2Is4vTsuuy7Sjk0gWszIEY2R7zSAUggoF+Jb9KVgT9ikVYf3i4X/GWKCpB1u/JfM6kg3QNUBVPoG1oCe6WPaCoKPnZ3uMDfrRz5qCMGOKVCrfHUIaWop07D1GYg9A1REEuytlzMp5ChIOop0zCWb6+/86AD6U4c4m2MqYSHs+4C1FZinuop+3DWbIK/aOXYt3/BHZhLurp070eYsv2PM+jobTsp9A1tDNm4u6q8ry2B3BMEHnZnhL3cSiQC1WBSBClsgy3vRPZ2IJ551/Ab6B//AqUaWNx1/TyJpeeYJkYUoz+sUtB1SCVwrzrgbQS8DT0fg4BP+oZs1CnjsVZtQUZ60SdM8ULgmT3J8yyZWChT2zn6IGP44RMJJEdcdx91eBKlOFDEJVlGLd9HHdXFbKtA2VkhWeD1CtQINs7cV5b5/29r8YrLzczXbC7xqdMr2e/D5RZExGRIDKexK2pw352KbKhFaUoD/WcObjrt+Ms39B1nmrMFRvQr7/EEzM8SRb0gzh54CKppxkfGpUUvSUS7kEBQ0DchuMl4vYewEDRx6XviAgUW8E97EBQcEAxaUzYzCmJEtVVonoezakES2r3MTyaS1B7d7SaDFXBUA2yj1GoJIGk7RCzPILe2UXet1s2qy0bM5mivLmNSc2tjHv6VepeWsktIyupLsihJOinNBSgJBSgLBSgLBygPBykKOhHeQdcNmCQiJ9Q5PiPw8vzDYw7Udi/fz8XXHABN998Mz/84Q/Jzc1l6dKlfOxjH8M0TYLBIIHAsXtFp02bxtq1a/njH//IzJkz35RVTCiUvmg5nrkB6H2ydkKIjNv6Ev/3EmzHpKZ5C5ad4J/LvsD5079BVJ/IgzvrsXplFOK2S4HfpbltI8/UjxrweK9Ut/KF6eXdRBzgQAyiwSKGl1/Ob1/PnFHtMB1ipoNE8tM1B7ln7mi0FxMoK3oWiLLeJfWrGMZHw4j5PhRVMEYNY/6rDfXGMOb9cdy9PYs7d5+NeE1hxCdDbG5u4+XRLZyxKBvfk1YPCR+p0nytzgMNVYzJjlCfSPLAjio+PXkkUkovMxNQ0Ob6UMbqOCtTyDYXdb4fJSzABbfdRemVFRdZCvoHghmz6PplQcxWi9bbVBanqvjlntXoisL3xyxgWrwQ/wMOn3Mmcv2cCeyr7MCOSoZFswlqBrbrsL21kTNLK7luzGR+vXlVxox2XaKTHW1N1Cc600j4EaxvrKM1leCCylFsa22gurMnMCKAL06ZTYeZ4qtT53L3Fs+veVtrI5+bNIubx8/gL7s2dQcPpuYVccPYqfxg7asA5PkChPRBscSjQbZZaSS8e3uTifV4DcY1lchOB2dzG2q2D3tFI7LDQhkRgWFhtCsqMH+5AxFQUUdFsJ/1VKKdDS1opxdAoOcWrVQcRYE6qoO/T8+sZXu+3H9/GtnotS6Iwlz0q85DlBelkQdlRDnG5z6M/dQrXsYvO4p2zhw4llimLbt7dbWzZmM9/DxKdV1ar7gIB1Enj/FKjR3H63s+zv5sYehoi+YgG1s8sbUjCAUwbvoAZA2QZc0Ko8wYn05eATQV7czZWA89l7bZ3bobZdRQhN/AeWUNzosrPELrN1AXnII2Z2paAEPk56C40us7Pm06zqtr08+jCLSLzkB2Jr3e5ePwr5b1zZ4AXG/Ek1h3/wPj1o9gHW5A9gogoGtoFy9EZEcRqorbildBkAk50TQFc5kycbfuxv5nz+vgbtwJWWGMT38I0Ud0r+//aTB07+doz62tS+QtmUJkhRGhdJE3N57AeXUtTh89AHXhLLQzZ6HNmTLwwU0rLRAg9xxEGV3Z3avfF+r0cRCNIBtaPDHBrDDaWbNRJ48GXcN5fTP2w8/3zK2jE3d3FdqlZ3k96Luruk4E1t+ewvflj8JAlRmD+K9FKx1YOIymDOV4lNGPA8KvIdtSyJSL8B2d2EtpI+3dCGMSiAzX8RwFkYTa2hQHIyaT8kOUhnquy1Nyi6mpbmNd02HmFQ19W+Z/oiCAgKYS0FQKAgPfWxwp2dHUSumarfx8+27uqzydPYZBdSzBhsY2mlOp7uIbXRGUh4MMi4YYkRVmZHaEcTnRox7/zWKQiJ9AjMubRp6/kKZkA5n7xAX5/kLG5U07IedfuXJl2v8rVqxg1KhR/cTK1qxZg+u63HHHHShdi6oHH3wwbczkyZN58cUX+e53vzvg+UaMGMEdd9zBGWecgaqq/OpXvwIgKyuLoqIiVq1axfz58wFwHIe1a9cyderUoz6H45nbIDyoqk5B1nD2179OZ7KJB5d9kbFD3s9vFnyKB3fH2dSUItevcfWYHEZGHHID03muvr/39xFkiqOMyY0S8M9H13NIOpmF3wDq4ibZPp197QmMTmBF5gyF+c9O1Mk6HREXX0oiilRIyDQSfgSy1iV/k8a0vGx+snMnK4sK+PCtFUQsFXSBHYZPr1pDa69siCoEZw4pJB4NUdm1kBYBBbVMQb1Mw21xsJ5JkHopCSkvM25cE0IdriECCsIQaKf5UYpVrIfjuHUuSqmKfkUQZ6jg2YYD3LlpJUnHm+8Px5zBjCeyUTYlu/Xkwhth8ogI2qdDGCFvwWq7Dj885QwaUwkOdLSxsWngSo1XD1cR1DIvdIeEo6xpqOW+nRv4wuTZdFomm5obyPb5mFFQyrNVu7lm1CR+vO61bpuyiTkFHOxsx3Id/rjgQmo627GlZFtLI99atYQ20+uT/PTEmeT7j0L+BoGzqXXgfauakZeUI5tTuPtiOMt6Kp+c2iTO6iZ8nxqFfu1QlJCO+df93ftFRIM+VnpKjoEyOoK7s3+JsHF5OSI7fbElm1sx7/57mjq2rG/G/M3fMG79aJqtjPAZiIoSz4IsZSE0BREO4dZ1QliDWIaMpyoQEYEyaijqvKk4S1ZDWyxjrziQ0UbreCCyIugfvhDZHsOta0JEgoi8HERWZMB+fCUURL9oIc74ETgvrUR2JlAqy1BnTcJ+fjm0p1/3ZCKFGD0UebgxvYw+aeI8+xqytQP94oXdAQTh9yFDAZxVm9EWzUX74Ps8O7fWDpQhxahzpuAs34C7ZbdX+n7W7DTV8r6QKQv7xZWZd1oW9itr0G+8Atnchqw6DFkRlIoSRDTcHVARWWGMj1yM+dt/pGeoDR3jIxejZKVnke0+wQgA2mLYj7+MfvV5aaJ7Sm50QMs2dcHM7lJ2KSV0dHpaCQEfwmfg1jVi/b9HvPL2I8ebPg7tooXdmW1Z29iPhAM4i19HGV2JOqZyoJeuq3Rc637Ozrpt6B+9BHfb3n6ZcVGchxhaipIVQbnxCq+VQlE8L2QhcJvbsB9bnPE09jNL0a84t4eIAyRNz/JtkIgPog9aiVFANj7exmC2Jjw3ibhzbCLu7AFpoRr9q0yPoCNfsjthUmHqjMpOvz4ZqsaQUBY7WxtOeiJ+vFCFQM3PoeWs2YT//RIXtMdonNfDvxxX0pRK0ZBIUR9PURtPUtURZ0VdU7cjUWHAx4zCHE4vLeC0kgIM9a17nQ8S8RMIVah8bOKXu1TT+9aveQuIGybeesL8xKuqqvjiF7/IJz7xCdauXctdd93FHXfc0W/cyJEjsSyLu+66iwsvvJDXXnuN3/72t2ljvva1rzFp0iQ+9alP8clPfhLDMFi8eDEf+MAHyM/vyeiPHj2axYsXc8YZZ6BpGj//+c8B+MxnPsOPf/xjRo4cydixY7nrrrtoaWk5Ztb8eOY2CA+qojFj+BWs3v1gtyDa9uqn2X14MVPLz+eG0z5GdjAfgzhxs4V4KsH7KvN5bABbszOG5LDicE9JYtRQyVUOsal2KafkzCXHp9GSylySWBH1U7+rgSxDQx52+mqg9SAmcTtdHq2v5sJoCcHJOvbagYXE/Msdzr2qiHVNrbxc18DLdV6GyK8qfGX6uDQSDl4E1JGS/1u7nR/PnUy0V+bGbXNI/brDU0vvgqx2SN3eju/LUbRJ3g1UCSsoU32ow3WkLRG6QEQUNGChUcnIrBwe2rsNVVE4JVYEm/pnruUeG7Hexj1NRfErxCyLkG7wrdUv84nxM8j2+Qfs2S4KhKhPZt53BM2pJN9atYSSYJgR0RwOdXbw991bcKTksuHjaEklqYxkcdmwscwpKqfTTBFQNa5f/BjfPWUBrxw+wHMH95JyHQoDQT494RTmFpe/Y6VZ/6mQyaOU7jvSM3u13DQS3o2Ui/XEIfQrykndvi2tD1Y7qwShp9/gRUTHuGEE1rOHcJY2guUicgz0y8pRJmSlXUulZWMvWZVuUXUEtoOzdC3iooX9lLxFwJ+mZC39LsZHynGWteLWxJH1PWJW2nnFSGEhcrOw/vI4JLu+t67bJUX69kGEg4hwMK2H95iPiYTQpo1DHT0Uado4m3Zi3fuvjGXUR0qerceWZDyW+/pG5FmnpmXyRSSEMn0c9tOvokwfj3rmqdDcjmxoxvprz+vhLFmFOnUsHM2X2zSRdQO3qMmqw6BpqMOGwLAhmZ+vEFBRjPHlG3A378Q9WIsytNQTaetTbu7uqcqcGwDczbuQnfE0Ii6iYfQbr8D621OeTzmAqqLOm4Y6YwKyoRnpM3C37sZZshoZT6KMrOgWjutNwgHctdtwomHEeaeDK3EWD9xn7yxegTK0ZMAqChEJe4GPV7oCKKaF/eSr6NdfgrN8Pe72fWDoqLOnoM2bisjynEVEONjvMyrbYwOX2SdSkCHwIwfQ5hjEfy9c4QKCAo5SSfKmIMCnQsIGObAlopQ20tqO0CeAkjlIZLmSbckEuUJjcq0PmeUiytLvBwX+EPs6WjAdB+M91H4hbBvFtnH6ZLdVRVAY8FMY8DOhl8OllJLWlMWBjk72tneyqbGNpw/UUhjwcefp0xjRK8j5ZjBIxE8w5pSexVdm/qSfj3i+v5AbJt56Qn3Er7vuOhKJBLNmzUJVVT73uc9x00039Rs3ZcoUfvazn3H77bfzta99jfnz5/PjH/+Y6667rnvM6NGjee655/j617/OrFmzCAQCnHrqqXzoQx/qd7wxY8bw0ksvdWfG77jjDr761a9SW1vLddddh6qq3HTTTZx77rnHtBI7nrkNogfZoVKunHcHj678FinLy/pI6VKWM4LCYICO5H4eXPltalu3A7Bw2g84c8hoXqpO7wEsCOicXZHDl1/1+kPLwj6+Pi3Iig1fprFjL9NGtnDN2KH8asOhfnMoD/uwXUmH5RDQFJSQMtCaz5ufAgu1fAKOghilQc1RyI3IvH48vaSADY39lcNnFORQHPKzraWddtNKI+KywU0j4b1h/rUT5WsqSnavvsqo0m/hlu3zk+3zMz6nAJmS2HfFBvRFthcnUSboxCImcUzazBQdlslzB/dwUeVo7tm2LuPjzhs6iheq+/d/A1TH2plRUNL9/+F4jMPxnmzfpJwCsnQfn598KgdjbTx7cC+/2PQ6i4aMYGHpUGzp8rWVL3FmWSX/M3M+AoFPVZmRX0Lgv1Sk7Y1AnZiN/UT/7wCAMjKM9AmcvQNXnbi7uvzoe5PwRcUoJZltnZQcA+OKCuQ5JR7RNxSU7P4ZF5kykQcOD3ze/TWeD7N2lCxtwoaYirszDppAO6cYEdGxlzagnZaHrN2NfU9/izAxohzepDXYiYAIBREhYExlRkszUZDjeWbHk17pfCbILpLWq0RbGDraufOwDhxCGVaG/cgL6ermveCs2IhSUZJxHwCGgSjK9/qbMz2HkRXgOLjNrSAUj0Rm6HMWqorIz0Y5Y1b/g/RGBsXwbkjZ/XmUtu31gOs6Sl42+ofOQ7bFwLYRPgNn5UbM2/8f2oULcbftTWsfcDfvwty2F/36i3H31/Tz7naWrUc9bTr4DGT7wIFG2R4fUKwPvJ599cxTkZ1J3LVbvPequhb7mVfRP3wxXCpACO81O8Z6Q/S2RFMEoigfhPCCJI7bn4jrWjexH8QgjsDnmmQTRn2bStJ7Q/gVZFwe1VNc2jtAmqi+uQMeZ2cyiRAwOzuM2iFxdlsoRUqaIrtf9dYACcd6TxHxnE07cTWN9nHDj2u8EIIcv0GO32BqQQ4xy+aZA7UsrqlncXX9WybiQg6G82hvbycrK4u2tjai0fTIcTKZZN++fQwbNgy/f2DPy2PBkQ7bmtbRkmwkx5/PuLxpJywT/p8A13UZN24cV155Jd///vff7emcMLxdn583Ase1iSUa6Eg04EqHSKCQsD+fzlQT9zz3IZJWT2mrIjQWTP0ObuAUHtrdStxyOLM8i1kFAldadFga0o2TSuxm7Y5f0dpZQ1H2aPKH/oi4GyRuuzy4s5647WXeZhRGuGZsId9feYCWlM3ppVl8bmgpWT+OQ2f/S40yWkM93Yf1h05QwP/jLNxdDub/y7ygta7wcVt4B+t7ZVhCmsqdp0/js6+sJdkrA+hTFH40dzJ/23GARRXFTC3IpqKXcJL51FGszIDA/+WgFB3/d9SNu6TubMfdkZncixIV4wMBZEDQEjFpjqT4/ba1LK09yHdnLuDpg7tZUVfTMx74xvTTOLtsOO1WiptffYqazvSy5NOKy7lt2lz+vW8n92xPJ/J+VePOuYt4pmoP/z7Qv19yfkkFFeEs/rprU9p2VQgeXvQBSkODC0wAmXKQ7ZZnZeZXEVk6QlWQpotsTeHWJj2xtLiN9Vwt8nACVIHvtvGoFSGs5w9jPeT1kYshQbQFhYiQBqrA3d2Belo+7upmUBXUydmQY7xlv3KZNLH++hju1swBHGXyaLTLzvYSKqFQvxJvmXSwVzVh9SqXBxB5BsYnKpG1VZ6H9ubdafvRNYzPXotSdvyZ63cK0naQDc3Yj7+Mu2Mv6DrqtLEok8dgPfw8+rUXYP3y/gEfb3zpIyhlRf22u20xiMUxf/1AT1VAHyhTxqB/+KKjetq61bWYd/65O9KoTB/nZdJVBREM4Da14jy9FNnRiXrqZLSFsxDZEaTreuXgEoRPP6o3d8+56jB/dl/GfaKsEP3jl0N7J/Yrq5HNbSgjK1Cnj8f690vQ0o56+oye0nafgX7V+7Hu+3fm4w0rQxlZgfN8f3FI46sfQ+RnYz+9FOelzKX56mnTPXu0Yygty2QK2RGHzrinQxAOHpdQXm+4Le2Yd/wJdepYlAkjkFW1SClRyktwD9UjoiHsfzzTPV77wCLUmRMQg0HLQdDDJZ75zofZVT6TKG+NoA0E2e5dZ5SC/gFPKeO4iacQxjRU/8J++wHqLZudiQRzoxGKdB1scDabqOUaysiez/LhRDtLaw9w49hZhN8jejH+ww2ULFnFoUVzaZk+/pjjTcelLp6kujPBwY44+9o7OdhlqbmgrICvzRhHlu+tvTaDGfF3CKpQT4hF2X8KDhw4wHPPPceCBQtIpVL86le/Yt++fVx99dXv9tTec1AVjaxQCVkhLwOTNDtoT9TRHq/lklN/QE3zJlbufADTjuNKm8XrvsnosoXcNPJyDjZtpqV+C8HCT7Bsx32MLJnHgYY1bDrwZHe5+6QRH+MXOxK0mzE+NbmUuxZ6Xrx+TWFzQwffXr4f03W5aHgeM4uifG/HAX7+uaE4P+2EXutUkaNgfCBI8hceuVQn6dgvpFCnGCgjNNw96YRWFKsE5viZUZ9DUypFp+UwrySfC4aVYjouP5o1ifyUTiSpYegKSlThlwd2s7qhhYuHlxHpK97X16qsNzR4I8HshkQnK+prOHNuGQxAxNUpBvaKFPqiIOGfWdTf4nBexSiqYm18f82rfGL8dC4bNpatLY0ENZ0zSodSFAgR0HSCus7dp5/H0sMHefrgbnyqygdHTGBCbgH5/iBXjhjPjIIS/rJzE42pODPyS1hQOhQpXR7LQMIBXjlcxc/mnNOPiE/OLcJ2XQ50tGGoKnn+AIby3xk0dFtMrH8dxFnV7GUJgyr6+aWoM3JxXm/GeqzaEywDRLaO/qGhOHs60GcXILq8wJXxWcBB1Ln5qCMjWE/WIJtMEKCMjaIJgX5B5nLjNwvhN1DPnD0gEVcXzMTdc9ArP9Y1T907J6u7VF22mVj37+/3ONlkYj/XgHbBENTifJRhQ3BWbfZ6sIcPQZ0zBRk+OhE8Qpjcg4c9deyhJcfv4f0WIDQVUVKA/uELkEmzxw4skcL36auQmoooK0LW9Pd6F3nZiCyP9KZlTQElK4z0GyjjR+Cu3Zbx3OqM8Ucl4QCiIBf9uouxHnwG7ew5yPZOrPse687Si7xstEvPwn7yZZxX1+Duq0b/yCU4G7Z7ZdmJJMrwcrQLFiAKc49KXEV2BGXyaE+gLe3JCPTLzsbdVYX9wJPdm519NZ4H94cv9FTKX17Vc6zSAtx9NQwEua8GZf7M/pVCfh8Ynh+3Onuyp3zeN1MfCqCeNv2YJBy8vn3h90HBscuBpWUjTQth6GnHFtEw+ieuxF27Deueh7u3O4AyZwqirMD7LORno54zF6U4f5CED6IfBBDm2AKNbxpH8RSX5joQPlQjczZcItmfTFJmGB4JB9BAFKo41Z63OKp3zE7LRBG8ZyxMlWSKgpUbiQ0tpWVaj5K8KyUtKZOGRKr7py6Roj6epCGR6q7CLA8HmJiXxbVjhzK3OJ/8t0m4bZCID+IdgaIo/OlPf+LWW29FSsnEiRN54YUXGDdu3LEfPIg3jfZ4Pc+u+wnbaxZzJNUyrGg21yy4m7rWnbjSYW/tMvbVrmRc2UJW7/D676saVnHtgt8S9OdSnj+VeWOvJ2l2oGsBXK0UdecBvn3qUO7dWsumRq+sMMencfPkUn56+ggakxYvV7fy0zVVfHVaFi83/Z7pX7uArEMlyFqJOlJDKVFJ3t4OMW9eSqWGs9bEfiWJ7/ow8lSJ/XoKXFCnGSjDVFa3tzAhJ8rc4nzits3LNfV85uW13D17OhP3BXD+Gvf6p/CI/ic/WklLvsmGplbOqUj3w1RH6x7Z7r1CVECdbqDO9R331bExGee2lS+xqbmeebOvwl+qIg+lLztFjoI6Qcf8cwqZkshml6KDPv7o28Dlw8dx58aV/HrLavyqRmUki5vHz2BIKIrWa9Gfbfg5vaScOcVDCGoaOb6eG32Wz8/0ghLGZudjug6O63LF8w/xzemnH7UtINWnFPfmCTPQhMJNrzxBcyqJX9W4bNgYrhk1mYLAf5dwm+ywMO/ZjbunV3VG3MH650GkLT3RNLvn1ZWtFuYf9uL/1kSUwh4yKnIMtMuGoOT4MP/QywpMgrutndSdO/B9ZVw/3/G3CqU4H+3iM7EfX9JDOlUF7YpFkLKwn3gZjthSGTrahQtQp41HBP0429sH7CF21rainZMPiSTO9n2eCrXPQNbUY/3hEfTrLh5QzVzGE9grNuI8+XLP8QWo58xFPX3GUQXN3i707YPv3g7oH77QEzvr5ZmtTBuHdvZs7FfXIGsbUYaXo0wc6QUuusi18Bloi+Zhbt7dXyCsJB9RfmwvXuEzUCaOxBj2Mdwte3AeX5K2Xza1Yt3/BPqHzsP647+Q1XXI6lovk9xlWebu2Ie56wDG565BlA9cCi/CQfTLzsYZNRRnySpkLI4ybAja+acj/T7sX/+t/4NMC/uZ19CvOAe7t2ib43iCaQNBVbxy976bz5zVLfImcrMwPnM11sPPI6vr0M48FTGszPvcmpbXFhAOeqJ6qvKmgzbStJBNrdgvr0YeqkeUFKAtmInIz/FIuaqAZacFGo7AXb4BddxwjM9e4wWvTqL2i0GcfHi7lNIzYSBPcdepQTrVKIELQMn8+ayzbEwpGd/HyUEpUHHqHNxaF6WrV7wllSDPH6J/U95/HqyURfEra7AlPDBjAgd3H6QpYdKUTNGYNLtdaxQBxcEAQyNBJg4pYlg0xPCsEMOjYULH6X/+RjFIxAfxjqC8vJzXXuuvijqIE4ekFeO59f/H9pqXurdFA0XMHn0tm/Y/0UXOYeyQM/ngaT+jOdbT32c5SZ5c80OuXXA3IX+PaoUrJZ2Ww5eml/OdFftpTPYsOltSNj9aVcX/zhtOjk/j7Iocrh2TR1v7WpoVm0BJNlqOD0ZI0AXSlMi2XorOSQlhBQ46pH4XQ5SpaFMMUMBZZ+Jsh+rzkvx0bXoWZ2FpAcPbAzj3pJdtyxaX8C+TfOnro3g+VY9Mush2iVvTRdSHaPhuiZC6qwPcrtLxa0M4a0ysBzqxfAL9HD/qNAPhF8h2iWxwQBeIPAWRrSA0wb72FjY11/OxiimIPQ7GVUHcnbYXRHBAne1DnaRj3hNDO92H9UoCgMhmhdAsnVMKSvn15HPJkX40XUHP0siJBNJIeE1nB/dsXctz1XtxpWRecTm3TDyFikgUVfSMC+o6QXQak3GyDB++Y/R19d4/t2gItuty97Ye1eikY/PA7i0cjHXw7Zmnk2W8M+0VJwPcVjOdhPeC/cxhjKsrMbf0cQ4wXZzNrShnFuN2etZ6Iqihzcoj9etdGY8lW0zc/Z1vCxGXtotstSDleP3jp0zCmDgSWdsICAj5Ea7E/N2D6aJUpoX98AuIvBzUscMgfhSdBldCXMGt9qG97xysh/4Nh3tstdx91agTRmR+aH0zzhMv95k0OM8tQxlRDqPeXXVepTAX47PXIuuakLUNUF6CSKYw77ivO5jhbtoFzyzFuOVDiF6l6iI/G+ML12E/+xru1j2eQNicKZ712XH2EQtV9TzCn1+WeUAihWxqQxTkIBtacPdVI4rykL0z0q6L9ehLGB+7DHEU2zQRDaPNm4Y6aZSnct5V1u5s3JmmWdAbsqYOpETkRLu9xWV1HcqieQNqYyhTx+KCVzGwcz9IUOfPQDt1co/iu6IgSgvRb7gMEinsR57H7VJRF7lZaFeei3vgEO7GXeA30ObPRBlammYpdyxI18XdXYX1h0e6AwOyug5z9ZZuP3BcB+eV1QMew35pJcbHrxgk4YN4l9HlKZ5wuj3FpUwhzTUIbRiKNnbAR9aZFoW6Trjv2kAHEVZwGxyUMhWJpC4RY1xO/3ackxVJx6EladKSsmgzLVpTFm2miR1PcNX+QxjJJF8cP4r9Da2UhPyUhYJMzs9mSDhAaShAeSRISdCftvZ6JzBIxAcxiPco4slmtlW/lLbtvBlf58nV36c90VN+uXr3g+w69Crnz/xW2tjWzhoc1yPa7abNoViKf+1pRABTC8JpJLw3frvpEJ+eUspjexp57XA7l44YxqdHzEZdaZN4qBU6JKigzvXh+0yU1G/aIQXOahP9qhByjIYIKrgHbawXEt3l7LFbfORkG3xl+lhePdSAIgQLSguYFc2Be5IZ54INeavhw2dW4FY7OOtMrMVJLwuvgvHpMP7/zcbdZqEM1Uj+tCdDD2D+qRNlWQr98iCp29vp9iQLCny3RFDH6LxQs5+KcJQPuGMw7kmRwkQZp6Od6UcoAmevCXEN/AJ1soH1qEfE3Rw4JbeE8oMhSv8qvCy65qLOFRiXKpDnnao2HuPGl5+gMdnTz/5qbRVrGg/zlzMvpjzcXxU1zxfgmlGT2NHWxOTcQjY297dHm5BTgK4oZBk+2swUVwwfx7dWLcn4Mr5aW0VTMvFfRcTlocTAOxNOd/leX7j7O7G3t2H/qxrpSLTZeaiTc5AHB9YjcLa3oU3PHXD/8cBtt7BfqMV+qc7rZ1cF6uw89IuGoE4YieyIYT30gmdbNoAytP3UqyjlRShjB/DnBkRFEPdAJ9ajNRBQ8X38/ViP/Ks7izyQ57Q0LZyXjqKO/eJKlPLid53kKNkRyI7AmEpkSxupnzzUU1FwBCkT669PYHzqqu4+ZKEoiKI89A++D5lIgeC4BML6QjpOWka+3/6GZq9MvqHFI9qp/tdhua8GmTSPSsSPQETDafku2fe59oWioJ49u8eD3JW4m3ehnj0H54X0PnCRE0VbOAv7hRVe1vuWqyEU8FoRMniPC03Feu41T+kcPN/3KxZh3f9kmtibteeg13d/2dnH3Qcu22JYf3uqf3ZeSqx/PI3xpesR/qMLxxFLDCzoN4hBvJPwqdDeU54uzbWAg+o/d0A1dVtKOhyHUQPoSIiowK31Pt8tqQQJx2Z45K3dl04UmlMmdZ1J6hMpmpImTakUcavnuxk1NAr9Pk5PmszccxBVCOo/fBE/GzuMLEM/pmPTO4lBIj6IQbxH4Ymy9Sw6hhbMpKpxXRoJP4K2+GGqG9cztuxshpacQ3bWZITQMUWADtPmoV0N/L/NngrzrKIIGxhYCXp/e5KApnZX7Va1pxBrHez7epFlB5xXU8jDDsblIcy/daKfFwBT4qw3ke0SZZSG73NRrMfiUKKyJtDO91ZsY0gowIzCHBwJj+ypZv7kPOThgRdHSpWL+0QSc0kKZZyO/3NR7HUmzvIU5i9j+L+dhTbPh/nXzjQSfgTuThvZ6CKiCrK1a5Eal6TuaCfw42wimsHPJp6D/y67+9V2t1m423r5mU/0YVwfIvmzHnX6+GzB2amh2D/ptei2wXklRXKvjf/LUUS2wiuHD6SR8O7H2xZ/272Fz0+ahaH2XMod6dKSSjK3eAhLavbzsXHT+M2W1exo7VFkHpWVyw9nLaQoEOL+sy7FlZI2M0WnnTm4AlAVa2N49O22Yzl50deXOw1K10+mXcV+7EeqcQ94C3rrYBwR0b3MRUdmAqwUvLUAhzQdrKcP4bzU67vtSJzXGpExG+ND5eDaiPHDkdsz940DyPompOUgQjrK2Cju9nQ3BRQwrqjA/FPXMRIO5r8aMW64CtoTyJREKcrGjdv9BOekZSPbjkIw2zqOqo79bsBtaR9QYVzWNSE7E/2IoPAZadZfbxi6hnbNBV6/vuvirN+Ou2V3d5ZaFOR66uRCIMqLkM8s7X8MTc1YDn48UMoK+7utdkEU5uIeOATZUdQzZ+EsWeXZj63YiHrmqRifuxZn9RZkewxl0iiE34d5z0PdavLO0rVol5+DOnNCxnPLjjju2q09c5kyBmfNln6K6wDuhh2482eiHq8gWywOnQME1+JJb39WGGXccJz9mXvexaiKk8oRYBAnKeSJJ3lC98rTZdJB+muQTlVXSfrA1TftXdfXwgFKrIVPeK16luRgZysBTaMsPHBQ9p1GQyLFhsZW9nXEiXcFk/P9PoaEA0zOz6Io6Kc46NmPqXWNuK9vRh6qRxk3Av3KRUROUoeDQSI+iEG8R+HTw0QChUwb/UnC4fEoahSNdsbGGkmZDUSC5XTEa9jfsBIpXdqTbcyY8C02Nib53domWpI20wrDXDm6sJuEA7SmbKYUDKwGmuPTCGoKm5u8xdd1JYW4v8qcsXZ324hLgugXBXB22zjLe3yKnZUmzloT/bYozdk2IVNnZFaY3W0xDu1LMLs4j09OGsna1hZmFwWgNXMmRxSpyEbvBuRus0j+oh3/rVG0WQZYEmlJZKuL/frAlj7ORhNllIazqtcYB+yVJlecPY5ko4msGTiT5O60kK+7HtEXYF1jcEjEGPU3f8ZWXFntIA85JMMOi2sOZBjhYVntQW4YM5X8gHcpb0h0UhVrJ2nbxG2LSXlF5Pr8fHXKXGzp0m6ZFAWC5PuD5Pm9nu/CgLeQNY+R6cn+L8qGA4gC34DkWZ2Wi7u1vf+DfApKeQjr3+kLeXtpA9rCIuzHMizwFVAnv7UAh2yzcF7uX/UA4G5oRS7MxnrwIdRxw9EWnopV34w83N+3WhTkgKphvXAYbV4B7vAwzrIGZMxGGRlBP6sItymJyDGQzd53QVbHoVMh9euarp75GpQJUYxrh6WV2wu/gTKiHOdgbcZ5iuFDwP/uKvPKWBzZ0ellk8MBMAfwlD6CTD7tb/H87ubd2M8s9cinoaPOnIB+zYVYDzwBuo7Iy0I2tqJffT7Oio0Zj6NMGYO9ajPazAkoA1QoDAQRCaGeMxfnuT7l8aqC9v7TIRTAXe/ZX+o3XAaO4wUjsiKIrAj60FLclIn91Ku4r67pd3z7kedRRg9FFGTItJlmWlm8OroS6+HnB5yru3oz6rCyN/T8BoSUCEVBnT7O6xGP97ln6RraglOOSzhuEIM48fCsxmSqHamsRujjUPSjay51uA6GEAQGEl/t0rxwHUlVrJVxOUUnTX/4oc4E/9xdTbZPZ15xHmNyolRGggR6fR+llMiDtbhrV+B0aUDoH78cZdzwkyoD3heDV5RBDOI9irAvj0Wn/pEfrW1lb1sMiDGrKMzHJ36ZV2taWNtqMiwquXCMYNPOu5gw4ibu3drIiwc9P+6IrlIS1NnflmRElp+hUT9jc0IkbIeJeSF0RWBl6CW8YlQBB9qTdFreIjWHgTOBALLZQT3FwPpmW/+dFlj3d7L2A3GUsMLVoysYEg7SlDRZ19DCAzsOcPOkEXSepxLMpFaugjrVIHVnL9IUkzhbLZyNJu52GwT4Phs5qkq6UAXSyZAtr7JxJOzvbKMwJwvZMkAwYIiKnKujn+cnmeNyb/V6FrnDcas88qvONNDm+rzSdw1ks4u930Yb6yPLGDgDEzF83f1MjYk4VbF2frR2KQc7e57vWaWVfHbSLEqOYUeW4/Mzu7CMFfX9yWKOz/9fJ9Ymcgx8nxtD6uc7INbz2VKGhdAvH4KzsRV0xSsDx7P20q+uxHq8/+vn7uxAW1iEOj0HZ20vv3tNYHxiJCJXx+30zqGE3sRtOeF4vuIDQLZbEE/irNiIs34H+kcuxvrjI/1K1LX3nQ6uirulHeflBpSRYbT3lyICKm51nNR9+1BKAyjlwbT+eRlz0oTr3C3tmL/dje+W0YioV4IsVBV1zlScZev7CZqhqR7J0d69JYnb1Ip137+R1T1VBfqnP+QtTjP1TIeDEHr7glPScXDWbMX+d692ItPCWbYe2dqBet58lIoS3NZ2jNs+DkEfSjzh9az3gsjPRp0xHuuP/8JctRnjM9d45fbHCeH3oZ0+w/NGf2EFtHUgyopQT50EQmA/9ByyS6zNWbbeE2PTVIzPX9ejDN8Zx126Nv3A4SDq7CkoQ4oglkD6O/uXlXep+A/UOvGWEA5C0N+fYIOX5Y541zdPOO4a7Edf7O5pF8PK0C87B5HXvw1oEIPoi3eM8vkkUrwOSgjVf84xh3c6LtlHucZKywUBdU6MpOMwPvvks6FUhEARAlWA2rX2kVIiDxzCXb0FWd+MKC/2dB8mjjqmW8XJgEEiPohBvEfRaht8dXkjTUlvUTMqO8CFwwv49OLd3QR6RS08tEfw4zm3EXc0XjzYggBumFDC0KifV6pbaTcdvjFrKI/tbeLfexqIGBrDsvz8eN5wvr18X7eHOMC5FTnMKYnyz10NXDQ8j63NcRxV9lcn7w1d4GwYOBvNXofhWggzBJ2WzcamVn61cTcfHjOUOSX5HIwlWO50cvHVBfgfMnss0sIC3zUh7OcTPb3dXXC3WyiFqkfEJdivpNBm+7Cfz5y5V6capP7UvxxfHauzr6MBoYM434f8a4bSR82zZjOfjKPsc9HyBVedPQ7XJ8Bvo5/vleSnftvRPXdRrOD7eARFUfjgyAm8dGh/xnldM3Ii2T4/KccmZpt8e9USGvqUsb94aD95/iCTcwupjGZTFAiR5etPIAKaxi0TT+Hw6zEOxHqCIhHd4JvTTydhDVy2/l6EEAJlSBD/NyYg61PIVhNREkDJMRBRHXFagdf73W4hNAVCKtaTh3D3Z+4xtR6rxvfZMegXlOHs70SENJTyIAiwVzV3Z7TVufmok7NRct5ACaxxDHGZgAJ2F7lJpnBWb0adM8WzvQLQNdT3n46oLPXKKoNeVMrdHcPdnf65FyENmer5QoksHcz+ASj3QCduq4ka7ekF7lbH/sezyGovMy5KC9GvPBeR++6RHNkRx92xH+2cud1K3fby9bivb0KdP9Mrwe4D/dKzulW/+x0vkUImkt6CPBQ4rlJ12R7DfjZDmTngbt2Dcd58lNKCtHihOGUiyvAhOCs2IuNJlOFDEEE/1gNPeWX+Le3Iukav5/0NQIQCqGOGIfJycDdsR9Y3Yz++BHXutG4S3g3HBcfFfm6Z9z76DC9w0as0XhTmol1yJvYLK7r7yEVRHtoVi1AqirstwEQ0jDp3WrdqubNzP8qkUbhrtpIJysyJx/+comH0K9+Hdd+j/cru9SvP7VFwF8Lr9b/uImQ86Y0N+N4RRf9BvDcgBupberuhbQY6UMXVII59v+hwHIb7Bw4eyhgQUDgQbyXPF6AwcGJ80N8MSkMBrhpdzoaGVl451MCzVbUIYLSmcMnBw5S0tNNeVoRz3UXkTxqF+ga1Od5NDBLxQQziPYhYoontTW43CQe4cnQhP193sF8W23IlP1rTwO3zItw0sYRphREs12VfW5KaWIr3DyvhlsW7egh3p8m3l+/n6jEF3HP2GPa2JWk3bYZG/UR0lQ7TJmm7NNsOiypy8eeoKDN13JUZiFxQIIIC2XiUqKWAiE8jprqkHMHIrDATcqPkB3zcuX4nV42qYF88xo5gB9d/tZLspErE0PHHBNbjCdy9/bMrIktBxnteB2e9ie+LUZwNJrI+nVSocwzcBgfifVZvAYEyRWfa/nzEv1JoixTc03zYr6V6FnpBge/TYcy/xBFbLW9zDUQ3gHOVgXJjANEiMB9OJ8+y1iX5s3YC389mWDSbq0ZM4O97tqSNWVBSwSmFpcQsk1cOH0Ag+pHwI/j3gR1Myy/m2pce5fJhY7lp/PQ0+zOAxkSCba0N3DB2KooQ7OtopTQYZlxOPn/Ytp4sn4+vTTtt4PfpPQghBCLXBxkUzYWuIvJUyOvZp07Kwlna0G8sgDYnH5FtIHIFSpmXfXNbTFK/2Yms6nnf3P2d2Ivr8X1u9PGT8YiOMiaCu6NLMK3Ij3Z6gTd3ANFB78Zfd9MujFuvR50xwSNS0RAiEuwmRPqiEsz/tyfDiUCdkYv5wP7u//ULy7CX9NedAJCNKajoyXoKVUGUFWHcdIVHcgAR9CPCb67aQsbiyJZ2nC27QRGoE0dBdgTlOETKuo8hJbKtA2f5hh4P8XAQbdFc5KEGRCiAft1F2M8vRza3IUoL0M6bj1JW2M9TXLousq4J+98v4e48AIpAmTgK7YIFxy4RT6QgOXBAUja1QmlB2jbh9yF9BrKxBXyGZ0XW1Jr+uJp6GDPseF+OdGgK9pJV0JlAmTbO600fAO62vZ69mM/wPL2HFHcHW7SLFmL99Ym0bLSsa8K6++8YX/gIoszLvAldQ1t4CjgOzvL1uBt2oH/sMu+17NMnrkwZ0/2aSim9/VJCwJ9ZCE5VUMZUYnzxI9gvrkAebkQU56OddSqiILefqN5ANneDGMSx8E7kYKXcj2QPIrYAEciDY0gldLoulpTkD9RaIUG2ucgyweF4O6cWVrz9k36LKAr4WVRRjASakyatTa3MXb6euKry7fGjeCUahl3VqLtrKA35KQ8HKY8EKQsFGBIOUhry1NEN9Z1VRT8WBon4exRnnHEGU6dO5ec///kJO8f+/fsZNmwY69atY+rUqSxZsoSFCxfS0tJCdnb2CTvvII6O9ng9izf/mkPGNWnbw7qaRsx7I9/vqUi+eqiN33f1gw+N+Lllahkb6mNpWe8jeGBHAxPywvxy3UEcvN5xV8IXpw+hzbRZWx9jZW0HT0V8/L/Lh0GtDQd6kdmAwHdTGOuROPoVA99FxEQNNyjwKwqG34dfU/jOrAl8aolX+vjU/kP8z6kT+cprG3i5zlN1HxoJ8Uv/REIZSDiAOsMg9ZtewlESUvd04P9yFLfKwV6WQnTZl4kSFWe7BWHRLeYmylR8n43grDHhb3EknsK6do4f3xejuAmXWNDCyNOw/pnE3do/CKH+08T4YRDpc/HdEgHNCwjYL3cR+bjE2WmRPc/Px8ZN48Kho3ixZh+m6zC/ZCiFgRDZPj87W5v44/YNnF8xcsDXMOU43auDh/dt58yySk4pTO+trOps44drPcugiG5QFAjRaqZI2Bbfn7WQ5w9mJmaD6IEyLIwyKoK7K12UTBT5UU/J61cm5+xoTyPhRyAPJ3A2tCIWFHb3trltplfZYSj9yteVkIbxkeGkfrMTZVgYdUQE69nDyMMJCKho83LQr70C62+PeJlSTQVNQynvTw6l5SBKA6hTsnE2tKbt084pxm23wJUoI8PoF5Zir2wesApgQMG7oN8j4G/BJkbGOrEeXZwm7uU88xrq/BmIs+ccN7mXLe2ed3jvkuVYHPuRF9CvvRDriSUYn7gS4+YPIm3PM3sgoi+bWjF/8dee0ntX4m7cibm3GuPzH0Y5Wtb/WL3HA2VkVdUTUBuAxIuCN68/IKJhtHPnYT/yAljW0Ymp3+jxVQ8H0S8/G/OuBxDlRbhVhzOXhLsS+5ml6Nec362WL6JhtAsWoC6Y6QUn/D6Mz16Ds24b7oad4NPRFpyCUlmKiARx2zpwN+zAWboWmbJQxo/wfMjzsvt934TPQJQVoV91nvceGXpG0j6IQbwV6PaJpeKSZqS7BiHGgzMRmXKOSf7rTQtdCPK1zJ932eC1N9XlJbFbJWOy8t/+ib9NEECe32BEcys+oOqmD3BlwMci06IunqQ+nqI+kaI+kWRvTQONiRR2V4WOAPIDvi5y7hHzsrBH1svDAaLvgqL6IBF/h+BIl3VNe2hMtpHvz2Ja3og0/9+THddffz2tra08+uij3dvKy8s5fPgw+fkn7xf2vw2OY7Nmzz85UL+a4WOuTdvnDqCiK4BPTi7ls0t2pRHuAx1Jblu6h5+cPoLA7gYSGcj4+oYYQyJ+1jX0lK/+ftNhvjKzgrX13rb9HSl+f+gwl10fIxzPRa3W8BWF0csCmP/sxD3g4KxKoV8YwHq8T2l3WNB+mY7j9/zLn9h/iMOdSaYWZPP1meP4zabd7GqL8c9dB/nh7Enct30/21raORiLc3i0xaj5PuQrPQJwCNCvCOJssHpK2I+gXUIS9NP9aKcYoAqE3rWwnK2gjtGRMYlQgYgCpsR6qBeJkmA/l/TK27MFLZ+XFFs67toBSrodcPfamPd3QqdXvq/N9WHcGMa8JwYS3H02zPOIcYMQ1Cfj1MVj/GvfDnRF5fbZZ/LQ3m00JeOUHqUHPKTp2L1sie7ftZmJuYUEum7Krakkd2/pEVbqsEw6rJ4XaFtLAx8YPn7A4w/Cg5JlYHx8BO7uDuzFdeBIr9R8Uv9Sczdh47yaWWANwH61AXVGLlKCs7EV+5lDyDYLZWgI/bJylNIAwt+TxVPyfPi+MBZ3Rwfm73f3HCjhYL/QiHswjHruQpwnX0CdNQkRyUxUZZNJ6kdb0M8vQ52T75WmqwJ1ZBhyDZBJlKsiyKYmnF2NYBZnPI7I9yGy+yint3fi1jbgLF8PUno9w6WFA5Z4dz8uFsdNpBCui3vgELKlHWVIEeqYSq+PN9bzPXReWYMycRTqyOPL6Lg792cmiYD9yiq0UyeDqnpWZEebo2XjvLy6f/87QCyOu3EHYv4pA/YsilAQZfRQL/vbF+EgIjezerGIhrzy+b7iauCVVPfyOn+jEIqCOnUs0rZxlqxCv+xsnFWbM45V502DcK/qh9JCjFuvxzlQg9y4K+NjAC+IkDLT1MiFoSPystPncuapyDlTEYroDgjI9hjWnx9L81F3V27EXL8d4wvXeVZ9mZ6XocMgAR/ECUJRQmX/CTq2JI50XgNRgKKeA4ZEJu2jXptMV3LYMhnlD5Dx8mODW+siilVq7Rh5vgBZxsnfimFmRVAtm7xVm2iYN50cn0GOz2Bsn9ijKyWtKYvGRIrGpGd31pBIsaW5nZdrGujopUkR1jWGhANUREJUhIMMjQYZFg1TEQ6esEz6IBF/B/DSofX8dPPD1Cdbu7cV+rO5deLlnFk69V2b11uFqqoUF2dehA3i3UFnqpnVe/5J0myn1B8jYqh0mD3N2UFN6Zfdnl4YYVVdB3HbJdunMS43iO1KNjTGMB3JY3uaOKcih8f2NvU9HaoQ/Qh+zHL6WSw/sa+DK84ZiunUER6Zj+ELoigq+gw/qdctr0f7fX58n41gv55CtkvERI1D4x3+2VLFMDfEnet3dld8r6hrIqSp/HDOZH64eisr6prY1x7jkuFDuG5sJUVBHy8erGPzdJ1LzilF3+0iLIkyXMfZY2Ev7r/wFtkKosC70Ap/+gVXKKKrDLlnm7PHgkwcWwItknInSrswOertzKGnjN0B+9UUmi5QTzVwVpgoFd4lujYe46ZXniRm9Y4eWLxWW01NZwedtkXKcSgPRdOE2o7gkmFjeK66x7aqzUxhuW733EzXYU97S7/HHcGethY++B4j4tJxPRE2AYT1t03URck2UGbmoUzIAkk/G6/jhgBpu9iP1eAs61E4dw8lkDVx3JSDW5dE5PpQygKIHANsifVQVcbDuTtiaGeVI4rzPNIkJTKZAqMnkykdif1qvXecf1d72ffyoBdkeqEWZVQY44ZhuIndOK+uACnRr70C2RnB3dZTBSAK/RhXF2I/+5KXnSzIhVgn1j+ewd3W8zl0N+5CjKpAv/oClKz+ZFy6Enm4AevlVWjjhmP+/eluIS8HL9urX30+1n3/TrMZc5asQqkoyZjtlB2dyFjcqwwIBZBHKwevaUCcNx8RPQ6LrGQSd8f+AXc7W/agzp4yoP2VCPrRPnAu1u/+6ZWaH4Hfh3HjFYho5kCbUFXUuVORja1p1QFEwxgfvxxyBrYfkqaF7Ih73tg+3fMUFwLZHkN2JrzXOhREnTMFdcoYMG3UhbNwFqf7wYuhJWgzJ/R8jpIpr+/+UD1C1VDOno3IiuCs2NB//tEQHEc/p1AURJ+qALe2MY2EdyNlYj/3GvoH3ofwDRLuQbyzUN6cc+AxIbGQzlJARVUvRggNqVlgu1611AA8cVcyiSYEowKZVyPuQW+NqI3SaazrZGQ0L+O4kw3x8mKap4whf8VGsrbspnHOVFonjkL2qS5ShCDXb5DrNxhN/+townZoTKRoSKZoSHg/e9tirKhtpL3LOUMRXqXlmOwIE/KymJqfzYisMMrbkD0fJOInGC8dWs9XVv+h3/b6ZCtfWf0HfjLzYyecjKdSKb7xjW/wt7/9jdbWViZOnMjtt9/OGWecAcCf/vQnPv/5z/OPf/yDz3/+8xw8eJDTTjuNe++9l5KSEr7zne9w3333AXSXbCxevJjKysq00vRBvPuQSFKWVya6csuP+PGp/8cP1sSojZs8treJ68eX8JuN6QuXoVEfe9sS3DqjnJCmsqa+A0MVXD6ygE1NnbxY1cIHRhdkOh3TCsM8srt/T2yOT+OcihwWV7diuxLblRhaiMLo2LRxyngd5Qwf7pIU9jNJ7CUp1GkGznk6TykN/GzNTn46bwpfW76xn81Xp+1w96bdXDFiCHdv3kNdIsXvtuwhoKr8z6kTuH9nFbMKc5lckUP5vADRuIa1OIk6UkcZq+Nu72HRIlfBd2sUJfcNCHwEBPpHQyi5ipddV0C2uljPJpC1LqqukBXxYxWbyNoMauoaiKjSr/fcfjWJ75MRnPUW6jhvEfla7cE+JNxDVayN0Vl5bG1p5O6tq/mfGfP53da1bGnx3hNNKFwxfByjs/K4f1dPJmtBaQUhvWeBqgmF0mCYvR2tGZ/qyKxcohkE3v5T4TalsF9rwFnZBKpAO60A9ZQ8lJy3zz5LCRz99qoENNTTC/uJoR2BdloB2DKNhONT8N0wHPOhg17Z+REEVXyfGwNBtdtWLBNko0S7YhHWg8+gnXkqzubdnkDW9HGInCywXNyDvao8TDddHb0uBVJBO3066tSxXiZaUzGuK0DGJbK61ROGi7XgrFsDrov1+BL0D74fuf9QGgnvPuauKtw9VYipY5HtMeiIe1ZS4SCuouCu2IA2bxrO88t6BOeOPLahBWfpWtRTJuL0UumW8aRHLkknYW5to6eMXtcVVNQ11AWnoF2wAPuJl/vNTeRGvRLn48ieSkX1VLn7xyu9Y4UCxyScSl42+qc/hGxoRlbXIfKzUUoLITt61ECREg2jX3Y2ctFcr4894OuyE+si1rG4F3wwLU88LhJCdiawn34Vd902TycgK4x6+SLUnKiXZW5o7nmNzpmDNnuK9xk561TP4mv1VmQyhTptLEpxfndVg4wnsVduxHni5R7BNgHq/Jmoi/rboqlnzX7TGgHOACJu4OkgyAsWDBLxQbzjOBGFzRIH6S4D4qjqVQjRJS6oqd7ayJFkSnfvS6ZosW3mRiPoGSYmmxxki4M60cBSXWKWSXHw5PTb7gchaBs/gviQIrI37aLkudcofGU1zTMm0DxjPM5xajwENJXyiNdP3hedls3heJLDnQmqYwm2t7Tz/ME6HCnJ9Rm8b2gx142tJPs4BDkHwiARP4FwpMtPNz981DF3bH6YBSWTT2iZ+i233MLWrVv5+9//TmlpKf/617943/vex6ZNmxg1ahQA8Xicn/70p/zlL39BURSuvfZabr31Vu6//35uvfVWtm3bRnt7O/feey8Aubm5HDp06ITNeRBvDj49xKSh51OSM5ZooBBN1HDHvGG0plxMx2ZIdpTR2Qb3bq2nqiPFkIjBueU+LJnD7zcfYmNjT6/nI7sbuWxkPlePLSTWK6t+BBcNz2NTYydmH/G3HJ9Gu+lgqIL/nTec763cz6ziCBG9/yJUyVJoOV8hdGYYY59LOzbxcslfavfw1OFacnw6LSmT84aWUhLy05BI8XxVLe1dWbEdrR18dcZYHt5TTX0iRVBT+fYpE3ihqpYvTRvD3OI8YpZN2NBR/ArGJUFku4vvpjAyIZENDiKqIHKVNBIuky6yTeJWexlTZYiGyBIIn4Lb5uDusXHrHIQqSN0d6ybTokDBuDqE9XISERWo2Qp8PIz5v+3Qp11dvyyI/UqGklgLUMD/tSgiT0FKydrGw/3HAUsPH+Rnc8/hyapdNCUTfGvVEq4aOYGPjp2C7bqUh6I8fmAX2T4/Yd0gZplkG34WDUlvjcn1B/j4uOl8/fWX+p1DEwqLyodnPP9/ItymFKn/24Zs6SGs1sMHsVc04vvMGxBIexugjo1iDw0iD6T3iYsSr0f7iPjaEWinFWAtrksn4QBxh9Qvd+L/6rjemmz94ZO4Bw6jTh+Pde+j6NdfgvWHR3AWv47xmasRhfkoFaF+5+2eV7EffApC1zyV866eZ+m4OK+/hvPyGtTp41HGD0cc0pCxOOqEEdDWjrNu24Cvg/PKGkRBLtbv/wmd3nNT3zcPpaIE2daB/ehLKJVl6KdNx358SZoHurttL/r1F6cRcWXiSPClv4+ypR3zN39PK2PHsnFeWI52wQLE0FLkgfR7mnr2HM+y65XVyKSJOnYYIieru6xfOg60x3Cb2kBKtAUzPVGyDFDnzzwuD2olKwxZYTjO0vojEF199/Qpx3YbW7D+8jjyiH+7qqDOm4aoLMNds6Xns9IWQ5Eu5t1/Ty/Vt7yydGVEBSIW9yoPggG0c+d293Wnna+uCefxJekbJTgvr0a/5nycSKhbeE2ZOxV1VObnKTs6vaoVQ0cJZl5QHzVAomtwEnsHD2IQxwuJi3RXgGxAUS9HKL0SI0du47YLfdZYe5IpDpsmU0IhivQM35UEuFUOokRFKVJpM71rb18h15MdVjRMw7xptHSMJmvHfvKXbyBv1SZqz5pD6+TRb+nYIV1jZFaYkb0qtkzHZX97JxubWnlgZxWbmtq458xT3vQ5Bon4CcS6pj1p5eiZUJdsZV3THmbmjzohc6iqquLee++lqqqK0tJSAG699VaeeeYZ7r33Xn70ox8BYFkWv/3tbxkxYgTgkffvfe97AITDYQKBAKlUarAU/SSHTwsyc8QV/Pv1b9HU4fUa+vQwF5z6M6Q+jJ+sriJuSy6ozGVcrkF7+2a27/4jVu4X0kj4ETyyu5G7zhhFSFcwVIWlh9qIGirvr8wjP6DxyRd3po1XBXxu2hAMRdCStPnVhhq+OL2csTlBAhmIOIAMCa5btZpfnzGdb67YxvZ1PSRgYVkhQ8JBXjvcRI6icWVOGZ/Mq6RJWvyuei9x18FxJbfPnYyhKCQdF8t1uX7cMBrjKUzHpTIS6vbaFqpA5PSaR3n/S6Db6WK/lPT6v48sUlUwrg2hTjMw/xLD3edgfDDokfDez6XBJXV3B4HvZBML2bywby+725v5wrdPwX0x5d308hT0RX7sFaYn9tZ1fJHr9Z3LmEQpVRHFancFyohoLi/W7O83V1u6PHtwD7867f38YM2rHOxs53db11IaDHPzhJn8ZusaXqs9yIFYGxdUjKIxGeem8dMz9pPPLCjhhjFTuW/nBpyuTFZYN/jxrDMpPolsTN4KpCNxljemkfDufTUJ3B0dKLPfOSKuZBv4bh6Ns60N55V6kKCeVoA6MRslx8D1pRN0ZXQU+6XMCuV02sgWC/XUPJwVGdKymkCJulh/WoIydSzqvGm467Z59lDrt2M9/Bz6DZehnVbgnSODL7l+YVnGTL9MpnC37kOZOBKRHcb6wyPd+9xNuyA7gn71+bjb96WVkHfDsnG37O4h4fOmQWcS6/cPdQ9xDhzCeX2jJ6B2fy8Fbim9jO4RhIOoU8f2yyC7rR3ol50NQuBWHcZ5fVP3+exX16C97zTsI0RcgDpnGkpxPnJfjeenHYvjPLMUZdxwtA++DxEM4O6rxrr3X91Cadrl56BMHoO7cUfaudWFsxBFmfuVM0Emkl7JeDwBfp/Xn/4mssZuWwfWbx9ENvfYEeK4OK+sQVVVlPEjvdcdEPk5yJb2/v3yoQD6NedjP7a4J1AhBMqM8Z4afK/+fmla/crWe8NZtQX9+ouRDS0oQ0sRkZAXPOj93GNx3F0HsJ9bhmztQJQVop+/AFGS34/4q7Mm4by2LuO51FMnv+lM+yAG8dbw9gWAJC64r4M8hKJehKL0CVwdIeK9rteWK9meTNBmO0wLh6j0ZbinOeDstSCkoI31srmm4yVcAup/ZhWJHQnRNHMCLRNGkrt+O2VPvYKZEyVe/vbxlqTjcLAjzt72Tqpi3v2jMPDW1gyDRPwEojHZduxBb2Dcm8GmTZtwHIfRo9OjQqlUiry8nj6QYDDYTcIBSkpKqK8fWEhoECcnWjsP89eXb8a0e0h1Wd5MNrfn8PMNBwhoCh8cXUhB0Ed1p0txZAqTRg3hWysHqKcEntrfxJjsAEtrWhmZEyRhO/xtRx2XjcjnnrPH8PDuBg52pCiP+DmzPJt/7W5k+eE2fnL6CL7+2l6CmkKOb+AbU67f4Bszx1HV1sm5FcVsb+lAAB8aWc5lBWXsro/xqSHDyX7eQV2WAitFQVjw7YtGsXNMkpeq65lWkE2+38fHX1qFBCK6xk0TR9BiWqiKoCJyHD2eXZBVNtY/+yhZO2A+HMdXrOKssdAvDmAN4DmOCdYGk5WTa/nf9cuYnl9MbGUngU4VdbyObHdxG1yczSYooF8YQBmh49bYiIBAlGmQJdKUOxcNGc4ftq/rJsi9MbeonGn5xXx75nyak96NoSWV4N4dG9jb1fe9oq6am8fP4NH9O7htxUv8dM7ZDAmn945m+/xcN3oyFwwdxaF4Bz5VoygQIt8f7A5k/Mej08Z+feDPuv1aA+qUHETgnfMgVXIMlLkFqFNzvJ7yXoroSnkANAF21/vuyIGz3YCMWegXD8HdG0PW9xIpVAXG9RXYS5cA4K7fjn7j5dhPvII6eTQuIPfWQDyJyMvC99kxpP6wB9q72jf8KsaHhqKUZiY2QlMRIR/q9HFY/y9DFVhrB86rXrbcWb6+/2swaRRyb3XXPwJl/HCsezIcJ5HCWfI66qmTewhfNIxMmd7jJo1GO39+P3Vyt7EF5+VVuJt3eYrvoyrQrz4P+9nXkFW1Xja4sgz9xss98pcdxd26B/POPyPys70+9D89CqaFu20v7sYdKGOHe4ECp6dayP7XC2iL5qHOn467uwpUFXXCSK/3eoCsbl/IthjWoy/ibugh82JIMfpHLkLpI2B2zGM1tqaT8F5wlq9Hv+LcHiKeE+nvEQ6eavrj6VUISIm7eguOriMuXtidmZaWjWzLXE3hPbcOlIJcxLAhmfcnU9iLX08j83JvNeZd96N/9FIv0NM7y50bRT1telo1BHjaAepp0/tZkg1iEO8ElKNdpN8AJA64ryNlNYp6PoqSwRnlSMCxKxbZaNnsSSYQQnBaNEJBpkw44B6wwQFthjFgb/l/IhTTwt/QjJYYYH12HHCkpDVl0pQwu/vG6+JJauNJGhIpJBDUVKYX5PCRsZWcVf7mBTHhJCfijuPwne98h7/+9a/U1tZSWlrK9ddfzze/+c3ui7GUkv/5n//hnnvuobW1lXnz5nH33Xd3l1y/m8j3H8Wq5E2MezOIxWKoqsqaNWv6GdyHwz2RbL3Pl1UI4XlzDuI/CrtrX0sj4QDjh3+EL63oIKApfG/OMB7cWc+fttZ27//h3Eo67f4CX0fQYTrsaE2wvrGT9V1Z889PK2Niro+/72okbrmMzQ1SH7e4benebp/yZ/Y3s7A8h5drWmlKmiwoyyHb3/+mENA0snw6K+uaiega14+t5KxQAaVrVcSfTea+L4qzzkq3AItJ3AfiVFxmUJMb52+7qrhseBmfnzKaOzfspMOyuWPdDn4wexK3LdvI/82bQtlxZEfchIv5WCLjPnWsjrPUIzciX8WtGfhCL3fZ2OO9BXpjMoFVAMaTJkeW7GKzhe/jYdyExFmRwvp3r3Pq4LslgpigIAzvOlccDHPn3EV8beVLdNre66Ag+PDoSZxSWALAluYGfr5pZeb5AIfiHTyybzsA3161hJ/NXUR2n77voK4T1PV+JP09AwH9lAR7Q1PetUVJJlE3kaVj3DAc85493pvoSAiqEO/fKgKgFAdQcn34vjQO92An7s4ORERHGRrCqe5AO2M+trMYua8a2dSGKMjx+qnDQa/UXAiErqCMjuD/+gRkh2dVJqI6IktHDKAaK3wG6rnzkDurBgwUuFt2o3/00v5EPDuCMrICq6t3WBTne+R4ALi7qtDnTev+LukXLkCMrMD3jU94tmh9evXc5jbMux5I86F2d1XhHjiM/lGvNB+/DxQF64EnAeFlorueh2xsxVm2DnXmBJxl3tzdnQeQtptGwr0dnh0X+Tn4PnvNG87IypSF9fSraSQcQFbXYv2/hzFuvur4hOOOPC4Dse5G0kzrKZVtMZRxI9LHqCoiK5xOwnvBeX0j6pmzuhXOhd9AGVGOczDz+yeGD4Gj9FLKjk6cJZkz6tbDz2NUFCOyeqp5lFAQsWguyrRxOK+thaSJMn0cyvAhKNnv0WvYIE5+yLeeEZfYSHc5yDoU9QIUZaASawEoJKTLvniCZtum2DCYHg7hG6A1QzY6yFYXdbKBCPSM8XVxhLhtkWWc5JowUqIkTYz2GHpbB0ZrB77mNozWdoSERHE+VZef0y8bbjou7aZF25GflPe7JWXSmvJ+t6RMjnRcCqAo6GdoJMiZQ4oYmR1mTHaEYdHQ25agOKmJ+O23387dd9/Nfffdx4QJE1i9ejUf/ehHycrK4rOf/SwAP/nJT/jlL3/Jfffdx7Bhw/jWt77Fueeey9atW/H7390P0rS8ERT6s49anl7kz2Za3ogB97/lOUybhuM41NfXc/rpp7/p4xiGgdN30TGIkw4HG9en/S+EQkKGSTptXD++mAd31rOqLj1jsexwBzMLI7xwMLNq9oyiCI/u7lmIDc/yMTPfoaZpJVuay9jW3N8HGWBXa4KzynOI2w7PHmglx28wvyy737ik7bC/vZPfbPIyMy/On4/4aQxZZyFVUApUrK2Zz2E8bXHtFyt4pa6RR/bW8OM5k4gaOu1dFkIP7z7IvJJ8/rx9P1+cNqb7RjMQhAmyOYOwWheOxKZkq4tSqOAeyPydSJS6lGd5AbaqWButU2xCfgWS3gFki4v5QgJ1tI6zuk+prgWpX3QQ+N9sRLF3iTZUlZkFpfzt7Ms4HI+RdGzKQ1FyfH5CurewPaWwdMB5T8gpYG97a/f/m1saaDWT/Yj4ex5hDW1BIdbfMlhEAdrCQoTv5MiiyZiFbLWQPhXf1ybgrGvGbUiiv78U6+GD/cYr46OIbC/QJcIaIHEPdCI7bWTXeFsXGB8/E6fzCYTfhzptPNLR0IrH4B62cPfYIFOIHMMTrnsD4nVKYT729v0DD3AlIjuCevp0nI07vTL86eO8jOaqTT3jjjMILPKz0S48w+tdHiDbLKX0Mr4d/dtuMC2cNVtRJo/p7kWnM3Nwzd26B/26i7uJOKoK9QNXVtDYgrSObimUcb4dnbirt2TeV9eEbOt4Q0Rc5GcPvNPQ04Imsr4ZkZ/jEeUj7QMBH7Its5gg4LUE9Go1EKqKOmeq9zr1tXHTVLQFpxy1T17WNw9c8dEe896frPS2GhEOooaDKENLwHUR2km9rB3EfwHeKg2XpDyLMlpQ1EtRlMoBx9q4HAy7HBIp/K7CrEiYMuMo1+0UuNUOyhAVpaBPcq5rLdGU7KTk3RZskxLFtNDiSdR4Aq3T+9G7fmsdnahdWkGuotCZE6W2KI/DE0aypyCXw34f7aZNx9a9xEybdsumw7SI2+lrNkNRyA8YFAb8jMgKUxz0ez8hP2WhAMXBwAmzLTuCk/qKtWzZMi6++GLOP/98ACorK/nb3/7G6697EVMpJT//+c/55je/ycUXXwzAn//8Z4qKinj00Ue56qqr3rW5A6hC4daJl2dUTT+CL028/IQKtY0ePZprrrmG6667jjvuuINp06bR0NDAiy++yOTJk7tf22OhsrKSZ599lh07dpCXl0dW1onL4g/izaM4azRbeKb7fyklStdtYUJeKC0TfgQvVDVz+2kjeO1wWz+v8LKwjyl5fl6t0cjxhzmzVDAs2MJTK77O+2d8h+KgyrYBki7FQYOWlMXckiwe3FlPynGZkh8iq4+Kbbtp8dcdHjGakpcFmy1knTcPERbIpoGJMQlJ2Om5jD1bVctpJfk8dcATN9vX3snZ5UU8sqeaj40fTmHwGCQrAMoIFedwf4Lt7LDw3RDGWZbCfjWJfkEQ848ZFqkqdMyQHOhow6eqpByHH+1fxv9+/gyid9vINm+lqU0x0jPhveGCvdrEuKDnuWmKQnEwTHGwf7/2oc4O2lNJzikbxvM1+9L26YrC9WOm8H8b0tWKk30UqAEsx6HFTIL0bsrBAcra/lMhhECdkoP9WgOyqk//9YQslKHHT3JOJNw2E/OBA7jru4JjCijjs9AuKvMIsl/FeqwaOmzQBeq8AvT3lyLCXSXCbRbmPXsh1ee7Y0msf9ahXzAP8iMgQli/r0I2Hiljb/CU2T8/BqUy/IYs3UTQjzp+RGY/a0CUF+Nu3YtsakM781Svz3jSaE+cbOo4nOdXgOsiaxtR3nc6A4V9xfAhnkf1LVcf038c0/J61AeAu+cg+mVno1SU4GzaOeA4XAlur9cyFEBUlsGKjZnnWFLw5gihaaafpw9kWwe8gX5HUZDrCb9lINPq3Kk4W9JfG3vDdoybP4j5p0ehtQMSqaO/xqrSL8MtcrMwbrka68FnkNWenoEoLUS/8lyv6uJoOJaY3VEWxEJR4L3SQjOI/2iIt1BMKokhnVcBC0W9EkXJHGB3kBxybaodE+mH0VJnTHbkqAVfAG5N1z1jZH+yrgmVbMNPdWcbE3NPkB5UF8FWkynUhPejJVOoiSRqIoXo+q0nkqi9tD8cIWgL+KkO+qkLBqjOzeaAobPD0Kn2+bCPfPcdUGqbifp0cn0GeX4fw7LC5PmNrh9f9++CgI+IrqW3u7wLOKmJ+Ny5c/n973/Pzp07GT16NBs2bGDp0qX87Gc/A2Dfvn3U1tZy9tlndz8mKyuLU089leXLlw9IxFOpFKlUT/9ce/vAZblvFWeWTuUnMz/Wz0e8yJ/Nl94hH/F7772XH/zgB3zpS1+ipqaG/Px8Zs+ezQUXXHDcx7jxxhtZsmQJM2fOJBaLdduXDeLkwtjys1iy5W4c90g2QqLLJiK6QcrJvMBLOZLfbTrE3WeO5t4th1l6qA1DVThvaJRFZSmWrfsM78udjhAq1QdeZVubt3hz7A4uHprF4urMczl/WB7NSZOXDrbgSGhIWN1l670hkezvyljNiOSgPGcdaXdCJiUifJTFlQC3F1eMWTa5vRaGQ8JBGpMmqhDHFaYWhoJxXpDEcpN+TCApUYaoqFN1nPUWstlBvzCA9XSiRxE9LEjdaHBnzTIuHzUOu2tRvbWtkS+4L/KFW2ZRYUeIODp2noJsHXjR7dY5SCmPeZPY39HKjS8/QYdp8uWpc5iYV8gTB3bRmkoyOa+QiyrHcN+ODdQneoinoahEjXSBkdp4jL/t3sLjB3ZiOg7zSyr4xPjpDAlHT2iw8J2GkmPg+/Ro3D0d2EsbQQHtjCKUiiBK1ttnX/ZmIV3PsqybhAO44G5uw9zajv+7kzy7tUnZkHJAV7zScb3nPZLNZn8SfmRfzEIMHQFCYv29phcJ70LKJXXXTvzfmojIPbYIjdtpQ7zLjz0rG2XGBE+NuzcUBe2s2ViPvgitHbhb90BWGN8kr4VM5Gah33iFJ8IWi+PuO4gyc0L/7LCho196Nkp+zjHnBXjE7Sjl4SIYQAwpRkRCKBUDV5SI3CyvhL/rmNrcqRDweceO9a/W0S48o1tZ/Q3BZ3hzHuBaLbLfWJZKyY5gfPKDWH/8V48dmQBlxgTUBTPBcZFTPNs4pbwYkRNFREIYn7sWYnEvqx8OIoryeizfeh9/5kREH/0NoSqIIUUYN30AmfCCeiLgP67XQ+TneJn6vtl0QJQV9vMRH8Qg3k0MxCXeLK2TNHZlwv2o2tUI0f865yCpdW2qXRNbQqVqMOqgTbDEOLZJQNyr5lMnGDBATqI4EGFfRzOOlN666TggHAclaaKmTI9gJ01kIgWJJCKZ8ralLIyUic+0UPpUPMVVlWZDo0HXaTR0GqNhGvNzaTR06g2DtqAPNxwiy2eQ5dPJ8Rlk+3SGGjpTuv72thnk+nQihv62+Hu/Uzipifhtt91Ge3s7Y8eORVVVHMfhhz/8Iddccw0AtbVedq+oKL1RvqioqHtfJvz4xz/mu9/97ombeB+cWTqVBSWTWde0h8ZkG/n+LKbljTihi9slS5Z0/63rOt/97ncHfM7XX389119/fdq2Sy65JK08sKCggOeee67fY3uPOeOMMwb7yt9lZAWKuXr+r3lo2VdImK0AbNx1D7fN/O5Ry2u2NcfxqwrfPLWSTstjoInOnfx1yQ240qameVPa+KxgCYYe5NCBR/jClMv49aa2bhszTRF8clIpJSGDpYfaePaAtwCcnBcipPW/+uuKQlkoyP6OTlLSQfQ2u0zhZaOiAtozfLYm66yKt3BBeQm2dBmbF+WZXv2ll40Ywu827+a8ylJyjsMLGEAUqfhvi5L6Q6zb/1uUqfhuDCPyVIwbIrg7LaxnEyijNPxfz0ImJZgSbIkVM7mocBRDI1kMCUU5EPPEkvZ0tPC1nYv53ikL+P3WdVwgR3JBZRnuvv6ZaYCOkQ4b6w8xIbegu/z8CFwpUYSgOZmgLt7JbVPn4SJ5umo3NZ0dnDNkOBNy8jkU7+CrK14k6aSf46oRE4j0ynbXxWPcsvRpqmLeQkJB0JiM87uta7ll4ikZVdb/k6FkGygz8jwyi0AYJ0+gQbZZWM8PcP9yJc7mVvQzixFHKxvPoHgOICqCGJeUYz92GHVOPu72AYLQcQfZkIKjEHHpStxDCay/H8Dd1eERvHFZGFecgTNuGO7TS5GdcZTKsh5Brdaethjt7NnQlW0VuoYyaijGF6/ziK0EQgHklDHYL62EzgTKyKGoC2YgcrMHft59n6+moZ4+A3f99oz71YWneBl5PJKrjK7E3bm//7hz5uC8ugYxrBT9krMRBbkIXcP49Iew/vZkT097KIB28ZkoFSXHPce0+UZCKLMm4S7f0H9fSUFaf/TxQinKw/j0VZ6XeMr0iHUk1KNAniFLrWRF0krA9Y9fjnXfY8jqrucpQJkyFv19pw1oIfZmlN5FNIx+7QVY9z7a0wcE4Pehf+i8QRX0QZxUGIhLvJmMuJQHkO4qEMWo6sUIkf5Zd3A57DrUuCaWhApVZ4zqI4zAcezjql5ymxzwCZTigSsDK8JZ7Gytp6a+lpFGCJlI4sZTXlCti2SrKRPNNDFMG79p4cvQthpTFdo0jWZDp1nXaQ34aYtGiAd8WEE/digAkRAiGiYUDJDl04kaOlFDo9TQPdLd9f+xWgr/03FSE/EHH3yQ+++/nwceeIAJEyawfv16Pv/5z1NaWspHPvKRN33cr33ta3zxi1/s/r+9vZ3y8vK3Y8oDQhXKCbMoG8QgjkBVdSryp3HjogeIJRqwnFQXac6m2RTMKorwel1/VdtZRRGyfRohXSXUZTPWRj5BXzaxZH+hnoWTPkVhdCS4/8ZquJufz/0ITaYfv5FLQNdZdriNm17c0S14oQq4fkJJRguzXL+PGycM5xsrNvFiQwMfml9GYHNPRsR8PIHv4xFSv++AWK873BAFrgpwdo3CpatzcZFwho+sIo2ftO/kmjFD2dceQxGCD44qRz/Oi7nQBeoYA/83srzzCSCkoGR1WaBlC5RZPpxRCmKfg/lQHHeH5amWStCB2ecVQLmPu08/j4Od7exsbaI0FGFkNAdHSrJ9Pv5yaBPzLx1C+GcZ5pCjUFeW5JbXnuHncxcRsyym5BUBkk3N9bxYs488X4D5pUN55fAB/rl3GyFN5wMjxnNKQSl3blqJKgR/XngxV44Yzz/3bCXh2ER0g8uHj6PQH+TxA7u4cOhoIoaP9U113ST8jNKhXFw5hrUNh2lKJVjVcIhZlFLyHiPjAMI4cTd42WHhNpu4+2KIqI5SEUJk6wjtGKRfSkjYA/qBu/Wp/hv7QOQb6WrrALrAuLSc1G93QcpFPSVv4AMAsjNzgKh7f2OK1E+29mTeJbhb20j+NIb/6xPQPlOBdFxkPIH1x39BSxfpF6DMmYo6eUxatYdQBCI7Cr1FtnKzUIYN8UTRAr43Ve4tCnNRz56N88KKtO3K1DGoo4b2jAsH0T90Hvby9TivrIFkClGSj3bRQkRBDsrICoTfl5aVVYryMD5+BbIz4c0x6PcU0t9kibQwdE+l3LRx127tJqOishT92gv7ZZ+P+7jR8LHL+I8CJS8b48YrkJ1xT+Qt5PeIduDt1ZgQmooyuhLjqzfgrNqCrG9CGVmBMn4kIndQfG0QJxcG4hLiDYi1SSS4W5ByK0KMR1HPQYie65yNyyHX5pBr4XQR8NGqj/CRRN6Ra7x29HMqjovaEkfJstGq21ATJlrKQk+Z+FIWPsvGb9kELYcLbAe2pNsCJhVBm6bRouu06hqdAT/JbB9m0I8TDCBDAZRIEC0axhcNEwr6yDJ0sgydIYZHsoOa+q6XgZ+MEPIkTmGWl5dz22238elPf7p72w9+8AP++te/sn37dvbu3cuIESNYt24dU6dO7R6zYMECpk6dyi9+8YvjOk97eztZWVm0tbURjaZf7JPJJPv27WPYsGHvuvjbIP7zcLJ9fuo6TX686kAaGZ9VFOFrs4ZSFOyfYWts38+/Vn6D2pZtABhakAUTPsnkygsI+rJJmO10JptpiVXh92WTFSylIRXi9tUH2NzklWwOjfj46swKxuUFB4xstqZMHt5dzb3b9vH9cROY+awfZX0PERBlKsZVQRwJTpODGKIisgRaK8hGF6ECuvAsxSKCzit1HqyroSjgY15pPsXBt7+k0a13SHy1pX8JO4AKnd/xsdvXyoTcQrL6lIHHTRMr4aJKgW8fWH/u7OmFn6DSdAV8ZtdzHI7HmJ5fzOTcQmYUlPK/61+jpjM9kHLD2Kk0JxM8un9H9//bWxpZVlfNt6afzticXPZ3tKMIgeU4PHVwNyvqagD44xkXMiY7j6+ueJGltQeZV1zO6cXl/GT9ci+w0YXCQIjfnn7ee1dN/W2G22pi/mEP7s5e75Uu8H16NMqoyIBkXJoustXErekqdzZdrBdq0/rZjZtHoU09emm2NF3sV+qw/tkj6qbOyQfbxVnlVagYHxuB+fcDMADh9v/PxAHtyqTlYj5chbM4s8WlfmEp2vvLEKrwyHh7DNnSBkkTUZBzQkjc0SDjSWR7DGfLbrBsz1IsJ5oxwyodB9kRR7gu6NqbJr9vab7JlOcjnkiCoSMiQUTovy8bLF33TQc1BjGIdxpHuET1Z27ixamnHnO8xO62JxPqaShiVjdRtXGpcW0OORYSGKoajFYNgn0qaZ2khaxpQy1U0aWFbpkYKQu/aRGwLIK2TdhyCPTRnnCAdk2l1dBoM3Q6/QYJv0Eq4KNRc9jqtDFv+GSKCgoJZEWIhINk+TxiPUio316c1BnxeDyO0ucirKoqbtcHatiwYRQXF/Piiy92E/H29nZWrlzJzTff/E5PdxCDOOlRFDL43pxhtKRsYpZDWFfJ8WlEfZkvBfnRSq4+/VfEzRZsxyRgZBHx56OqXjliwIgSMKLkRyu7HxMNwP+dPpJ208aRkoiukRc4ell4ts/g6jEVvG9oCY2JJM6H/fgWCdzFKXBBWeAjViypEgmKRwfIshTEEovUo/EeIuwD40MhnK0WWfUqHxlTSVA/cTcM2eFmJuEADmQnDL69cQk3jp/OZZVjURUF4XrWIeorFmK7hchVUC4O0P5FjY5YCqnC0th+Hti6mXbLUyPe1dbM9WOm8GTVrn4kHOCP29fzs7mLePzAThwpeXDPVr46dS7L6qqZkFvAT9cvZ3Xj4YzTfGDXZr49Yz6RrtL3y4eN5SsrXkwj4QD1iU7u3LiS756yoFtZdRCZIS0X+/nD6SQcwJKkfrUT/3cnIfL7k1AZs7GX1mM9XtOT5QhrGB8aiv1qA+72dkSugTL0OHptDQV1TgHKkCDWEzXIhhTq5GzMB/Z3j7Ffa0A/pxjr0f4iD8q0bIge5TubcHC3Dayt4mxuQz2zGBHUvJ7hnCjkvHtBHBH0I4J+lOL8Y49V1Tfci/12Q/h9PaXj/8UYJOGD+E+EchzpTUmiqx+8HUW9CEXxKmZ7E3BXSkYAlbZLqLMVn5kiYJqELIuwZRO1bMJH9CS6bjdxRfHItc+gPhwg6fOTCvix/D6c/TrK+CjG2ChGNEjYZ+BTVXQgu+sHYIjr8vCqJRRmu1w5abCS90TjpCbiF154IT/84Q+pqKhgwoQJrFu3jp/97GfccMMNgKeA+/nPf54f/OAHjBo1qtu+rLS0lEsuueTdnfwgBnGSInoU4p0JIX8OIf9xiiN1IcunkfUGzgGen3hZWKMs3JW9LgA5zvDEfjSBAWTjERh7o0nq4T4iSSkw7+vE94Uo9uIkwTGRExu1NY5RCmYL/mfC6RBQ+MWm17Fch89lzUT+b8zrfe+Cs9IkdI2PeyLbeLy2v8JzcTBMUNN5qWb/gOfa2FTHpZVjqO7sYFtrI5pQuLRyDCFNpz6Z2foNoC7RieU6XD58HOub6qju7MCWmYWiXqs9SFsqOUjEjwHZYWG/2pB5py1xdnWgZCDizu4OrH/1IcUxG/PevfhuHoWlKxgfrEDJOT6CpoQ0GJuFqAiB6Xr2YT4V2dFl+bK9HWVYCP3KCuzna5EtJvhVtLn5KBM8T/EBn6MmEGFtQKcpIjriWPK9gxjEIAbxHoR6jNJ0SXuXMroE9Uri5GHEW9ESCbLMJKNTFvmmRb5pE+yVyU4oCk1+gzafj5pwlL0+P7arI1sUjDlDMCIRfIave93j7/o5AnNHHFU10IuPXiGoKQrzSyp4umoPn5k4q5+w6yDeXpzURPyuu+7iW9/6Fp/61Keor6+ntLSUT3ziE3z729/uHvOVr3yFzs5ObrrpJlpbWznttNN45plnTooy4EEMYhBvDZkW826ni/XYAORSgrMmhShTPZG3t+zoeZS5RQSiWOkWdEvbV6gg6xxGjcnlouX/BODro+Yi/pRA9m3x1cFoEnx5/Gw+kjUR03B5qnUPf6/eii1dLhs2ljYzhelmTr9fNWICpxaW8erhKoqCYc6rGMmIaA7T8osJajpT84qo6hKM64uZBSUENZ3ycJRLKsfQaZsZxwG4yAFJ+iB6wZEDKpajiYxCPrLDwnp8APsBW+Ic6MR343DEGwxuAShBDYKesKa2sAjrn1U9h376MMrQENr7S1EqQ8j6JM7rTZhdmXtCmc+nBDW095Vi/iqz5Zd+TvFJ48c+iEEMYhAnAyQuCbeJguQ6cuLFGMkxFCabKUnVonfdF1o1leZgkNbsXOqCIdxABC0YRg9GcTWjO0Cqd/24e2NIkcLILzjm+UWBirvbhtOPPdd5xeU8WbWLZw/u4QMjxr/5Jz2IY+KkJuKRSISf//zn/PznPx9wjBCC733ve3zve9975yY2iEEM4l2BdGWXp+8AA/wCUamhjtRxa11EUCKyFMQA2Wu3ycHdbeNsMRFFKtoMA5GrDji+N5RsFd/HIyR/3p4uIhcWGNeGMf8eo7q8xyd8olGAe6APmTbA96kI9sspnG+2kycBBa4/dQynn1PO4s4qOi2LzYl6puUVs64pXU372lGTcKTLza8+1b3t3/t3MC2vmB/MWohf07h29CSePribMVl5jMnOo9O2WFp7EFdKLhw6mrhlsa+9lYpQlMJQmN9tXZvx+VaEo/3U2wfRH1IVaB8ox93c5qmSH9HSOacYdXQEpyqO9UQ1yuQclFwDEdaRtvRUygc65sE4ZBA6fCMQQqCemodsTGEvqeuel3ugE6UiiNNmYj95qOcBAyivH4FaGUJdUIDzcnr2X3tfyYC95YMYxP9n76zj7KjOP/ycsSu7d9032Y1tNu5CAgkhSHDXUrxQoDgUh0LbH1RwaCktLVZKgOLFIWjc3W3j635l5Pz+uMnu3uzdjSvzfD602TkzZ85cm/me9z3f18Xlp4SFQ4NtklUboltdkC4NDj57EDaw0S9YlBTgPX8CIjGFAam5JHmafztbLg5qcwo8aCMSd07KKZ1V7O8jOOsslI7tH5NkeOiZmsEX61e5Qnwfc1ALcRcXFxeIrsd2NtuYE0IQkmhHexHHQvi1BmjcKhgSBJ5rA5ifBzFfidYlRwfteC/6Sf4m1/NtOFssQo/UIquab3Hm2414bg6g9jFiy6i1RUDguSIRWRsdn5KlIlIVIuMboJeGL1WnZ2oGi6vK4zpg6yf7ML8M4SxsUTfXAXWyRQ8SqD4hm7vmTiDN4+X+QaNYMLUUc2uqmlfV6JuWxV1Tv27V7+yKzXyxbiUXFfUh3x/g9bFn8fXG1cwq20SS4eE3g0fTOZCC6Tg8t2gGy6oryE8I8POivozOLeD7TSUx/Qngjv4jyPD+dASWDNrIOhPZaCG8KiKgI9qIEAM4NRGcpbVYE7YgIw5q72T0Y3OIvLEGbWQmsiZC+C8tlh58tBF1WBr6eYUIXaDk+HDWNsTtW+mauFPlaeJeh+0gKyPYMytxVjcgOvrx3t8Ha2EVlEdQeqfgrK6PEeEiRQd/+48HIqCjn9ER/ehs7MU1oAjUnsmQrCN2cKyLi4vL4YyFQ2M4SN/yMP1rHLwObPHXMy8nRHXaOD5LSGQ2FgWKztmeZDqpuzfJLYMWSvbOmdEq+Sp2qsD8Kohx2Y7vKf3Sshm/ciENZsSdhN+HuHdLFxeXgxpZ5xB5txHr61DTNntmBNFBxXNNIuGn60CCcbYf860GnHUtos4mWJ+EoqWbTvc3iWunwSH8ckOMCI82QPi5Onx/SEVk7jgCKZIU7A0RrO9DiDQFe2Yk6uKeo7LhqAg3T/mc+weP4l9L5rDSriIvLwO5sXl8Shcd8/1g3L6dKSZdT0hBQZDpSyDF4+HlMWfwwuKZTC/dyPEdOjNp87q4xwK8tWoR4zp2JWRbXPfDJ1SEm8/z9YY1XNa9H2Hb4r3V0RrLC6vKmLBhNf8ccxo9UzJ4Z/USKkNBeqdmcEPfYXRNStnh63G44NREMN9dhz21omkCRSkKYFzRBSW99Xo5pyZC5OVVOIuaDcysDUHsqRUYV3ZF1ppRE7btsKdVog5IRRucjn5mB8JPL209GI+CugOX9HavZW0j4SeWgLn1sz6nCuvTjRjXFeEk6EReXNncthX9gkJEcvsGi7B1HXqChpL/05mgcXFxcdkR6aU1nFdmE1EFC/N1ZqV/TNCXgaPdwleWiSltzjWSONJIQOzuEjopodFGJO2clBNCoA0xsL4MY00Kox/V/hLezkkpOFKyvKaSARk5uzdGlx3iWlK6uLgc1Dhb7BgRvg253sZeaqH20UEHka7EivAWWJ8FkTVRsSHrHWSVExuFbokJzrrmkk7SltEU9o0WTpmNNJtD20qCgna8F+OmAE6+guisUn+1xpJfNPKrRZ9Ta0Z4eMb3XNa9P39fP4e6ixXYpu9VINhO+q+EbPx8cOIFPHvkifRJy6YoJY2HhxzN28efy429h1Fjtp3OXG9GMB2bvy6cESPCt/HKsnkMy+6A2sKUy5KS6374lP7p2fyi50D+MuokzuhUzO9mfM/3m0qoN9teQ344IC0HpyyEXNeIOiAV48quKJ2i5auc5XWE/7YcWdv6cyM3BmNEeNP2GhOnKow9s6LNc1pfbMYuC0Giiv6zQvA2TwCJDA+e23og4oj/ncGpjhD5x4pWQhtLEnl5FWq+H/2k3GgEXIDo6MdzczFqzyS3PI2Li4vL7iDTGVdqsyQ3wPvDMvgu/yMafD42KdfxgRkmR9G4OyGLo4zE3RfhAKGoCWe7FS62Q8lUUfvq2D+EsZe38Qy0lW0ZcFuC8TO1XPYObkTcxcXloEVKifVtaxG+DXtyGM9dSRgK2Kvj10MGoi7lIYlTbRN5rQFtePvCRjbKrTWdJbLawfw+iD0pAgK0MV70U30oqVHBpCQobKaeJ3tMxaNoLKouY/2C5tJVDZZJgxWhzozwaOUU7rrvCFImCOQKC5J24LzuU8j2x9YxTtCNpjSx4zt04duNa+Mee0RWPooQfLNxTZv9zy3fTM+UDBZUNa/zbbRMqiMh/jxnEr/oOZBvNqxlfWMdv535A12SUumVumNTmEMRp9HCnlWJ+WZJ1GUcIEHDuLgT1swKnJlVyJJGZE0E0eLBRzoS68c2XNIBuTmEbGirzh3IBgtnZiXme+tReiZhXNY52r9HRSRpKMl7kBJYZyEr25g8qbOQNSb2ghq0k/MQCRqyNIwTtFB97qOBi4uLy+7hYVGeh9ld06m23kZisUz8kkU2nGgkcoIRQNkLRrKyISqkd/UeofTRcKoczA8aET9LQMmL/3uvb61ZbrZhFOuyd3Aj4vsJWzrMLCvh8/WLmVlWgu26Dx+0jBkzhltuueVAD+Mni5QSp8qORp/rHWSo7aixjEiEV4AhEKnt/JypgCGwJoejUehkgUhve3+lQCP8WgPB+6oIPVaLcATeW5MQSQrWlyEiL9fj1Ee/w1WhIHWmyXebSvhiwyrWx6n1XRMJk+nzgwY16SbvHbmGLy7ewkp/DXSKnwKv9NFRk9tPj++Xlk3HhNb1mT2KylU9ByKlxJZtv36m46DEiXw6EgxFpTglg2U1zdHc15bNI2S1M+FxCCM3NGK+tqZZhAM0WEReXIk+Lg/t6OgEhFMVR9i289FzNjai9klus10pCuCsi1YBcBbXEnlhBeEnliA8yp6JcKLrw9vFljir6zH/s5bIP1ZifrB+zyI0Li4uLi6UptgEnTmE5UpWi0tY6gS43JvKiUbSXhHhALLeAo+C8O6alBNCoI00IFkh8mYDTml8oV1vRYV+ku6WL9uXuEJ8PzBh4zJO//wFrp34JvfP+B/XTnyT0z9/gQkb45d+cYklEjm802FdmnFqHayvQ4R+U0Pw9irCT9ahDWtbjKiDdOzVFsH7qpEVDiIt/k+aeqQHVImSoSKyVJyVFsZFCfH3HW5gzw1jfxcGVaD2jbpaR95pxLgsEQB7tomscdjcWM8tk75gZU0lqZ6211sNzMjhom596JCYREU4yFNLp/PIykncsPBzSq+QKIWxglsUqWhX+FES2v+JFsCdA0ZyRmF3vKqGguDI7A784+hT8SoqPk1nWGZem8cPyMhmWU1lzDavquHTNO4fPIrXls2LaVtXX0fIPvyEuNNoxV3DHW2U2D+WIoqTUPulIFJiP49CEWhHZbXZt5LtQx2SDoE4UQePgjY0HXt2Vex2W2JPazudfWcRAR08bXyGdAGqiDURVAVKobve28XFxWW3UTaSGKqizv6WGkawWHbnGl8aA7SdM1XbaeotxG5O1gpNoB/tAb8g8p96nLLWYnxDQ3S5VWEgZU9G6bIDXCG+j5mwcRl3TfuA0lB9zPbSUD13Tftgn4nxMWPGcMMNN3DDDTeQnJxMRkYGDzzwAHJrdKyqqopLL72U1NRU/H4/J510EsuXNzv6vvzyy6SkpPC///2P4uJi/H4/5557Lo2Njbzyyit06tSJ1NRUbrrpJmy7+QscDoe54447yM/PJyEhgeHDh/Ptt9/GjO0f//gHHTt2xO/3c9ZZZ/HEE0+QkpLS1P7QQw8xYMAAXnzxRTp37txUE/6zzz7jqKOOIiUlhfT0dE499VRWrlzZdNyaNWsQQvDuu+9yzDHH4Pf76d+/P5MnT27ap6Kigosuuoj8/Hz8fj99+/bljTfeaGq//PLL+e6773j66acRQiCEYM2aNQAsWLCAk046icTERLKzs7nkkksoLy/f4/fKJYoMOZgfNxJ5tQFZHY3kOSssZIRWQhUAn0Af6yPyfB00Ssx3GzGuTERkxv6sqf11jDP9RN5uJPxsHdaEEOb4Ruy5ETw3B1A6a9H1sSkK+rl+9LFezHeD6Of68VyRCJoAi6hTuxeUvlFBZZfZPDZnMoury/lgzTJ+XtQ37nUNTM8mxfDy25nf89bKRTER5ZpImGsWfsI3F5RRda9K7U0q/C6RL87czExnyw5fs/lVpfxnxXxOLizi4SFH83/DjqEwkMLvZ/3AwqpyFlaXcVPfYXjU1q/f2LxOrK6tbiWsb+k7DK+q8vry+cwujy2X1js1A7+28+vRDhkiDnJL20sgnNIwcnkd6tFZ0fXU26Hk+lD6tzZUE2kG2jHZKBkevHf2Qh2UGr3rClB6J+H5ZTci762LWyrMWd8YLde3B4hkHf28grht2gm52FNa/H4JmtPiXVxcXFx2D2UTvuAqHGAaJ3OJN5VitX1jtN1BNtpx70c7i/AI9GO84BVEXq9vFRlfUFlGhtdHQWLrrDuXvYe7EGwfYkuHx+e1Li3UkifmT+Do3G6oYu/PibzyyitcddVVTJs2jRkzZnDNNddQUFDA1VdfzeWXX87y5cv58MMPSUpK4q677uLkk09m0aJF6Hr0i93Y2MgzzzzD+PHjqaur4+yzz+ass84iJSWFTz75hFWrVnHOOedw5JFHcsEFFwBwww03sGjRIsaPH09eXh7vvfceJ554IvPnz6eoqIiJEydy7bXX8sc//pHTTz+dr776igceeKDV2FesWME777zDu+++i7pVRDQ0NHDbbbfRr18/6uvrefDBBznrrLOYM2cOitL8+t1333089thjFBUVcd9993HRRRexYsUKNE0jFAoxePBg7rrrLpKSkvj444+55JJL6Nq1K8OGDePpp59m2bJl9OnTp6k2fWZmJtXV1YwdO5Zf/OIXPPnkkwSDQe666y7OP/98JkyYsNffu58iTpWD9XlrMRR5rQHPLxNxNthYE0LIsEQdZGCc5CP0fB1s9RuR5Q6Rf9djXJqI8IAMSkSGipKqYC8zo2u8W2D9EMZeZOK5NhBNga9xkGq0JJp+th9nvY3538am/e0ZEZROKsYliYTm1yATYPKa9UC0XNjAjBxu6Tuc15bPoyIUxFBUTi0s4soeA/CpGsfld+arDatbieKaSJiHlv2AADyqxiMdxvLI8klcbwzhiOwOAAQtE9NxSNB01Baf9alb1nNhtz786odPsbZb7vLgjG95YuQJVIYbeX3sWby2fB5Ttmwg2fDy86I+DMrMpSYcYkVtFcuqKyhITOKKHgNI1j2c/9U7rVLaVSG4sFsfjDii/pDHoyByfcjq+OY1So4XpyyMqgqUpNYRCJGkY1xciHNkBtbXmyHioA5LRx2QipIWTetTsrwYl3VBnrt14kODyEurkSWNrfqDaMr67pYsaxqXpqAOTkPJ8GC+vx5ncxCR6UU/PgeR48UxFHAkIsODdmQmIsODMA7D99fFxcVlP2ELSWpjLSsZxVF69t6PhAPYDjRaO1Xdoj2ER0SDDxNCRF6vx/hZIkq2iunYzCjbyCmFRa5x5z7GFeL7kDnl61tFwrdnS7COOeXrGZwZP2qxJ3Ts2JEnn3wSIQTFxcXMnz+fJ598kjFjxvDhhx8yceJERo4cCcDrr79Ox44def/99znvvPMAME2T559/nq5duwJw7rnn8tprr7FlyxYSExPp1asXxxxzDN988w0XXHABJSUlvPTSS5SUlJCXF02HveOOO/jss8946aWXeOSRR3j22Wc56aSTuOOOOwDo3r07kyZN4n//+1/M2CORCK+++iqZmc3GUOecc07MPv/617/IzMxk0aJF9OnTp2n7HXfcwSmnnALAww8/TO/evVmxYgU9evQgPz+/6dwAN954I59//jlvvfUWw4YNIzk5GcMw8Pv95OQ0l2t47rnnGDhwII888kjM+Tt27MiyZcvo3r37br5LLk6Dg7PUBBuIt6Q1KAk/VYf30WS0UR6QIBIEzjobWdJiBtcnMH6WiDUpjD0rDIpAJAj0CxKQlfHXQMkKh8h7jSj5KtaXIfRTfIhUBSVDxXy7tUBy1tjYC02UwTqRZNlU0xvgX0vn0C8ti+t6DSFB0ykMJJNkeNCEIGB4uLXfcJIND/MqtnBkTkcmbld6TBJNYUdK0r0+ugRSqA6HWFVbxevL51MeDnJEVgdOKywiLyGAIgRDM/P5av2qViIcwJaST0pWkGx4uKx7P+7oN4I6M4KmKKRsTaPP8iXwwKCjaLQsvKqGX9cJ2xbPHHkiv535fZNbaq4/kQcHjyI/IdD+m3mIovg09NPyCS9u7XyOKlD7pWA9twzG5bbdR7KB0t9ALU5C2hLhV1s9wAivimjhiq6flBf/nF4FtX/K7l5O7Lj8GvRMRuT6cLYEkcvrMT/cgCwPoxQmIHK8qEPT3BJkLi4uLnuBoG6SEfRRJ0dxkmcf3TMbtz7T7IUMpiYx/k2IyH/qMS5OZKK1jgbT5JzOPfe4f5f2cYX4PqQ8vHOW/zu7365yxBFHxDwIjhgxgscff5xFixahaRrDhw9vaktPT6e4uJjFixc3bfP7/U0iHCA7O5tOnTqRmJgYs620tBSA+fPnY9t2K1EaDodJT08HYOnSpZx11lkx7cOGDWslxAsLC2NEOMDy5ct58MEHmTp1KuXl5ThbRVBJSUmMEO/Xr1/Tv3Nzow/OpaWl9OjRA9u2eeSRR3jrrbfYsGEDkUiEcDiM39/+Q+jcuXP55ptvYq59GytXrnSF+G4iHYk9M0LkxXo8t+zghiUFSkpUxDibLWRDrPg0LvBjvtOAs3ab6JbIoCTylzqMKxNQCtUWbS0ISoQn+j2x5kQwLkuIWy5tG9YPITy/TqIxMYyCwGmxyHZeZSnzKqPfh2eOHMfPvn6PLoEUbuw7jH5pWdzSdzgV4SC2lOhC4btNa5uOPjKnI2d37sHryxfwwKBRdEtK5Y0VC3hp6dym/hdXlfPWyoX8c8xpdElKpTglndeWx67jbsmKmkou7taHsG3j8Wl4tNY/+V5Nx9si3dyjagzNyuNfY06jOhJGAMmGN2o2dxij5PkwruhCZPxaCDY/5BjnFWB+uRlUBZG2Y9Ma4VV32opHKfBjXNmFyJsl0BCNlIscL8ZVXXfqXLtE2CHy5NKYNeHO2gZY24CzrA7P3b1QUvbMHM7FxcXlp06DZpFnK5wn/ej7aAWwbIzeL+JlaO0O29LUzQkhqt+s5tMhKzixY1cKA20bjbrsHVwhvg/J8MQ3g9rd/fY321LUtyGEiLttmyCur69HVVVmzpzZlE6+jXgCtj0SElq/JqeddhqFhYX84x//IC8vD8dx6NOnTyszt5Zj3DYRsW2Mf/7zn3n66ad56qmn6Nu3LwkJCdxyyy07NISrr6/ntNNO449//GOrtm1i32XXkVUOkfHRiShZLxFpCrKydXRX5KmIQPSG5lTbhJ6qQzvK0yyufQLhV+ILbcD8MIh+io/IK60nvdTeOnaphTrcwDjDDwEB7X0cIhJnjUWgQvC/YefzSMkkppZuiImOj8ju0LS+elVdNbdO+oLfDjmaEzp2JW9rVPmBIaO4pnEQa+tqMFSVOeWbuXfaBMK2zZLqcl465nRebiHCt9FgmTw2ZzJ/POJYUj1e8hICLKmOb+yV609EFSKuM/qOyPQlkOk7OH+b9gXCp6EOTcPT0R9dLy6AoI35xSbkukaMG7uDlFgLq8GSKLk+RJKG8O7+bVT4NNQh6XiLAlBvRf0IErW99nDVEmdjY6wxWwtkVQQaLXCFuIuLi8se0WhEkEEY2LCF6qSO++QcstEGr4rQ917a+LbI+AeLl2GGHK7vNHiv9e3SNq4Q34cMyOhAljex3fT0bF+AARkd9sn5p06dGvP3lClTKCoqolevXliWxdSpU5tS0ysqKli6dCm9evXa7fMNHDgQ27YpLS1l1KhRcfcpLi5m+vTpMdu2/zse28b3j3/8o6nvH3/8cZfHOHHiRM444wx+/vOfA1GBvmzZspjrNgwjxoAOYNCgQbzzzjt06tQJLU5U0WX3kA0S6qPqwPw4iHFpAuG/1UPLkmWJAs8NAZTkqBCXNQ5yo435WRDPLwNEXqrfmqretpu3LHcQyXFmpgMC7WgvmgHCJ5rKgKgjDezZ8dW42tfAnm1iTw7j+1jwpzvGUJ0dol6zKA83kpDiQTMUJm5eT64/kU2N0e//0/OnMTAjt6kuuC5U/rN8Af8rWd7qHA2WySdrlzM0K49ppRtbtc8o30SNGaZDQhKXFPVlwoY1ccd6SkERj87+ke7J6fx+2DGkeffBWrXDCKEqKFkepCIwv96Ms6YBJduLdmUX5PpGQg/PB3PrZ1OAfmo+2phsROIeiHFVRKPfezsCvj36DiIze7Ae3Wm0ohMJpgM+FZFi7PH6dhcXF5dDEVtIqrwBAjVrqM4dsm9O0mjvE2PNmdYWpqWV8uuFAwkst5B3S4Tq/pbvS1zX9H2IKhRu73dsu/vc1nfsPjFqg2jK9m233cbSpUt54403ePbZZ7n55pspKirijDPO4Oqrr+bHH39k7ty5/PznPyc/P58zzjhjt8/XvXt3Lr74Yi699FLeffddVq9ezbRp03j00Uf5+OOPgeia7E8++YQnnniC5cuX88ILL/Dpp5/u0AwiNTWV9PR0/v73v7NixQomTJjAbbfdtstjLCoq4ssvv2TSpEksXryYX/7yl2zZEutO3alTJ6ZOncqaNWuaUuB/9atfUVlZyUUXXcT06dNZuXIln3/+OVdccUUr0e6y84gW9xG5ycZ8rxHPtYkYP0tAO9aLcW0ivt+moHZoIXTqtgqhWknkxXr0s/3oZ/gR2e2YTOkgshTUoUa0prgK6pEGvgdTULJVlFQ1phanWqQjOsTpzy/QRniwp4ejf9dLrHeDBCYr5Lyn0b88g7z/6XgqFRZXlXFdr8Gc2akYgIpwkHoz3NRVgxVhTsXm1ufYypyKLXQJtHbibn7Bov9XGEjh3oFHYSgt1h4rCtf1Gszsis3UmhFmlG+iNLhzS2CClklpsIGyYAOW89P7bAtdRcn1YVxYiOeWYozLuiAkRP61qlmEA0gwP9qAvaZ9H5CDBSXHFy1ZFgfR0Y9I2L3JBKc8TOTFlYQenEfotwsI/d9CrIllOPXxje9cXFxcDmcE0JDQgUDVCpB7VvmiLWTIQsQribkHlERqeb1yESckdeKMYcU4yy3MD4N79RwurXGF+D5mbF53/jjsDLK8sanZ2b4Afxx2BmPz9t3a4ksvvZRgMMiwYcP41a9+xc0338w111wDwEsvvcTgwYM59dRTGTFiBFJKPvnkk1ap57vKSy+9xKWXXsrtt99OcXExZ555JtOnT6egIGpGd+SRR/K3v/2NJ554gv79+/PZZ59x6623NpUoawtFURg/fjwzZ86kT58+3Hrrrfz5z3/e5fHdf//9DBo0iHHjxjFmzBhycnI488wzY/a54447UFWVXr16kZmZ2RieAf4AAQAASURBVGQ+N3HiRGzb5oQTTqBv377ccsstpKSkxDi2u+wcTpWNs8kCAdo5PtiaEeustQk/VYc5IYRTYaP21FEythPEqc2vt6xyiPy9nvA/66NlyNr4+GrDPZifhRB+geeXATzXB9CO94EWHYvcrnyUkqbivSMJ/Ww/IlWBRIE20oP3VwHC/2mAFsF3e76JWqxjz4ogKxyMtZD+mMOvsgfzu1k/UJySTu/UqN+BvlUsS0eSVK/zl07jeKv3mfym+yhyfLG/EZneBGpbCPeWDEzPIcmIvmiJusFJBV3597Fn8uDgUTwweBSPDh/L4upy3lq5qOmYBVWl8V+cbdchHdbWVfPIrB8574v/cvHX7/P3xbPZ0rhvPCwOdoSmoCTqoIL57ZY207qtjzfiNBz8tdVFso5xRRdaLWD3qhiXd4nWHN9FnOoI4aeW4CysaX596i3Mf6/BnlftinEXF5efJkkdMcI1eBrbv+/uNkFntydP41FqNvJ86Wy6elK4J3cEaoGOeoSB+VFj3BrjLnsPIeU+mq45hKitrSU5OZmamhqSkmLr5YVCIVavXh1Tz3p3sKXDnPL1lIcbyPAkMCCjwz6LhEO0jviAAQN46qmn9tk59hZXX301S5Ys4YcffjjQQ9nr7K3Pz+GC0+jgLDaJvN6ALHeikemhBtpoL+G/1jWlqaOD99dJKEV6q7QoWecQer4OZ0HsQ77+iwQUr0L4heaSZgBKFw3j8gTCL9QhNzio/XS0Y32YnwWjbu0JAv14H9rRHpTUWNEvbYmsdXBKbexvwljTwzF9b8NzY4Dws3WILAX9OB+R/zRgHa3xdO+5TKncyHW9B/PxmuX8acRxJFo6zrwI4dcamqL7ooNKzWUKv143gWW1lQD88+hT+W5jCa8un4dHVcnaKszDts0/x5xGUXJazBg21Neypr6GsG1hKCqzyjfz1spFRLZGtf8wfCxj8zu3+d6U1Ndw2YQPaLBiL7BLIIVnjjqRrJ/QevGWyLBN+K/LcZbEcTcHRIqO557eh4TRmYzYyPJwNGK9JYxaHEAdmIZI271UcntxDeGnlsZtE2kG+sWdULokRp3bXVxcXA5jtmmJyb8ZTaDrnXRe+BqbC4+ltHDM3j2R5WD/WIZ6RAZqwZ6bqJaaDTxTOouAavB84QmkbS23Jk1J+K/1aCM9eC7dNZ8nl53HvTvuJ1Sh7JMSZYcijz32GMcffzwJCQl8+umnvPLKK/z1r3890MNy2Q84y0zCT9c1b7DBnhLBKbHx3pOM9V0IJU9F7WMg0pS4a5NEQMHzi0Qi4xuwp0aikTgtug6coRqeGwLIWomsd1ByVGSNQ/jlevTjfcgwKNkK4Wdqo+XSAOok5ruN2AsjeH4VaHJmh63rd1NVZJ3EmhQ/Oq3000GA54atru8JAnTQZtmMPqKA/21cQZJucO/go0gyPNgrI4T/GpvOLNfbJD3p8NCvR/HzuR9yQ58hVIVDdExM4qWt7uWra6vJ9SdSlJxGrj/2prixoY7fzvyB2VtT3QUwKreA3w8bw33TvkEg6JGS0eb7ErIsXl4yt5UIh6jZ3ILK0nZF/OGME7JRCvxtC/HCBITn0Ki9LQwVkedHP7cAbInQWk8GO9vceHdCPDur207Ll5URCDtQa4IrxF1cXH5CSEWjIdCRlLIFe1+Ih7caw/r2/L6zNlzD38rmkKJ5ea7g+CYRDiB0gdpHx54eRl6S4NYT30e4d0eX/c60adP405/+RF1dHV26dOGZZ57hF7/4xYEelss+xqmxifyndW1uALnRRlbYGBck7JQLqJKm4rkiEXmORIYkwi8QyQIUgWPYODUm9qQwZpnTZPwWWdWA59YA5kfBZhHecnxLLWSpAymtb24iTUEd5cGeulWMb/VxU4o0jHP8mP9txF5gRiP8ww289yRjTghiyuiJOiYmU5CYjFPvEIlTnxyARknOCi9vHn8276xawguLZvHo8LH8ae5kFleVN+2WbHh49sgT6Z6SjiIEVeEg90/7hgVVZc2vJ/D9phI0oXBO556MyO5AhrftmfNaM8wPm0vabP+0ZCVH5xai/sSWYUjLwfpsE1qfZKzvSpsfgLax1bBN7IUHov2JECLq0N4CpzqCs7Q2ep0S1CMzUHunoKS2HekXme1k+XgVsBycTcHo+nQXFxeXnxD1KV3IXfs1RmM5EX/bE+G7TCR6HxLePbvvzGzYzL8rF9LNk8pjHceSqrX+PVfyVOxpEWiU0SCDy17HFeKHKd9+++2BHkKbvPXWWwd6CC4HgjDIzW2vNbIXmigFGiJtxzcXGXSQTtSAbfvSXEIVmP9pjHVe34YFzoq21/PacyOo3VuvlRUegXGaD2eYAUHAL3A2Wqi9DEK/rW4ud2aBPTGCs9jCc1OAYjWdY3ILSfdsFSIRiVPS9vm1ZQ4Le5QxfuVCzupczP/WLo8R4QA1kTA3TvyM18aeSY4/kcpQKEaEt+TbjWt5dewZBHQDQ237dVUQ+FSdGuJH/RN1/Sc5Gy5rTewfypCr6jGu6or5/nrkxqh5jUgz0C8oQMk+NJacyDoTWW9FH+ISNESyjtC3lQSMEPnbcpzVzX4Azqp6rHwfnhuL2xTjSudEMJSmB8OWaCMysWdUoh2bvW8uyMXFxeUgpjGpAFs1SNs8i81dTthr/UprqxD37N7EeMSxea96Od/Xr+OEpE7ckzsCr9KGHNz20/7Tu/3vN1wh7uLisn9QAa+IL5ABkaxgLzFRRsYXjFJKZJWDs8bC/CIEEYk2woM6yEBJbz5G1jltngObqKFbWx5Sia3vNjLoYM2MEHmpvvk4HYwbA5ifBqMi3ADtWB9qDz3qrK0LnGqHzG8UHvrZKDYE6/FrOqoqEBkqcmP8CQk7XzB5y3ogWov8nqkT4u5XEwlTUl9Djj+RilAbEXbAQbKuvpauye24rwNpXh/nde3Jswumk2x4OL5DFzK8fjY01PLV+tWc06XnbtUiP+SxJZgOzpoGzDfXoh2TjcjwRB9OGi1krXVIpKU7W4JE/rkKZ+1Woa0LtHF56GOyEAEdZ1ldjAjfhtwQxJ5bhTg6K+5EjEg18NxcTPi5ZRBs/kwrvZNRuiUSmVyGfmHhPrsuFxcXl4MVqWjUp3QlffMMNnc6FpS9dK8wZVQY76gkZRzWhmt4rXIh5VaQO7KHcXZq93Yn2Z21FiJTQfh/Wtlw+xNXiLu4uOwXRJKCdowH69NQ60YVlA4a9uIIjGzd7JTZOBU21sdB7LnNKjqywkJ8GsR7b3Kzu3o7NS+t2RG0Iz1Y38aP/GoDjCbBL+tlVHDpYH0bihXvJrDFwVlkggc81ydhTQgS/iwYzQsXoA4zME7xEfowyIpjK/FoGh2TkzHO9EeN6eK8BuYQlWVLKgCwpcRux0uzLBgV4O3VBlcQJBkGiVr7RmKKEIzr2BVHOnRISObDtcuYUbaRzoFUnhh5Arm+QLvHH64Ij4rI9SI3hZAVEcz/rotp99ze4wCNbOdxqiKEn1yKrIo0bzQl1v82IBI11OHpWN+37exr/VCGOjgNEdCRjkRWR5AVEWSDiZLjQ+R48d7dC2dtA7LeQsn04JQ0EnllNZ7rihDJe7/WrYuLi8uhQE16T5IrFpNcvoiarL57pU9pO6Aq7MrceMix+LhmJd/UldDNk8qfOx1DV2/7E/ROuY29wEQ/e88N4VzaxhXiLi4u+wWhR93JnZUWzrIW6dk6eK5MxPw8iH5ia1HpbLIIPlWL53R/jAjfhix3MCeEMM7xR83VAgKRoUTN2wQovXSUFAWnzMZeGsF3ezL2Ugu5KTYqbVyWAAEFe6lJ5Pl6ZNXWnKxEgXGOHydLxfqxWcDLsAS/QB/jjzqwL24xNknUSA7QklWKtXQ+K1nJ1b0GofbW0U71YX0cbC755BM0/ELjv5ULGZPfidVL52LaNsmGh5pI/EmDrknRm2i610fP1IxWKewAR+cVkuNLJMO34xtpsuEhYHi5Z1pzFH5NXQ3fbVzLEyOPZ4S3w08uPV0k6RjnFxJ+urUzuOjgQxwCaenOpmCsCG+B+fEG1P4pO+hBIkS0goCztiEa/W5Rrk0dkoZ+fgFKUQBnbQPWnCqUHB/eB/ogUo24hnAuLi4uPwUivnQaE3LJWv/DXhPiODKaYbhTu0pmNG7mg+rlBB2L6zIHclF6L7QdVG2SjQ7mu0FElop+guvxsS9xhbiLi8t+Q8lQMS5NRG6xcdbbiESBSFcwPw8hK2yUjrF3F6fRIfJ6A2qBhjUnvpgAsH8IIY/3IlJVlFQVzw0BzA8a0cb6sBdEkGUOancd45IEIl83YpzuQ5pEy5clCrRRXpRMBVntEP5jbayZW70k8koDnpsCWLMj0BBVz/b0MNooD0qehvle/PRwe1oEzy1JBM0GltRUYDkOWkDBON2HfrQXe4uFpUlW6tU8u34ys6u28OcjjqNLIIX/lSzngq69+fviWa367ZeW1VROzJGSG3oP4W+LZjG/sjmyeWROR04u6MaS6go6BpJ3+N5UhII8MXdKq+0Okt/P+pF/Hn0quQk/vci40jkBz03dibxZgtwSAk2gjshAPzkPJfkQKFm2vu2lC9RZ4IB6VCbO8jhZGoA2MhMSNGRFtGb49oZ19oxKRK4P/aRctIFpaAPT4vbj4uLi8lOkOqsveau/IKF6DQ0pnfa8QwfYiXKTy0KVvF+9nLWRWo5O7MjN2UPINXZchsypdDD/24g0Jb67kxGen9YE/P7GFeIuLi77DSklwg9SB3ulidxgI6sc1EEGniuSULY3aquX2PNN1GFGs2lIvH63N7PuqKId6yP8ZLOotmeB+UUQz3UBIm82gAlKoYZ+vBe1QEPaEvObUFxHdYimp2sjPVhfRlPrnbU2+oUaBNtOH4+mqUum1m2kT2om2lbXceFVEF6oTgrzx7mTOLmgiJLGaHmsT0pWcPfAI1lQWUaS4eFXvYfw7+XzqYmE0YTCcfmd+VWfIU0p6RHb5u6pE/hZUR+uKO5P2LbxqCpzKrZw/7RvOKdLT47v2KXtMW5lc7C+qeb49pSHGtkcbCDZ48Wv/bRSjYVPQ+2dgucOP4QcUAUioCOMQyPS227U3qeCAmqPJKwCP7IkVrSLbC/qwFSEENir6lu7xm/F+noz2sgMRJpnbw7dxcXF5ZCnMVBA2JtG9tqvWZVy1d7ptB0hviZcw/9qVrI4VEFPbzp/KTiBQQk7Ns2UUuIsNDG/CCFSFHx3paBkH/weKIc6rhB3cXHZbzjrbGSZjflDGG2ggRitgA6yQWLNDqOOEKgty4dpoPTQcdZa6Kf5sae3iIrroA3zoBRqiAwFkdhCGNXK6Drs7XVlBCJvNKCf6ceeH0E/1d98o4lInNVtO5o7G230Xi1EqBJ1U8dof7bYSRW8u3AJz48+pVVbouEh25/I84tmckOfofg0jTSPjz/OmYQABmXm0sEf4O4BR0bT7BGsrKnCpzX/dGuKilfVeGFR68g5QPfknYtQih3YolaHQ1SEgvgTf1pCfBtKkgFJB3oUu47S0Q8JWkw6+Ta043Ki7umqguf67tgLq7G/L0M6Eu3IDNT+aShp0ai/LI3j7bCNRjtqbOfi4uLiEosQVGYPJHft1/hr1tKYvG8MLFeHa/i0dhULg+UUGkk8kj+aMYGCnVpS5lTYWF+FcVZZqCMMPJclugZt+wlXiB+mjBkzhgEDBvDUU08d6KG4uADROuLm+40onTScWREisyLo5/hRMhTsyWFkvUTWgjjGi0wEKiT29DBKBxV1rBeRoaD00nEWmSjdNPSz/Fg/hjE/CyISBDIsUfsYKMlKdH13Y3xhIEsdlI4q2tDE2PIfhkDpoOEsjS/GRbaKs3XduEhXMC5LwPysEbWLjtJJxVnTOpqs9Nf5IbSe/xs+lhx/65QwQ1U5v0svPl67nIdnfo8qBJcW9cOv6cyvLGVFbVWrY4Zk5nJRUe+mvzO8Pq7qMZA/zJnYat8ETWdARk7c69meHF8iXlUjZLe+/mxfAjWRMLPKNtEx8RBUoz9hRKqB57YeRJ5b1rxWXIA6MgNtdCZCjX4HlFQD5ags1IGpIEEkaDEPcKJTQtvnSDN2y8HXxcXF5adAQ3Jnwt408lZ9zooBV7NLTmvxcKLPN1JKloer+Lx2DUtCFRQYSTyUdxTHJRWi7mAdOESrzFiTwthzTESagueWANogN7Npf+IK8f2ELR3mlG+hPNRIhtfPgIzsnfqSuLgcLshaiZKlYs/eamJ2og9Z6RB+pzkd1lltYX0Twnt7EqEnapvWY1tfhlAH6xgX+nFWWogcNZp2vlVXyEqIvFCPOiw6k0vbge2tB4hWNTiFKtCO9WJNCDWbqLVAP8OHCChoo7zgSGS9xJ5mYi+y8FwbwHy7AWdtixJOxRpc4qNfIJtMX9siJj8hwEvHnM7LS+YyYeMappVt4MxOPWLWe7fkom59SNCb1yYLITgmv5ANDbX8Z8WCJqf1LJ+fPx9xHNn+ts/dEo+qcvfAkTw04/uY7ZpQuLHPMF5aOofTCot2qi+Xg4iQjUjW8Py6J7LBgqCNSDEgSUPxtX4EUBLiZzwo+X5EmoGsbO3VoJ/ZASXl4F8v7+Li4rI/kNiIlo5qQlCRO5S81Z+TVLmU2vQ9qLihgCMd5jaW8mXtGlZHaujmSeH3+aMZE+i4U9rCqXawp4ax55lgCPTz/OjH+xA7yPBz2fu4Qnw/8M2GNTw+bwqlweY6rVm+BG7vdwTH5Hc6cANzcdmfWBIpibp9qqD20gk/Udt6v0aJ+X4j2igP1mfN6bD2TBOlyEQkCMwPg00ivCX2tAjOqTYiTYmeJ96S54Sos3o8lMzojHD4hfrmiLoBxsWJKAUaytZUrcgXQZSMrTe7ekn4b3UYZ/lROqjIRonwCUhWULM0fLQvUIQQFCQmc+eAkfyy1yCEiCaJH5XdkR+3xJbLGpvXiV6pGa36SPX4uKrnQM7u3IPyUBCPqpLm9ZHp9e8wLS1kWVSEG1lfX0uuL5GnRo7j45LlbGyoo2tSKsd26MwbyxewsraKwZl57fZ1qCJtB2yJMA6f9XBOo4XcGMT8aAOyLITo4Ec/JQ+lMAHh3fXrVFINPLf2IPLaapxlW43d/GpUhPfZsRmgi4uLy08FKSMIEes23hjoSGNiHnkrP6E2tWi36opb0mG6r4JvijexuTxCP18mj3ccy4iEvB3e66WUyA021vRINPMvQaCf4Uc/wYvwuYHBA4X7yu9jvtmwhrumfh0jwgFKgw3cNfVrvtmwZp+d27IsbrjhBpKTk8nIyOCBBx5Abo2WvfbaawwZMoRAIEBOTg4/+9nPKC1tjsB9++23CCH4+uuvGTJkCH6/n5EjR7J0aXMZn5UrV3LGGWeQnZ1NYmIiQ4cO5auvvooZQ6dOnXjkkUe48sorCQQCFBQU8Pe//z1mn7vuuovu3bvj9/vp0qULDzzwAKbZukyVy6GNSFSwl0TQhnhQOqo4y9t+j+0FJmpR68ic9WMYJU+LLRW2/bGzTUSyaLP2pXFJAiIl/k+f8CiofQ18/5eC9zfJeB9IxveHVLSjPE0iHEDtoiFLHUR+9EaqH++LThB8EsT8NIg1J4JQaPq+7QxeTSPbn0iWL4FMXwL3DT6Kv406mVMKunFaYRF/H30Kdw4YSbo3/nX5NZ38xCT6Z2TTIzWDLF/CDm/MGxpqeWzuZC786l3umPwVX29Yg0/V0IVgYEYOdWaE2yd9yZTSDRyT14nsdiL7hyJOo4W9pp7Iq6sJ/3U55rdbcCril4s7lJCmjT2jgvCfF+MsqUVWRHDmVhN+dBH24lqks+vruaXtgEdBv6IL3of74n2gD94H+qAdldVmFN3FxcXlp4iUcZ5RhKA8dziexjIyNk7dpf5C0mKCtZ7fhqfzRtJautT5eaFwHC90OpGRifnt3utlRGLNiRB5uYHIa43IKgfjkgT8T6ZhnOF3RfgBxo2I70Ns6fD4vNblgFryxLwpjM4r2Cdp6q+88gpXXXUV06ZNY8aMGVxzzTUUFBRw9dVXY5omv/vd7yguLqa0tJTbbruNyy+/nE8++SSmj/vuu4/HH3+czMxMrr32Wq688komToyuRa2vr+fkk0/m//7v//B4PLz66qucdtppLF26lIKCgqY+Hn/8cX73u99x77338t///pfrrruOo48+muLiYgACgQAvv/wyeXl5zJ8/n6uvvppAIMCdd965118TlwOHSFHQR3qjJcs6aHHTv5uQxG9vlNHpQ4W2XdSNqKDWjvGidFQx323EKXVQOqgY5/oRBRpCbfumJTSBSFchve3ZapGpYH8YwbggAXtJBFnvEG5RwsxZZmF9H8Z3fxKiw+6JlHSvn3Svn0GZubt1/I7Y2FDHVd9+RGW4OevgrVWLqAoHubBbH15cMpt5FVvI8Sfws259OSa/kBTPwV83e2eRQQv7u1LM99c3bXMW12J+vBHvr3uiZB261yprLMy3SuI0QOT11XgLe++Sw7lTEcb6vhRrUjlIGa0dflwuiuuS7uLi4tIaGb/casSfQW1aMTlrvqQqqz+20f7kdr00+c7awA/2RsLYHK915KItHSmYEcEzKqvdY53NNvacCPYiEyKg9NMxLk5E7asjdqL8mcv+QchdCdkcptTW1pKcnExNTQ1JSbFGRKFQiNWrV9O5c2e83l17MJtZtonrfvhkh/s9P+pkBu/lh+0xY8ZQWlrKwoULm2bK7r77bj788EMWLVrUav8ZM2YwdOhQ6urqSExM5Ntvv+WYY47hq6++4thjjwXgk08+4ZRTTiEYDLb5WvTp04drr72WG264AYhGxEeNGsVrr70GRCOEOTk5PPzww1x77bVx+3jssccYP348M2bM2OPX4UCzJ5+fwxGn3sFZaiIdUJIVQr+vibuf0ktH7aRhfhKM2a6N9iC6aThzTeyZ8W903kdTUPOb5xhlnYM0JXgESsLem/ByKm3M74JoAzyEftPGdfTW8FznQ0k6uASLLR1eXTqP5xfNjNt+ZXF/Uj0+fJpO2LY4Nr9zU7m0wwVnU5DQQ/PjtqmDUjEu67JbKdwHA/bqeuy5VSg5PmSDhT21Amdtc1aW977eKAU7l93gVIYJP74EWb5dpkCSjvfuXijpbX+2ZZ0Z/S/kIBI1REBDxFmX7uLi4nKos01LTP7NaLydr0DT4j/XK1aQwiVvU53Zl3U9zom7T40MM8Faz0R7EwLB6XpnLtSLyFb8OGsbsKdW4LmpO2I7k0zZ6GAvsrDnRZBbHESKQBvtRTvai5J5aN7PDnfcO+I+pDzUuOOddmG/XeWII46ISVcZMWIEjz/+OLZtM2fOHB566CHmzp1LVVUVjhMNL5aUlNCrV6+mY/r169f079zc6I9KaWkpBQUF1NfX89BDD/Hxxx+zadMmLMsiGAxSUhIbiWnZhxCCnJycmDT4N998k2eeeYaVK1dSX1+PZVmtJkRcDg+URAVlsAenxkZaMmqO9vV2ZZG8Av0UH+Hn62K3e0A/xQcKyAINZ4WJrImdR9TP9LVKOxcBZQeFuXbzWtJUjFP9mNuPvwXOIgvqHZzwRtANRCAVoR74m2G9GeGbjWvabP9x83qOyunI4/OmcG6XniTqh1/qsb2ouu22OVXIc61DUojLkA2mg7O8DuurzYhkA210JtqoTCKvr9la237n+7PnV7cW4QC1JtakMvST85qc11vilIWI/GNl8wSAAHVoOvq5HVGSXWM3FxeXwxfZRkQcwNF8VOYMJmPDJCryhtKY1JxBWisjfGWtY6K9CR2FC/XunG90I0W0mPDcltFnymj5V0firLKw55k4KyyQoA400C72RqPf7WQAuhx4XCG+D8loYy3n7u63twiFQowbN45x48bx+uuvk5mZSUlJCePGjSMSif3x0Fs8gG8T9dtE+x133MGXX37JY489Rrdu3fD5fJx77rnt9rGtn219TJ48mYsvvpiHH36YcePGkZyczPjx43n88cf3+nW7HDwoyVGBo5zlRx1gYH4cRNY5qP109LE+pCpRB+rYkyLggNpPx7gwAZGlIlSBtCXeB1Kw50awZkUQSSK6TjtH3atR7x0hdGWHKfZO2Sas1+8EXyLqMWeiDT4GETiw5laqUPBrbYvrBE0nZFukebxcXNQHQz0MbxWRdt44BzjAyWLSdpD1Uft/EYi+V7IqgtwSQtaZURfzZL2pbRvOyjrCzy5r+lzK8jDmu+tRh6ahnZCLPa0CAjs3seIErej+bWDPqEQ/OhuSYr9zTk2E8HPLkJtbTFJJon35FIxzCxGGuy7RxcXl8KQ9IQ5Qk96TQOUyOix7n2WDfkWjkHxlreN7ewM6CpcYxZyndyMgWk9abhPWTqmFs8rEXmhCvUR0UDEuSEAb6UEkub+vhwqH4dPVwcOAjGyyfAmtjNpaku1LYEBG9j45/9SpsWYQU6ZMoaioiCVLllBRUcEf/vAHOnbsCLBbaeATJ07k8ssv56yzzgKia8bXrFmzS31MmjSJwsJC7rvvvqZta9eu3eWxuByaiCQFrb+BUqSBJRF+BaFFbzLKpYnIs2VUUCQIlBaGIkIVUVF+nBdttAdU0XTc/kbtrdGWdZxSrCLXz4v+EazH/uTfUF+DdsKFCOPApasn6gY/K+rDrPLNcdtPKuhKg2nyrzGnk5cQ2M+j2z8ovZOhxfpwAHVgKuqQNDAUsCUyZB+QqLhTEcb6oQx7WjkIgXZkJuqgVELPLoXy5gc8pXcSxqVdmkqHOdURIv9ZG3dyyJ5eiefG7qh9kne61JgQov364IaCVFoH2GVVJFaEtxzHxHLkCXmIjINruYaLi4vL3mMHpp9CoazDkXRY/gHV6z/nj1kpWEgu0Iu4yOhOUhwBDlHjNWejAmYG5hthSBBoIz1oo7woheoODVpdDj7cKZN9iCoUbu93RLv73NbviH1WT7ykpITbbruNpUuX8sYbb/Dss89y8803U1BQgGEYPPvss6xatYoPP/yQ3/3ud7vcf1FREe+++y5z5sxh7ty5/OxnP2uKdO9KHyUlJYwfP56VK1fyzDPP8N577+3yWFwObRS/gpKkxohp4VFQ0lWUDDVGhLdEiGg98AMlwgFEMmhj4og1A4zTwtgzP4rZbE/8FFlfvdfOL20bGWpE2jsqnh5Ln9Qsjs/v3Gr72PxOHJHdgQu79T5sRThEy3GpQ9Ka/tYvKkRkeoi8uprIX5YTemg+kddX41S1H9nY2zgVYcJ/Xoz16UZkRSQa0f5gPeG/Lsc4uyB234W1WF9uQppbf3eDdvw08m3715ooXRJ3eizCq6Id2/ZEsXZMNkpi6+i6rAiDIlAHpqKflo92fA4ideuDpSUhFK+uoIuLi8vhgXR2fN9Y5fMzMzWXYWsmcZqdypv+cfzS06eVCJdS4pRKrEk21js2zhIFhIVxsQf/M2l4LklE7aS5IvwQxY2I72OOye/EH4cf26qOeLYvgdv2cR3xSy+9lGAwyLBhw1BVlZtvvplrrrkGIQQvv/wy9957L8888wyDBg3iscce4/TTT9+l/p944gmuvPJKRo4cSUZGBnfddRe1tXHqQrfD6aefzq233soNN9xAOBzmlFNO4YEHHuChhx7apX5cXA4USrKBfkoIpSiM9b0XWSdRe6loQ+oxv3wG6rczcrMtaKiDtD3LhJFWBFlZhj31S5z1K1GyO6KOPBGRlr1T0fY0r487+o/goqI+fFayEonkxI7dyE8MkOY5vIzZ4iECOvoFBah9U7BLGpDlYawvW2QIOGBPq0RWR/BcU9QqBXxfIG2JPaUcGUf8yy0hZHkY0cGPXN/sK2J9X4Y2NgeRHs0MUYoCKIUJELax5lZDbXO+hvBrCG3XJn6VwgSUgak4s6titxcHUHu1scQi24vnxu5YsyqxZlQgEnX0U/OQjTbmh+vB68YAXFxcDl+kbHtCNIzNRHsjC+xKirO7M7CumuvXLkbpNzq2j4jEWS2Ryx1kNZAC2lEqIjuC9dFm1D4ZCN0V34c6rms6+841vSW2dJhTvoXyUCMZXj8DMrL3WSTc5eDBdU3/aSDNCM6G1TjLV4BUUboXYf7tXnDiR/6M255AySmI27ZT55MSZ9UizBd/FxX22xAK+qW/RukxEHE4ruveRzilIUK/WwCR+Bk93gf6oHRo7eUhHQeE2GuRCFlrEnpiMXJT/LRupSiAUuDH+npL7Ph+1w8ly4tTGsKaUo6zuBb8KtqQdGRNJFqiTRV4H+6Hshsp4bLWxNkcxPqhFGyJelQmSr6/TdM1e10D4T8vhnDs66kekYHSJxmtf6q7RtzFxeWwoqVrupo/Ep9/TKt9NskGPrdKCEuLM4wuHKXmQcUCWPsZYtDtiLSeyBqJs9TBWSXBBqW7QB2sonSK3mucjUHM8WvxPtgHJX//eky57H3cJ7X9hCqUvV6izMXFZdeRwQZkbRXO4plIM4zaYxAiNQuRuPtO/UI3UDsVo6RlIYP1oKiI9Gxk2cbW+2Z33KNzAcjaSszxT8eKcADpYL75LMatjyNSM/foHD8pIk6bIhyiDuAthbhTGcZeWoczuxJSDLRRmYh0D4p/526p0pHI6kj0nLoSNV3TFKQA4jiQN6EJsGPnzkWqAYYSnUz40yKoa/5MRBbUoB6RgXZSHkpHPyJ59275IklHTdJRukWXKrRXg9ZpsDDfLmklwgHsKeVox2W7ItzFxeWwRsrWk6nz7HK+tzdSoAS4zFNMhohmnsm03lCxALnw39jmg8iNKvhBPUJBG6gikrb7vXW23gNcN/TDAleIu7i4/GRwGuuxJ36K/eWbTdvsL99C6TMc/ayrEYGUPepfJKUiklIB0C+9k8gLD0HL9eAZeeiX3410nKhIt0wwvIhAyq6ZtzXUQU1l/LZQI9RVgyvEdx5jq+NYG/lhLdPSnfIQ4ceWxKSP29+Vop/XEXFk5g7rZMt6E2t6Jeb/NkC9BboSLS92Qi5KioF2dBbm62viHqsOTMP6PHZyRz+rA8KnEvnvuhgR3jS2KeV47umFkusDJzp+Z6uRmpLjRSTpCGPnDOnaE+BNBC2cpXVtNjtLalE77lwNcxcXF5dDkZap6Q6SH+2NzLHLOVrL4yy9K2pLi8sqcGrHIMTr4ExAO/VE1N7teN9YW29U7RlpuhwyuELcxcXlp0PF5hgRvg1nwVTsXkPQhhyz106lZHfAuOmPyM1rkVvWIwqLEYYHWb4per6Z30aFuKKiDB6DPu4CRFLaDvuNDrh9U0TZRkq8SxskaKj9U7DnVLdqEqkGeKIPPDJsY76/Pu4abvPtdah9UtoV4tJysCaWY767rsWBDtbXW3DKwxiXd0btlYTdOQFndWy1DaV3MiJZR1ZuPXdAQz+zI0qfZGSDhT2zjYkZwJ5bjcjyYk+vwHyzpDmqrgr0CwvQhqbvcAJhl2hnUmNXapi7uLi4HIpIOzrZKZF8a29goV3BeXo3Rmt5zfvUgrPCQVZKRFoWIq0/ou5j1O6jEFrbWXMyEr2/H4iKHi57H1eIu7i4/CSQjo016dM22+3vPoymqSfunRrfMhyE2irsWT8gBWg5BdizvgczHBXh23BsnOlfYwbr0c+7DuHbCVfrxCTwB6AxTuRRN3Ze0LtEMR200dnIahNnTbMAFik6xiWdsH4oQ7nAh6y3sGdWtdmNvbAGJadtoztZY2J+vCFum9AV5KoGIu+tQz8uFznCxp5XjVAF6uisaGq5oeD9bT+wHPCqiBQDoQiccLj9uueKQG4OYv5nu9KQtsR8fS1Knh+RZkSj47to5tYKv4bSMxlnUU3cZrVXyp717+Li4nIQIwGcIABT7C0ssCu42OjOEWpOtD2yVYBvlIgk0EariI4CzKNwvluCPet9tCMvbfsEQTta88rnCvHDATevwcXF5aeBbUNdfHEAIBvrovvsBaRj4yybS+S5u3Hm/ICalY/1+RsoPQZgz/4+7jHOgqnI+p2rOiCSUtHP+SXEMQnTTr8SEUjdo/H/FIm8tQZ1aDrGdUXo5xdg/KIr+pkdibyxFurNrVFe2bw+Lx47KssVtOOunRbJOurgNMLPLUOuDxJ5eRXWF5sRyQZkGCj5PpRkA+HTULK8KHl+lDQP1Js4VWHQFdT+KW2eVh2ShvXZpjbbrc83YX6+EfOTjTgtXNZ3B8WvYZxfAP7WD4naCTmQvO/d511cXFwOJFKGWOXUMN3ewml6p2YRvkViT7aRZRJ1qIp2qoZSoERLsRp+RNcjkEu/R9ZsbrvvegsC+s4tFXI56HEj4i4uLoccTk0FVFcgG2qj5boCKYgd1LwWuoHSZxjOsjlx25Wi/uDbO2tXZW0V5rt/bz53Vgfk5+PBstpNK5d11ZCZ12Z7U3+KitK9P8YNj2J9/V/kphJERi7qceei5BQgdFfs7AoioKEOSo+ajGkCkaghW4hm7eedEYoCPg2lSyLOqvq4/Sh9Uto/URulZtQjM6Ol01pofFkexi4vi7Z3DqAMbfYQcGoi2AtqsL7YhKyzUHsnoZ/eAXtpXVTst+x7SBrCo+BUtFNfvCqCmu/D+ngjssHCOKvjHqU9ihwv3vt6Y08ux15QE02jPz4XJd+HSHAfO1xcXA5fJAqODDLBWk8fNY3jtQKkDc7SaBRc6ShQh6kIX+v7gSgchFwzC3vme2hjr4vff62Jkh6/YoXLoYd7R3RxcTmkcDaXEPnn72PMypQeg9DPu36HZmtK8UBISoPa7dbTagba2LN3zTCtPRrqoGG76LZQQGtfIItdmAgQHh+iYzf0i26GcAgMD8LrljLZHYSqoI3KxJ5RgSwNI6ubo8LKgFREXrT0oEjQ0C8sJPzHRa3cy5V+KShpO3g4CugoPZOi5cVaHpvnw/qstcP+NuyFNWhD04Go2Zv5Vgn2jObPsD2tEmdDEO+dvbAmlUVT2hM0tONyUIoCCJ+K0ikRe30wbv9Kvh9ZFhXq9sQy5Am5yDoz6uruUREpu5ayLoRAZHgRJ+ejjs1BaALhcdMoXVxcDn8cwCaIg+RCvTtEwJljIxtAPUJF6dp2yUuhaohuI5ALvkBWrkekdWi1j6yKoHTZiSVsLocErhB3cXE5ZHCqy4n8/bcxTuQirzPq8OOxF05DVlegdOiCkt8VkZrR6nglNRPjut9hff4GzrzJ4NgoXfuinXYZpGQga6tAVREJe1ZeDCVWtDirFqEUD0BuWIXo3BO5enGrQ6JlzXZufbq0bWRdFdTXRtPTE5MQnrbXJrvsGCXNg+fWHtiLarCnVIChoI3NRinwoyQ1C2wl34f3vt6YH23AXlobFbzH56AOSI1xV497Dr+G8fPOhJ9ZitzSXN5Ghm1Ekh4zARBzXGbzBJGsisSI8KbtG4JEXlmFcWN39BNykapAaRF91o/LwZ5c3moCAVWgDUsj/NfloAmMK7pifrKxeV89+jpox+WgJO1apoVQhRsBd3Fx+UnhCFCwOFbLIyliYM+0wQH9BBWRvuMJTdGhD3LlFOy5H6Md88uYNulIZHkYZVTWvhq+y37GvUO6uLgcMsjyTbEiPCsf7YQLMN94GsLRaJ8NkJiMce1vUbLyW/WhpGejn3MtnHQxUspoOnpjHfZn/8FZNAM8PtRRp6J074+StJtrrf0BSMmA6vLomGZ+i37xbZgf/Av9jCuwPv43cnOzcZbIyEG/7K6dKp8mw0GcZXMx3/kbNG5NkU5KRb/wJpTCHm5a+h6gpHlQjspCG5IOgrhRXKEpiHw/xuVdounrCijJO58mqGR48NzWA1kWxlnfEI0cF/jQwg7mWyWtDxCgDm4237OXtu0j4KxpgEYbkeVtZU4uMjx4bi0m8vJqZHk0+i0yPehndcT8cjNYEu2kXOwp5djzqpsPNB2szzchI3Y0Zd2NbLu4uLi0iYODChwhk3Fm2yBBH6chAju3plsoKqLzUOTir5FDzkEEmoMKsjwMlkTp5JaAPFxwhbiLi8shg6wqi/lbG3NmdC12eLuU2/oazNefwLj6wZgos2yoQ9ZXI8s3Q0JSNGpeX0Pk2buj9be3Yr31HErxQPTzf7VbtcWV5DSMi24m8o/fRkuUhRqx3vs7+ulXIqvL0Y47D7w+aKxDpGZBagbKTjqdy9INmK891rxB96AUFuPMmRhdL5/mzpTvKTuzPlp41d1eR62kGJBioBY1+xqIIWk4K+qwZ7VwZVcFxlVdIKDhlIWiJj1qOxEVQZsWrEJXUIuS8NzZE1lrIqtMZGUY88P1yK11xdWuAcKfxjd1s78vQx6bg8h0hbiLi4tLm2zV29qKEDKUjH7izovwpi469EEu/xFn8QTUYec3bXfWN4ImUApdIX644Arx/YQtJXPKyygPhcjwehmQkYnaxhoRFxeX+CjZLdZLCQW8/tbrvbciN62NmrltFeKythLznRdwFs9s2kcdfRqyuiJGhG/DWTobp3wT6m4IcQBRUIRx6xPY079GrlsRTT1Pz0Yp6hdNJ1cUhLJrokaGg1hfv9M8/hEnohT1w14wFVldjjN3IvQfiZKWvVtjdjlwKMkGxsWdkKfkY6+uj67rLkwAj4L9TSnmxxtBSjw3dG+zTrfSPwWRsIP0+GQDkg0cI0j4P2uaa6JrIhrhbwtbIhvd+vQuLi4u7eEAKmBVN6IdoSJSdv1ZX2gGIr8PzrIfUAafhVCjv+vOmgaUbgGE7ha9Olxwhfh+4JsNG3hi7hxKg81Ruyyfj9v6D+CY/Napsy4uLlHhLBu2lhRLTEIEUhGpmYjcQuSmtaCqEGnbCRoAMyoypBnBmvBejAgHUDp0xZzYdm1xZ86PqJ177tb4haohMnMRJ14EpgmajlD3MJoYCSM3R9OXlUGjEYFkzFf/1DzeZXPg+48wrv89yk64r7scXIhEHZGoo3RoNt2zZlViftRce9yaXoF+Wj7mh9vVI0/SMc4pQOxkbVkl24fnrl7IshDOlhBKthd2kHYuPO7Dn4uLi8vOYCfXoHTa/d9MUdAfuWYGsmQuovMQZNhGrmtEO7fjXhyly4HGvavuY77ZsIG7p0yOEeEApcEgd0+ZzDcbNrRx5J4xZswYbrzxRm655RZSU1PJzs7mH//4Bw0NDVxxxRUEAgG6devGp59GRYht21x11VV07twZn89HcXExTz/9dEyfl19+OWeeeSaPPfYYubm5pKen86tf/QrTbDYY2rRpE6eccgo+n4/OnTvzn//8h06dOvHUU0817VNSUsIZZ5xBYmIiSUlJnH/++WzZsmWfvA4uhx7StnHWLSfy1/uJPHk7kWfuJPLk7dhzJ4LmQb/8rqj7uWWCPzEaGY+H7oFtJc3qqrGnfd16H8eB9qLS6p7PVQpFRXi8ey7CAXQDkZkLQqAOGIX15Vut92moxfrwJWSwYc/Pd5gjgxbOxkYiH6wn/NoqrHlVONsixAcBstaMEeEA9pQKZLWJcV0R6qhM1H4p6D/vhPfuXihZ3l3qX0k1ULsnoY/KQu2eFHVHz47fh1IUgIA7d+/i4uLSHlJE/8dKLN+jfkRiOiTn4KycAoCzoh4ciTpgN71rXA5KXCG+D7Gl5Im5c9rd58m5c7BlnBzDvcArr7xCRkYG06ZN48Ybb+S6667jvPPOY+TIkcyaNYsTTjiBSy65hMbGRhzHoUOHDrz99tssWrSIBx98kHvvvZe33op90P/mm29YuXIl33zzDa+88govv/wyL7/8clP7pZdeysaNG/n222955513+Pvf/05paWlTu+M4nHHGGVRWVvLdd9/x5ZdfsmrVKi644IJ98hq4HHrI6jIif3sIWdn8uSHYgDX+GZxNq1FSs9B/dgvGr59FpGWjHnF83H7U489DBKI3LGmZYG0nsLx+7LVLUfod0eZY1IGj9/h69ibC60c79lxERi5y42po47fDWTYH2Ri/1rVLFBmysKZVEHp4AdYnG7F/LCfyl+WEn1yCU7mDTIv9hLRlk7FaS6zvS4m8uAKRYaBf0w19VBZK+p6X3lOSDTy/KkJsV6NW5PkwLu+CsoO0dxcXFxcXiep4Mc34y+Z2BZHbA7luHtIMYy+qQekWQEnbS2VWXQ4K3Ontfcic8rJWkfDt2RIMMqe8jMGZe99gqX///tx///0A3HPPPfzhD38gIyODq6++GoAHH3yQ559/nnnz5nHEEUfw8MMPNx3buXNnJk+ezFtvvcX55zcbRaSmpvLcc8+hqio9evTglFNO4euvv+bqq69myZIlfPXVV0yfPp0hQ4YA8OKLL1JUVNR0/Ndff838+fNZvXo1HTtG02teffVVevfuzfTp0xk6dOhefx1cDi3seZPBjC+ErM/eQFx+N4o/sanmtjj+PERGLtaEd6O1u1My0E64ELXnIMS2ut2GJxo9b6xH5HVGO+ZMsCxksAGlWx8iKxc2OZxvQxl+/EFpfCZyOqKe/HPYuKbtnaQE6ey3MR1qyIiDrDYRiTr6+QVYP5QiN0UNy+SWEOZnmzDOKzjg6/CErqDk+nDWxsluMCXCUFH28hiVbF/U1b0igrM5iEg2AImsN3ESVBSf+9jg4uLi0hZRz0wPlt2ADJoI3+5PYIrsIuSSb3GWzkWuS0K/ssveG6jLQYF7R92HlIdCO95pF/bbVfr169f0b1VVSU9Pp2/fvk3bsrOjhk7bItZ/+ctf+Ne//kVJSQnBYJBIJMKAAQNi+uzduzdqixTb3Nxc5s+fD8DSpUvRNI1BgwY1tXfr1o3U1OY0msWLF9OxY8cmEQ7Qq1cvUlJSWLx4sSvEf+JI20KuXdp2+5Z1W0V6YtM2kZiCeuTJKP1GgG0hVB2RHOtALgKpaMeeiz37B7SxZ2O+/TwEt0aMk9PRL7gRWboOZ94U8PpRjzoFJacAkRDgYEN4E1CLByJTMiFeajog8rs0TVS4xOJUhjE/3hCtFW5JRLYX/aQ87GW12JO2lpubVIY8MRdxgCMPIlFDP6sD4afifCe8CmrflL1+Tido4ayqJ/LvNQi/hqw3wYxmXhhXdkEMTkNobjKdi4uLS1vYmoaphZCl9YjC3U8lFwmp4E/FWTQbEo9FHbRz1VVcDh3cu+k+JMO7c+v1dna/XUXfrp6wECJmm9jq2u44DuPHj+eOO+7gqquu4osvvmDOnDlcccUVRCKRHfbpOG7kzWXvIFQNkVvYvEFRUbr2Ruk1BJGahUjPaY5ytzxOUVCS01HSsluJ8Gi/KurAUWhn/gLzzWebRThATQXm3x8Cx0G79E70i29F7dYHkZi0D65w7yA0PVrybOjY1o2qhn7W1YiEg3f8BwqnJkL4L8uwfywHKyou5ZYQkZdXoRYnNa+PNmVcV/IDgShMwLi8C/ibJ0BFthfP7T0ReyEdvRU1JpHxJRB2oo7qZvMLEWnpsu7i4uLi0hoJjarEMkLILXV73l9KB2TNSvSx2Qc8S8tl7+NGxPchAzIyyfL52k1Pz/b5GJCRuR9HFZ+JEycycuRIrr/++qZtK1eu3KU+iouLsSyL2bNnM3jwYABWrFhBVVVzXdyePXuybt061q1b1xQVX7RoEdXV1fTq1WsvXInLoY46cDT2tx+g9D8Stf9InBXzkQ21qMeciejWN7reu6ocDM8uRaxFYjKsXgzh+Bko1mdvYPQehvAf+O+jDIeQwTpkbXW0zJkvAZGQjPD6mvZR/AH0ky7G7tYP+9v3kPU1KJ17oR13LiIj58AN/iBGbgkh18f/PTY/24g2Ogvz7RKUrolwkDiEK34NMSwdb3EA6i1QBSRq0TJk+wBZY0KDFb8x5ETbM/fN5LGLi4vL4UA1QVJ0ibOuFsVxEMoe3E8a0xDKfNQjDr4MPZc9xxXi+xBVCG7rP4C7p0xuc59b+w84KOqJFxUV8eqrr/L555/TuXNnXnvtNaZPn07nzp13uo8ePXpw3HHHcc011/D888+j6zq33347Pp+vKfp+3HHH0bdvXy6++GKeeuopLMvi+uuv5+ijj25aV+7y00U6NtKMoF95H3LjasyXHo026AZq7+E4k7/AnjEBgg2Iwu7op16GyClEeHZOGMQYwG1PJAR2GwJkPyKDDTgb1yC3rMOe/BmyshSRU4A29hxEx64oSc0Rf5GYjDbwKNSiftGxe/07/Vr8FLGX1rbZJjeFEKkGJKjoPytESdwzYzIZtpE1JvaKOgjbqN0CiFQDsRv9ClVE0+QPBpOeA3+7cnFxcTmoCSsRwqoNERsqGiBz90S0DFo4m/0oXqB6HaT33rsDdTngHBxT/ocxx+Tn84cjRpDl88Vsz/b5+MMRIw6aOuK//OUvOfvss7ngggsYPnw4FRUVMdHxneXVV18lOzub0aNHc9ZZZ3H11VcTCATwbk2/F0LwwQcfkJqayujRoznuuOPo0qULb7755t6+JJdDEFlbhfnib0EIrE9ea9qunfRzrO8/xP7hI9halkuuXUbkr/fjbFi10/2LDu0YnSSlRUueHWBkTQXOgqlY77+I3LIezAhy3QrMV/6Is3QO0rZbHSMSkxDJaa4I3wEite0ossj3IbI9eH7RDWddI/bqepya3UvDliELe3YVod/Mw3xlNeb4EkK/X0jk9TW73ef+QiTpbZYpE0WJiICOrIkgLXdJkouLi0trBLYwkTKM9Co4G2p2uydnQQ1oyaCoOJtL9uIYXQ4W3Ij4fuCY/HxG5+Uxp7yM8lCIDK+XARmZ+zQS/u2337batmbNmlbbZIvyRy+99BIvvfRSTPujjz7a9O+WZcq20bI+OETN2z755JOmv9evX09paSndunVr2lZQUMAHH3ywgytw+Skiq8sRSenI1YuaS3N5/YhASnwTNymxPvgnytUPRlPPd4DIzENk5iHLNrZq0068CJG0c6YqMhKORqA9XkR7dch3EWlGkI312JM/i9tuffwqStc+B6Wb+6GAWpyEqQhwYheAiwwPxkWdiDyzLJp6vW17Bx+e67u3WRpM1pvIeivan19DSYkKfVkZIfJS6wkie1YVSnES4uispiyhgw2ZpGFcWEjknythm9bWFYxLOiGDNuEXlkPYQR2QijYmC5HuOWivxcXFxWX/I7CFCjiszq2ny3oFpV/eLqeny+oIzpoGtDFZOCvS4j63uBz6uEJ8P6EKsU9KlB1sTJgwgfr6evr27cumTZu488476dSpE6NHH1z1mF0OUsIh0A1kuHkdr8jMx1m/os1D5Ka1yHBwp4S4kpSGftX9WO+/iLN0dlTs+xPRxl2E0nPIDgWFbKjF2VyC/f1HyIY6lF5DUAcchbK3hLFlQk0ltGWA2FgPjXXgCvHdQqToGNd2I/LCCrCbxbh+Tkci/1wZI8IB5PogkddXY/yiG4q/+XYppURuChJ5dTXO6miGhkg10C8qRC0OYE2paHMM1hebUAembi0LdvChJug4RQE8d/XCmrAFuTmEdmoe1pebcZY1Gw9ZX27GmlSO9+5eiKz4mRjSkWA6oCsIxRXrLi4uhz9CClKVXGADn6ZM5ZdrxqCV1kPOzhuoSimxZ1chUg3UAanILanIyi37btAuBwxXiLvsVUzT5N5772XVqlUEAgFGjhzJ66+/3spt3cUlHiI9G1m2AWX0aTQlYJthhNff9kGqBrsQlVbSstAvugXZUBMVvl4/IpCKUNvvQzbWY014L5oevxW7ZBn29x9h/Or/UDLzdnoMbWJ4YUdlx1T3u7S7CF1F7ZWE9+G+0bXbtRZKt0QQok03cGdhLdRZ0FKIV0YIPbYkxtRMVkWI/HU5njt7Ihvb9hqQtVZzpHk/I0M2ss6EsANeBZFkIIzWURol2YBkA3G+F0wbuSkUI8KbaLAwP9+IfnJe1F3dq6KkGEjTRlZEsH4sw1nfiNIpAW1EJiLdcEufubi4HNYIIFnNAzagyhL+220FP1uTgrorQnxtI7IsjH5uR1AEIpCMLN+8z8bscuBwhbjLXmXcuHGMGzfuQA/D5RBFJCajDhyNrK1EdO6JXL0YubkEcfLPQSggWysYZeCoXS7VJXx+hK8dcR8HWVMRI8KbaKzD+uTf6BfeiPD4Wre316fjIOuqIBIGTYtOCKRnR8X41rXwMePOyj+oy6odCghdRWSqKC2cv6351e0fFIldl28vqG7TWdx8bz36mfnYP5TFbVe6JRwQR3anKoL53jrs6RXRiQBNoI3JQjsht00HdiVRQ0oV8911bfZrz6xC7RIg8upqRLqBfkUXhOkQfnZ50xIAZ3Et1peb8dxSjNIt4Kayu7i4HMZIhNCRQIJUWZoyjQn1Xo4LdUB4dyy7ZNjBnluFUhxAKdw6Me8PIOuX7NthuxwQ3KlpFxeXgwbh9aMddy7oHrSjT0cdcyYkJmNPn4B25lWw3QO8yMxDO/58hLHvTdbsxTPbbHMWzYimje8CsqEWe/oEIk/fReTPNxF57BasT/4Nugf9Z7dGI/0t8frRL7oFEUjZjdG7tIeS3k6auK6Ar0U03JE4i9t2X3dKGqKR5pQ4mQsC9DM7xqS57w9kg0Xk36uxp1Y0R+MtifXVFsxPNiLDrQ0AtyGEgPai2GrzmntZEYEqk/CLq1qtw8eSRF5ciaw243Ti4uLicpggZDRwIHS6UIAOfNfhO75fP3GnDnfmVgKgH5Pd3KXXD431yLaWrbkcsrgRcRcXl4MKkZiMOuxYqKtG5HdDHX48qCpoGka3vtgLpkJtFUrxQERuAUpy+v4ZWLs3QIlE7nRlJ2nb2HN+xPrgX80bzQj2jx8jyzainf8rjFsfx543CbmpBKVzT5ReQxApGXtyBS5tIJJ0lD7JUYfa7dCOz4kR1UIRiJy23elFioHwKnju6Enk7RKcedUgQeT5MC4qRMnbtayJvYGsNeNeG4D9QxnyuBxEZttLM7QjM7EnlcdvG5SG3TKjQBdtZgvIahPqTWjHvd7FxcXlUEYAEkAY6I5kuDqGqdZ3fG18QE1lmNPTTmjzWLk5iLOmEW1cLiS0kGheX9TTJhzc8fI1l0MKV4i7uLgcdAghICm1tbBNTEE55qwDMSTUnoOxvxgft03pPgDh3fmbo6ytwvoifsk+Z+lsaKhFySlAOe48HMeB+hqcVYuQU75A6dAVpWM3SMlwU3z3EiJRx7ikM+ZH67GnVIAlwaugn5CLOiqz1bpm7YgMrM82bX3aikU/OS8aEQc8V3RFNphgg/Cp0dJgBwDZXsk0W0Jj2xFxACXbizo8PRpRb4HI8KD2TyH8l2VbN7DD9e9xVpe4uLi4HHZIxUDYQfwikZHOMUyRk5hZ/wkbIiu5IvNyvGrspKyMOFgzK1EK/ai9tzOfNaKTvzLYgHCF+GGFK8RdXFxcdoaUDJQhx+DM+CZ2u8eLdsqlu3ZzDDfGXQO+Dad0PUpOQfSPzWuJ/O03EGoEiJrY+QMY1z6M2LaPyx6jpBgYF3RCnpQHEQc8KiJFR6it07JFmoFxbRGRF1dETcq2oh6TFfMAJXwqwrf3ytvtNgk7uNV721+lJgI6xrkFOCMzsL7eggzbqANSEakG4VdWN4tvSTRVXVeibunb41MRbdQod3FxcTmsEAZChgDwePwctWEws1JXsInl/Gnjw5yeeg79E5qrtThzq8B00E7IpVUUQt+aRdSioozL4YF7R3RxcTmskY4TdUdXtR06o7eHkhBAP+linN5Dsb79ABrrUIoHoo48cdfremt6dL27jBNShSbzOaemEvOVPzWJ8CYa6zBfeywqxgM7V/vcZccIQ0FktJ123ryfito7Ge/D/XA2BSHsoHTwQ0BD7Of13zuDSNIROV7k5lCrNqVXEiTuOFIvknTUpGSULgFwJLLeJHT/vFZZAfbEMvQzO2C+XdKqD+OiQkSy6/rv4uJy+NKkoRUDItVN25UUP4M3d2ZN5w4st+fxXuXrTK7/nlNSzqJjVS7O6ga043LiZk4Jbes2M7zPx++yfzn4nhhcXFz2O1JK6swgihAk6vtuDatpR6gOV2BLC4/qI9W779Y8S8dGVpVhz/kRuWoRIj0HdcQ4RFrWLrubb0MEUlB7D0Pp3AtsC3wJzTfIXeknIRmleCDOklmtG/0BRHpO9N8NNciq+O7bsmwjsr7WFeIHCKEriHQPSnpro0AZtpCNERACkWAg9AMbFVeSDTzXFxF+bhmytPlBTilMwLikM8qOIuYtaCp3poDxy25EXlwZTeXfhldBHZyK0sGP+b/1OFvCKLle9NM7oOT742YYuLi4uBw+bDWvFAZCRqLrcYSCSDCQmkLn6iQy845jSsNsNkQ288/SZ+ha15mju42hc78e8bvc+pwhzXaWGbkckrhC3MXlJ87mYBU/bF7Ax+unoQuVC7oczYC0LmR4k3d88C5QESzlg5X/5ou1/yVsh8jxd+Cy3rfQJ30IicbeKcnlSIfKUBmNZj2aI/HPmYb3hy+ijubL52FP/RLtwptQ+wxH6LtvGCX8iXs0TuHzo531C8x/PoIsXd/c4PVjXHUfIikN2ImbruU6UB9MSEciy+sxP1mMM28DqArq8EK0sUUoaQd2XZ+S7cNze09kdQRZHYlOIiQbu71uXRgqap+tWQHrGpBBG7VTAiTrKAk6pHoQBd2jaf6Gst+d4l1cXFwOJFLxIJAgwyB8gEAk+5AVDQRykjg2cARzgmtZH1nF6oRNrAy8ROeFkxiVP46ilD6x6enbqqhY8Y0wXQ5d3DvjfsKWkjllVVSEIqR7DQZkpqK6Rksu+5mIbVIWqmFmxQrKQjX0T+tMeaiWvyz+iHoruvZoduVKRmX14d7+F+AgAUGqkYCh7n5KaU24kqdnPcD8iulN2zY3rueP0+/gjsF/ZGTecTttPNZg1tFo1iOEQpKRgqF6mrbP2jKRfy18nOpw1FSqb/oQrr3ietJe/xdUl4OUWG//FaWweNfTyfcySmoW+jW/QVZsRm5YhUjLQsntBMnpCCUaNRSJKaCo4MQx09J02MX66S57B6cmCEGzOeKdGP0MyooGwo99E20DMB3s71biLNiMcfNolNRdq12/t1FSDEgxiITrsM06EALDTkPdze+20FVEhoqSEb98oOLX4MBesouLi8uBQYlO9gsniFSiWXgiyYusDiLL6lHzkhlkdSB3i87s7C0g6ikNlvLqomfI9OUyIm8sAzJHoKtGtHIMuJPvhyGuEN8PfLO+lCfnLKU02JwSmOXzcOuAYo7pcGDFQEsikQiG4ZaVOVyJ2CbTy5dx+7R/YMlmYVeUlM/vB1/Gr6e/iOlYFCXlc0GX0fxtySd8uXEWDpKTOwzl8qLjyfPvXqmw8uCWGBHekpcWPkHPtP6k+dr/LliOxfr61by88Enmlk1BVwzGdDiVc7tfRZY/lyWVc3li1r0xx8yvmMGDDSU8ctY9JL307NaOTGTZBthOiEvbQtZU4KxciCzbGBXr+Z1R9mHJMCUpFZJSoXPPuO0iMQl19GnY377fqk095iy3pvh+RkYsnNWVmONnIcujZnuiMBXjZ4MhMwHrm+XNIrzlcRUNOEtLUY7otJ9HHItth6mrXMWCaU9SuWkmmp5Ap57n0rn3hfgSDp57kYuLi8shj9gqxO0QcpvaEgKR5EFWNCLTE3HWNZKTlMYJBR2ZU7mKtfVbyPVmo6thPlr5Bl+seZeB2SMZlnoEyQC2K8QPN9zFWvuYb9aXcs/keTEiHKA0GOaeyfP4Zn3pPjt3XV0dF198MQkJCeTm5vLkk08yZswYbrnlFgA6derE7373Oy699FKSkpK45pprALjrrrvo3r07fr+fLl268MADD2CazV/+hx56iAEDBvDCCy/QsWNH/H4/559/PjU1sXVqX3zxRXr27InX66VHjx789a9/bWqLRCLccMMN5Obm4vV6KSws5NFHH91nr4ULlIVqWolwgOW1G/hiw0yOzxtIljeF3w68hEYrTLfkPB4a+HNu7X0W322ez18WfciGhnJqIm27fbfFiupFbbZVhLbQaDW22b6NTQ0l3PPDFSytnAuA6UT4suRdHpx0DVsaNvDKoqfa6L+UVUoFIjWzeaMZezOTjo0sWUHk8Vux3v4r9rfvY77yRyLP3YtTvmnHF7iPEB4f2ujT0H52K6Jjt+jG5DS0c69DG3niHqXXu+w6cks9kb/80CTCAeTaKsJPfQdVIZwFbX9W7JnrkJEDm1ZYW7mSHz68jMpNMwGwzAZWzHuFaV/eRqgxfp1wFxcXF5fdQOhIBDixTuci2QdI5Np6cEDtHsBQdYZlFjMquy81FixrUCjOPIai1D7MKZ3Mc/P/D4DFW6YTtlubbrocurgR8X2ILSVPzlna7j5PzVnK6PzMfZKmfttttzFx4kQ+/PBDsrOzefDBB5k1axYDBgxo2uexxx7jwQcf5De/+U3TtkAgwMsvv0xeXh7z58/n6quvJhAIcOeddzbts2LFCt566y0++ugjamtrueqqq7j++ut5/fXXAXj99dd58MEHee655xg4cCCzZ8/m6quvJiEhgcsuu4xnnnmGDz/8kLfeeouCggLWrVvHunXr9vpr4NJMabCG3w66lLBt8vWm2Uzasmhr6jl8tXE2vx90OWcXHsXdM19ibf2WpuOGZnTnryNu4H/rpnLbtL/jVQ0u6jKGIRlFO72OPMWT1mabIlR0JTY11pY2VcEyKkKlhOwgHRI7U9q4kZsH/ZYGs54UTxoLK2by4crX2dK4gXqzjnV1q9o8x6LGpQzKyI0anwmlVdkvWVtF5OVHYfs12bWVmG/9Bf3yu1D8gZ261r2JrK9B1lRAsB511Kko+Z2RHh9KINWtIb6fkUET89NFcWuHEzSx521AdE1HzlgfZwfAq4PS/ty3bAgja8PI8vpounuqHyVl75gnRsK1LJz6BFK2XuZQU76Y+urVeP37LvvDxcXF5SeFENESZs52wllRED4vst5BKUoCb7OZZ44/lXHewSyoWsvUslVk+lI4ruB8GsOlsGgOE1a/y6Ofv8PRHU7m2IIz6JoSP5vO5dDBFeL7kDllVa0i4duzJRhmTlkVg7PaFiq7Q11dHa+88gr/+c9/OPbYYwF46aWXyMvLi9lv7Nix3H777THb7r///qZ/d+rUiTvuuIPx48fHCPFQKMSrr75Kfn4+AM8++yynnHIKjz/+ODk5OfzmN7/h8ccf5+yzzwagc+fOLFq0iBdeeIHLLruMkpISioqKOOqooxBCUFhYuFev36WZsB1hbX0ZLy77lBkVy/FrHk7uMIzHhl3NA7NepcEKEXEs0r0B/jz/vzEiXBUKl3Y7jhum/IWyUHPGw/2zXmF4Zg8eHngJGd4dr1PunFyMoXqJxJnJHZl7HEmeZudvy7FYVjmfP0y/jTqzhvzETtw44CH+Nu8RyoObm/Y7IncsNw/8LU/Nup+qUClJRgq1LUqFtCTXyEY2LI5e09izEYmxY5aVW9qs6y3XLIGGOtjPQlzWVmK++Rec5XObN6oa+qW/hm6JzXVFXfYLMmzhrKlss91ZVoZ6bBFOG0JcO7orQmtbiMvqIJE3ZuIsav7+keLDc92RKHl7bpxomY1Ubp7dZvvmkh/IyBu6x+dxcXFxcdmKYiC2i4gjJTKsgjCBCBA72aopKgPSu1CQkMmMiuW8sep7hmYU4SgKJ+SfhpVdyY8bv+DTNW9RmFTEsQVncHT+STHPUS6HDm5q+j6kIrRzZQZ2dr9dYdWqVZimybBhw5q2JScnU1xcHLPfkCFDWh375ptvcuSRR5KTk0NiYiL3338/JSWxNWELCgqaRDjAiBEjcByHpUuX0tDQwMqVK7nqqqtITExs+u/3v/89K1euBODyyy9nzpw5FBcXc9NNN/HFF1/szct3IeqG/tWGWSysKuGx+f+lMlKPs7VM2Zurv+OFpZ9wW+/oRElBQiYeRWdJTWxWwpicfkzYNCdGhG9jatkSVtZt3KmxpHmzuG/YU+hKrHjsmNiFS3vdhE+LOjrVhKtYV7eS0uAGbhr4Wy7tdTMX97ieR6fdGiPCAaZsmsDiyjkMyx3D+vq1nNn10rjn1hSd/ol9oyL2invQjjoZ4Y2eT9oWsq466qreHtsZpMi6GpyaCmQ42MYBe4a0bawpX8aKcADbwnzlT8iatgWhy75BaAqinei0SE9A5CWjdM9s1aYe1QUlp+0JKxmxMD9bHCvCAaqDhJ/7Aadqx0s3doQQAlVre/yGN2WPz+Hi4uLiAnJr5pQUBmwXgJCVJlgOIkUgN1SDE7+PNG+A43IH0iu1gBnlywkLSThsckLh2dw++FF+3uMG/FoiLy98kiu/GMcfp/+amVt+xHZcZ/VDCTcivg9J9+5cxGpn99sXJCTEltSZPHkyF198MQ8//DDjxo0jOTmZ8ePH8/jjj+90n/X1UVHzj3/8g+HDh8e0qVudHwcNGsTq1av59NNP+eqrrzj//PM57rjj+O9//7uHV+QCsL6hnJumPM9dfc+jxmygR0pHArqPG3qezoclk/l60xyW1qxHU1TSPUlc3+M06szWD/tDM7vzwpJP2jzP+2smMTSjO4pof05PUzSy/Pn8efRrLK6cS1WojOLUfmT4srFsk7AVojZSxeMz72Zp1fym4wZmjiSvUwE1kaq4/X6z7iOuH/AgeQkFpHkzWVWzlB83ft7U7lV93D30CTL9XVGvujcmvdyp3II96TOcBdPQzr6m7cH7E8EX/Z7IumrspXOwv30f2VCL0rkn2vHnIzJy9+p6bVlXjf3jx/EbHRtn2RyUjBP32vlcdoxI9KCd0APzn1PitmtHdUEJeFEuG4azpQ57egkYKtrQAkhPaHJWj4esC2NPXRu/sS6MLKuHPXRcN7xpFPY4m1ULXo/bnlt4zB717+Li4uKyFWmDUEHxIOza5u2mg6w2EdkeRIqCXN6IU16PkhW/JKqiCHqlFJDvz8BcOoXJG+dRtsbPaQVHUJzWj+K0fjSYdcwtm8rs0kn8fupNpHoyGFtwOscWnEFuQsf9dMEuu4srxPchAzJTyfJ52k1Pz/Z5GJC599NJunTpgq7rTJ8+nYKC6HrYmpoali1bxujRo9s8btKkSRQWFnLfffc1bVu7tvUDYklJCRs3bmxKdZ8yZQqKolBcXEx2djZ5eXmsWrWKiy++uM1zJSUlccEFF3DBBRdw7rnncuKJJ1JZWUla2t5N0/+p0WiGeG7Rh9zU6wz+tuRj5levaWpTENze5xyEEHy1cTazKlbwxLBrKEjMpCJUi0AgWyyClRKUdtYi7+w65YpgKaWNG3hh3qNc2/8+NtSt5unZD1IbqSI3oYDLe91Klj+XEwrPwav5mVc2DYmkIlRKSd3KNvsN2UHSvZlk+fMIGMlc0+9uzi++mjW1y0nUk8hP7ESaNxNNif2pcyq2EHnuHmiI3iCdFfNR+o7AmT+51Tm0k36OCKQiG+ow//cKzuwfmvtZMJXIohkY1/8eUVDUVPd7T0W5cGwItR0FlVVlrbZZVhAr0oiqedCNPatz7hIftVsGztgi7AnLW2wU6D8bjMiICmWR5EVN8qIWtY6Mt4lpg9VGWASQlXseEVdVna59LqZ84zRqK5fHtPU78h68rmu6i4uLy15BYiFQkdutEZflEdCVqBBXQCZ6kOtrIDMxtm74diQbfnTDQ1dvMq9vnMXCmhKu7n4i2b5UEvQAI/OOY0TusWxsKGHWlh/5eNV43ln+L/pmDOWEwrMZnju2lRePy8GBK8T3IaoQ3DqgmHsmz2tzn1sGFO8To7ZAIMBll13Gr3/9a9LS0sjKyuI3v/kNiqK0K56KioooKSlh/PjxDB06lI8//pj33nuv1X5er5fLLruMxx57jNraWm666SbOP/98cnJyAHj44Ye56aabSE5O5sQTTyQcDjNjxgyqqqq47bbbeOKJJ8jNzWXgwIEoisLbb79NTk4OKSkpe/21+KlRbTZgOhbTypbGiHAAB8ljC97hqeG/5OuNc8j2ptAtKZfqSAMe1eDW3mfx9KL3sWVUFEwpW8zxeYMYv/q7uOc6u9NRO4yGA9RHavhxw+eM63QOry56qslFfUyHUxiUdSRvLnuBVTVLCOjJHFtwBscWnMkzsx+kMlRKlj+vzX4DejLp3mwS9SQqgqXURqpwpEPv9IEkG2moSuufOGlFsL//sEmEA9jff4h+7vWIjFzsqV9CYx0iPQftpIsR3foiVBWntjJGhDe/qDbme/9AP/darC/eBOmgDjsOUVCEkrSbk0qGB5FTiNwcP0qqdOvTPHYrTEPtOlbMfZmqsoX4EnPpPuBKktK7Y3jcOuN7E5HoQT+xB9qRnXHWVSN0BZGXjEjyIoxdv506DRFojIAE7Yy+2N+tQFa3Xu7QXlr7ruBLzOaIE5+lrmoVm9Z+i9eXTm6nY/EmZKEbCTvuwMXFxcVlh0hMwAOqByEtkCYyqCAbbJTOfrY9NomMROSaCmRtCJHsbbdPW9XoqCVxYZchfLpuGv839w0u63Y8gzOKon0JQX5iIfmJhYzrdC4LK2Yxs/RHHp95D0lGKscXnsWJnc4lw5ezj6/eZVdwhfg+5pgOWTw6ol+rOuLZPg+37OM64k888QTXXnstp556KklJSdx5552sW7cOr7ftL/vpp5/Orbfeyg033EA4HOaUU07hgQce4KGHHorZr1u3bpx99tmcfPLJVFZWcuqpp8aUJ/vFL36B3+/nz3/+M7/+9a9JSEigb9++TaXTAoEAf/rTn1i+fDmqqjJ06FA++eQTlB24CrvsGEc6HJs/kD/Oeytuu0Qyt3IVY3P7c3z+IP44722+2jgbVVE4ucMw/nnUrdw782U2NlYwJL07fVI78d3m+WwKxq5LHp3dh86J2Ts1pogTYWbpRAZnH9UkwgsCXembMTSm9nedWcP7K1+lf+ZwLiq+ltcWP4vtWOT4O7C5sbUJ1tlFV+DgsLZ2Od+t/5RPVo8n4oQJ6Mn8st+9DMoaiU+PFRiyoQ573naRb8fBfOs5lK590C+4AZHdAaEZiKTmbBVn5YI2r09uWIWs2IKzOFoWylkyG1HYHf3nd6Akx4pxGQ5CJBwV2574a3ZFYjLaaZdh/uO3rdsycmJc36tK5zH50181uWE31JZQvnEqvYbdTKee56Lpe5bS7BKL8BkIn4GStfvmfU7YhPIGzLfn4KysiPZbkIp+3gCsCctwVleC34CQichKhLS99x56/Zl4/Zlk5g/f8c47QNoO2A7oquvi7+Li4rINxwRl6xpxQNiNOBUGIlGF5BbSK+ABj4azoQZ1B0Lc0VQ00yTHl8LF3cby5YaZ/H3Zp5zYUMYZBUfEBEUM1cPArBEMzBpBaeNGpm3+jv+teoP3VrzMiNzjOL3rz+me2qeds7nsL4SUMl4xlp8UtbW1JCcnU1NTQ1JSbOQhFAqxevVqOnfu3K6A3RG2lMwpq6IiFCHdazAgM3WfRMLbo6Ghgfz8fB5//HGuuuqq3e7noYce4v3332fOnDl7b3CHKXvr87MrVIXrWVS9lpun/q3Nfc4tPIpzOh3FdZOfozoSa1SW40vl+RE34iBZUr2OJxe+y739L2RJzTomlS7GqxocnzeQIelFFAZ2Toivq13F4zPv4bSuF/PcnIcAuKbv3Xy48t9xBTbAPUOf4PGZ95CgB3hoxPP8bd7/sbhyDgCG6uWUzhcyNHs09068EkWoDM8Zw9iOp/P4zHsI2dFU3j+Neo2i1N4x/craSsLP3A218Q3PlAFHoV94E2K7SSFr6pdY77wQ/cPwgm1F/wMQAv3nt2O+9ljMMdp516MNHRs9b6gRuWU91tfvIEvXI3IK0I49B5GVH1eQy1AjzupFWB/8C1lZCoqC0ns42imXoKRFJ/BCjeX8+NGVNNZtaHW8ECpjz3uXhKQOca/TZf8jwxayrB4ZsYg8PxFC25nqJBoYvxoFVY3I6iAi1Y/ICaBkHNilBtJ2kLUhqAuDIiDBgKCJ9eMqZHkDSlEm6sB8RFoCQnEFuYuLy0+PbVriu4dHEcnrhqpnghNEq5uJqR+BXZaE0j0BkaDGHCfL65Gb6lCHF4KhttE79Jg6h7DPy8wTx0SPk5LpFcuZuGUBQzK6c3m349GUto8P2yFml05iyqYJVIRK6Z0+mPO7/4K+GcPcidQDiBsR30+oQuz1EmU7Yvbs2SxZsoRhw4ZRU1PDb38bja6dccYZ+3UcLvuXVE8iOb40eqUUsKi6JO4+p3Yczqfrp7cS4RB1W59UuoixuQN4ecWXlIdruW3a3+mb2omBaV0xHYtXVnzF6rrN3Nbn7J1KTU/2pNI/czjZLdLMkz1pbYpwgNW1y8hOyCfH34HJmybQN2MYZ3a7DMuJoAiVHzZ8zvr6VWT6cikLbmLypq+pCJVyUY9reWnhEwC8tezv3DroEfwto+IJyajDjsX+6u2451VHjGslwgGUrn1Qhx2H0mcY1NeA7gEk1vcfIfwBnNWLWx1jT/oMpddQhNeHvWgG1vhnmtpk5RYii6ajX3wbSp/hCDX2Biq8ftSeQ1Dyu0aj6IqKSEyKEe2RcE1cEQ4gpU1d9WpXiB8kSNvBXrwZe+JqlNzk1iLcUDF+PgRz/Czk2mZzQpGegHH9kXsUgd8TZMjEXrgZ883ZEDRReueg9szGfGduU011Z/EWrC+W4LllDCJ/z0utubi4uBzKSLZWQ9oaEae+HpGU3kqEA5Dih011OFvqUDqmtNmnpWvo4eYqS0IIhmV0J1n38+n66YRtk18Wn9ymGPeoXo7IHcuwnDEsrpzD9+s/5TeTr6NX2kAu7XUzxWn9dvdyXfYAV4gf5jz22GMsXboUwzAYPHgwP/zwAxkZGQd6WC77mI4JGdzS60x+OenZGPM1gK6BXFI9iXy7uW3vgq82zubIrN4xZcvmV61hftWapr/XN5ZjOw6KumMhnuRJ5eTOF1ATriTbn8+Wxg0oQkFBwWmjdkeykUrP1IEclX8Cv596ExGntelhTbiCEblj+XBV1Al6WdV8zu52ObpiYDoR1tauIBSujRHiQlVRhx2LM3cisiy2/Joy4CiUzDbWpBse8Pw/e+cdXkWZ9uH7nTm9pPdGEnon9A4iiKjY+6cr9q7oqrj2spa1spa1rQXX3tfuItJ77y0QCATS68nJaTPz/XEgIeSckCBBwLmv67u+zcw777wnxDPze5/n+T1W/O8+Dftq6LE6MJ57HUTG4n/niabXBPwITYXqCgJfvxlyWv9Xb2Bq1wkRFfq/SxERjSC0oaNozt2FYFRc59hAq/Lg/2gF8uB2IfuRG4ZnE5izvZEIB9DKavG9vgDT7SORIsO3H2sr1D3V+N9bUv+zYVg2vncWwcG5dJ4Avg+XYb5peLMO8To6OjonOpq6r+WpkNEwIjQPIim0iaswSGiRFrTCakiLCmvaFjAacLhrmhzvHJmGSTLwbf4ipuX+ylUdT2k2wi0Jie6xfekWk8OWirXM2PVf7p03iZGpE5jU/Q6iLbpGOJroQvwEJicnh+XLlx/xeR955JEmNeM6xxYm2UiyLYZnBlzNvzf/zObq3ZglI6ek9uXqTqdilAxYDeFflm0GM9V+F12j0llY3DTSC5AT0x6j3PKvkER7KiV1e7m+1328tfZp1pQsZUDSKBYXzmwy1iAMdI/rR7Qllo83vUb/pJEMTT4ZISR8ipdZu79ndclianzVWAw20hxZjGt3LnHWRJymKPrED2Fp0WxS7OmY/U2FvhQVh/Hah1G3r0ddPgtMFuRhE5CSMhCOSLSaCjRXNfh94IhAOKNRc9ehzP2u8UR1LvyfvITxqvtCupxLfUeCzYFWkAdeT5PzwTlqgxH2MEK8OYzmSBxRmbgOMuUDkCQjjsh2Ya/VAgqaN4AwyodlNKbTGE3Vgunb+2qmpYiDSlFqvFDnB7c/WBd4EFKHOAIztzY5DgTbl1V54CgLca3OR+CnDQ0HHKbgZwzj8K7tqkSr9elCXEdH58+N1hC5RjWCyRc6Gr4PEW1DyysLPiciQn9/BkzGRhHxA8lyJnFqWn9+2L2EVFssp6b1P+QShRB0julFx+gerCxewPT8r1lRPJ8bez/A0JSxh7xe58igv33p6JyAVPpcPLD8fUq8VZzbbhhXdjoFVVOZU7iOx1d9xN09z+O0tIFsrgqdGn5+5gh+3r2CCzJHsKh4U5OousNgZXRy71avK96WwqMLb+Ks9peT7szGJFvYUb2F0roiFC2YqpvqyOSWPg9T46skzprMLTmPMGf3T7y06hF8igenMZLTsi+mb8JwCmt3E2tN5Mz2l/FN7vvsqd1JjCWes9tfwcT2/4fDJzCtWwUjUpusRYqKReo7Eq3HwGDatyHY2kMtzMf/n+caouWyAeOVf0P5NbT5HUoAdfsGREYntPwtDcej4pD7DEdIMtoh668Orz7LYoslZ+SjzP/hOlSlccZAz2F/w2JrKu61gIJW5iYwOxd1Rzkizo7x5E6IBCfCqrc3ORzUag/Ksl0Epm8GlxcRZ8cwsQdS53gke+OXKmXNHowX90Vd0zgbg4DaNMp8AJorfBvMtkLzKaiFB0RgJAkCSvMXqeHbsOno6Oj8GdC04Pe15lXRVCOS1Uez35wOMxhl1JIapLBC3ITJ4w32lQ3xTtE5Mo1iTyX/zV9It+h2ZNhb1kJTEhL9EofTJaY3323/iGeX3cNZ7S/nL91ub1Hpoc7vQxfiOjonIBVeF6srtgPwysZvm5z3KH5SbDH0j+vEstItjc6dnNwHFY0uUWn8sGsJj+Zcxuubf2SPO+ju3D2qHff0vIAUS+h06eZwGiO5LedRXl31GIOSTqJjdHcm9/07dYFaLLKNgOoHBK+ueozdrjwA2kV05NLON5IV0YnNFWuo8Vfx6eY3OKfDFUzIPJ/lxfOZtmFq/T3KPSW8s/45xmaczYCEEdi6tKc5SzlhaohcahUl+N54pFFrM5QAuGvQypv27q6/rrwIeeSZKD99AKqK1Hck8sCTkaL3PQgdkWBzgLtpTT6OyOD/HSaRcV0Yfe4n7Nz0FeVFq7FHpJPd4xLsERnIIbIe1PxKfC/PqY9qarsq8a4swHhxDvKADD063kq0Oh+BH9ajLNjRcKy0Fv+7izFe2AcxNAshS8Eoh9UIdX60/AoM4zoR+HVLg/iWJTBIYaPNIvrop6VjlJHi7aj7W6rVeBD7+92G2DQQsfag27uOjo7OnxQN0SDE3QqaMCGJMBlx+xCCYHp6iQuy4iCE/vWbjEiqisHvJ2AK/T07NL4b22sK+XT7LO7qcX6rTNjsRicXdbqORXt/49ttH1Drr+Gm3g/qRm5tjP7GpaNzAuIOeLkoayQD4jqjaAp+VeH7XYtZVLIJgBJPFTU+N5O7ncWu2lLmFK1FFjLDErpR4C7jnqX/ZmL6YCwGE9Nyf+WKDmOJNjkQQpDlSCLFFoNRbnn0tMJTyraqjfyc9zkBLcClXW4mxZHBc8um1AtugWBY6ikMShzNntoGk7md1Vt5fsV9/G3A8zy++DbUfW26fsz7lBGpE/h8y79D3nNG/n8ZnDyGe5bfxFPD3yXFET5Nez9qwfbGInwfWlkRIikDbU9eyOuk7G7IPQYgZ3UJ7lbbIxqZrwlnNMaLbsX/3j8a6ssBJAnjRbc2apPWWiTJgCMyg679b0EJ1CHJZmRD6Ie0Wu3B/8GykGLP//kqpC6JiFj9sdAatBovysIdIc/5v1uP1D0ZEWNDRFgw/l8//G8vIjBjC/KQTEzXD0MtqASzAZESgTwiG2VmbpN5pE7xCOfR6brQ6L42E4YJ3fBtnRM8oIGydi/y8GyUudsbDxZgvDjnD6lj19HR0TlW0BCgeYPlSnUKRFog0PS94mBEhBWttBZqvSHLl/zm4HPdVOcNK8RlSWJ4Qnf+u2shuTV76BjRNBuw2TUIwZCUk7EYbHyV+y7pzmzObH9Zq+bQaR16zoGOzgmI02ilsK6Ce5b+mynL3uEfaz+jV0w2N3WZiEBglAw8seYTfKrCM2s/py7go9pXyxOrP+GVjd+iaCo/7F7C6KRebKvZy1NrPuWeZW9z99J/U+ypxNRKEf7Kqsd4YvHtLC+ex+qSRXiUWp5YfHu9CIdgf/N5Bb+wtmwZw1LGNZrDp3hYVDiTfgnD6o95FQ9+xYs7ECLKvG++Sm8ZftXPfza+Qp2/9pBrVQtCC21l6QwMI84IfZHVjtSxN0KSEc6ooLnawQ7osozUvgemO55HHnwKIrML8tBTMd3xAlJ2t5Au7a1Fkg0Yzc6wIhyAWm9wxz0UioZW1NQIRqd5tNLa8CnldX5wB2v6hCwhd0nEfM/JyP3TUXdVoCzfhdw7BcOQTKQ4B4axnZHHdATjvr8HAVLfNIyXD/jD6q6l1EiMF+WAMfg3rczbjohzYLxyICI9CpxmpB5JmO8eg5QV+4esUUdHR+dYQUMAKlrdvnpuqwVUb+NN+FDYTCBJqGWh31X2C3Gzu67ZabKdSUQZHWH9fVpCTsIQhiSfzIcbX6XcEz4bUOf3o4c+dHROMMo81fxt2btsrm6o/67x1/Hm5h+5qctEruw4juWlW3EYrex0FVHhc4V0UPerAZQQD44Yc+vaKG2r2siK4nn1P9sMDmRhoKRub8jxs3Z9z+19H2Nuwc+Njm+v3ET32L4sLZpTf8woN58Ga5Gt+FUfSwpnUeOvxnpgG7MQSMmZIeu4tPJi1OICDBfcROD796EuKGZFYjrGSycjog9diyVMZkRSOuKsq8DnBZMZ0Qqzu6NCczXKvgBatTcoLM0GcJia1D8DeOsq8NaVE/DXYrJEYrbEYGzl38xxheUQm1KGhk0WYTYg0qIwXtIXza8gTAaEsWHTRoqwYDyjO4YR7cHrB5MB4TQjDnWPNkTYTMiD2iF1TUSr9gT7hEdYEBEW5M4JaH41+Ll0fwEdHR0dtH0xTs3jRlgdaLI56AIT8IDRFvY6IYHmNKFV1EFm0/N+c/B5a65rXogLIWjvTGJ9Rej2tS3lpPSJLC+ax8xd33Nexyt/11w64TnG3gJ1dHR+L3vcZY1E+IF8tH0mrwy+iSvnvYCmaTiN4dNIJQTGg9pfdY5Ia5UQ9wY8/JTX2OQswhRFaV1R2GtCtSkDiLUmUONraKfWM3YAdqOTrIjO5FVvbjLeaYpC0RQCqv+Qbb72I6W3B6ujXmgfiIiIQsoZialjL6itAdmAcDgRjqgWzV0/j2wA6x/01WszIeLswSjuwUgCkRj631at9hCYsQVlzrb6tHapQxzGy/ojxTZsbtRW72bZjClUlW2qP5acOYYeQ+7B2kLjmOMNEW0FhwlcTd1sRUZ0yEi2MBnC1uILo4yIC/5ONW8ArdaLVuNFWAx/SHp6/Zpi7RB70EaW3XyYNoM6Ojo6JzaqUocxIhLk4DNAKB60ZoQ4gHCY0QqqQdFAbvztGjAaUCUJs7v5enOABGs0y8tzqQt4m+2Q0xxWg42MiA5sKl99WNfrtAxdiOucMMyaNYuTTjqJiooKoqKi/ujl/CFomsbGql1hz1f6XBS4y/CrQYdyj+KnnT2BnbXFTcaenNIHgARLFMWeSrpFZvD0gKtaJcRV1Ho39Po1eMtJsIXp1U0wiq1pTUOzI1Mn8MqqRwFIsWdwc5+HSLClcEe/J9jj2omGxu6aHfy84zNq/NXc0Os+vtz6DgB94ofgMLZg3VFxmG54FP+0f6CV7/udSDLyiNORew9DGAzBNmOH0WqsrfHUlaEpAWSDBZMltPmbFGnF+H/98L08F9TGv2Pjub0QB7m1aoqKWuNFnbcd5bfGrbXU3FJ8r8/HdMtIpEgLHncZS/53BzWVjWuH9+74DYPRTs+h92A4xEvIH4mmKnjcpfh9LmSDCZMlGqPJccjrRKQV03VD8b0S/J3KvVMRSU60gIphULvDTilXy2sJfLceZcVuUDVEcgTGC/ogZUQjzPqjW0dHR+dYJBgRl0DygM0A0r5nrdJ8JBsAuxnQ0Ko8iJiDAiVC4LOYsNQ2bZXaZBpj8LnjCngOW4hDMIPR7ddL1toS/Wl+lFBUjdWlLkrr/MRZjfSOcyBLx08sYfTo0fTp04epU6f+0UvRaYZSTzXWZtK1jZKBA/OPzZKRZwdew5Sl75DnKqw/PiCuExPSBjAt91ee7n8lToONGLMTj+pjbuE61lXsoJ0jkT4x2SRYozBIoftjWg02xqSfyeqSxfXHPIobT8BNij2jkSnbfk7NvID5e6bX/ywJmb90vQ2HMYJzO06ic3RvUuwZOEwRrC9bzmurn6DAtQOA9pFdubPfk2iaxoebXmV71SYsso3Lu92KzdgCUSUEIrkdppv+juaqRvN7EY4ohCMCYT42Tai8deUU717IllVv43EVERHbmW4DbyMitiPGEKn4UrsYzH8bS2DGVtSd5YhYG4ZxnZGSIhpFadVqD8r8PESSM3x/68IaqHBDpAWPu7iJCN/P7tyf6JRzzTErxL2eKvbmzWDTslfxeSsBQWLGSHoOuQubM/ymEYCQBFJGNKb7T0G4vATmbENZtgsRaUHrGI9mMyJCpPA3h1rpxvfy3EaZC9reanwvz8F0x2jkZmqx1co6qPGg+RREhOUPT23X0dHR+dOhmtGMXjAI0IzBuvGWCHGzASQJrSaEEAd8ZvMha8SBZsvMWkONr5Ike9qRmUwnJLoQPwrM2l3B1BW7Ka7z1x9LsBqZ3DeN0WmH75Z8POLz+TCFcXvU+f2Ue2uwGsxEGG1U+5vumo5LyWFO0TokBFd0HEef2PZEmx08M+BqBFDgLkVDsLEyn/uWv4dH8XHjwlf4cNQUqvy13LDgZYo9lfXzWWUT/xpyC92j24XtN9k9ti+ZER3ZUd0g5j7c9Cp393+G99a/yNbKdQDIwsCY9IlMyLoQRVMYnjoegHRnNqqmYJLNtI/qhm2fuMyv3sbDC25sFHHfVrWRp5fcxZQBz1HtrWRcxjmc0u484mldezAREYOIiGnVNX8Efq+LLaveJm/9J/XHKopXM//7qxkw9nmS2o1q0npEGGVEUgTGC/uANwBGCWFuLNS0Oh+B79ahLNqJ6apB4AvfAVUtrkHKjKGuNny5gaYFCIT4ezwW0DSN4l3zWDP/iQOPUpQ/m9rqnQw97XUstubT6oUsQbUH7z9nN7SFK6rBt6UE+dQuGMd0alUNtbarMnT5gAaBb9YgrhvapD5f0zS0gip8by4I1hgCSAJ5ZHuMp3T+w9LadXR0dP5sCNUIhn0p5EKAbAqmph/qOgGazYjmCl2i57eYWxQRrw0Er3c0U354KHyKl92uPEalnXbYc+gcGt01vY2ZtbuC++bnNRLhAMV1fu6bn8es3RVtct/vv/+eqKgoFCX4Ar1q1SqEENx77731Y6655houu+wyysrKuOSSS0hNTcVms9GzZ08+/vjj+nGTJk1i9uzZ/POf/wxGDIVgx44dAKxbt44JEybgcDhITEzk8ssvp7S0tP7a0aNHc8sttzB58mTi4uIYP348s2bNQgjBL7/8Qk5ODlarlTFjxlBcXMxPP/1E165diYiI4NJLL8XtbvjCUVWVp556iqysLKxWK7179+aLL75o9vfw5Zdf0r17d8xmM5mZmTz//PONzmdmZvLkk09y1VVX4XQ6ycjI4M033zzs3/sfjYbGv7f8zCM5lxFpahwN7RfbgUkdxzEuuS9fnvwgkzqMI9rsoNBdwdbqAv6z7TfWlO9AIFhbsQOPEqx59Sp+tlYV8OjKDxqJcIA6xcfkJW+wq7aEEk8VoYi1JvLAoJe4qvtfSXNkMSb9TP424AXyq3M5u8MVPD38Pf4+9C0eG/o6F3S6lgRbCsn2dIamjGVoyljSndm0i+hIpDmWKm8Z03d+zbLCuXy+9d+NRHivuIFMGfAc1/S8mxp/FXcPeIYzsy8jescerHsK0AI+1Koy1MoyNF/DQ04LBNC8dWjqIRxNj0G8njLy1n8a8tzaBU/jOSDL4WCEUUY4zE1EOOxrybV4576BopHhWJN5YoJ/Z1Z7UvgxkgHDIYzyfi9anR+1uIbAvO34Z25FLahCrQ39MnMgHncJG5e+HPKcq3IHrmZKPervXePB//HykG3hlF82odUceh2Nrlkf/t9N3V6OWuehrrYYRWl4rmgVbrwvzWkQ4QCqhjIrF2X5LjT1CIVIdHR0dHSaRzGh4aY+NC2ZEYEWRLIhaABa29RzBMDXQiFe5q3GabA2myF5KNaXrcCv+hiUfNJhz6FzaPSIeBuiqBpTV4Q2zdrP1BW7GZESdcTT1EeMGEFNTQ0rV66kf//+zJ49m7i4OGbNmlU/Zvbs2UyZMgWPx0O/fv2YMmUKERER/PDDD1x++eW0b9+egQMH8s9//pMtW7bQo0cPHnvsMQDi4+OprKxkzJgxXHPNNbz44ovU1dUxZcoULrzwQn777bf6+0ybNo0bb7yR+fPnA7B3b9At+5FHHuGVV17BZrNx4YUXcuGFF2I2m/noo49wuVycc845vPzyy0yZMgWAp556ig8++IDXX3+djh07MmfOHC677DLi4+MZNWpUk9/B8uXLufDCC3nkkUe46KKLWLBgATfddBOxsbFMmjSpftzzzz/P448/zn333ccXX3zBjTfeyKhRo+jcufMR/Tc5GkSZHJTUVfLqxu+4p8cFKJpChc9Fmi2OXe5S7LKZ4Und68fnu4q5bv4/KfU29LiUhcSDfS7Fq/hYXhbsaWw3WFhdEbq1V5Wvls1Vu/n3lp+Z3O0cesdmYzc0jr7FWhM5I/tSRqRMILd6A/fNv7qRiI6zJvHw4Fdx+2tYVbyD9aXL6RHfjyhzHHWBWuxGJ9XeCp5acie1gRqu6DaZLRVr668fnjqeHrH9mLriAbxKcBfaIBm5vMstjCxSoFMygR/+g7J0JqgqUs/BGE65EOpqCcz7ESpLER16IOeMQEQnHJF2YkeD6opthMtB87hL8NWUYDFFI8yti4ZqlXX10ypr9iD3T0dZtLPJOBFtrTcWs9jiiYjpTHV5U+O89E5nYra1XWsrze0jsGgHga8b/iYCgDQwA9NZPRER4T+/EvDgcYdvz1JVuoG45L6HuL8fbU+YPrEaqDvLkRIOXRqxHxHdTAq/3URZ0UpWLH+E9E4Tye5xKTZHMurOimC7tBD4f9mM1CcVEXVslgbo6OjonEgI1YyGiqZ6EZIFJCNCObTJGgS7a2ilrpCGbUEhfmhBX1hXTqYz/Ob4odA0jYV7Z9AnfrCemt7GHB9vm8cpq0tdTSLhB1Nc52d1aZi+vr+DyMhI+vTpUy+8Z82axR133MHKlStxuVwUFBSQm5vLqFGjSE1N5a677qJPnz5kZ2dz6623cuqpp/LZZ5/Vz2UymbDZbCQlJZGUlIQsy7zyyivk5OTw5JNP0qVLF3JycnjnnXeYOXMmW7ZsqV9Lx44deeaZZ+jcuXMjcfv3v/+dYcOGkZOTw9VXX83s2bN57bXXyMnJYcSIEZx//vnMnDkTAK/Xy5NPPsk777zD+PHjyc7OZtKkSVx22WW88cYbIX8HL7zwAieffDIPPvggnTp1YtKkSdxyyy08++yzjcaddtpp3HTTTXTo0IEpU6YQFxdXf9/jjXhrJPf3voTtNYXcv+I9nln7BR9tn8W9y98lwmgj+gCjtWqfmydXf9JIhAMomspTaz7l4uzR9cfUQ/S/dPnrKPVUc9vi19hcFXrzSQiBW3Hx7NK7mxi4ldYV8u7651lZsoCnl95Jp5iefJ07jcmzLuRv867ktpnn89Gm17iz35PYDA5qfJXEWILpwibJzKjU03hjzVP1IhwgoPp5d8OL5HdOBa8HZf5P4PNAwAeagrpqPr6XpqCumI26fT3K/z7F98970IoOHQH9o9BcVaj5W/H/+gWBRdMxSM3XHgtXDZqrstX3OTCNWlm+C7lbElKP5MZj4h2Ybh6BFBVMfbPYYhk47nliEvscMEgirePpdOl7HQZD26VGa6W1jUT4ftQl+ShbmhoRHogkG5GbWZvV0XyNOMAhrcNbudEq90kNO6c2LIntOz/H76uhcOdsijbPJlBeFYx4h8tccHlDRut1dHR0dI4wGkDw2awGgiVGmmyGFkfE98VIPU31g89ixuj3I/vDawufGmBPbRldIg9fQG+pWMve2nzO1duWtTl6RLwNKT2ECG/tuNYyatQoZs2axV//+lfmzp3LU089xWeffca8efMoLy8nJSWFjh07oigKTz75JJ999hkFBQX4fD68Xi82W/PRk9WrVzNz5kwcjqaRnm3bttGpUycA+vXrF/L6Xr161f/vxMREbDYb2dnZjY4tWbIEgNzcXNxuN+PGjWs0h8/nIycnJ+T8Gzdu5Kyzzmp0bNiwYUydOhVFUZBluck6hBAkJSVRXNz8y/uxiiwkBid05YNRd7O+fCcJtmgkIUi0RJFsjcEkBwVWrb+OvXVlLCsLbcLlVfxU+WqJMjmo9LmItUTgMFhxhXmQJFqjqfEHz01d/zUvDbqRKHPjvwuXt4pN5avxqV4kITMoaTRDUsYiC5lafzXTd35Dkj2d07Mu5qe8zxoZvAFsKF+BtlXl7A5/YfrOr7mw07VsKl9N/8QRLNg7HS1MZPjLPV+QqZ7KgQlact9R+N99uulgjxv/V29imnQvwn5s9b5WqysIfP4q6uZV9cdsV9+JbLCgBJrutEfFdcNQsBvVDVJsK3fGnRZEtA2twg2qhu/9pRhO6ohheDaax48U74BIC1Jk4/ozmzOZgeOex+upIOCvxWiKwGyNxWhqu7R0TVEJzN0W9nzg1y3QIRJDVGifAIs1lnZdzmP7ug+bnJONNqLiuh5yDcJmQqRHoe2qDHESpIzWeYGIKCvGvwzA//7SxgkPHWOo66xQMmcJffrdT6yvI4bZpQS+X4jUMR7TdUMJ/LQRNa+s8YSRFjCENlQ8kmiahsddTJ2rCJ+3ErszDbM1NqyLv46Ojs6Jh4YwmAEJLVALplg0ydTiiDjG4He15gkg7I1Ty32W4KaxxeWmNjr09+oOVxEBVHpFZx3e6jWN33Z9S7eYHHrE9j+sOXRaji7E25C4FprztHRcaxk9ejTvvPMOq1evxmg00qVLF0aPHs2sWbOoqKioT+d+9tln+ec//8nUqVPp2bMndrudyZMn4/OFrlHZj8vlYuLEifzjH/9oci45uSF6ZreHfgk3Ghs+txCi0c/7j6n76nZdrmDWwA8//EBqamqjcWbz4bdmOHgdB9/3eMRmMGM3WJlVtJaFxRvR0Ei0RnNXj/MYENcJh9HK6vI86pTm61ZrAx4sspGLskaxrWYvV3Ycx8sbv20yblxKX5aVbq0Xwhsq8/GoTTeXqnwVVHrLMEom7uj7BKtLFvHqqkfxKh5iLYmc1f5yos1xdI3J4avc9xpdm+bIYnjqeGwGB30SBmMzOPCpXk7LugiAndWhNxQA9rp347Or9UJcRMejleyBMFF+bedmtDrXMSXENVVFXT2/kQgXiemYFJl+o/7O0t+moGkNhmpGcyR9et2C9OFbMOH/Wn0/KcqK6fqheF+aA24fBFQC0zcjluZjunUEUkL4343JEoXJEtXqex42iopWGf4FR6vx4q4swO60IctNv2sl2USHXpdTU7GdkoKF9ceNJieDTn0Zqz3hkEsQDjOmS/vhfXFWE2M7w9k9m7SFOxQ+tYYS+zoib+uClO+FugBkRSCiLWxa/gRdul9H/IZEWLSF/X/FSmktyrJ8TFcOxvfJCqhu+J0YT+uGiGxbszZN06gu38Kin2/DW9fgE5LU7iR6DbsXi+3Ya/mno6Oj0xYIo4SQrWiBfRmHkgmh+kBV4VClb0YZEGjeQJPEKK81+Cyx1IYX4luqdpNqiyXBGnVYa99UsZo9tfnc2PvBJmavOkceXYi3Ib3jHCRYjc2mpyfsa2XWFuyvE3/xxRfrRffo0aN5+umnqaio4K9//SsA8+fP56yzzuKyyy4DgqZoW7ZsoVu3bvVzmUymeuO3/fTt25cvv/ySzMxMDIa2/VPq1q0bZrOZ/Pz8kPXgoejatWt9Xfp+5s+fT6dOneqj4SciRXUV3LDgJQrrKhodu3vpv3l1yM10ikjl+XVfckXHscRbIsOarPWMziKzVyJzi9bzjzWf8dawyUQY7byb+z/2uMuINNk5J2MoWc4kHlvVEE2MNjmQQ+TVbihbQZoziws7XcdPOz5nbemS+nNlniLeWf8c1/acQrqjIStCQuLaXlMIqH5+y/+Oal8FuZXrOTnjLDyBOmwGB+0iOjBr9w+sL1sR8nNkOTtiLmoQBggJ1PAu4EDwYXks4aoiMOe7+h+l9j2Qh4zH/827RKa0Y/RJL1NQuJCaur3Ex/UmzpaN4auPoKYSKaPjYd1SpERgnnIyWkFV0Bk9JRKR7EQ6xuqMhcmA3CMJdVMY1/bsSHbt+oms2GhszuSQQyy2ePqOfhxvXSnV5bmYrTHYI9thtcUjwrTma7KO5AjM944lsHAH6pZiRLQN45iOkOgMaYjXHEW75rFq/iMAOKKykA0WXEt3gqrS/+RnsNfFwEcbml7oVwlM34RhWBbK0nzk/ulI2XGItMg2f6Gqqy1iwY834D+o1KVw50zsEWl06X9zyI0QHR0dnRMOgwDJihoIBpE0aV8oQPGC1LyTuRCgGSXwBZqc81mCQtwaxrDNpwbIqynk9PSBh730ubt/pmtMH3rEhc5m1Tmy6DXibYgsCSb3bb5GY3LftDbrJx4dHU2vXr348MMPGT16NAAjR45kxYoVbNmypV7QduzYkenTp7NgwQI2btzI9ddfT1FR45fazMxMFi9ezI4dOygtLUVVVW6++WbKy8u55JJLWLp0Kdu2beOXX37hyiuvbCLafy9Op5O77rqLO+64g2nTprFt2zZWrFjByy+/zLRp00Je89e//pUZM2bw+OOPs2XLFqZNm8Yrr7zCXXfddUTXdqyxqXJXIxF+IFPXf4PL72FnbTFf7JjHtZ1ODTnu1NR+FNSW8vKGb1E0hWcHXMOTaz5hbtE6bu96Fp+M/ht3dD+HjVX5PLzyPygHRJcvaz+GGEtEkzktBhtFtQV0iOrWSIQfyKeb38Bharj2/E7XsLZkKW+ve4686s2UeYqZU/ATH236F3HWBNIcWZhlK+PbnYdRauoOKhBc2OEqjMsbNmS0ihJEYnroXx7BSLOwta3Dd2vRVAXcNcEfJAl59Fn4P/5n0GRuw3KMbzxP9toKeu9NIN3eE8OHr0NxAfLQUxHOqMO6pxACKcaG3DMZ48mdkLsmHnMifD9Sz2RwhIg6GyTUUQns2PY1AX+IdmAHYLZGExHTkbQOE4hPHYTNkdRiEQ7BFmZSvAPj6d0w3TQc0+X9kbJikWytc631uEvZsqKhc4OrMo+q0o0ofjeK4sHjLkLaGT4DQM0rR85Jw3BmD5SNRfg/WUHgm7WohdVogSP7vXwg1eVbm4jw/ezY+EWjKLmOjo7OCY0sELINVA+oPtjnXi7UFtaJGyTwN/2+1mQZn9kU1jk9r6YQv6bQP67TYS17d80Odrm2c06HKw7rep3WowvxNmZ0WjRPDssi4aD08wSrkSeHZbV5H/FRo0ahKEq9EI+JiaFbt24kJSXVG6c98MAD9O3bl/HjxzN69GiSkpI4++yzG81z1113Icsy3bp1Iz4+nvz8fFJSUpg/fz6KonDKKafQs2dPJk+eTFRUFFIbuE4//vjjPPjggzz11FN07dqVU089lR9++IGsrNB1MH379uWzzz7jk08+oUePHjz00EM89thjjRzTT0SWloZP095aXYCGxvMDr+PKjqfQKTKNd4bfQc+oTABizRHc1u0s7uh+LgPiO3Fh1kgqfbVMXf8NV3Y8hf5xHVlStoUdNUVYZRPLS3MbzT8yqSenpw9EDtFTvGN0D2ItCZTWhW/NVO2rxOWvpn/iCIySifaRXViw99dGYy7vehtDU8by9NK7uHvuZTyy8Eb2uPJ5dMjrJNkaNr6izXHcN/BFUqxpSAPGNEygqaibViIPCbEJIRswnnc9whEVdo0AWk0lamUZam1Ns+P2o9ZWo1WVo3kOr5e2MNuQsoNu91KnPqgbloNywG65pqJuW4+6ZiHKrP8ijzoL42V/xTD2AoS1bTJujiWkGDvG24YgusXXm5yJdtGo13VjzaapKIoX2fD7SlhaipAlJJsJYTq8LCFNVXC79oQ973YVBfuWNzdHrRf/O4vRdlaglbtRluTj/ccMtIIwzu5HAHd1+A4hSqAONdB8qZOOjo7OCYNBIMnBjWsl4IL9gYIQfi4hkSU0f+jMPJ/FgsUVemM5t3oP6fZ44g/Tl2N1ySKizXH0TRx+WNfrtB6hadqfvrlodXU1kZGRVFVVERHROJLn8XjIy8sjKysLi+Xwa+wUVWN1qYvSOj9x+9LR2yoSrnPscKT+flrDx9tn8fy6L0OeizI5eKLvFdy++HUCmoJAMCqpJ7d2O4tKbw15NUXkxLYn3hpJmbeGc2c8TtfIdG7uOpG/LX+Xan+DkDwpqTc3dT2D3Oo9VPvd9IzOJMES1cSkbT9exUNe5Sb21Obz8qpHGp2LtyZzevbFJNpSiTbHY5SMrC5ZgjtQwxdb364fNzx1PLGWBP677T9EmWMZnjqeSFM0e2p30im6FwMSRuAK1KAqfpyKkYhF86C8BHnQOERUHMri6eD3IfUdGawV37ODwG9fQU0Fol1nDGPORcQlIQyho5iaqwoldy3Kr58HI+tJ7TCcdhlSaibC0jSKrtXWoO7YRGDGF2iVpUip2RhOuQiRkNbqlmLqnh34XpqCPGgcWvEu1G3rQw+MisN0w2NIMYeubT6RqKstYff674iL7I1AUFG9ka25H+KpLSIlezx9Bt+P5BOAQDjNhxSzfxSeujIW/HAdrsodIc/3Gv4ASdYBaM8tDnle6pyAlBZFYMaWJudEehTmm4YjQmUP/E5K9y5nwQ/XhTxnskQz6pwPsdoTj/h9dXR0dI4F9muJXx85GS27IwgIVK9DtqZhsLVDLpqLEtsPLeLQJmrqznIQEnKvpuVUnZesImAysvS0kxtfo2m8vukHTk7pw5kZgw/rM7y44n4GJZ3Edb3uPazrdVqPXiN+lJAlQd9mDI50dI4UwxO6M1V83ShdfD/nZw7n3dzpBPYZe2lozCpcQ43fzf9ljyHdHsdz677kjh7nYpIMTB10AxW+GvbWVfBozuV8vXM+c4rWATCzcDUbqvJ5f8RdxIZIRT8Ys2yh1l+DxWDFZnDg3lc7lR3ZhUs638h/Nr5Mfk0wwh5jief6nn9rMseIlPE8u3wK53W8inRnNjPyv6WsrojsyM4kWJNRNYV0YvB/MhUtb0O9kZW6bjFS134Yz78B4TwgCyUqDpHZGREIgMWGMIUXKJrHTWDOtyiz/ttwbNdW/G88jPGSyUi9hzRKZda8dQTmfY8yo2FTRN28Et+WVRgn3YvUpW+r6nZFfAqmm/9OYM0iREwihBHiUmwSwnpspdYfDaz2eBI7jGThTzc3SoNOaz+R3l1uJ/DZOvzrCsFswDA8C3lIVn3rtWMJizWWrv1vZumvdzc5ZzQ5SUgdhNkQT+C0bgR+PKhO3GrEOLE73n/Nb3ItgLarEs3tbxMh7ojIwB6RTm110/Z/nfteh8UWf8TvqaOjo3NMsm+fV8h21EBN0JtGBHuJtyj6KUkQJiLutVpwVDbNxiv31uBRfXSOTA1x1aFx+2sp95TQNTZ0JyKdtkEX4jo6JxiJ1iheGHg99yz9N94D3MtHJ/Uiy5HIv7f83OSa5WW5XNb+ZLxqgJXl29hTW8qaijze3drQFswoGbi165lEmOx8vysYjSuqq6DUW9UiIQ6QYEli6upHuDXnEf654kE8Sh3/1+Vmnlt+L3WBhlSrck8JTy/9K08Mf5sIUxTVvkoAAlqA4SmnoGkqU1c8UD9+T+1OFu79jQcHv0x0EWh5TY2s1I3LUfNzkbr2QxxQOiHZmm6QaUoAAn4wmuvHatUVKLO/azIWwP/tO5iyuiCiGpyhtZoqlN++bjpY0/B/9QamW55GRMY0/ws7AGE0IdI7YoxJRKsqR1k2K6Tzuzzugj+lEAeIiOnAyLPep7amAE9tEY6oLJyBZHzPzmxwM/cGCPy4EWXNHkw3DGvSgu1YIDapHz2G3MPGZa+g7MtCcURl0u+kp7E6khFCII9sj9Q5gcDMrVDjQeqWhNw3HWV3RdDpPhz79n60Gg9apQetvBYRZYUo6+/6XVjs8Qye8Cqr5j5O2Z6lQLD9W6c+V5OSPQ4RolxFR0dH50RGyDZUXymggWxCHKJbTT2yFLKPOIDPasFa0LTEr2yfR0fqYW56VvuC3kKJtpTDul7n8NCFuI7OCYZJNjIgrhOfj7mfrdV7qPLV0i0qA4OQuGjWU2Gvq/TVsr5yB6em9qPaX8c7W//X6LxfDfDC+q94YeB1TC9YUS/yvUr4rgAHEyk5iTXF8tXW97i97+NomsbWyvWNRPh+NDQ+3fwmt/Z5jCeW3AaAQRgYnjqeJxdPbjJe0QK8seZJHk+cTDgZqsz/EbWmAlzVyH2GIaLiEIYG/wbN40YrKyIw/0eoKEZ06IncZ0Qwjb1oV9iWZ9RWg9sFBwrxkt3hx1eVQ50LWiHE9yPsEWA0Y7ziHvyfvAT7684NJgxnXIGU3K7Vc55IWB2JWB3BFGjN68f30YomLcUAtN1VaLsr4RgU4iZLJO26nEtSxkh83kokyYjJEo3FFls/RrKbIDsWKT0KAgqYjQhJgKoSEBAq7CJ1jAO7CbXcje/fCxv1PRfxjuDGRMLhewrYnakMOPkZfJ5KlIAHo8mJ2Ranu6Xr6Oj8KRFGO/gKUQO1yJIRlBaatckC1NCxc6/VgsEfwOD1ETA3lNHVBjwYhIzDeHhlkOq+TElZnLhdhY5FdCGuo3MCYpINpNhiSTngxT3fVYzajCVEpMlGpdfFiMSefLZjTthxs/auYWL6YL7YORdZSMSYWxYNB7BYIris2638d/uHvLD8PiZkXkSBKy/s+O1Vm0h3ZvPU8Hf5eccXSEKmrK4YldACd2/tLlxOS1ghrvl9iJI9KHO/R5nxBcar70fK6oaQZTSvB2XVfAJfvdFwwbb1KLP+i+nGx4M9RZrjYIPCQ4mP3xEhFCYzUuc+mO54Hqor0FQFERmLcEYhjK1z6T6R0dx+1HV7w55Xlu1C7h66pdkfjSwbsTmTw7Zc248wyvv6zu772WnBcFZPAt+sbTzQasR4YTDl0P/hskYiHEArceF7awHmW0ciIg7fz8JkjsDUiu8EHR0dnRMVIdkAgeavQpNaHhEXQqCFE+K24Oax1VVLzQFCXNM0fo/1lN0Y/N4u95TQ/vCn0Wkleq6Yjs6fhGizg2GJ3UKey3YmscddRr+4TiCgpK4y7Dx768oZndyT+3pdxBXtxxJrbrn3QUWggkcX3ULXmD48MextTko/g2R7+FZi8dYkrEYbMeZ4os2xJDvSG7U3C4Wwh3cLlbv0Rc3bGPxBCeD/4Hm0mmA6luaqJPDNW00v8tbh//INRGQsWEK37xJJGXBQOriIS4Ywpm8iqR3C/vs8I4RsQIqOR2rXCTmrK1JMgi7CD0YIMDez32w98SK1wmpEHpKJ+a6Tgn3EO8RhmNgd8z0nIxKdUONF3VIS8lqtsAatpoWuvjo6Ojo6zSNJINtQ/ZUgGUFp4ferBCjhI+IAthpXo+N2oxWfqlDrP7zv8AhTFHajk80Vaw89WOeIoQtxHZ0/CU6jjXt7XUTvmOxGx7McSdzZ/Vym71lJqi2WnJj2dIsKn97cJTKd93J/ZV7RBs7NHIa1FW2himv3cmOfB1i09zceX3wrL618iOGppyKF+Sq6qNN1RJiikCUjg5PH8Ld5V2E3ODCI0OIqw9keF148p5zT5JyITUIkpqHt3tZw0O0KpokDWkEeqKEj7dquraiShPGsq+Hg3tIWG4Zzr0eKjG10WEREYbz41qaRdLMF40W3IByH115Ep+UIpxl5WHiHWsPgzKO3mKOIZDMhtYvB+H/9MV0/FMPYzkhx9qA5oC/Q7LVard5mTEdHR+dIIcl2VH8lmmyCltaIi/Cp6X6zCVWSsNY0LulLsEQBkFsTvv1l87cUdIzqwYI9v6I31Dp66KnpOjp/IpKs0Tw74BqK6yrJcxVilc2UeatZUbaNR3IuI9rkwGG0cm3nU5lduAb1oEJTm2xmQHwnPtj2Gxoal3cYQ5Kt5XXOihbgqSV31tci1fgq+e+297mlz8O8vvYpfPt2iyUkzut4FV1iegPgUzxsrlhLja+Sn3d+wSVdgi7rB2KSzFzW9VY0NMr79iG9LoCyej5IEnLPwUgdeuL//F9N1qTt62+sKc0LFEmSCWxZjXHSvajb1qJVlCAltUNkdETENDVHEQYTUpccTHe8gLLkV7SSPYjsbsi9hiKi40Lc4dhCq/Oh+RSQJaQ2cNk+GghZwjAsG3XtniY9tOWTO0Fs6AyHEwVhkMBw0CaXxQhS+Jc8cQzWzOvo6OgcPzTefBcGB/iK0QCh+YMb/geXsjWZQgI0UGkaMhUCj82K9aCIeLTJTqzZyaLiTU0CLi2lX8Iw3l7/HCuK59NP7yV+VNCFuI7On4wYs5MYs5M0ezyuQB0SgmiTA6Pc8HWQ4Ujg1SE38/fVn1DgDraC6hyRxg1dTudfG7+vd1L/Ln8xObEdWnTfSm85765/vl6E72fh3hnU+mv4x/BpVHhLUdQAac5MIk0xWI3BdG+zbGZD2QoAFu39jUhTNFMGPMfcgl8oqysiK7IzYzPO5t/rnsFmsDMsZTwpEZEYTjobkd4RZdY3+N97Gg7e5ZVkRFRQREtp4auiREIqwhGJ4dRLUJbMQKsoBXsEWkQ0UkIqUkTozQhhsiCS0hFn/AUUBQzGVrUs+yPQvAG0wmr8P2xA3V2JiLJinNAVKSu2TdpetTVSlBXTDcPRdleiLM0HmxHD4CyIsyHZ2+7zaIoKfgUMclAQHyOICAvy0CyUedubnJN6JIFDL2/Q0dHROVII2Q4I1P1p6aoXpENseO5/TdA0Dhb2EExPt1U3FuJCCPrEtOe3vavYXVtKmr31G/7tIjrSztmBDze+Sp+EIbpx21FAF+I6On9SHEZLvbumT/Gzx12Gy+/BajARbXIyIL4z/xpyM5urChAiaPb29NrPqPS6ODW1P2n2OBKt0dT6PZT7gj0tI4w2Ik2hrdLc/hryaxrSwo2SifGZ59MrbiB+1Ydf9dI5uic2Y1PXZpvRSawlof7nX3Z+yezdPzE4+SQ6x/TCG/CwtnQpm8pXIxBMzL6MgD8PfvgAqUNPpK79UNctbjKvfPL59SniwhGFPPpslFnfNB4kyRjOuyFohAaIsRcEXdIBHBGNeoeHQ0hy05T2YxBN01C3luB7c0G967ZW48X35kLkU7tiPLkjwnL81VVL+9tzdU9q840QLaCglbsJzM9D21mOSHBiGNUBEWdHNFevfpQQZgOGCV3BIAXFeEAFSSD3S8d4Zg9EmM0JTdPQqj2gaAiD9LsM3XR0dHT+NEhSsI2ZEuxwIhQvmuEQQnz/3q2qgtz03cFrt2KvatpLvEdUJqvKtvF+7q9M6Xkh8qEi7wchhOCUzPN4a+0/mL7jK07NuqBV1+u0nj/+rUDnuOa9995j8uTJVFZW/tFL0TlMyj01fLh9Jp9sn4VX9SMQjErqyV09zyfeEsl/cmfwxc55AAxL6M6FvUbw0+5lzC5cS5otlgRLJHMK1/Llzvn0jM7ib70uJNuZjOEg4Skd4BJulEzc2e9JZu36gaeW3IGGhkAwKHkMV3a/E4FAEoJIUwwG2YjFYGVcu3P4acdn9dF4j+Jm1u4fALiy+538tivY41tDwySbsPY+Cf+8X1Bz1yISUjFecjuBeT+gFe5CxCZiGHchUnZ3hDkoKITVhmHUmUiZXQj89hVadTlSu84YTj4PEdvgXC1kGSKi2+4f5A9Eq/Lg+3RlyNZXyi8bMQzMOC6F+H6ORjaCml+B7+W5QYELsK0MZdEOjJMGIvdKQRj++A0ZKcKC8cweGEZ3CPaqNRsQTkvYjQKtxoOyZg+BnzehVdYhEhwYzuyB1CE+2EZNR0dHRycsQnag+sqCP7TEsG3/+1KYUm2PzUrc7r3BiPkBzzVZkjgltR+f5s3mi53zuChrZKvXmuFsT7+E4by/8SX6J40kzprY6jl0Wo4uxI8SiqqxujhAWZ1KrFWid4IB+ff0GdDROQL4lAAf5c1iWu70+mMaGrMK11DureG5gddyeYeTmVW4hmizk1PT+nHnkjdR9vXH3lpdwMzCNdzW7SxGJPZgbtE6rpr3Ih+NupcMR+O6aacpil5xg1hTupgz219OqbuI0emnMzJtAm6/i//t/JJFe2fgV7x0julNQc0OxmeeByJY/x1piub2nMd5ZdUjBLSGeu5RaadjlEzsrN4KQKwlgWhzHJI9EdNtz0BtNZrPCyYzxsvuAgHCYAxplibsEcjd+iMyOyMCfjDb6oX6nwK3DyrD9DnVQCuqgfjD7zN9oqNW1eF/f2mDCN+PBv4PlyNlxiBiwjXXO7oIo4yIPfRaNI8f//82o8zKbThW7ML/70UYL+yDGJqFkI+d1HsdHR2dYw1hdKB6iwABagsMMffLA0UFmm7eeuw2DAEFs7sOr72x10myLYZRSb34be8qEiyRnJTcu9XrHZ95Plsq1/Ha6r/zwKCXjvmSuuMZXYgfBWbne5m6zE2Ju+HlLN4mMbm/jVEZx1/Npc6JQ6m3io+3zwx5Lrd6DzU+N5KQeHHQ9ZgkAx9tm1kvwg/kjU0/8mS/ScwtWodH8fF53hxu63ZWo7pzu9HJdb2m8MTiyYxMPZWPN7/Gkg2zUTWFWEsC53a8ks4xvfl++0dc0uVGesUN4MONr7K2bCmZER25qvtdVPuquG/QVIrdewGNTtE9cftrKfeWkGJvx57anVzRbTKJ1hS0vTvxf/FavUu6SMrAeN71iNRshKH5qK5k+32txY5bmtscdJgg0oJa4gq+HFiNSLqxV2NcPrQyd+hzvmDKOseIEG8pWo0XZXZuyHP+b9cF0/2Ps8+ko6Oj02aEeIwK2Q5CChq2KZ5wge4G9j+Lw5hqeuzBZ6+9qqaJEAfoE5NNla+WT/NmY5aMDA3TujYcVoONs7Iv44NNrzBr9w+clH5Gq67XaTn6NnYbMzvfy/1zXI1EOECJW+X+OS5m57ewlcFh8PPPPzN8+HCioqKIjY3ljDPOYNu2oCjZsWMHQgg++eQThg4disVioUePHsyePbv++lmzZiGE4IcffqBXr15YLBYGDx7MunXrmr3vf//7X/r27YvFYiE7O5tHH32UQKB5R2qdP4Zavwev4q//WSDoGpnOqMSePDfwWl5c/zXn/vY4l895livnvkCU2ckd3Zu2BvOqfmoVL2Y5KHCXlm3BFWiafpXqyOShwa/wwvK/sWjvb/XGbWWeYt5a+w/SHJlkRnSiyL2bhxbewNh2Z5OTMJQruk3m6aV/5Z31z/LYolv4bMubfJX7Hu+ue4GdNVt5e92zXNtzClP6Pxd0Wq8sxfevBxq1KtMK8/G9/jBaWdGR/jWeMAi7CZHctE+7iHdg+stAAl+vwfvYL3ifmI7vxVkoGwrRvPp/2w0c4vUqzEvVsYxW7g7/sTwB0Nud6ejo6DSPEPvEuGhZC7NDCXGbFQ2wVTetEw/eTjAyqSc9orN4f9uvzCtq/r09FJ1jetEzbiDvrHueGl9Vq6/XaRm6EG9DFFVj6rIw0ZF9/HOZG6WNXs5qa2u58847WbZsGTNmzECSJM455xzUA3ol33333fz1r39l5cqVDBkyhIkTJ1JWVtZonrvvvpvnn3+epUuXEh8fz8SJE/H7/QffDoC5c+fyl7/8hdtvv50NGzbwxhtv8N577/HEE0+0yWfU+X1YDCakfdu3JyX3ZuqgGxiW2J0UWwxlnmpOTsnBaQzuvLoVL9NypyMJiSf6TuLp/lfxWM7ljEjsgYRotAkca3JikkMn3JTVFbOzJnSE7avc9zil3bmYJAs+xcMrqx7l4k438POOL3AHGhxCyz0lFLv3sLZsKQ5jBKqm8sqqR4i2xBFjikVZOhN8IeqwlACB2f8NpqrrNEE4LZguHwAH1Qobz+6J7z9LUbeW1h/Tytz4Xp+Pukd/QNdjM0M4EzOD1KJU8GONQxrMHQM17zo6OjrHOsLgQEVtmRDflwquhdEHmizjtVpCGrbtRxKCk5P70Cs6i/9s+43pe1a0es0TMi/Ar/r4Ysvbrb5Wp2XoqeltyOriQJNI+MEUu1VWFwfom3TkDZDOO++8Rj+/8847xMfHs2HDBhyOYJ3nLbfcUj/utdde4+eff+btt9/mnnvuqb/u4YcfZty4cQBMmzaNtLQ0vv76ay688MIm93z00Ue59957ueKKKwDIzs7m8ccf55577uHhhx8+4p9R5/cRa3JybacJ9IltT6mnijsWv96od3i2M4nH+/6Fu5f+G58a4PzMETgNVt7c8hM7XUXYDRYmpg/iqf5XYRRyfXT9Lx3HYjeEFiSby1c1OSYLA11j+mA12EhzZLFx3xi/6kNDZXnxvLCfYU3JEjpF9WB58Tw0NCS/n8C28Lu/2o6N4HWD6fDKQlS3C3xehCSBM+qYqJ3SairRaqvRPG6EPQLhiERYD0/0idRIzPeejLJiN+q2UqQO8WguL9SEeHnQIPDftYjrhiLZwpt2aQEVVBVhOrEfOSLKgumSvo1c5/djPLsnwnkcliJFWoJlCa6mkW+REnFctrTT0dHROdpIBicaexH+8OK5YfC+9wolfKDOY7dhr6w+xDSCMcl9MMlGvtgxj7qAj4npg1r83uI0RTI0+WR+3vE553e6GqepqbeOzu/jxH4r+oMpq2tehLd2XGvZunUrDz30EIsXL6a0tLQ+Ep6fn0+3bsF6kSFDhtSPNxgM9O/fn40bNzaa58AxMTExdO7cucmY/axevZr58+c3ioArioLH48HtdmOzNa1l0fnjUNFIscfg1wI8suqDRiIcYHtNIT8XLGNsSg7bawrpFJHCI6s+qD9fG/DwSd5s8lxFnJE2EIArOoyjc2RayPtpPi+xhsY9t09Kn8jQlLGsLlmMy1eFy19NiqMdkaZoqnwV+FU/BmEkQOgsDINsRNGUfTF5QSVutNGnYJ8N2o7NTS+IiAVD652eNa8HrTAf/4//QduVi3AG253JPQYhnFGtnu9IoZbuxf/+s2iF+fXHpF5DMZ55JeIw3N2FJBBxDsS4znBSBzRZIjBtSfj751eCNwAhhLha60UrdqHM3Ybm8iH3TkHqmoQUc2J+DwghkDrFY777ZPz/24S2uxIRa8NwaldESuRxtRGhBRS0Wh+aLDBdOwTfK/OCfdH3YzdhmjTo+Nxc0NHR0WkjhAhTzSNbAQmU5jNlgQOEuBJ2iMdhw1HVvBAPrkcwIrEHZsnID7uXUKf4uDBzRIvF+MCk0cze/SPz90zn1MzzW3SNTss5ft4KjkNirS3L/G/puNYyceJE2rVrx1tvvUVKSgqqqtKjRw98vrar6XO5XDz66KOce+65Tc5ZLH8i9+ljkBqfmzJvDWsq8kiwRJJuj2dvXQXv585gfGq/kCZsADP2rOLRnMvJie3Avzf/FHLM4pJN3NjldP578sNEGG04TaGFluauoUNsL0ySGZ/qZWTqBNIcWTyx+Pb6MbN2/0CKPYPb+j7O00vuRNUURqSOZ3r+1yHn7BM/mGnFU7lv0FRWlyxizu6fkITE2BHjGDr2NJwfvgV1DWnthpPOOaxosbpzE/63nwi2CwG0ihICeevwpCXjq92JZDBhtsZgsSUctSi5Wl2O/50n0EoLGx9fs4CAzYFh4hUI4+EJJSEEGA3BkoP48OZ1ItISzA44eG1uH4HfclH+t6nh2MYiRJQV0+2jkOKOvzTtliBMBkR6FKbL+oFXAaOEsB4/Lb6UgBetwoM6Nw9lRQFCEsjju2CecjLq1hLUvVVImbFI7WORdJM2HR0dnZYhQJOMSC2qEQ8+UzVFC+X9BkCd3Ub8rj1NWpiFY2B8Z0ySkd/2rkLTVC7KGtWidxWHKYJ0ZzbrSpfpQrwN0IV4G9I7wUC8TWo2PT3BFmxldqQpKytj8+bNvPXWW4wYMQKAefOapvcuWrSIkSODfQYDgQDLly/nlltuaTImIyMDgIqKCrZs2ULXrl1D3rdv375s3ryZDh06HMmPo/M7qfS6mJb7KzP2ruLeXhcyt2g98eZI5hevx2owU+MP07IK8KkBJCGIMFop8lSGHbesdAuD4rsQb4kKO6ZOeKku28id/Z5k6ooHGJk2oZEI38+e2nzm7P6R07MuxhvwcnaHK+gU3ZMqXzkL9vzK9qqguDs5/Sy2V23i6h5389baf1Ds3lM/x3uuN5npaM/9l9yK852XQAjkk85BSmt/6F/YQWjVFQS+eqtehAOoEy5gt7WELdOvQ1WD0XqzNY4BY58hKr47knQUvl4rSxtEuNmKSMqAgA9tz06Upb8hjzoTEZv0u29jGJARFNQhtvkN4zojIkNsslXWNRLh+9Eq6wj8vAHjhTlHJUKs1XjQytwoW4oRdhNSpwRERPie2UcKYTaC+fjque6tK0Mrr0P712qoDnosaEDgk5UoCQ5Mt4/EMDz7j12kjo6OzvGKbEYoPjQ1gGjmHUFIoAmxr31ZaDx2G7KiYnG58ThbtinaJzYbSQh+3bsSs2zinHZDW3RdrDWBYndBi8bqtA5diLchsiSY3N/G/XNcYcfc3t/WJv3Eo6OjiY2N5c033yQ5OZn8/HzuvffeJuNeffVVOnbsSNeuXXnxxRepqKjgqquuajTmscceIzY2lsTERO6//37i4uI4++yzQ973oYce4owzziAjI4Pzzz8fSZJYvXo169at4+9///sR/5w6LWNjZT61AQ8vDLyOWxa+SoXPxUuDbmBLdQE2g4le0Vlhr23vTGaPu5xUexwSokn6+n4cRitTlr3DS4NuJNOZGHKM21fOnl2z6ZRzAw8OeoVNFavRwsy3YM+vvHTSF3gVDx9veo31ZcuxG52MzTiby7regtvvYk9tPhtLVyEQjUT4fna6trHOWsmIK/+GFJeMcEYiLK2P4mkeN1p5g9u6SEijIs7IpsXvNhrnrStl4Y83Mfq8T7FHhE7PP5KoFSVgMGKY8H+IiBjU/C1gtiCNvwRl1Tyoqz0i9xFRVoxXDcI/rXGPbHlwO+SeySGvUVY3/feoP7dsF4bTu7e5ENeq6vBNW9LIZA4Bxsv6I/dObXMxfjyhKH6Kdy0ibn18vQg/EK3YhbqhCGlw5tFfnI6Ojs6JgGwHqlG9JcjW0M/OhrHikDXiAPaq6hYLcYBeMVl41QA/Fywj0RLVotZmfjWAUTp+MruOJ3TX9DZmVIaZJ0Y6iLc1/lUn2CSeGOlosz7ikiTxySefsHz5cnr06MEdd9zBs88+22Tc008/zdNPP03v3r2ZN28e3377LXFxcU3G3H777fTr14/CwkK+++47TKbQ/0GOHz+e77//nv/9738MGDCAwYMH8+KLL9KuXbs2+Zw6h6bG78Ysm0ixxvD9rmCt75tDbyPS5CDSZKPSV0uEyRZSjAsEk7ufQ4IlikRLFCOSeoa8h1kyEm+OZI+7jE/yZuNTGtdz1/iqyK/OZW75YiI6nMoHm17hg00vU+ktrx/jNEaSEz+UnnEDMUomLLIVl7+ae+b+hXl7fqHCW8puVx7vbXiR77d/TIItlVRHO67q+VcW7p0R9vPP2P0t3oxMpPiUwxLhAEiNnaEDg0eyefNHIYcqiofC/DmHd59WIkUnYLzoFtT1S/F/+ALK3O9Rfv0C/ztPIsWnogmBFghdW98ahNmA3D0Z8wOnYLp2CMa/DMB8/zgM5/RCOEOXnGj+8LVtqNohO339XjRFJbBgR2MRDqCB/4NlaJXhs0D+jHjdJWg1dYh1FWHHKIt3onl+/9+Tjo6Ozp8S2YxAoHr2Hnqs1HxE3GuzoAqBPUwLs+boH9uBHlHt+HD7TArd5c2O1TSNAlceGRF6pmtboIcDjgKjMswMTzOxujhAWZ1KrDWYjt4WkfADGTt2LBs2bGh0TNuXWrtjxw4AunbtyuLFi5udZ/jw4WF7h0+aNIlJkyY1OjZ+/HjGjx9/eIvWOeJU++r4afcyzmk3hNyavTzU5//YWVvCY6s+rB+zuGQTT/W/iuWlW/hq5wJqAx66RKZzc9eJLCnZzA+7l+BXAjzRfxLba/ayq7ak/lqDkLm/zyV8uH0mAGsr8qhTvJj29RSv8pbzyeY3+HnH5wDc0/9ZlhXOwWKwcVrWxZgkM1d0n4zDGMG60mWYZDNnZF2MQTbx4cZX8SlNo3MriuczNuNsXl31OA8NfgVZhG+hJAkDwueFVmpwze0CJQBWO8LuROrYC3XrmuDJyGhqt+wKe21lyYaw544kWmQs6oZlqNvXNzkX+OVjjNndwO8Dw+9PkRZGOdh+q4UtuAy9UlCmhzDLA6QuiQhr26ZtazVeArNCt8lDA2VVAdL4Lm26hj8azeMHSbQo8yDgryOg1IGhGVdco9xgIqSjo6Oj0zr2paOrnpJDDARkCQLhN7Q1ScJrszbbwiwcQghOSu5NQW0ZH22fxZ09mvo67SevejPlnhIGJ49p9X10Do0uxI8SsiTapEWZjs6hqPS6aB+RxDXzp+JTA0wddANPrP640Zg6xcdfl7zJXzqczNRBN2A3mNlRU8T8ovX41AAJlig2Ve3ikZUf8GTfSZR6q1lbsYNYcwSdI1P5cNtMVpQFRU+aLQ7zASlMWyvW1YtwAA0NFRV3wEWVt5x7BjzLV1vfY0N5Q4/LH/I+4clh77C6ZFHYz7WlYi3ndbgST6COIclj2VG9NeS48ennYC4pgeiUFv2+tJoq1PzNBGZ+A+5qpI69kYefjnze9aiv3g81lYiKMpxRmVSXhxZ60QmhMweONEJVUJbNDHteXbcYKaPjUVnLwYhYG1KPJNR1jY3kMMrBVl5tLMRRNXCHN6bUKlvgXHucolW4UTYXoyzeCQYZw6j2iIxopHA9zgHZYGH33l9JGjgZ8U1oJ17DqA7HlfO7jo6OzrGEJvZ9fwZqDlknjiQ1GxEH8Nqs2A4jIg5glAyMSOrBt7sWsb16L9kRTVPlFU3hlx1fkh3ZhV5xAw/rPjrNo6em6+ic4Pg0P8+t+xKfGiDFFku+qzikQ7qiqby7dTp2Q7BcwiwbKfVWU+AuY0xyb54bcC1GycCUZW+TZI1iS9VufilYxu2LX2dJaUPk8/IOJ2PZ1x6s1l/NV7nTGt2ntK6INEcwDX7BnhnsrslrJML3U+YpbjbSraHRIboHi/b+Rpozi+zIptHN7rF9aW/NbHHPcLW2Bv/PH+Gf9gxa/ha00kKUhb/gm3o3wuvBfOvTGC66FUN1LV16XhNyDtloIzFjeIvu97sRAtzhH8Kaqwoh/zHCSTgtGC/ph/HSvogkJ0RYkAe3wzzlZERieBf2I4ZZRsqOCXta7n6I+rzfgae2mKJdC1iz4B9sXfUONZU7CPiOjvBXK9x4X52H/8PlqLmlqJuK8L2xAP8ny9FC1H7vx2yLISK6A+5UN2RGNTkv9UpGyohCc3lRi2tQi2qC/eV1dHR0dFqEtu+dRtI0VF9p84NlgeZvXoh7bBZsNeF9qA5FtjMZp8HK0rLQgYzf8r+l0L2L63vdd9S6wfzZ0Le2/6RkZmbWp6mHY/To0Ycco3NsU+Or5cddS+t/NgoZj9J8+zqfEmD6nhX1qeYQTF1PsETxYJ9LeT93OgmWSMal9uWFdV81zC0ZuLvH+WQ6Goza/Iqfal/jmtOfd3zGJV1uYury+xmQNIKfd34Rch0rixcwJGUscwt+Dnm+e2w/Xl31KBd2vpZXVz3Gdb3updZXw+LCmUhCZnDyGNJsGUTO/hVx8kXNfuZ6qstRl4aoN/d7CXz7Hsa//BVDv1HAKGK8VfQccg8blr6MEgjWG9ucqfQf8zQ2e2inclUJ4KkrwesuA8Bsi8VijUc6TLEszFak7G6oW1aHPC93/2N3sKUIC9KQLOQeyWiqhrAaj1pEVbKbMZzTG98LM5vUo4t4B0RaUGu9SPYj69PhdhWy6OebcVXuqD+2cdm/yBn5CMlZYzAY266HuqaowTruoqabM+raQtSRVchhouIGg5XO/a5n3cJnSR9/Kk53JwyrakACaVgmcloMWpUH38cr0PKD/02L1EhMl/RFpEYhDPq+vo6Ojk6z7PebETKqrxTZ0kxXE1lqZI4aCq/VSuze4sNfjhD7AjRFTc6tLlnMnIKfuLzrbXSK7nHY99BpHl2I6+icoFR5a1lSspmCfaIPoMBdRseI1LDXZDoSsRrMjUT4foo9lfy8exkP9roYb8BPv9gOfDHmAUrqKvGofjLsCcRanFjkhrR0u9FJ7/hBFLh21B/bW7uLBXumc8+AZwmofur8oXdz5xX8wiNDXmND2UrKPI0fEqdnXcya0iUU1+3BZnDgDriYuuIBBiWdxGlZF7G2dBmBOhfJZaWYB52KiIxt0e9M3bwy/Llta9HqahFWBwAmcyQZXc4lMWMkXk85kmTEbInGYo8PeX3A56Zo93xWz32cgD/oZm4w2uk94gES04ZjCNN7vTmE1Y5hwv/hy10LauMHtohJRLTr1Oo52wLhtITthdqWSMkRmG4bif+L1WgFVSAL5N6pyIPa4fvXfIyndkEMz0bIR0ZEKgEvW1b+u5EID6Kxcs4jRCf2whGZcUTuFRKXD2XRwfduIDBvO2RHI4cx27TaE+g9/AG8deXUeSqwdsrAaHJitEWilrjwvjgLfA01i1pBFd6pszHfO/boZDno6OjoHM8IgSZkZMmMz1tKswVasgSHMMf0WS0YfX5kvx/FeHjlXhbZRMlBrWk3la/mq9z3OCl9Iud0uOKw5tVpGfoWto7OCUq+u5iv8ufTKbJBeAc0hTUVeYxL6dtkvITg1m5nsahkY9g5/7dnBbvryvGj8s7W//H0mk9ZXbGdJGs0idaoRiIcwCibOD3rEsxy4yjcor2/8f6Gl2gX0Yne8UNC3sunetlVk8dtOY9yTY97yIkfyvDU8dzd/x9YDDa+3x50LT8wXWpIysmkWdOZmHA64+yDiM7uj0jJanlKlRQ+FR4h4CA5KctGbM5kouO7ExnbKawIB6it3sXy3/5WL8IBAv5alv/2N1zV+S1bX6hlJaRhuukJxP5acNmA1P8kjNc/jNTCDYhjAa3ag1ruRq06cm7mwmxARNuQ+6djumoQpisGglHG9++F4PLi/3492hG8n9dTwe7cH8Kc1SjZvfCI3Sv0HbRm292gaLhrmu8Fa7JE4ozOIi65L/aoNEy2yH0O9HmNRHg9AZXAzK3Nu+Tr6Ojo6AQRMkKYUH3laCHKBBuGHToi7rMEM7ostYdf+lQb8OA0Wut/3li+ik82v86AxJHc3PtBPSW9jdGFuI7OCYiiqnyeN5dlpVsZGN8Z6wECedrW6QyI68ht3c6inSMRh8HKoPjOvD7sNiKMVgpqy8LOG1AVavx1zC1ax+7aUhaVbOKVjd9x88JXKXCHrndKtKXw9LB36B4TFP8CQZ+4wdya8zBTV9zPqVnnNxHqAEm2NBwmB88uu4c4SyKx1gTQNF5d9Thfbn0HgHRnNsXuYBuQMeln0ituIKlRHUhM7IYpowsiOh4htfxrTurcJ/y5Lv0QNkeL5zqQQMBD7tr3CdezK3fNNAKBwxOEwmhCyuiI6cq/Ybr3VUz3vIzx7GuQohMOa76jjVrrJbC6AO9Lc/A+/BO+52cSWJCHVnNk6o+1EheB/67D985ifO8sDhqY7a+78wSgtqFUQ/P4UUtrUUsOr/5ZUxXUZko/vAdFHY40wm5C6p8e9nygj4NV8x+nrrZ1qYyaN4C6NbzLr7qt9JCRGx0dHR0dQDIgIYOmoPlDG2MCwT7iAbXZVp8+S/DdzuwO7//RHKqmscddRqYjmCK/umQxn2x+nYFJJ3FX/6eRmzOT0zki6L9hHZ0TkICmUOmrRUPj9U0/8FT/q3hl47fkVu9BRePdrdO5p+cFPJZzGYqmUVRXwQvrvmJXbQkP9rmUz3aE7oM9OL4La8rzmFm4hkuyR7O+cicQTFt/a/NP3N/7EqyGxjW3kpBJ27ybuzyjqet6BWhgL6/CpZmIMEXxbe6HPDb0DT7b/BYrSxZilIwMTxnP0NRxvLLyEfrED8FisDEj/7/BiN8+LLKV63rey87qXJ4f+RHxtmScpmZaL7UA4YxBPulclJlfNT5hc2A4/XKE5fDqe5WAh5rKvLDnXZV5KH4PBoM17JhDIewRCHvEYV//R6AFFNQVu/F/tqrhWEUd/o9XoBbVYJzQFWFpPt1OraoLCmpZIOzmJm7sh7oeQzALQi1x4f9qNer6QtCC9c/Gi3KQ0qIQxmYyJQ6cymgjMrYLVWWbQp5PSBvconkOF2GQMQzPRlmaD1UHvZi1i8TlKKNi7Wp8nkqs9pZv1AiDhIi0ohG6x7iIsARbm+no6OjoNIsm5H25dQLFV4Zkigo9UJZA04IdQOTQUenAvjIjk+fwhPj2mr24FS994zqwcO8Mfsz7lDHpZ3JTnwebNcvVOXLoQlxH5wTELBsZl5LDguINbKjM5+k1n/JUvyup9NXiU/1U+dy8uuk7ekdnsdtdxuKSBuGw113O0PiuLDgoRd0im7g4ezQPrpiGTw00SmUC+HXPKm7pemYTIU5tNcrc77EU72Z/3FsddgprXD9yalJfYpIHIEtGOkX34KT0M1A0haWFs3lq8WRkycDE9v/HwoIZ3D/onywunEWJey+ZkZ3oGTeAH7d/RqQ5mmxnR5ymSFy+amp8laio2I1OosytS80WNjvyyIlIXXJQ5n6H5qpG6tIXuc9wRHT4tPNDYTBYiYzpSHVZ6L7azpiOyF4/avVuhNWGiAjv9r0fTdPQqivAVRmsD3dEIJzRiCPQM/xooVV78X+7LuQ5ZVYuhuHZYYW05gmgbi/F//kqtNJaECB1TcR4fh+k+AMyFyIt4DBDiAi3SItCOM2o5e5g/fMBUXitoArf1NmY7x6DSItq0ecxW6PpOfQe5n1/DRyUchiT2AebM61F8/wepFg7htuGEFiQi1hbAQYJdWAc7rQ6li2aEhzUTDpkKITJgGF0B3xr9oQ8Lw/ORPMFDr3poaOjo/MnRxMyQlMQBgeqvxxoH3rgfu8SnwLW0HItYDSgAUZP8ya8oVA1jUUlm8h2JLG1bAFzCn7irPaXc0W3yXo6+lFEF+I6OicoA+I7k2KLZY+7jMK6Cu5e+m8eybmMD7bNYPm+nt8CmNThlEZC/NWN3/H3flcwIqkHX+yYR42/jr6xHTgjfSD/2vQ91X43A+I6sa16b6P7KZqKXw1RJ6pqoAYaHZLq3Fginaxb+S/EKgOdOp7DsC4X8OPOL/ht13f4VB/94odxacfr+K3gZ6wGK08v/Ss58UOIsyaSW7Ge/+a+j4bGjb0eYEvlBhyWaN5Y/STr97VCS3NkcUPv++kQ1S1k6ns4JLsTsroipWVDIABmC6K52vEWIBvMtO95Gbtyf2wqgoREh+yzCDx7B/i9iOgEDOdcg5TVDWEOvW4tEEDblYvvwxegujx40GjGcPpfkPsMO+wU+qNOrTcYzQ6FqqFVuCE+9GdR91Tie21+wwEN1A1FeF+ag/nO0UjRwewFEWnFdP1QfC/PaVzj7DRjumIAwmFGWZDXSIQfuAb/D+sxXTGwxSIzIqYTIya+y7pFL1BRvBqjyUlWt4to1/U8LLajU7Pvt3pYZ/2EhAkDUVU/u/ZMo2pucGPNZInGZI1u/aSqhuGUzgSmb25IlRQgj+yAVuqCjGg4vhIydHR0dI4+QgalDmGOQPOFzjICGqLgzfUSFwLFYMDob31p0JryPIo9FXSMNjGnYCVXdJvM2R3+0up5dH4fuhDX0TlBSbJG8/rQW3lv63R+2LWEcm8N3+cv4YE+l6JqKj4lGNWWhczg+C4s2ifGA5rCvcve4d/DJnNWRtBIbVPVLu5c8iY+NYCE4JLs0Ty66sNG9xsY14mQm6h2J1Lv4Sgz9rUpkw2AoHeXy3BGtkOyx2GxxVNTs5szMs5neOopQUGvKtgMDkamnEqpt4hURyZLixqnzPeMC7bn6hHfn/vnXU2Nv6r+3G5XHg8tuJ7nRn5IVmTr3cOF0QzGI9fayuZMY+C4F1g15xF8+2qFTZYoeve7E9PcmeAPCkGtohj/u09huunviHadQ86lVZbge+sxCBywC+73EvjmLURsAnLnnCO27jbF0PwGR7hWZ6rLS+CbtaEvqqxDzStrEOKSQEqPwvy3cai5JaiF1ciZMYiMGKQYW7Dl17q9oecC1G1laB5/i4W4wWglOqEHg055MdjWTkiYrTFIR7HWzmyNJSFjOGvmP3HQGUHv4fdjsca1flK3D62yDtP1w1CLqkENutIra/cQ+Hkb8oB2R2TtOjo6OicymiQj+RUkg4OApxBNVUJv9u97Pmp+pdmuI6osIwXCbGiHodxbw9zC1WSbK9lWuZfbch7jpPQzWjWHzpFBF+JHCVXVyN+r4nJrOGyCjGQJSTp2Uj80TUNRFAwG/U/iRCLFFstfe5zH1Z3Go2ngNFqxG5tGWR/JuYwNlfl8ljcHRVMZn9oPq8FEp8hUPtj2GwuKNqCi0d6ZzE1dzuCbnQuo8jW4f5tlI5d1OBk5hP+jkGXkgWNQlv2GFp+M95TT2VjwC9bK9XgTOvDhptfYU7uTSFM0E7P/jwRbClNXPICKis3g4OEh/yLOmrivHnwrC/f+hkEYGJF2Kn7Fx7w9v+AJ1DYS4ftRNYVPNr3O7TmPYTP9sVFig9FKYtpQRp39EV5PcBfc5Afpy/cgP7fxYE3D/+MHGK+YghQiuq2smt9YhB9A4JdPkNI6IOzHfjsp4TAhkiPQ9oYwrHGYg2nlofArqDvKw86rbiyCvg2mZUKWEHF2pDh708GSQESHr/0XTnOrDP/2Y7JEAr/Ps+BwkQ1mUrLH4YzOYvPKf+Ou3oUzpgOd+1yLI7LdYWV4iIxolPeXoizJR8TaQUCgrBY0kPqkIhyhW6Lp6Ojo6ByAkEHzIwwOQEMLVCNMIbKUDPueO4HmO1KokkBSW15u5FMDfJ+/gGgpH6+/jnsHvMCApJGt+AA6RxLdNf0osHF7gJc+rOP97zx8NcPL+995eOnDOjZub90OVmvxer3cdtttJCQkYLFYGD58OEuXLgVg1qxZCCH46aef6NevH2azmXnz5rFt2zbOOussEhMTcTgcDBgwgF9//bXRvJmZmTz55JNcddVVOJ1OMjIyePPNNxuNWbBgAX369MFisdC/f3+++eYbhBCsWrWqfsy6deuYMGECDoeDxMRELr/8ckpLQztv6xw+ZtlIojWaJFt0ExFeW1tM/q5ZrF/2LLHla7mx82kMS+iOBvzf7Gf465K3SLXF8vSAq3mm/9Vc1fEUUu3xDEvsTntnMvGWSE5LG8Dbw+5gbfkOIk0hhA4gRSdguuVpqidM4Jv5t6IYZLToDL7e9j57aoOGb1W+Cj7Y9AorihdwYefrAHAHXHy86V94AnV4lDoyIzpxZbc7OCXjXD7e9BprS5dyY6/7WV26JOzn31y5hrralv9dqW4XWnU5mvf3tbVS3S7Ukj2oBXmo5cVoAT9CkrE6EomK60JUXBcMv/3UVITvQ9u1DXxN06U1JYBWsC3sfbXSvb977UcL4bRgmjQQbAeJOKOM6bohiMjGPgR+bw0edykaKkSELzcQcS3fdBFCYBiaGfa8YWznoBnZcYbJ7CQ2KYcBJ/+D4RPfoe+ovxMV3/Ww+tVD0JDNdPVgkARaWW2wLl8DEWfHeHZPvT5cR0dHpyUIGaGpCCn4Xaz6K0OPk4ItUzX/IUS2EAi1GWv1A1A1jZ/yF6D61mIWPh4Z8i9dhP/B6OHPNmbj9gCf/6/py3R1rcbn//NywSnQNbtt/hnuuecevvzyS6ZNm0a7du145plnGD9+PLm5DS/+9957L8899xzZ2dlER0eza9cuTjvtNJ544gnMZjPvv/8+EydOZPPmzWRkZNRf9/zzz/P4449z33338cUXX3DjjTcyatQoOnfuTHV1NRMnTuS0007jo48+YufOnUyePLnR2iorKxkzZgzXXHMNL774InV1dUyZMoULL7yQ3377rU1+H382PN4qanwualSNleXb8WkqA+I6EW+JJNJkp7a2kJ9/vZmq6qCbd42rgJ2KgazoLJ5f9yUQ7C/5ad4cPs1rSAl/YeB1rCvfwfVdTkdosLB4I4uKN3J2uyHYQkTb69djUlm99SOGjH6WPF8Rywp+om/CcC7qfD1fb53Ghn213bN2f88zI/7DZ5vfpGf8QE5pdx5vrf0H+TXBv9uuMX24psc93N//BTZUrubLre8SbQmfahttjkVsXo3aNQIpMrwJmlZbg7prK4FfP0erLENKy8Yw7iJEXHLYWu1wqOVFBD5/DXXbPiMyoxn5pLMxDB6PcDQU0oq4lIaLLDbkQWORMruCEgj2NJebfjcI2YBIzID1S0PeW8Qlt2qtfzQiOQLzlDGo20pR88qRUiKRuiQioq2IfVlDPk8VlaUb2bLqbTyuQtLan0b2mDEoX4cwehMg90lt3Rpi7RgvysH/2cpGrWKkfulI3ZN+z8f7wzGaHBiPQDaIMMpInRMwP3AK6qYi1PJa5I4JiJRIhNmAWlwDbj+YDcEsAseRK+vQ0dHROVHQ9mUkCTSEbEUN08JMCNAMAvzNR8TRNLQWZtjO3LOUitqFOA0m/j7sDbIju7Rq7TpHHl2ItyGqqvHL/OadDH+Z76NzpnzE09Rra2t57bXXeO+995gwYQIAb731FtOnT+ftt99mwIABADz22GOMGzeu/rqYmBh69+5d//Pjjz/O119/zbfffsstt9xSf/y0007jpptuAmDKlCm8+OKLzJw5k86dO/PRRx8hhOCtt97CYrHQrVs3CgoKuPbaa+uvf+WVV8jJyeHJJ5+sP/bOO++Qnp7Oli1b6NSp9TW9Og3UuArYsmseKzUTb+TObNT266yMIVzdaTwudxnZPa9lT+5XFBUto66ulAxbNCbJ0Cjt/EDS7HHEWyJJtsfyWd4cokx2xqbkkG6PJ8Ea1eya/P5aUrtewGMr78cdcNUfN0lmbu/7OHWBWvKqg67iRe7dJFiTOTP7/3hyyR0oWkP2yMbyVTy08HqeGv4eqqbSJaY3HaK74Q14KHTvosJTSpmnoU/yuUnnYf9uBqT3gjBCXPPWEVjwM8r0T+uPqRvK8W1cgfGq+5Cb6S9+MGp1Bf63n0ArOcBh2u9F+d+nYLZiGDoBIQcfxHLOcJTfvgSbA+PFt6LM/R7/nO+CLUssNuSx5yP6jm4k3gHk7gNQ5nwLgaYGLYZhp8FxVGIihEDE2JFi7BCizjjgq2XHxi/YtPxf9ce2rP43MUO7EtknBXXVAb9nWWCcNAgR1bo2cMJiRB6QgdQ5ATW3FM0bQO4Yj4iyIOyHFpSapqFV7mujZpCCKffWEy9VWxhlRLyjkSu9VlWH7+PlqKsK6jcxREY0pisHhS4F0NHR0flTs0+IqwGEbEcNNC2raxgqHzI1XVJVVPnQ5UbzCpexu3IGEUY7z4x4l1SH7utxLHD8vK0dh+TvVamubT5dpLo2WDuemXpk+/Vt27YNv9/PsGHD6o8ZjUYGDhzIxo0b64V4//79G13ncrl45JFH+OGHH9i7dy+BQIC6ujry8/MbjevVq1f9/xZCkJSURHFxUPxs3ryZXr16YbE0RBEHDhzY6PrVq1czc+ZMHI6mkZpt27bpQvx34K4rZebse0jqfRuvr/igyfn/5i+ka2Q6H22fSY2/jkvbnU5O9pmsXPgwXc02yiUDAtFIvAPYDRam9LyQ2xa9RoWvQUj/umcl13eeQIottklLswPxCnh949RGIhzAp3p5Y82TXNXjLqaueAAAq8HBwOSTmJ7/dSMRvp9afw2zdn3H5oo1lNYVcXnXWxmaMpa8qs3EWhNxmiL4aNNr9HT2pHuVFa1kD5ovfJ9NraYK5dfPQ5xQ8X/5OuLmJ5uNpje6pKywsQg/AGXGF8g9ByOighF8ERWH8bI70TxuAt9NQyve3TDY40b5/n2EwYQ8eFyjul7N5sR48W34v30Hqve5rhrNGMacg2Y0IdmO/frwluL1VLB5xRtNji9eOIXefaeQeupJaDurEFYjIiMaEWFpcd/vAxFmQxOR2RI0tw9lQyH+r9dCtWdfG7UkjBf0OeGFqOYN4P9+PerKgsbH8yvwvbkA4xUDUJbvRoqyIHVNQkRZD+vfRkdHR+dEQdtv3Kn6EbIN1ddM6ZxBOmREXPYHCBibLw2aX7iI7WUziDDF8M9R/yHWmtDaZeu0EboQb0Nc7pbVbLR0XFtgtzd+UbzrrruYPn06zz33HB06dMBqtXL++efj8zWO7BsP+o9eCIHaCrMIl8vFxIkT+cc//tHkXHLy8ZVae6zhcu3FHtGO7wrXhx3z3/yFjE/tz1tbfuLVrb9ydlp/RnS+mK2rXqL70Cf5v+yT6ByVhlkyIgmJYk8lVb5aPs2b3UiE7+eNzT8xLqVvs0LcrXrY7coLea7aV4lJMiMJGYtsJcGWTKw1kfl7poedb2vlBjpH9+Lcjv15ZeUjVHgbHmYRpigeHvwv4lavxfTj+yBJiIjwLZu04t3heytXlkKdK2w0vclchfnhT7pdjeq+hcmM1KUvav7WxiL8AALTP0Pq1r9evANIjggCkoTx1EvBYgdVAUlC2b4eY/+Tjqte4oeipmIbmtb0RUTTAqxa/gRR5/YmYmiYPqxHASW3FP+0A8oENFA3FOJ7dS6m20chtTI6fzyh1XhQloT+e9f2VkNpLcpvW1AUDaQ1GK8ajNwtURfjOjo6f15E0J5LaAGEbENT3OGd02WB5gv/bi0FFGRVxW8On4E1a/ev7KpaSJQlnVdGTcNp/mNMRHVCowvxNsRha1m6eUvHtYb27dtjMpmYP38+7doF00/8fj9Lly5tUq99IPPnz2fSpEmcc845QFAw79ixo1X37ty5Mx988AFerxezOZjWud8kbj99+/blyy+/JDMzU3dqP8JU1+zCYIqkdF96eTtHIudnDifeEokkJFaXb2dR8cZGovnb3cs5b9A1VJetp6pgLl2je/Dsui+p3Ce60+3xPNj7UhYUbwh73wXFG8l0hq+nVbTmN5x8qherbOPG3g/gV3xIQiLaEkuZpyjk+GhzLB2iujNt/dRGIhyCwv7ZZffwePxtmDQNefhpCEczD58QtdiNEC33tRQxieFPGk0IY+MHpjCa0Ip2hb+mtrqJaZswWzF07IVWXYG6YRmaqxKpS1+Mo89pdsPheEQcou2XCNkz7+igVXvCtlHTSmvR9lbBcSzENU8ArdqDurUYzRNA7hSPiLY11H97AtCMSZBW4wWLEWp9wZ7s7yxCevCUVpnp6ejo6JxIaGKf4FYVhCH4fNAUF0IK8Y5ilMETvke4cV+QzGtr+pxRVIWfd35JhXsTiY6evDzyTUwG3bvjWOOwXNNHjRrF+++/T13d8eHM+0eRkSwRYW/+JTHCHmxldqSx2+3ceOON3H333fz8889s2LCBa6+9FrfbzdVXXx32uo4dO/LVV1+xatUqVq9ezaWXXtqqSDdQf811113Hxo0b+eWXX3juueeAhpfmm2++mfLyci655BKWLl3Ktm3b+OWXX7jyyitRlEMYU+g0i9ORTE3FZgZEpTMmuTfXdZrAFzvmce+yd5iy9G22Ve/hb70uonhfL2sAFY1iVaMq+0Kc6WPYUJlP/7iOmPaJoF21Jdy2+DWu6TQBEaajpU9tvgtAhCkSqyGMq7qQSbFnMLnf3/kx71MMCDrIcZzTYVLY+YamjMUgGetN3A6m0L2bmvgoDGddheGkcxHm8IJIxKeAIfSOskjKQIRoIRZ2rsQ0sEeEPCcPHgfOqKbXRDeTJma1g8GAWrwbZesa1D15aDUVCLMVKT4Fw6gzMZ7+F+T2PU44EQ7gjMpEkkJH+J3R7TFZoo7ugg5A8yloJU0zRPajbCs7iqs5smh1fpQVu/D+/Rf8n6wk8M1avM/8hu+j5ajV+8o8LIZ9zr6hEREWqDvgJVLVUHP1zhg6Ojp/YoSEBgjNj5CD7yVqIPRzRBhk8IV/JzbVBb+LPfbG3TBq/TV8ufUNyt2b6Bx3Kq+NflcX4ccoh6UAc3JyuOuuu0hKSuLaa69l0aJFR3pdJwSSJBg/rHnDnvHDTG3WT/zpp5/mvPPO4/LLL6dv377k5ubyyy+/EB0d/mX9hRdeIDo6mqFDhzJx4kTGjx9P3759W3XfiIgIvvvuO1atWkWfPn24//77eeihhwDq68ZTUlKYP38+iqJwyimn0LNnTyZPnkxUVBTSYfTs1WnA4UjF7S5iaEw7Tk8fxAMrprHTFYwqa2gsKtnEvcveoU9M43Reh9FGz/gufL5jHmsrdmCWjTwz4BpGJwX9ADyKj3XlO7iv18W8O/xOpo24i38NuYWn+l1Jv9iODEno2uy6oi3x/KXbbSHPnZZ5EYsLZ/HE4tuJMEawY/OXLJgzhYi6WiZkXthorITEpV1uYlXJIvxq82aIbpOEPOTU5qPhgHBGY7zgpqBN6YGYLBgvvAURQjyHnSsyFtN1DzdJZZe6D0Qecira3p1oFSVoSsPGhZSUAdYQYl82YLryPgLf/Bvfc5Pxv/UYvql343v9YdQwdehtjdbKjbnfi9kaR+8RD9b/LElGEtNHkNHxHPqPeRqztWUlA22CLMAavgzgeK0R1zx+1LJa/B+v4CCrCNS1e1FX7MI3dxvK9jLkgaENf0RqJFq5u0nEXKtp2kVER0dH50+DEMEWZqoCkjEozAOhDXLZ75oe5rFrqQ0GRN3OhmfNjqqNfL31VeoCVZySfStPD31Sf68+hhGadoh80TAEAgG+/fZbpk2bxk8//USHDh246qqruPzyy0lMbCY18xikurqayMhIqqqqiIhoHMnyeDzk5eWRlZXVyHysNWzcHuCX+b5Gxm0R9qBIb6vWZccaH374IVdeeSVVVVVYrcdvqmZrORJ/P4dDVdVOdhav4tXinSwv2xpyzOTu5/Bt/kK21xQyOK4LF2SP4J6lb6McUCstIXigzyV8s3MhQggmdzubT/Jmsax0K06jjXPaDSXOHEldwMvwpO7EWZoXvC5fFRvL1/DBxpfZXbOdBHsqEzIvRNUUpm2Yit3o5MGcp1k8824CATcA407/kHKlmm2VGzBKJnrGDeSr3HeZW/AzfxvwAs8un0JAbZq6JSHx4OCXcQdq6RU3EIcpdJR6P5q3Dq2iBGXhL2glexDZ3ZBzRiCi40PXbh0CtaoMqsrR3DUIZzTKllVB53QlAGYLhjOuQO41FGG1o6kq2t4d+N5+AlwNDqryxEloBdtRV8xpMr+ITcJ442NIEW0vRDWPH63MTWBhHlpFHXLPZKROCUgxh9eTurX4/bW4qwuo3ruJWGsP5BUVUO5F7p6I1C0p6Lj+B6ApKv6fNqL8sqnpSYOE+YFTkGKPLzGuubwE1hei7SxHmbs95BgRa8MwuiP+r9dgvGIgyqrdjVzTpcwYDBO64nt/aTAt/QBMd45Gzopt64+ho6Ojc1TZryVmPDYWNbtDs2NNFZtQbIkEnNn4KpYiW1MwRfVpMk6r9qLtKEMenAmmpu8hGRu2El1Uysz/Owef4mF+wY8U1KzDTyx39Huck1MHH6FPp9NWHLYQP5Di4mLefPNNnnjiCRRF4bTTTuO2225jzJgxR2KNbU5bC3EItjLL36vicms4bMF09LaKhB8LvP/++2RnZ5Oamsrq1au55ZZbGD16NB980NTF+0TmjxLiAHtrizl/1tN4ldD1ReNS+qJqKotKNvHO8Du4YcHLIY3YIow2Hux9KUbZwJSlb+M9SPSOSOzBOe2GEmN20iM6s0Vrq/KW4wnUUeOr5Pu8T8itXM+AxJGMTh7LqkVPUV6+hZTkwWS1G0d62khqA7WsLF6IZDCiqAqyZOCTza/TPbYvdqOTH/M+bXKPMelnYpRN/LLjC+7s9xTDU05pUT2xpiig+MFgQhyBXWS1rAjfC3eCv2kk0HjtQ8gdgxkHmqahVZWjVRRDbXWwH7hswPf8ZAgThTbd8hRSRsffvcbm0DwBlGX5+D9d2fhEpAXz7aNa7TJ+2OvwBlBW7sb/4fLGJxxmzJNHISUePad4TdOoqy2kujyXCEM7pG/z0dYf4GVgkjFdPwypfSxCPr4iEcq6vShL89FULSiuQ2GSMV6Yg/+DZSAL5BHtkfunIzSC6eoBFe/Lc4J9xQ9AZMVgvmZIMGVdR0dH5wSiVUK8ciuKOZpAZEf8VWtAtmCJG9ZknFbnR9tagpyTBs6mqeVdF63EazHz1bBkFu75Aa/qxWTuw/NDnyDDqTujHw/87nDskiVLePfdd/nkk09ISEhg0qRJFBQUcMYZZ3DTTTfV1wb/2ZEkccRblB3LFBYW8tBDD1FYWEhycjIXXHABTzzxxB+9rD8VRtlMrDmCPe7QdaqJlih6xWZzWtoA9tZVhBThANV+N/HWSF7e8N8mIhxgbtE6Ls4ezeqy7WQ5ErE345y+n0hzDJFmSLSnco39bgKaH7uwgdtF9NCnqRAe5u75hdUVc+kle8kxdGDk6ko2DuzEo6sm0z9xJFMGPIdf8RFhiibemszXue9R7avEaYzktKyLGJg0mnvnXgHAtPUv0i0mp0UtO4QsB3t3HiGU1fNDinCAwM8fI1KykOzOYD/tqFiIaogWqnt3hhXhAFpVGdDGQrzag/+zlU1PVHnwf7MW0+X9EZa2d2nXajzBVOmDcXnxf7YS49WDkWxt37tb0zSqy7ew4Mcb8HurkSQj3fvdSsKYAZgqjEgOCyI5AhFpPe5EuFrrxf/LJqjzYxiWFVaIS9mxaHv2ZW4oGsqsXNSNRZhvG4mIsKB5/JiuHoz/qzVoBVVgNiAPz8I4uqMuwnV0dP70aEJC7G/NKptBCeO5ta/DhOb1Iw4W4pqGraqKxc4Ac3bPo45oBqZczn19rsQSxvNG59jjsIR4cXEx//nPf3j33XfZunUrEydO5OOPP2b8+PH1EadJkyZx6qmn6kL8T8o999zDPffc80cv409NrDmCv7Qfy9Nrm0aLBYKhid14Zu3n7HAV8cyAa5qdyyjJLC8LbYoGMK9oHRNS+1On+FokxA/EYYpA83lQNyyjpraEde1svLjiftR9RVEL987AaYri78P+yYydHxFjiWdC1oU8sfh24q3JnJR+BiuK53NFt8lYDDZ8ipfZu39ka+V6zu90NR9vfp0yTzGefanubYWmaXjcxdTVFuPzVGGPSMNsjoKCbeGvKSmAQDN17mZL0EQuzBgR0/Y73mpuSZM64fpza/eg1fqOihBXd1aEdehWt5QEU6CPghD3uItZ9PNt+L3VwXurftaufgEhGUjOGkuvPvdiMh9f6ej1BFS0CjdUeYLu6FFWtMqDXhAlgWFUB3z/WdbosFbnR1M1BCAsRuROCUg3j0DzBUASCKc5aDyko6Oj82dHSMG2o4CQTKi+itDjZAkkgVanNLLJVRQ/pYWrMPkCrLCU4pZ7cXef2xmbmtP2a9c5ohyWEE9LS6N9+/ZcddVVTJo0ifj4+CZjevXqxYABA373AgsKCpgyZQo//fQTbrebDh068O6779K/f38g+PL78MMP89Zbb1FZWcmwYcN47bXX6NixbaNEOjrHOkIITkruxYqyrfxvT0MkURYSd3Q/l//mL2THPhO3gKrgNFqp8TfdlbXJZkySEVlIjerHD8QkGdnhKiLTEb59WXNoVeUE/vcpVdfewsvzJ9WL8P3U+Cr51+bnGJl6Gh1jgi3LKr1lXNb1Fj7a9C/KPSWsLV3aZN5TMy/AIAxogCGM8/aRYH+UdNEvt+F1N7hCp2SNpfuYSYh1S0P2KRdxyc32/BbOaOSh41HmfNf0XGo24mjUh3ubccPXaLZ91RHF17wr/9FaR52rCG9dU+dvTQ2wZ9vPdMm5DpP56KXJH0mE2YCUEY26di/+L1djvLQfgXnbUdftBVVDpEVhPL0bgXnbwd14c0jumoiwNf5bFk4zAt2pV0dHR+dANCHXR8SFZEZTPWia1qR8TgjQjAbwBrMRNU1jT00uuZUr6VYqoxKBv/05fDjgSuIszfvg6BybHJYQnzFjBiNGjGh2TEREBDNnzjysRe2noqKCYcOGcdJJJ/HTTz8RHx/P1q1bG7l+P/PMM7z00ktMmzaNrKwsHnzwQcaPH8+GDRuOek2ujs6xRrTJxu2dTuGS9P6sqdiBzWCiV3x3/rX5J2YXrqkf98WOudzcdSJPr/msyRw3dDmduUXrGJfSl58LljU5D5AT254dNUXYjIf30q2sW4x79Hi21WzBp4ZO495csZZJ3e6g2ldZ37LMarBT7ikJO+9uVx6x1kQ6R/ci0tx2rb3qXIX1qcoHsifvV2zOVLJ7DoA1i5tcZzjlIkSYVmcQ7DFuGHUWBAIoi6cHjd4AqVNvDOfdENLNXfPWgbcOzWBEsv1+QSh3jCecBBZpkQjL0TGclDLDG3yJRGcTEdhW+LxVzZ5XlGPbFVzzK2jVnqCQNsoIh7m+L7iwGDFO6IZ33V60yjp8by9CHpCBadLAYJuyZAeBj1aiHtyWzSRjOKUzwvTnMB/V0dHR+V0IGfY9K4QUzOTSVC9CDqFbzDJanY8S9y5yK1bi8lXiI5p27ihqE6J5YvhtLfK/0Tk2Oayn5sMPP8xXX31FVFRUo+PV1dWcffbZ/Pbbb0dibfzjH/8gPT2dd999t/5YVlZW/f/WNI2pU6fywAMPcNZZZwFBk7DExES++eYbLr744pDzer1evN6Gl6Xq6uqQ43R0jndqXHv45YeLUVUFpyONgOqjduD9zClc22jcirJckm0xPDfgWr7NX0Seq5B0ezxnZwxhQfFGfi5YxrvD72RFWW6j/uMAl7Ufw/yi9ZzTbujhL9TtQukzHHdF860QzZIZRWuQhbKQEQi0MLnTDqOTOEsyl3W9FYuh7Ry+qyu2NhHh+8nb+DntTn8PefumBkd0gwnDhP9DtMBoTTijMJx2GfKI08HjBpMF4YhAHNTuTPN70Ur2Evj1c9RdWxERMRjGnIeU2blZsX/I+0dZkXJSUVceVC8sCYwX5iCcR2nDM8KCPCQTZeGOpuu46Oitw+5MC3tONtowmo7daLhW4yUwJ5fAjC3gD2ZoiHbRmK4YWG+6JxIcmG4ajv/jFWjlbpR521HzyhAXdEKxuLFc3p/A9C0oS3ZCQEXqnoTxzJ6I48wdXkdHR+f38Hu0hCYkpP3vMvuz9VQvhBDiVRYX28RmKosqQYqgkvYMSxpEr9wlGHKG6iL8OOewhPjs2bPx+ZrWLHo8HubOnfu7F7Wfb7/9lvHjx3PBBRcwe/ZsUlNTuemmm7j22msByMvLo7CwkLFjx9ZfExkZyaBBg1i4cGFYIf7UU0/x6KOPHrF16ugciwQCPtZt+A+BgAeAquq84P8vXMLQ+M7ML2nccumHXUtYV57Hfb0vYU1FHiV1Vfx99cdU+4O11btcpbw65GbmFK5lRVkuESYbJyX1Zm3FDlwBDwmWqMNeq5wzAq0wn9TY0D2JAeKsSTj9MgZ7FkbJhF/1saF8Jb3jB7OqZGGT8WbZQufo3vRLHEmMJe6w1wag1tYAGsLmDPnQq63eHfZaxe9GMxgw3fZMUIgrAXBGIZxRCOOha5oD7mp83krQFExWG7LJ1kSEA6j5W/G/9Vi9uZtWVY5/2j+QR5+NYcy5CMvhbUQIhxnj+X1QOycQmLEVzeVFah+L8fTuiKPoVC7ZTRjP6I7UIY7A9M1o1R6kzBiMZ/RAJB4d53YAszWG5MyT2btjRpNznfpcg9n2+/7W2gpN1Qgsyyfwc+P/7rWdFfhenovpztFIUVaE2YDcJRFx5+ig67kAzSohHBbMcvCVwXhebwzjuwAgrMaj4hGgo6Ojcyzxu7SEkEBT9v3vfRFxxQPGhhawtUoN2zxrKTYXICs2qmhHqq0j13U4idSaOhTPLOQufX/vx9D5g2mVEF+zJpjKqmn/z955h8dRXm/7fmdm+6qterNVLMvdcrdxA2MwvYQWQsCE0BJqCAmQBEIgBb7QIQkt4EBIIb8EQuhgbDDuuPcqW5bVu7R9Z+b7Y1W81kqWZMnYeO7r4sKad8q7q9XOPO855zk6W7dupaKion1MVVU+/PBDMjMz+21ye/fu5U9/+hN33XUXP/vZz1i9ejW33347ZrOZ+fPnt1//8L7lqampEXM7nPvuu4+77rqr/eempiays7P7bd4GBscDgWATZeWdI8zFO9/k5lOfotLXyO7m8vbt8WYnD467mgfXv8H+lsqIY5yKjaHxmaRY45iTPhabbGZH00H+svtTrsidzXeT5xBv6bsY0psbiFnyGaGzZ3Ja9vksOtC5Jvr6kT8m5u8vYZ90KhfnX8Obu17m0/1vc/fERylz76fKU9a+ryKZuG/yk2Q4B6NIfU+X1Rpr0batDaeF6zryxNOQR00Ju5u3zT3gJy6h61YlFpsL2WRFckQ6ovcEd8N+dq1/hbL9i0AIsnLOIH/Yt7EFfIj4xPb+5npzPaF/Px/VYV39/L/Ik+b0WYgDSLFWpOl5yKMzwoZcVuVrEV8i1ooyeTDy8FR0VUdYZITt2LrDmq1xjD7lp9hjMtm37V+oIS9mawKF428kI/cMZPn4FKV6o5dQtH7ngF7vQa9shvgOo0UpzgZx0Y0XhUlGJNgJBprxeaqo2Rv2QEjMmITVnoTZYtQqGhgYfLM5Ki1xiBAXrRFxvbUsz6952evdSlmgGFlYaSELk5rEVVkzmJI7BgSoGz8CZ1yPsuoMjm969YRaVFQUbrEjRNQe4TabjWeffbbfJqdpGhMnTuS3v/0tAOPGjWPz5s08//zzzJ8/v8/ntVgsWCyGgYzBNxtJKJjNsUBkSnEo5GHtFz/hwem/IWhPZ09zOel2F4OdqdhlM5fnzOQP2/6Hp7V+abAzld9N+B6Z9kSEEGQ7U0i0xnFayIssZFz9YEyl7d4IuzeT1zgbLWUWObEFfLTv39T6KsmLG86VhTczOBSPPGY6+juvcc69j5NgTeafO1/k2XW/5Pujf4Kua+xp2E6aI4uxyVNItKYctQgPvvoIellxx3v3TjHq8g8x3/AAOOPQaysJLX4b+6ixOGKzokbGh467Eau9s6HlkXA3lrLk3e8T8HW4qe7b+RYVB5cxfcrDmNd/iTx+FlJ8ErrHjV7TxeKjrqMdLEZKzuj1HA5HxFo5HpLgRMzXOw+rPYlhE39I7ojL0dQAsmLF6khGiOO4XVlQDTvLd4FW1ohc2HMX/oCvkb1b/s7OdS9FbM8d+W2Gjrsei3XgPBkMDAwMvm6OSksICaFrgB6uF0dCU73s9W1lv28HIOEXmbh1F3OdI5izRODITA9nKOka2t6tyKOnti/GG5y49Ooptbi4GF3XycvLY9WqVRFu6WazmZSUFOR+7L+bnp7OiBEjIrYNHz6cf//73wCkpYUdmisrK0lPT2/fp7KykqKion6bh4HBiYjVGs/okfNZvOTeTmP+QCMJZjuprlxGu3Ijxr41eDqz0kbTEGjBJCkkmJ0kHubGaVcs2JX+W8wSMeGHdsdfn2fovIvIGjqKglGFWBQrDtVEfFMA/YX70IZPQLn4epRtmzlz6iVMSptNUAugSCYSrEnMyJzXb3PSdm+OEOFt6NVlqJtXIfJHEXzmp6CGkHauZ8p372fD5heorQw71MsmO0OLricjd26vBZqmhSjZ+d8IEd6Gz11JRc0asrbtQ1v9GeabHgSp+/MLxTDR6m9k2YQ9Jv3IOx4vKDJYFfBFt96TUnqX0dJcv6eTCAco3vIPUrJOITV7ep+maWBgYPCNR7RqJV0DIaFLEiXebZSEVHQpnSotliJ7HpckTCRRcRKybIXqFhiajF5eAi2NyEUzvt7XYNAv9OrpbPDgcP2mFiX9cSCYPn06O3bsiNi2c+fO9nnk5uaSlpbGwoUL24V3U1MTK1eu5Ac/+MExmaOBwfFMWuoE8nLPZm/xBxHbx4y6jri43KjHmGSFdLuLdPvAt8ZqQxo+Ad57DTQV2wf/xvaxQlJ8EnrAhzxqCnpjXbhT1rY1SAVjwZWCJCQSbQPTR1v3ulFXftrluLr6MyRodzGnuQFlwXOMmzEXdfa1aHHxmGwuLPakPqUqB/1NlO/vuutEWcVyMnJnIRa/h7pxOdLE0xBZ+eilUXqWywoiPafXcziW6LqO7gkAAslxbFPNTxZEnBX51CGoH0ZJT3eaEelxnbd3QSjoY/emv3Y5vnvja7hSxmI6inIVAwMDg28qeqvXjE9tpiRYTJoeQsZODbmkKqncmTCZodaOdrAizoZW3YIMaDs3QEIyYnDh1zR7g/6kx0L8nXfe4eyzz8ZkMvHOO+90u+8FF1xw1BMD+NGPfsQpp5zCb3/7Wy6//HJWrVrFiy++yIsvvgiE+yTfeeed/PrXv6agoKC9fVlGRgYXXXRRv8yhv9A1nZpSDV+LjtUpSMqSENLxkORp8E3Gbktk6sSfMHrE1Rwo/RJJUsjOmondloLlOOh1rLmb0asPohVvR7noekJv/zm8QqyG0GsrEFn5SEOLCL7++/Zj1HVfYPrOj47qunrAB+4mdF0Hix3Jcdh7IUS4XVNXCAGewxxSvS1In7yNBCiX34IycWSf5yeEjGLquqZbUezQapiprvkcafxsTJf9kMCf7g87qx+677dujNrm7HhBq/egbSwjtHI/SAJlRh7SsFSk+Oj1yQZ9Q8gSysw8qPeGHc9bGw2IBDvmm09BJPT8/dbUAH5vbZfjfm8tmtZ1GryBgYHByYweXspnj2cDmmwlKMwEdRvfck1nlnMY8uFZdPE29OI6dL8ffe8WlFMvQhwhE87gxKDHQvyiiy6ioqKClJSUbkWuEAJVVftjbkyaNIm33nqL++67j4ceeojc3FyeeuoprrrqqvZ9fvrTn+J2u7nxxhtpaGhgxowZfPjhh8dVD/GDO0JsXBjA19zRYskaIxhzupnMwoFJGT311FMZNWoUAK+//jomk4kf/OAHPPTQQwgheP3113n66afZsWMHDoeDOXPm8NRTT5GSEo4wLl68mNNOO413332X++67j507d1JUVMTLL7/cft7a2lpuvfVWvvjiC+rr68nPz+dnP/sZV155JRBuJfejH/2IsrKyiDqaiy66iJiYGF5//XX27NnDXXfdxYoVK3C73QwfPpzf/e53EU74BkeH1RqP1RpPomvY1z2VCHRvC+oX/0Nd9B8ApFFTMH3vXvTKA+jNjUhZ+ejeFoJ/fzrShMzngaNItdZqKwl9+De0TctB0xA5hZgu/D4iNRuhhKPXwmpHnnIGob1bo55DnnQa6tovur6IfHR/12ZrHHkjr2Tt4l9EHc8ddBbiv62GdrIMQiBSszHf+XvU9UvR92wGVyrKtHkIVwrCfHx6Ymj1HgLPLUGvamnfFty/JtxS6/pphhjvZ6RYG6ZLxqCcWYje6Av3gI+x9vp9VswOUjKn0lC9Oep4csZkFLMRDTcwMDA4nIDqpT5wgEGASbg4oDvJkRoZY01lUsyIqMdILjvq9kq0zWshGESeeNqxnbTBgNHj5RRN09pFmqZpXf7XXyK8jfPOO49Nmzbh8/nYtm1be+uyNoQQPPTQQ1RUVODz+fj0008ZOnRov87haDi4I8Sqt/0RIhzA16yz6m0/B3dEr9frD/7yl7+gKAqrVq3i6aef5oknnuDll18GIBgM8vDDD7Nhwwbefvtt9u3bx7XXXtvpHD/5yU94/PHHWb16NcnJyZx//vkEg8Hwa/D5mDBhAu+99x6bN2/mxhtv5Oqrr2bVqlUAXHbZZaiqGpFBUVVVxXvvvcd1110HQEtLC+eccw4LFy5k3bp1nHXWWZx//vmUlJQM2PtiMHB4vXVU12xm/caX2br9nzQ27ScQdEfdV2+sbxfhANrmlQRf+S1axQFEahbBt14k9NZLEPBFHCcNn9Dnvth6fTWB5+9H27C0o83Xvh0EnvtZJ7MzKX9kVEdSkT4YafjEruuyhYSUffROpkkZk0jJ6lxnmzHoNGKbgcY6AORp85AcMQhJQnKlopx6Eab5P8V00fVIGTm9ckvXAyG0Fj96IPJ7SW/2oVU0o5U3oTV4j+p1tZ9T01HXlkaI8Pax/fVoe2v65TpHix5U0ercaPvq0PbXodV70NVjU541EAibGSklBrkgGSk7oU+LHZIkkz30fBRTZ7EtK1ZyR16BLBslBgYGBgbt6NAYqqEksAu1NeIdwslF8RNINbsQWrDrYxPsgI62fQ3SsHGIhN4bwBocnxgOPgOIrulsXNh9et6mhQEyCuQBSVPPzs7mySefRAhBYWEhmzZt4sknn+SGG25oF8IAeXl5PPPMM0yaNImWlhaczo6Hq1/+8pecccYZQFjYZ2Vl8dZbb3H55ZeTmZnJ3Xff3b7vbbfdxkcffcSbb77J5MmTsdlsfOc73+HVV1/lsssuA+Cvf/0rgwYN4tRTTwVg7NixjB07tv0cDz/8MG+99RbvvPMOt956a7+/JwYDh8dTzZJlD3Kw/NCe3oJTJt9HXu5ZmA+LkGnb1kQ9j7ZmMfKYaaBEqa222pGnzmuPXPcWdfemdgEbORAi9MmbmC7/IcISFiZSrAvT1T9B27sFdflH4fZlk09HGjoWKS4R07duIvDHX4A/Upgq512DcPa83rYrrPYkimb9EnfjPkp2/Q+hS2SnzcBWWY/039cBEFlDkIYWRRwnJAnMvcsI0v0h9JoWQgt3oZU1IlJjMM0dCslOqPUQ+OtX6KUN4fMn2DF9exxSfhLCchS3ELcfdcW+LofVpcXII9K+1h7VujeAur6M4P+th0DrIrPdhPnqSUhDkxHmk/cWao/JYMYFr7J5+e+pKQsvvrpSixh9yj3YY/qvjamBgYHBCY+uUxkspUmtQxHxNKIAtZwdM4o4SzLFwkRQ7XqRW1gUhN0LLTXI028+dvM2GHB6/BTxzDPP9Pikt99+e58m802jplTrFAk/HG9zuHY8eVD/tyCYOnUqQnQI/GnTpvH444+jqirr16/nwQcfZMOGDdTX17cb8JWUlEQ41U+bNq393y6Xi8LCQrZt2waEe8f/9re/5c033+TgwYMEAgH8fj92e0cE7oYbbmDSpEkcPHiQzMxMFixYwLXXXts+r5aWFh588EHee+89ysvLCYVCeL1eIyJ+gqHrGnuKPzxMhEN21kws1ngaGosxm51YLQlYrfEAqIlJBObfii7LKOVlyMs+g8Zw3Wnov3/GfNOvCC16C239l6BrSCMno8y7EuHqm0GbHgqhbVnV5bi2ZzO6z9MuxAGkOBfSuJnIwyYAOsLmaB8Lp4I/hrrmc7TdmxBxLpSZ5yGSMhDW/kmpttoTsdoTSUyfgOZpRt+3A3XHl5A3EnnKGYjcYUixR2eqp2s66q5qgi8ua68b1g824l9biuXe0/E/9XmE07Ze7yHw/FLMPz4Nn8tLwNeIolgx21xYWn+3PaMHi49fs42GVt5E8G+HLRh5ggReXIblvjMQ6Sdvv2whJGIT8ph4+qME/WG/BJM5BrP16BehDAwMDL4paLpGub8Yr+5GJ4lm3cwEWzr4alFab7qyZMIXauj+RKZS0OOQCsYM/KQNjhk9FuJPPvlkxM/V1dV4PB7i4+MBaGhowG63k5KSYgjxVnwt3Yvw3u7XX/h8PubNm8e8efN44403SE5OpqSkhHnz5hEI9Nxg5/e//z1PP/00Tz31FKNHj8bhcHDnnXdGnGPcuHGMHTuW1157jTPPPJMtW7bw3nvvtY/ffffdfPLJJzz22GMMGTIEm83GpZde2qt5GHz9eL21bNn+RsS2CUW3EFL9LFn2IKFQ2EAsOWk0s6Y/jKJY2eBdwq49/0NVfSQljmTKt68n5stlSFvWIJLSETHxmC6+AX3etwEQNkeESO41ktTeJi0awu7ssiensHVO7xaShEhMRcy9BGadB4qCUAYuHVeyx8CIiUhDRoVbj1r6xwdDb/QSfOOrdhHefr28RNS1pdHbXekQfG8LB4o2snPrKwAkJI9m/Jzf4OhpNNRhRp6WQ+itTVGH5Rl5CMvXGA33BQl9sK2LQQgt2YPpkrEI+eQ2zDFbYjFbTt4FCQMDA4Ou0HWNMv9efLqXAIkowsHpMQU4kSgDdD18f5WEiVA3Bpe6pxF8B9ED48EbBMfx6fti0Ht6/ARRXFzc/t9vfvMbioqK2LZtG3V1ddTV1bFt2zbGjx/Pww8/PJDzPaGwOnsWzunpfr1l5cqVET+vWLGCgoICtm/fTm1tLY888ggzZ85k2LBhVFVVRT3HihUr2v9dX1/Pzp07GT58OABLly7lwgsv5Lvf/S5jx44lLy+PnTt3djrH9ddfz4IFC3j11VeZO3cu2dnZ7WNLly7l2muv5eKLL2b06NGkpaWxb9++fnj1BscSXdfw+xraf05OGoMkmdiw6eV2EQ5QXbOJDz+5iZrabWzf+S9UNVz/XVO7hfeX/5iWmTPCJmPnzQ8Lb7MFKT4JKT7p6EQ4YeEsTz2jy3F51gV9chcXkoyw2gdUhEdcz2ztNxEOQIsfWjo/AIhkJ1ppY5eH6QcaiHXktf9cX72JlR/ejs/Ts9puIQnkcVmI1M7u/SLXhZSb2KPzDBj+EHp15/r1NvSyJgh2eKKEgl7czWW0NJb0+D040dBVDc0T6OQhYGBgYGBwGDpUBPbj0734cGGX45gTO4I4yYZo7SOu6+F7iCQpaN3UiOvF68BkBTUPbdc38/5ystKnpfz777+fZ599lsLCjh52hYWFPPnkk/ziF9Fdfk9GkrIkrDHdi2xbTLiV2UBQUlLCXXfdxY4dO/j73//Os88+yx133MGgQYMwm808++yz7N27l3feeafLBZSHHnqIhQsXsnnzZq699lqSkpLaXfMLCgr45JNPWLZsGdu2beOmm26isrKy0zm+853vUFpayksvvRRRm952jv/85z+sX7+eDRs28J3vfOeY9ak36D8Uk5201IntPw8dcgFbtr0RdV+3pxK/vx6bLSliu65rrNr5CvrNP0ckD0yNqXClIp97Taft0shJSCMnRjni60MPBdFbGtG9niPvPBDXdwcQ3Rh5iXg7Pn/kA0FL4z68LeU9voaUYMd8ywxMV4xDDE5AynVhumYS5uumfv2O6RYFkdZ1pFdkx4Mp/DDlaS5n/ZKH+ezNi/nsXxez9N0bqCpdTigQ3ajwREPXdbQaN8EPtxP445cEXlmJuqsa3e3/uqdmYGBgcFxSF6qiRWsiQAIxcjyznIVYRTgRWRC+d2htQlwoqHp0Ia4HfOgHNiONOg3inKg7owfODE5M+uQ001bLeziqqkYVYicrQgq3KFv1dtcPK6NPNw9YP/FrrrkGr9fL5MmTkWWZO+64gxtvvBEhBAsWLOBnP/sZzzzzDOPHj+exxx6L2v/9kUce4Y477mDXrl0UFRXxv//9D7M5HPn7xS9+wd69e5k3bx52u50bb7yRiy66iMbGyChaXFwcl1xyCe+9916n1ndPPPEE1113HaeccgpJSUncc889NDUd1p/Z4LjHYo5h4vhbKXt/JbquYjbH4PFWd7l/Q8NenI50vN5IIVdVvQHVJCHk/vdMgHB6uzJlLvLwCWg71qEH/MiFRYj4pH4xWOsPdFVFr69CXfo+2q5NCGcc8mkXIWXl99ktvlucFnCaO0XFte2VmK+fhrq8uFPaOoA6O4Xifc922u5uKiUhZXSPLy8l2JFm5CGNywIBkv34cNvWNR1lTgGBLRWdB1v7nQtZwuuuYvkHP8DddKB92N1UwooPb+WUc14gKeP4WuDpC3plM/4nFodTIgl/HAJbKpDnDkWZlQfe1ucBhxkpzmg5Z2BgcPKiAwHNR12oAp1YzFIsM5wFmEWU55pDhHhXEXF937rwPiNPRW8sR9vZ9bOVwYlHn4T46aefzk033cTLL7/M+PHjAVizZg0/+MEPjP7Ph5FZqDD5Ijr1EbfFCEYPYB9xAJPJxFNPPcWf/vSnTmNXXnlle7/vNnS989P2jBkz2Lw5eq9Yl8vF22+/3aO5HDx4kKuuuiqinzhATk4On332WcS2W265pUfnNDi+iIvN5dx5r7Bi9aOoagCzOYZAoDnqvk5nBvsOfNZpu8nkRIiBrbkVVjvCakdKOT6dnfXKAwT+8HMIhhfw9LpKtL/8HnnamShzL0XY+rc/s4izYb5qIoFDzNoAUDV0s4xp/mSCf/0KQq2ZKgKYlUW9fT+JyeNwJY+lqmwF/tZFFXtMRp/mITn6R4Dr/iC6NwgIhNOMUPq2qKOXNaKu3I/p8iKC724BT+tDUqwV81UTEK6wb0BT3a4IEX4om1c+wbSz/oDF1rU3wfGO7g0S/M/GdhF+KOqnO5GHJhN4fhloOsJlx/TdiUg5LoRpYBbTDAwMDI5nQmhUB8sABT9OTncWYBGRz/pCCISQ0PXwfVUSMjoauq62p60D6KEA+r71SIXTEbYYRLYPbUsFeoO324w1gxOHPqnAV155hfnz5zNx4kRMprCZTigUYt68ee19qg06yCxUyCiQwy7qLTpWZzgdfaAi4ccT9fX1LF68mMWLF/PHP/7x656OwQCiKBZSkkdz5pznCKl+Rg2/mrUbOv/OTSYnDkcqLS1lncaGF16O1XJ0LuAnMpqnmeDbL0HQj5Q/CvmUs0BVQVPBakdzNyP3txCXBFJBMpZ75xJauPOQ9mWF4TpxVNQ7RiGqfRBSkTITQJZIKLWRvMsFEgwdfyn18j527HwVm7NvQvxo0TUdvbqF4Ptb0DaWgyIhT81BOa0AydXzXurQatT28Xa0bVXotR5Ml49DKFLH2K4qzAXhPq7VB1d2eZ6m2h2oIV/fX9RxgO4JoG3vOtNN21OLyIhDL21Ar/MQeG4JlvvmdpvWb2BgYPDNRcejNeMjnrG2QcRK0Y3VBNIhqeltqeoh5EOF+P6NEAogjQ3720jZ8aiAuqMKZcrggX0ZBseEPgnx5ORk3n//fXbu3Mn27dsBGDZsGEOHDu3XyX2TEJIYkBZlxzvjxo2jvr6eRx99NMJTwOCbS1t7sqEFF9PUUsruPe+0j9lsScyd+hvcnirCodVwCNaVUMDI4VeTmlJEINCM7QSOIB4VXjf6vh1IY6cj5Y8k+M/nINAq5GQF5awr0SfPjWij1h8Ii4LIiENcMgzh9aJKQVTFi0WxAYId+/5CbdkadF1jQsIvcb7nQ9pXT5ubg7ShnKRRyaRe+jImx9ezkKLXuPE/9lmHy3tIQ128G21zOZbbZyESeiHGgyp6Xbinq7anBm1PZAmFGJyAHlQRJhm7M63L05jMMe1O/HowBEEtXHt+Ijmtq1rU0oR2dD2yzZymE/psF6bLioyouIGBwUmICsg4ZRc5lqSudxMybV+ubTXjqhZCbhXuuhpCL16LKJiCcIbvq8JmQqQ4UbdXGkL8G8JR5UUPHTrUEN/HKYsXLz6q40899dSoqeq9xXBAPzkJhXxYLXFMmfBjxg79Ds3VOzGbnNg8KqZ/voEjcxDfmv5HSuvWEZ8xFq+3hg2bXqK5pYz4uDwmjr+NlKQxWE7CtkgiawjKaReh11ZhuuI2dJ8b9cv30cv3EXrvdUTWEOT8kf1+3ZbGA6xd/AsaqsOlKLJsJX/sfDLz5pGaNYO0QbORZQv2PXb0fZ0N2fTN1Ugz/PA1mJ3rgRChhTuitlrTa9you2tQJg3q+nhfEPwhMCsImwksCtLgBNTK6KUVUm4iwhx+cErJnoFY+VS7++2h5I66EguxqHtrCS3aBQ1exLAUlCmDES7HcZ8VpdW4UTeVIw1JQtsd3alXykkk9NmuyONK6tH9IUOIGxgYnIToBLAy1paJRNff8UIIdE1t/XdrxhUd9zC9ZBMEvMjjzo48LjsBbXsVuqYf9/cQgyPTYyF+11138fDDD+NwOLjrrru63feJJ5446okZGBgMLKGQl0DAjSSbsFr6x6isxV1BWflKivd/gsUcy/DCK4jV7CT97R8QCoHa2jOzshTruuXkX3gNmytWs2nLgvZz1Dfs4pPPbmf61F9QkH8BkjRwPgrHHVYHytxLCLz6CDTWhrfFuTCd/V3UDUvRtq1B/fT/kDJy+jUq7nVXsvyDm/G2dBiTqaqPnWtfQBIS1WWrqC1fw9jxP0NaFegyQBr6fA9SQTLCfGx/Z7o3iLo5iqlaK+qaA8hFmZ2Eoe4Polc0E/xgG3pZEyLZgXLWcKTMOJTTh6J+dQC0w16tIqHMzGuvPbc5Upl4+qN8tfDe9p6wAMkZU8jLvxx12X5C7xzis7GvDnXxbiw/OhWRcXwYBLah+0Po3gAgwCQRWLASvdaD+bsTCZTUQyBysUGePAituKbDP6AVkeQwRLiBgcFJi4KTNKX773eBhE6bEI90UdfVEPrerxD5ExGxyRHHSYPi0dYcQC9rRGTF9//kDY4pPX5aWrduHcFgsP3fXSGEsTpjYHA8o6oBmptL2bD5FSqq1mGzuhgz6nukpozDaonH46nC460mGHTjcKRjs7owm49cl9zcUsYHH99Ai7sjWrp334eMHHYVo2afhfzx25EHCIF/2HA2v/9Q1POtXvMUmemn4Owm9fcbR0sDwdceC9eEt9FYR/DN5zBdey/ark3odRUQDEA/CvGWhn0RIvxQ9m75ByMm30Ft+Rp0LRjRO7sTQbWzcD0GCCEQFqXLBQJhM8FhkQNd01G3VRH884qObfUeAjurMV1ehDRxEOZbZxJ8Yw16bbgNmUhxYvruRERix3svKxZSsk5hzmX/ob5qA35fI4mpRdicqSjNJvz/i2J26QsRfHMdphumITmi1w8CBHyNBAPNICTMljhM5v4tSWhD13T0mhZCH25D3VQOZgV5Wg6mecMJvL6a4Htbwg7660vR9tYiHBbkOUPQa9yE3t7U6XymMwoRlpNoAc3AwMDgELLMqd1GwwEQoj3ztE07tZm36Qc2g9/dKRoOINLjQJFQt1ciGUL8hKfHd8pFixZF/beBgcGJRV39Lt776Lr2VhludzmffX43wwovZ/jQy/nw05sPaSsmKCy4mPFjf4DN1nXOcSgUYOOWBREivI0t298g/4xXcS56Pywg2yg6hcaWA1FTegECwRb8gQacnBxCXA8FCC15N1KEt6FpqGu/QBo9BQJ+MFv79dqNdbu6HAv46lGUsDtrZfVyUkddBZ+1IBLtyOOzwGpCL29CXX8QecpghNXUr3PrETEWlNn5BP9vQ9RheWZ+p7psvdFL8B9ro+4ffGsjlhFpyAXJiB/NBk84SiwcZkRs5/deViw4YjNxxEY68Yc27OuyvlrbUxt2Yo8ixFU1SHP9HjYte5T6qo0gJFKzZzJyyp0447pOse8rek0L/t8fUl/vC6F+tB0tIxbTZUUEX1tN4PmlSKPTw79zXwgp1YnWEgBZ6oiIK1K4Njwlpt/naGBgYHCikGo+ss+NQIJWpxWptUZc17VwNHzPakTeRER85+cfoUiIzDi0HVUw1/BeOtExlqwNDE4ifL56lq74ddR+ldt3vEl25gx8voZDturs2PUfYmMGMXL4VUhS9HRTv7+e3Xve7fK6xQcXM+FHTxBa9BZ6bTlSznCCU2ZA8+5u5yui9d38mtFbGtHrKlE3rwLFhDx6CiIuCWE/Ojdz3e9HP7i36/GKA0ijJiGPmISw9m/bEmds1+JOMTnbPy+VB5cSPO0GbEnqhGHzAAEAAElEQVRFCFlCXbEfvdmHlJuI+QfTESnh90APquF2VyY5HI0eYIQQSEWZSOtL0XbXRozJs/ORUqP8bloC4A503g4Q1NAbvJDoCPfF7mtv7CNlB3Thw+FpOsCX//semto6P12jsuRzGqo3MfOC17DHpPdtPtGmEAgR+mh79Pr6sibwhxCJDvRaN9qGMrQNZSBAnp6LPGkQUmEKek0LACLJiYi1GmnpBgYGJzVmus506kC0R8Db0NHCteF+N/L4c7o8UspOQF25r9001ODEpU9C3Ofz8eyzz7Jo0SKqqqrQtMgP0tq10aMMBgYGXy/+QDN19Tu6HK+t205cbDYNjcUR2zdtWUBezjwcjtSox+noUcV9GyHVj5SUhulbN0AoCCYzaqAJWgQWSzx+f0OnY+Jic7FY4nv0uo4VenM9wf+8hLZlVfs29dN/Ic++APnUi5EcfY8ECpMZkZiGXr4fafgEpOwC9GAAbdMK9KpShCsFadgERHL/9z+PTSzAZIkj6G/sNDao8EIO7vmo9SedmvoNZJWPILSkY9FArXGjri/F/JPT0fzNhBbtQttdg4i1oJwxDCk7HuHsyYNJ35HibJi+NxW9oilc222RUSYNhkQ7Ilr69xGMy/vDBEfK79oxVwxKQNg7904PBb3sXP/nDhF+CH5vHZUlS8gdeflRz60N3RNA3dw5k6UNdXslUk4Camt6PoA0PhsRExbcItEBiQOTMm9gYGBw4iGoCQVxKUe45wmpwxS5raxXDaLv+QqRPylqNLz90Ox4+FJD21eHXJDc5X4Gxz99EuLf//73+fjjj7n00kuZPHmyURduYHCCcPjq6+FIQkGLso/P39Ct0DabY8nOmkXJgehlK7k54R6YQlZADn/tWK0J6LrOKZPv5YulD6BqHcLDbHIya/qvcNiPrxuMunNjhAhv3/75O0gjJ4NjWJ/PLcwW5NMvQ550OtqWVahrFoPFhjxlLlhsSKlZiKx8hNS1gtR1HTQ1/D73ApsjjVPOeYGVH9+Bz93WM1qQkTeX+KRh7N38t/AWSSEtYSrqkvWd5++0Qp0H/8vL21OV9cpmAru+RDo9F21mBrLThrkHxoC6pqM3eND316NVNCNlxSOy4pCO0IJMirVCrBV5aMqRX7TDgkiwodd7O49Zlb5HwQ9BxFiQ5xSgHuYqjknCfMW4qIsTwUAzNeVfdXnOipIvyC68AEXpp/IEIcCshNPkow1bTOHWa9DRm/2sYcck08HAwMDgROSA38tQa/dZcmHlpEX8JJfuhoAHefy53R+b5ACrgraz2hDiJzh9EuLvvvsu77//PtOnT+/v+RgYGAwgimwhLWU8FVXRslYECQlDaGoq6TTisKchyV2v7ppNdiaOu5Wy8pWEQp6IsfS0KQgkKqs2EBOTid3WESVMShzBlq2vM+fUx6iq3khLa/uy1JRxOB1ZfX6dA4He0oj6xTtdjqtfvo+UlY9Q+i5QhKIQ+NtT4G1p3xYq3YM0bDxSYVGXIlz3e9Hrq1FXLUSvq0IaNg5paBGSqweClHBqd1xiATMvWIDfU0Mw0ILVnkxL437Wff4AoIOQGDzsEpSSINGq+uWZeQT/t7mTgzaAtrCY0Egbu3e8ztDx12Oxdl0/Fwr6EOVuAs8tDae3txFrxXL7LKTU/qk/luJtmK6ZROAPX0bOWYDp6klRa8F7i7CbMZ1RiFyYQuiTHehNPqQhSShzhkYYvkXMSzJhscbj90RvF2a1J/ZrJwERY0WZkUfo3S1Rx+UZeYhYC5w1PNzeLdZyzF3xDQwMDE4UdKA+FKQmFCBJ6Zz11M6hZm0IJE2g7N+OGDIZEdf9vVsIgciMQ91ZhencEf04e4NjTZ/uppmZmcTEGGYsBgOPEIK33nqLiy666OueyjcCk8lJ0dib+OzzuwkEInskTxx3G6UHlxLNXWp80Q+PGJ2OjRnEhef+jU1bX6O0dAlms5P83HNxOtP48JObULUA8fFDOPO0p3E6wzWubncFsbGD8PubEEgkJY4kPi6Hhsa9xMZm99vr7hc0Dd3r7nrc09xqtNY3Ia77fYQ+eTNChLdfevta9PoaiOtsmKf7faibVhB68w8d+29dDY5YzD98GKkXqew2Rwo2R8cDgMkSy7jZD6HrIYSk0Fy/l6DHHTWrW0p2EjrYObW9fbzUS1X1UlIHzSQla2rUffy+RoLV1cgv7YwU4QBNPgILVmL54UxETM/S3PVACL3Jh97oQygSxFoRcbb2tHMpx4XlvrmElu1DL6lHpMWgzMxHuOzh/fsB4bQgj0hDynGBqoHV1G1Nn8WWwJAx81m7+P6o47kjruhfIS4J5CmDUTeUoh+I/P3Js/ORUhzRU/sNDAwMDKIg4ZRlNrkbmR2X1KV7ukDQFhHX0clqtiOCgW5rwyOukhmPuqzYqBM/wenT3fzxxx/nnnvu4fnnn2fw4MH9PadvJLqm4ynWCDXpKLECe67ULzWIBga9wWKJwWKO59QZv6Wicg1VNZux2VzkDjqD5paDDBt6KVXVG6mt2waAotgZN/YmsjNnHPHckiQTFzuIqRPvxjNyPiUHPmdP8Qft5wJoaNjN8tWPMnt62DBu5Ve/p6Z2K1ari9TksWi6ytoNfyIYbCE2dlBE9Lw/0AO+cD9zqw3RhfFcl9gcSIVFaCs/jTosjZqCOAo3c93bgrZpBWTno86YS8huRggFpbQU6ctP0NYvQc7p7JCqtzQQ+r8/dT6hu4nQ23/G9N0f97nnuCQp7NrwCg3VrdFSIZE+67Xo5dVH+jqTwqnzuze+RkLK6IhWXKoaIOBrpL5qE7HedGiIki4O6KWN6C3+HglxvcVPaOleQh9sA1UHSSBNzEaZUxB2P4+xIhQZkRKD6fyR4dZrJrmTu3p/Ea0evCuSMqeSmX8WB/d8GLF9+KTbsMf2f6aIFG/DfNN09AMNqKtLwKqgnJILid2LcDUUQEhSvy4MGBgYGJzYKORZHWx0N7Hb5+4mRV3QFvgQqkpOg5NQ3ijMsT1LNRcZsRDS0ErqkbvxIzE4vunTE8fEiRPx+Xzk5eURExODy+WK+M8gkqZNIXb+zsu+F3yU/t3Pvhd87Pydl6ZNnV1q+xNN0/h//+//MWTIECwWC4MGDeI3v/kNAJs2bWLOnDnYbDYSExO58cYbaWmJjMS98sorjBw5EovFQnp6Orfeemv7WElJCRdeeCFOp5PY2Fguv/xyKisr28cffPBBioqKeP3118nJySEuLo5vf/vbNDd3RGFzcnJ46qmnIq5ZVFTEgw8+2D4OcPHFFyOEaP/Z4OiIjclCVqy4PTUkxOUhkCkuWcjgQXNIiM/nzNOf41sX/JsLz/0bF5//L0YUfhurNb7H51cUKx5PNavWPBEhwts4ULoEr6+eYMhHTe1WAHy+OvYfWMSB0i8IBsOfw4Nly/rl9UJrWvnOjQRff5zAK78htPi/aHVVvTqHMJlRZl8YvXVYrAtp+ISjnKVAmzybujnT+HLbY3y+5C4Wf3E7a5rfJ3D1jRATPZ1bK9kFWvTaf23XRnRPc9SxnmC2xlEw9nsdG3SNkrL30M/s7LKuVbUgBneRci5Ay7TiaT5I4DC/Aa+7im2rn6N09/vs3vAqwt9Nn3Lovo/5Iai7qwm9uxVUHZFox3zzdIRJJvCnpQSe+JzQxzvQ6sNlFEKWEFbTgInw3mK1uRg97SfMvvjvjJh8B6On/ZQ5l/6bnGGXYrbEtu+n92PPdinOhjwqHdP8yZivnIA02IXUhcGe111J6Z4PWb3wJ6xd/AC1Fevwe+v7bS4GBgYGJy6CeMVEptnKJnczVSF/V7u1p6Y7KiqQdYnA6J6X/IokJ5hltOLaI+9scNzSp2XsK6+8koMHD/Lb3/6W1NRUw6ytG5o2hTjweuc/wlCjzoHX/WRfDbGjByaacN999/HSSy/x5JNPMmPGDMrLy9m+fTtut5t58+Yxbdo0Vq9eTVVVFddffz233norCxYsAOBPf/oTd911F4888ghnn302jY2NLF26FAgL/DYR/vnnnxMKhbjlllu44oorWLx4cfv19+zZw9tvv827775LfX09l19+OY888kj7YsCRWL16NSkpKbz66qucddZZyLKRetMfmEw20lMnEB+XSyDQgiRkLJZ4zK0RSps1AVs3Nbw9weur62ZUJxBowmyOQVFshELRo582a9d9y3uD5m4m9PGbaCs+at+mluxCXfIu5lt+g5TU81ZQwpWC+bbfEXr/DbTta0CSkYpmoMy9DCnh6AxThD0GT9Eovlp4Z8T2+urNLFt6H7PO+XP0pPeAr/sTdyHSe4ortYjcEVdQvPWfAOzZ9XdMI+MZfNs8+PIgNPqQhqciT8hGHpGK/8nPwR+5yKjPG0zxgbcAndTsGZjM4QiBz1PLVwvvob5qI+Nm/Yrmhr1oowRSR6AgEpMMVgU9pCKUrr8P9GY/ofdbF4EEmC4fR+CvX0FT+L3SgdD7W1G/KsFy60zEEUzgvg7M1njM1njiEod2GtPqPGg7q1A3lyNcDpSpg8Pp9P3Qw/1ImVrelgqWf3ALLY372reV7f2IwcO+xbCJP+y2/t/AwMDgm46pVVrl2Rx4NJVlTXXMjE0i8TD/GNEWEQ8FcZZVsCehiUxnfI+vIySBSIlBK+7uecvgeKdPCnDZsmUsX76csWPH9vd8vlHomk75O130qW2l/J0AMSPlfk9Tb25u5umnn+a5555j/vz5AOTn5zNjxgxeeuklfD4fr732Gg5HWHw999xznH/++Tz66KOkpqby61//mh//+Mfccccd7eecNGkSAAsXLmTTpk0UFxeTnR2u433ttdcYOXIkq1evbt9P0zQWLFjQ7idw9dVXs3Dhwh4L8eTksLCJj48nLa3rNg4GfcNmdWGzDkwGS1xsTpdjJpOT5pZSivd/wpC889i+819R9hJkZ83sn8k01ESI8HbcTYQ++gemy37Q45RyIcmI1GxMV94OXg+6CAtoYT76Gtqg5mXrxpejjgV8DdRUb2CQK6fTmDS4a6d2kZqFsB5daymLLYFhE24mZ/hl1FVtQJJMuFLGINtcyLkZEFLBYkJIAl2zYbn3dELL9qLtqoVYE6GpLsqav2Df1v+gmJ0MGnpBeyqzp/kg9VUbw/9uKccZl8OB8k/InTwZVnZuqaWcmk/wg22IBDumWfmI+OjO5rqqtve2loanoW6tbBfhEftVtaDuqEKZmnNU79GxRKtuwf/U5xGvR120C9N3JiCPz0JYBi5NXFNDFG/9V4QIb2P/9v8waOgFhhA3MDA4qVFal8wFMMIey2Z3I1801TA1xkW66dBnhbBZm6W0GKGpbElpIJveBZxEagza7ur+m7zBMadPeXjDhg3D640exTLowFOsEWrsPnUw1BiuHe9vtm3bht/v5/TTT486Nnbs2HYRDjB9+nQ0TWPHjh1UVVVRVlYW9di247Ozs9tFOMCIESOIj49n27aOVOScnJwIU7/09HSqqnqXDmxwYmK3JZKRHt2Qa+SwK9m9511KDnxBVsYpJLoOF5KCWdMe7LeIuLp5ZZdj2qbl6O7O5mhHQljtiIQkpPgkhNmC7m5CqziAunsTWvl+9JauTcu6nKfqo7F2e5fj1WWrow/ExiNNPK3zdklCufhGRMyR24UdCZMllpiEXAYXXkR2wbk44rJRzI5wH2mbuX0hUUgCKcmJcu5IuG4kZZNKWbL+NnyBOuac/g/OnP1/2HxxaJ7wAmVd5fr2axzY+Q55I69k9843aBjnhrNzwNFaVx1nRblwFNjMaF8dQP1kB4EFq9BqWtCjpKoLRUakhlO4pfxEtK0VXb42dVUJuq/r1nzHE7ovSPDfG6IuKgT/vgY9yvbDCYW8+NzVfUol9/vqKNn5dpfj+3d03VXAwMDA4GRDFjDaEUe8rLC0qZat3mbU9nQvgaRqWEr30jgoC69JRYjeCXEpxQmNvh599xscn/Rp6fyRRx7hxz/+Mb/5zW8YPXo0JlNkukVsbGwXR55chJp6Vr/X0/16g83W9x64R3PsoRz+uRBCoB2SJitJUnt9TBvB4InxQGzQPVZrAjNPeZANm/7Mrt3/RdUCWCzxjBx2JZJkorQsXObw+dJfMHnCj3Da0yg/sBSrKZashCLMq5ahxE+EpO77cPYIvZu/L/3IHmNHQmuoIfj3p9GLOxahRGYepqvv7nH7MAAhZGyOVDzNB6OOx8TnRt0u2WMwnf1d1PyRqIveRm9uQBo8FGXelYiUjN69mH5CkmWsCSlk289j0KCzUBcWo729iaAa/l1Iw1MxfXs8Vkdq+zGeljKa6ncxfOItrPvqYeKTRjLuh/dhbjKhN/lQl+9D29eRgqftqUEvbUCraEYuTGl3jdUDITBJmM4fSeBPS8NGbaZu1pxNEpwgxpl6S6DrRQUdtL21SMnR/2Y0NYS76QC7NrxKTdkqzNYEhoy5hqTMyVhtPV/00tSuv6PVkBdd141yNQMDA4NWJAEjHLHs93nZ6mmmKuhnYmsKuqsuBJqgJj8Lqui18aVo/b7XShuQRxiZoycifRLiZ511FkCniGnbDVhVe2am801Hie3Zw0hP9+sNBQUF2Gw2Fi5cyPXXXx8xNnz4cBYsWIDb7W6Pii9duhRJkigsLCQmJoacnBwWLlzIaad1jrQNHz6cAwcOcODAgfao+NatW2loaGDEiJ73M0xOTqa8vCP9tKmpieLi4oh9TCaT8XnqI4GgB5+vlmDQjcnkwGZNxGQ6drWwDnsKkyfcxeiR8wkEmqlv2M2uPe9QXtER2Q0G3Sxd8WtOG38/o3cJqNuDXvYp6DqqKwMx97Iue2cfis9Xj8dbS3PzAaxWF05nOg57WATLoyajfvbvqMdJIyaCve+p27q3hdC/n48Q4QD6wb0E//o45ut+hnD2LCJttScxtOj7rF/yUKcxIRQy8s7o8lgRE4cy4VTkoePQtRDCYkNYv/66Z0WyEVy8Ge2LvRHbtW2VBP68nNTvT0JICroWrinfs+mvpGSdQtGsB1BMDhTZTuCFzzuf2GFGHpuJLgTqjqpwb3GrglbaSOjz3eAPoZw1HNMV4witOYA8PptQWfQ+2cqsIcddX2w9pIGmI8yHRUc0PXrtfNtx3UT2m+t3s+R/30NTw9kIPk81axf/gsz8sxk97W7MUQwZ9aAabv9W0wKajjnZwYhxt7Nx1e+iXiO74FxDhBsYGBgchgByrDbiFYWd3hY+aahmYkDF1SDjGzKGYOt3vSx66fMRZwWTjFbWaAjxE5Q+PX0sWrSov+fxjcSeK6HEiW7T05W4cCuz/sZqtXLPPffw05/+FLPZzPTp06murmbLli1cddVV/PKXv2T+/Pk8+OCDVFdXc9ttt3H11VeTmhqOUD344IPcfPPNpKSkcPbZZ9Pc3MzSpUu57bbbmDt3LqNHj+aqq67iqaeeIhQK8cMf/pDZs2czceLEHs9xzpw5LFiwgPPPP5/4+HgeeOCBToZsbQsC06dPx2KxkJBg1B/2BLenitVrnqZ4/0fouoYQMvm55zBx3K3Yj9APvD9RFAsxzgyamktZsuxX6Hr0TgE2Uwz6jvURxmP6/p0QCsIR6q/dniqWLPslZeUdKeg2WxLzTv8DroQCRHwy0vhZaGu/iDzQakc5+yqEpe8ZIHpLE9qO9dHHSvegtzT2WIgDpAyaSc6wS9m3/f/at8mKlYlzHsV2SPS4K0RM3FFH+PsTvcmHumRv9LGSBiS3YNLpv2f1pz9p/2xUlS7D665iyrynkf02QrIIR7VbUc4oRGTGoX51gNDHO8L9ub1BgtsqUP+1oX2/wHNLkCYPwnzleNBB3VyOvi/S1EYak4GUHd//L7yPaO4AVLcQ+mI3erMfeUwG0sg0JFd4sUjYFER6LHp5U9Tj5SHR/7YDvkY2Lvt/7SL8UA7u+YAhY67pJMR1fxB1UznBv62BYGsmkyTIuGAUoTG3snXjcxH7J6SMIdZV0MtXbGBgYHDyEK+YmOBMYJ/PjasqXCO+dnA+sVoZALLU8zaXEM40FS47emXfu6MYfL30SYjPnj27v+fxjURIgvQLzFFd09tIv8A8YP3E77//fhRF4YEHHqCsrIz09HRuvvlm7HY7H330EXfccQeTJk3CbrdzySWX8MQTT7QfO3/+fHw+H08++SR33303SUlJXHrppeHXJQT//e9/ue2225g1axaSJHHWWWfx7LPP9mp+9913H8XFxZx33nnExcXx8MMPd4qIP/7449x111289NJLZGZmsm/fvqN+X77p+ANNLF/1CCUHFrdv03WV3Xv/h6oFmD7l55jN/ZDy3Qts1kTycuaxp/i9TmN2ewoOL53cv0VaFsjdf0WFQl7WbvhThAgH8Hpr+PDTH3DBOX/F6UzDdO41aKOmEPr8HfC6kYZPQJ56BsJ1ZHHbLf7uvTJ0rzvqdlXTqPX50ACrLBNvCS82WG0uhk26lbzR36GpbjeKyYEzbhAWezKyfPSO2MccXxBC3Xhg1HlIHjmFOZf9m5qy1XjdVSSlT8QZNwirIxndFEKekI26qgQAeVoOaDrBBavaT6GW1KOu2If5hmmosdaI+mltVQmhWAumc0divn4qekk9oWX7QBYoM/OR0mMRsX3v/d6f6J4AocW7UT/syK7QtldBrBXLj2YjJTkRMVZMV4wj8MwX4ej4IUjjsxDx0V9LMNBCfdWGqGMAVaXLO7mz6zVugn85zJdA01Hf3kLOrWfjH91E6Z73URQbOSMuJzP3DKx2o5etgYGBQXfIAoaaLAxuUdjl0ni2voIJUhmZ9F6IA4h4G5ohxE9YhH54kW4P+OKLL7odnzVrVp8n9HXQ1NREXFwcjY2NnerbfT4fxcXF5ObmYrX27YGtaVOI8ncCEZFxJS4s0geqdZnB8UF/fH56S2Pjfv79zsVdjAouufAt4mI794HuCn+giVDIhyxbsFr6bvzldlfy+dIHqKjseLh32NM4Y8KDOP7xF/S6jj70CAnzjx5HSsuOcqYOmlsO8u//XoymRY+0nzX3eTLSJ7f/rHvdoIbA5kAcQeT3BK2mnMDv7wA9utg03/0UUkoW3lAIv6piVxSaAgHe2bePv+/eRVMgwIiEBO4cM5aC+HjsikKdz0dI13AoJhymE1B8H4JW04L/4Y87icY2LD8+LRzR7u4cdR4Cf/wSvaoZ803TCbywNGp6tshxIQ9PJfTBYb3rnWYs98xFanVY11sXBoRyfPQMb0Mrb8L/20+ijkkTsjFfOR5hUcLp4hVNBP+3Ba24FuG0oMwdijQ6A6mLRQVPcxmfvnlhl5/TUdN+Qt7Ib7f/rIc0gv9Yi7pyf/T5DE1GuW4yAZoRQsJicxkp6QYGBic1bVpi8UMXYCsY1+2+qWWVJFVWsXSE4GDmt9hT+yU5gVWsT3mU61MHM9rR82ctdeV+1C3l2H53/tG+BIOvgT49iZ566qmdth16EzZqeiOJHa0QM1IOu6g36Six4XT0gYqEG5zc+APdOXbrBAI9WzkNBFqob9jNmvV/pKFhNzExWYwbczNJSSP7JMgdjlROm/UIPm8tTc0HsIUU7HIslpIS1Mbajh2tdpQLr0N3Htn0MRTydynCAdyeSGMrYTu6Vl6HI5xxSGNPQVv/ZacxqWAsbkcc+2treW3nDsrcbm4aMZI3d+9mVXVH94Ct9fXc9PlinpkxE3cwyPNbt1Dn91OUmMSNI0cy2OnELPfOSfV4QcRYwhHt1SWdx5IckHDksgDJZcd860z0qma0sqYua6T1fXVIczv33D40rR2OPwHehrq5c7u2NrR1pegXjERYlLBTfXYC5u9NQfcHEZJ0xKi+yRJHavZMKkui1NsDyZmHdTgIhtCru+4moNd5kFSwxR67MhcDAwODbwKSqpJYXcvBRAiaIMdiJ97hoC5o5qDfy0171jPOEcc1KYOY7Ew48iJnrBVaAuj+0IC2rzQYGPr0G6uvj2x7EgwGWbduHffff3+Pe0SfbAhJ4Mg/MR+mDU4sTKbuxWabYVsg4Mbnq8PtqQybudkS2w3ONC3EgYNf8vmXP2s/zudv4OPPbmXShB8xfOhlKErvI/w2awI2awLxzkEE31mAtvJj9DHTMF19dzjNW5JBCLSmeuQeiGaTyY7Z5CQQjC4a4uPyej3H3iCsdkznXUNQktDWfRmOOAqBNGIS6rdu5OOKKv7f+nUA2GSZkK5FiPA2dOCJDeu5MDePfc3hhZIvystYWlHOC7NPZXRi/7RyO9YIiwnlglHoLX60bR0ZDyI1BvNNpyDF9aw+X4q3oduUbsVhV8jjsxCO3qf7HWuitWFrJ4pJm7CZELaeZUyYzA5GTrmThupN+L2RdfLDJt7SOaXcrCDyXLC3lmiI7HgwHvgMDAwMek1SVS2SprM/lfYsJV0LYpKt3Js1lI2eRj5uqOJHxZsYYnVwVXI2p8cno4joi8giJlzapjd4EakxUfcxOH7p0500Lq5zNOyMM87AbDZz1113sWbNmqOemIGBQd+wWV0kJ42mumZTp7HUlHHYrC683lrWbXiBHbv/g956I3DYU5l72lO4Eobi8dawfNUjUc+/Zt1z5AyaQ4wzs89zFCYzysxzCHz1GdrG5Wgbl4NiDt+UpHBaek9Sx+22JMaM+j5frXu605groRCHY+BdREWsC9O3bkSfexn4vGC1IRxxVGs6T2xY375ftjOG7fUNXZ6nuLmZ1MNaB6q6zqPr1vLszFkkWLo3rTtekeJtmOdPQm/2hx8UnBaItXaZRt0VwmJC6sKMDEAMSkA73MTMaUaZO7S9tdnxjDIqHfXwtPpWpMIU6EJ060EVQmpYPMtdR/udcYOYeeFrVOz/gsqSz7HYksgdeQWO2GxMh3lGCFlCmZaLunhP5xp/AaZ5w4zIi4GBgUEvEapGUnUtFRmpBEwV7c9fuh5EkqxIQlDkiGesPY6dvhY+bajmVwe288fyvVyelMUFienEHPZs1LbQrDf7wBDiJxz9eidNTU1lx44d/XlKAwODXmK1JnDqzN+ycPGPqavf2b490TWC2dMfxmRysnnrX9m+6/8ijnN7Kvngkxu56Nx/4A80EghEd2bWtCBud+VRCXEA4UrFfPNDBP/vj+iVpRAKINIHY7r0h4iEnqW8SpJCwZDz0fQgGzcvIBTyAILszJlMm3wPdtvAmEeFNI0Kj4cvy8vZ2djAGFcik1NTSUtMQ2pNI9tXXk7oEAsOnxrC2U3NtywE0TLQdjU20hII9LsQ11v86CEVTDKSY2BFvnBYEA4LpEWWG+ieQLjtpd3cbfqdruvoDV70YAj59KGoC3dG7mCSMF1ehF7rRmTGQUBFKspEmZ6LlNi/5QgDhUiwIY3NQNtQFjlgkjF9awySPTKqr3sD6NVuQot2odd6EAVJKFNzEC47wWAzwdYSFLMlDpMl/HBmd6aTO+JyBg29EElWuu1ZK1wOzLfPIvj6V+2ZCCLBhunKCe29aw0MDAwMeo6rth45pFI6OAs8lbSlOmlaAEnqWJwWQlBoi6HQFsPBgJfPGqp5obKYP1fu4zxXGpclZZJtaW1R2rZI29y1MbTB8UufhPjGjRsjftZ1nfLych555BGKior6Y14GBgZHQYwzk3mn/xGvtwaPrwa7LRmbNRGbzUWLu5JNWxZEPS4QaKamdivx8d2ndEvS0ZuICcWEGDwU840PontbAIGwO3vV7gvCGQCjR8xnSO45BIJuFNmC1eoaMGd4VdfZXFfH7Uu+wK+FV7Pf278fp8nEH2fOoiUYZEVFBaOTItPJS1payI+LRRYCNYpH5qz0DJZXVHbaLgCpB73Ue4rm9qPvrSP4/hb0GjciNQbT+aOQsuMR9v5P4dZDKrpfRZik9n7dWqMXbXcN6ud70EMq8qRByGMzkVyde5/ruo5e1oT/D0ug2Y9yzghMV09EXVWC3uRDGpKEcuoQRKIDMdiFPDQlnMrtMHcbIT7eEDFWTJePQxuTQWjhTnRPELkwGeWMYeF6+kPQAyHUNQcI/nN9x8biWtTFuzHdPp0Nu35P+b6FACRlTGH0tLtxxueGW90IgWI6cjaCUCTk3ESkO2ahewLh50W7ud30zsDAwMCgF+g6yVU1VKcm47dZwRPeBqDpPmS58/0PINNs4+qUQVwYSmdJUy0fNVTx79oypsW4uCIpiwn28DOT7g0eq1di0I/0SYgXFRUhRLj/3aFMnTqVV155pV8mZmBgcHTYbC5sNhcuIg2sNC3YraFbQ+Ne0lLHE+PMpLnlYKdxszkGez+2KRIx8YiY+F4do+s6bk8lzc0H8XpriIvLwW5PxuXM6Ld5dUWN18s9y5e1i/A2WoJBHlm3luuHDyfGbCbN7kARIiIq/p+9e7lrbBGPrV8XUfKb6XBwYW4u965Y3ul6p6SlEddP7ul6IIS6fD+h/3aULej76wk8twTTdyYgTx7Ub+JVD2nodW5CS/aG3b0T7JhOHwpxVoJ/WxNuzdVK6EAD6uLdmO+Y3UmM6w3edhEOEHp/K8RakcdnIU8ZHO6zfcgCgnCemCn8AFKsFWnyYOThaeiaFq4DN3e+TetNfoL/itKOLKAS+scGkudObBfiNWUrWfK/7zH7or/hiO19FouIsyF6WMtvYGBgYBCduPpGzIEgpYNbv4eFAMLPEZrmx6QkdHt8rGLiXFcaZ8an8FVLPYubarijeCO5FjuXZME5vkD/pjkbHBP69Ds7vNezJEkkJycfs/ZMBgYGfUeWzNhsSXi9NVHHE13DsFoTmD3jt3zwyU2oakdfZiEUTp3xW+y2r88tWdd16up38NHCW/D5OowjU1MmcOqM3+BwpAzo9Wt8PhoCgYhtArhhxAgGOWP4sOQALaEgMWYzL8w+lZ8sX0adPywil5SXY5EkFsw5ncVlB6n1+RjpcjHK5eKrqmp8h3WccFks3DlmLE5z/0Sq9SY/ofe2RB0L/mcDUmEywtU/qdxaaQOBZz6HYGsN3P56/OsPonxrTFSTMb3OQ2jpXkznjIhYDNBrPZ1T7pp8qIt3o0oCy/1nwgBE8r9ORIyF7nxy9bKGLlvC6aWNJDgKI7aFAi2U7n6PgqLvI0nHf728gYGBwTcKXSe5qpb6hDjcMW3ZelK7WZum+ZG6iIgfjkmSmBabyNQYFzt9LSxurOHxfJ2XGrZy2dYQl+Tl4zL02AlDn4T44MGDWbhwIQsXLqSqqgrtsMiQERU3MDh+sduTGTf2Zpat+HWnMZstiYSEAgCSEodz8fn/ZG/xh1RVbyQhoYCC/AtwOtK7rS0daNyeSj789If4/Q0R2yur1rB2/R+YNuVeFGXgInj+KO0ZvzdsOOVuDy9u3dq+bVlFBVkOB8/NnMULW7dQ5nYzJC6OedmD+OPmTbhDIWJMZt7auxdN1ylubuL3005heUUF1T4vM9LSmZKaSrqj/2qc9SZfZ/OtNnwhaAlAPwhxvdlH8I2v2kX4oYTe3oT5hmmo6zpnW2irStBn5UdEYPVGb9cX0nQInBztMvVACL3Jj17nBpOC+ftTCX2+G213lAW1KBq9qnQZeSO/jWQ5cltAAwMDA4P+w+72Yvd42VuQ27FRCDpqxP1dpqZ3xaF15GUfb+bLQjuv7djBX3bs4NxBg7lq6FAGxRjmbcc7fXqa/tWvfsVDDz3ExIkTSU9PP3KPOwMDg+MGIQQ52afh89WxYdMr7RFvV0Ihp878Hc5Wp3FJUoiNyWbs6OtR1SCybDou/tYbG/d3EuFt7Nn3AUVjbzxqI7nuSLHZIuq8bbLM0Ph4Xtne2fG61O3mzT27uXnESD4uPUBpSws/Wb6M4CGLl1cVDGXRwYOsqqrig/37uW7YcO4cMwaL0v+LHUI+wu+vv9LS3QH0ii761Wth4zViLJ0i3dFivFJ3LrBWBaz9k7Y/kOhBFb3ei7rhIHp1M1JhKlJuYtSa+Gho7gDqyn2E3tnc0RfdomD61hhwmCMM3kRqDM3+/Z3OYbElIuRvVuaAgYGBwYlAYnUtXquV+sRD088PjYh7keW+L4InB+BScxLnF41iSXk5n5Ud5L/7ijktM5P5hcMYltB92rvB10efnvSef/55FixYwNVXX93f8zEwMDgGWK0JjB5xNfm55+D3NyDLFqzWBGxWV6d9hRAoSmt7DF3D729CCAnLAEXWgiEvPm8dPn89smzGaknAbu9Ihfd4OhuataFpIdTQwDqHuqxWriks5NXt2wEoSkpmRWVFl/t/cuAAZ2ZlkxMTy4gEF3Mys1AkiTXVVWypq2dsUiJ/2xV2AfdrGrubGgloGgNS6RxrBYcZ3IFOQyLRDs5jJNSimNUB4Rr1w2q8RZwVKS8RLUpPa2XeMETc8Z2CpwdV1O2VBF9e0Z5Ori7fD3FWLLfPRko5sqmgfqCe0FuHtSP0hwj+Yy3mm6YT2FweFuiyQLtwEDu23dfpHAVjv4fsAa25Ed0fQjjNiBhrj3uRGxgYGBj0HjkYIq6hiX35gzm0NYpAoEUI8aMwmFV1hCLhMJk4a9AgTs/KYkVFBZ+WHmT+Zws5JTWN60eMYKSr8zOewddLn4R4IBDglFNO6e+5GBxHXHvttTQ0NPD222+3b9u3bx+5ubmsW7fOcMf/BiDLFmKcGcT00OCsxV1B8f5P2LP3fWTZzPDCK8hImxQhko8Wr6+eLdveYPPW19C0EAAxzixOP/UxEuILEEJ06+huMcehmHqX3tVb7IrCt4cUkBsTy0vbtmKSBEG1i3RvIKhppNjtvF+ynw9KSlB1HQGcmpHJT8eN444vl6ADSVYrNkVhZnoGf9mxg2sKC4ntp9rwNkScDfN1Uwj8aWlkirpZxnTtFKR+MuUSdjMixYle1dJ5UBKItNhO0XDhsqNMz+tkFidirJi+N4XQO5tQ15SGxazNhHJmIcqUwce9M7re5CP4ysrONd2NPoJvrsN03ZROrckORfMECHXRXxwd1E1lSFNzEEEV+fQCSmo/wd1UErHbiCk/IlbPxv/sFx2ZCgLkidkoF47ut9+7gYGBgUEkCXUNAFRmpEYOCAnQ0LQguh7qsxDXNR1UDcwd/h8mSWJmRganpKeztrqaD0tKuG7RZ5ySlsYPRo5iaHx8316MQb/TJyF+/fXX87e//Y3777+/v+fzjUXXdLQdQfQGHREvkApNCOnrT/M1MOgJLe5y3v/4BlpaOlJgq2s2kZoygdNm/rZfxLiu6+wv+YyNmyM9JppbSnn/4xu56Ny/43Sm43Skk5Q4nJrazuKkaMwNx8RILt5iYVZ6OvlxcRxsaUEIwXslndOBAWZlZLCmqpJ393eM68CisoO4Q0FuHjmSBIuVap8Xf0gl1W7noNtNtdfb/0JcEkh5iVh+dgbqmgNoBxqQcl3IRZmIhP5bwBCxVkzfmUDg2S86UqlbUc4fhUh2YLp2co/alwFI8TZMV4xHOWcEBFWwmBBx1uNehAPoZY1d1uVrO6rC2Qndmc0FVbRad9fnr3FjumYSwqogzAqZrnkkZo2n5uAqhCSTlDEJu5ZE8Kkv0es9hxwI6uoD4LRgumAUQjFM3AwMDAz6FV3HVVtPTXIioU7dTwToKpoW9kFR+hoRD4SDFiJKmZYsBJNSUpiQnMya6mre37+fqxd+yrzsbH4wclS/etAY9I0eC/G77rqr/d+apvHiiy/y6aefMmbMGEyHfbieeOKJ/pvhN4DQaj+BN9zodR0PY8IlYb7KgTJp4FrtaJrGY489xosvvsiBAwdITU3lpptu4uc//zmbNm3ijjvuYPny5djtdi655BKeeOIJnE4nDz74IH/5y1/C82xNo1m0aBGnnXYaAOPGjQNg9uzZLF68GE3T+PWvf82LL75IdXU1w4cP55FHHuGss84COiLp//73v3n22WdZuXIlBQUFPP/880ybNm3AXr/BkfH7G2lxl7N77/sEgx7ycs4kPj4Pu62jPZmmhdi56+0IEd5GZdUaauq2MagfhLjHW826jS9EHQsEmqiq2YjTmY7Nlsic2Y+z6qvH2X9gEbquYTY5GTvmBvJzzz5mrtC1fj//2LULgOGuBMYmJrKhNjJ92qEoXDdsODcs+izqOdbV1HDb6NHcvXQp1T4fbd8Qp6SlMSVlYNzfhSIjkp1IZw0Pt8jqxx7lhyINTsBy71xCC3eh7atFJNjCPbEz45DsZqQJdqThqaDrCJv5iAuTwqIgLAPTG34g0T1H6O3aTTYFhF+3lBGH1uiLPp7jQjgt7e+f2RqL2RpLbEJ+xyV210SK8EMv/2UxyuxwH3YDAwMDg/7D5vFi9fnZNWxI50ERrhFXtfB3syz3zVhN97UKcUfXC7pSqyAfn5TE8spwYGDRwYNcXVjINYXDsMrGQuzXRY+F+Lp16yJ+bktN3rx5c8T248HM6XgitNqP/9nOpkV6nRbefhsDJsbvu+8+XnrpJZ588klmzJhBeXk527dvx+12M2/ePKZNm8bq1aupqqri+uuv59Zbb2XBggXcfffdbNu2jaamJl599VUAXC4Xq1atYvLkyXz66aeMHDkSc2u07umnn+bxxx/nhRdeYNy4cbzyyitccMEFbNmyhYKCgvb5/PznP+exxx6joKCAn//851x55ZXs3r0bZQBMqQyOjM/XwMYtr7J56+vt23bu/g+pyeM4bdYj7VFun7+B3cXvdXmeHTv/TUba1PY68r6iqcEuW6oB1NXtJC9nHgBORxozTvkVE323Ewr5MZsc2O3Jx9TNvdrr5f2S/dw/cSLramq4PH8IU1PT+KBkP55QiOlpaVxdOIyAGsJ9mNN6ut3O7aNHk+lw0hgIcMfYIpJtNlZXVfLq9u0sq6hgeHwCwxISkAdIKAMDJsKhVfCnxWK6vCjsyG6SOq3Yd5eS/XWghzT0QAhhlvstQiwN6tokR7jsoEjoQRVhin49YTVhOncE/m1RvBFMEsrkwUdcxNBropQItBFUTxrneQMDA4NjSXx9IwGziQZXfOfBttR0NRwR73ONuKfV8yXmyFpCliRmpKczMTmZjw4c4C/bt/P+/v3cN34CU1JTj3i8Qf/T46fWRYsWDeQ8vpHomk7gja5TCgECb7iRJxw5GtRbmpubefrpp3nuueeYP38+APn5+cyYMYOXXnoJn8/Ha6+9hqM1LeW5557j/PPP59FHHyU1NRWbzYbf7yctLa39nMnJYWGWmJgYsf2xxx7jnnvu4dvf/jYAjz76KIsWLeKpp57iD3/4Q/t+d999N+eeey4Qdt4fOXIku3fvZtiwYf362g16RlPzgQgR3kZl9Tr27vuYkcO/07OFtX5afJNlE3ZbMh5vddRxlyuyN7LZZMc8wPXg3WGSJFRd5+GvvuLKggIGxcSQYLEw0uXCrigkWSykORyUtESKoAyHgwcmTMSnqty1bCk1vo5I58y0dB6ePJmfr1zJv/bu4eK8PJJtJ3b9rjDJ0IXI7Aq90YseVEGWwj21BzhtWg+E0KvdhBbvQq9oRmTFo8zORyQ6uhTIPSbWgjQhG23NgU5DylnDCLz+FVJ6LMrcQqSk6FFpkRaD6fppBP+5tr22XiQ5MH13IriO/PkQKd1EWswyWI78GvVmP7o3EP57d5iPu0UUAwMDg+MKXSeuvpHq1OQunpMkdF1tj4grSh8NcJv94XtsL76TrYrChbm5TE1N5R+7d3P7l0u4MCeHO8cWYTeCY8cU490eQLQdwYh09GjodRrajiDy8P59qNm2bRt+v5/TTz896tjYsWPbRTjA9OnT0TSNHTt2kNqLVbGmpibKysqYPn16xPbp06ezYcOGiG1jxoxp/3d6ejoAVVVVhhD/GtA0le07/6/L8W07/kFe7jzstiSslgQK8s7vMm18WMElRx0NB7DZkhk39iaWRulvbjbHkpI0+qiv0V/ouk5jIEC63Y5fVZmUksKPly2lytvR8zrWbOaPM2eRbrczJSWVlVXhiOb1w4fTFAjwm7VraAxEupcvqSgnxW7jtMxMPi0tJaR1//3xTUP3BlB31xB6axN6dQuYZeQZeZhOK0DED8yChK5qqNurCL68vKN/2r461GXFmH8wHakw5agyvSSHBdO3xqDlugh+uhMavYjsBJTTC9C2VqLvrUXdW4u6qRzTnTOo829FCAlHbDYWeyKybEFYTIisOEyXjA3XxYtWE7h/rcd05Xj0QQndzlG47IhkZ/g9PQz51AJEbNfO83pQRSttIPjPdegHG8OvqSAJ0+XjEKkxRhacgYGBQRTsbi/mYIialKSo40JI4Rpx1QPISFLf7nF6oze8aNyHr+LU1uy8L8vL+ffevaytqeGRqdMYEhfXp7kY9J7j3+nmBEZviN6ip6/79QbbcRhFO9RLoO3hTTvJhMbxg04g0NTlaDDoRm9tqyFJMgVDLiTGmdVpv/S0SSQljqLFXUFD4z4aGvfh8zX0aUZCCAZnn0bR6BuQpI7PSkxMNuec+RIOR1o3Rx9bdGBFRQU/HTeOawoL+dPmzREiHKApEODHy5bSFAzy03HjGONyYZNlkq02GgOBTiK8jXf37+e0zEzyY2OxnGQGWuqOKoIvLu8QjAEV9bNdBF5bhd4cvUb6aNEbfQT/+lXnJuaaTuD1r9Abjv66UqwVeVY+lh+fhvlHpyKPSif09ibUlYcY/DX5CKzcxe4Nf2H5Bz/ks/+7lLLiheG/xWY/wZeXE1ywisCfVxB4eQXBN9ejH2wk8MKycF/27q4fb8P8w+mIwYekyUsCeVZ+OPLfzedMr24h8PTn7SIcQNtVg//Jxeh10evODQwMDE52YhubCJoUmuK7iHQLGVoj4rLs6POipt7gRUrtu3+KEIKZGRncN348uq7z/UWfsfjgwT6fz6B3GBHxAUTE9+yPqqf79YaCggJsNhsLFy7k+uuvjxgbPnw4CxYswO12t0fFly5diiRJFBaG03/NZjPqYXWtbTXhh26PjY0lIyODpUuXMnv27PbtS5cuZfLkyf3+ugz6B0lSyMs5i5LSz6OOZ2XOwGLuSGd1OtI4+8wXKSn9gt17/ocsmxlR+G1SksfS4i5j3YbnKS1bBuikJhcxZdJPcCUU9Lpm22pNYMyo71GQf0FrH3FLax/x6CvKXxeSEExLS+OZjZu4f+JEntq4sdM+Vllmamoa7mCQnQ0NXDl0KDkOJ8XNzZ1E+6H4VRWB4I4xY3FZju8e2f2J1ugl9J9N0cd21aDXexExA/B+NPnA24WhWpMP3H5IOPqFTSEEukkKC+jShqj7SFsaSZk9iZry1Wiqn3WL72f2xX8jJpCOXtoY9Ria/dDogyO43ktJTiw3T0dv9odddu1mRKwVYYn8G9UavOANgCyBzUTw4+2dnO8B8ARR1x9EzCkwouIGBgYGhxHT2EJdkqub8j0J0NFCnj6npeu+IHqLH5F29BHsVLudu4uKeG3HTu5dsZx7x4/notyu28Ua9A+GEB9ApEITwiV1m54uXBJSYeeWA0eL1Wrlnnvu4ac//Slms5np06dTXV3Nli1buOqqq/jlL3/J/PnzefDBB6murua2227j6quvbk9Lz8nJ4aOPPmLHjh0kJiYSFxdHSkoKNpuNDz/8kKysLKxWK3FxcfzkJz/hl7/8Jfn5+RQVFfHqq6+yfv163njjjX5/XQb9R2pKEbExg2hqjuw5rCg2xo7+PooSKT6cjjSGD72M/JyzEEJCkmTqG/bwyWe34/M3tO9XWb2e9z66jgvP/Rvxcbm9npeiWImJySQmJrNPr+tYMTQ+HqdJocbXWVQXxsfzw1Gj+G9xMTd+vhirLHNGdja5MTHYFYVBMV2vXseZzWQ5HGQ6TzyH8KPCF+rS2RtAK6nv1visz+hHyEg60ngvEJKEsMidgu/t41aFkBr5edq7+W+Mybuz2/Pq/lDPru+0IJzRDX10XxBtdw3BN9eh14fnYLp6Itqe2qj7A2jbKmFmHpiNRwkDAwODNpRAEJvPx37X4K53EuFMJFVz990xvSpsBi1l908quVmWuW74MP61x8Tv1q5FFhLn5+T0y7kNomPcPQcQIQnMVzmiuqa3Yb7KMWD9xO+//34UReGBBx6grKyM9PR0br75Zux2Ox999BF33HEHkyZNimhf1sYNN9zA4sWLmThxIi0tLSxatIhTTz2VZ555hoceeogHHniAmTNnsnjxYm6//XYaGxv58Y9/TFVVFSNGjOCdd96JcEw3OP5wOFI564zn2bLtb+zc/Taq6mNQ1mzGF/0waho6hKN6Fkt45bbFXUlJ6ecRIrwNVfWzactrTJt8L4piad2/gtrabVTXbiE+Lo/UlCIc9tRj1m6sv0my2Xhk6jRagkEskoS/tczCIsv8cNQo7luxAk8oLJA8oRD/3L2b1VVV/HzCBDxqiMExMexv7vzd8L1hwxgSH498skUZFQmpMAX5lNxwAEES6J4goWV7kUdnILLjUffUIBzmsIGbo5+6TcRZw4Zl0ZzDHWawmdCqWkCAsJs6XVcPquj1XtT1pehljUgFyUjDUsN12Yf9DoXNhHJaAYEuxG1oSgKl+z+J2OZuOgB2BSwKtAluk4w8PRd5aDKENEScFd0f6hTd7g1aeROBF5ZFvrYaNyLG0mXqu0iwhSPnBgYGBgbtOJvDRs1R3dJbEW1CPOTGbO1b6Z1e3oxIdiL60TxTEoLL8/NRdZ3frl1DhsPOhOSBaadqAELX+3G5/wSlqamJuLg4GhsbiY2NTA/x+XwUFxeTm5uL1dq3tMivq4+4wddPf3x+BhpVDeLz16PrOmZzTI+dyOsb9rJ81SNUVH4VddzpSOe8s/6C3Z5EQ+M+Pvj4Bry+DgGiKHbOPuMFkhKHh01LTjAqPR4+LzuIWZIpaWnhjV07ATh/cA5eNcSnpaVRj7tn3HiGxMWh6Tovbd3KV9VVANgVhauHFnJxXi4JxzglXW/2hV2xfSGE0xyOnPbhxq67A+gth6Q+x1l77HiuNfvQ1h0k+L/N4XZnAPE2zN+diLq+FPXL4vZ9paHJmL47EekI6di6ruHz1KBrISTZjDVKiYMeUlHXlIbrxA9FgOl7U1C3VqCtCNdyi1wX5ivGIdLjEJJAVzW0XdUEnl8amb5tM2G5YzZSZucohdbkI/jPdWgbyyIHRiZRP93DVyt/EbE5f/TVDBt/C9qX+wj9ZyOYZczXTiG0Yh/aprJwbbskkKcMRjl3BFJc79PoNXeA4MvL0XZHtg8UyU6UU4cQ/Nf6qMdZfjoHKXsAshQMDAwMTjDatMTihy5giDkFq9fH2mkTutxf9R4kUPMZzY5kHLFjycy4vst9o6GHVELvbUWeNAhl8qCjnX7n+ek6z23cRI3Pxz/OPJNYs9EpYyAwIuLHAGWSBXmCOeyi3qAj4kU4bX2AIuEGBr1Blk047L1f7ZRlM1ZLfJfjFks8kqTg89Xz+Zc/ixDhAKGQh08X3ckF5/wVh+PE6l9Z4/Xy02XLmJWZwScH9nJBbi43jRjJv/bsZlSii+c2Ra91BlhVWcnm2lqSbVZuGTUKSQj8rb4LshB4giGciopJPjaZAlp1C4E/r4gw45LGZ2L+1lhEL0SdVtNC8PWv0Pa2/p5NMsrcoSgz8xE96G+qV7Z0FnwNXgLPL8V8wzTUpcXthmrazmqC/1iLaf7kLtto+Ty1lO39mF0bXsHvrcMRm8WwibeSnDEZs7VDIAtFRh6TgfTjUwl+tB29qgWREYcydyjqF3vQVnWUbujFdfifWIzl3rlhF/JGH4E/r+hcQ+0NEnhtFZZbZ3aqa5dirZi/PQ5tTkG7WZs0KZOyluVsWPVI5L6ymcHDLkY2mZAmDwpHp5t9hBbvQtt5SJs/TUddvg90Peysbu1luVNARSup77RZr24BTUeeOhh1xSHGcoLwdbpot2ZgYGBwMmN3e2hIPMIiZWtEXFe9feohrpc3gaqFM6MGAFkI5g8r5KGvvuKlrVv5cVHRgFznZMcQ4scIIYl+b1FmYPB1oih28nPPZl/Jp1HHR4+8Bqs1nvqGvdTWbY+6j9dXi8db3a9CXNNUVDWALJsHLO291O1me2MDk1NTcZrMPL1xI+OSkrhl1GjyYmOxKQrNwegGYHaTgjsY5L0d+1mwYwcANlnmmZmz+NuuXexrbmJCcjKX5Q8hw+FAkQYuW0Br9BL409JOba20tQcJ2syYvjUG0YP6X63RS+APX6LXuDs2BlVCH2wDqynszN1NCrNW6yb03pbogyENdVsl0tAUtB1VHcdsrYQWf9TeqUF/CzvWvsD+7f9u3+ZuKmXNZ/cyevq9DB56MZLc8bqEzYTIScQ8fzIEVHRFIvTRdtRVJZ3OTUAltGwvpvNGhV3DfdHrs/WyJnR3IKrBnIixIsdYkfPDEXo16MNamY7VnoTXXQGAIzabcbMfwu4MeyUIhwVl4iC0ssYuTe3UVSUoZw7rtRAXskAk2NErO5dKBP+zAdP3p6KcPhRtTw2YZKTcRESMFWE1HiEMDAwMDkXWwOrz0xzbfd13W2q6pnlR+lAjru2rQ6THDlhrT4B4i4UzsrJ4q3gv1w0fToLFyOLtb4y7qIGBQZ+w21zEx+czasQ1bN76WsTYkLzzSE+dBICmRW/T1UYg6O52vKeEQn5a3GXs2PUW9Q27SEocSUH++TgdGchy/xoibqgJp/AuKjvIt4cMYVNdLetqalhXU8PE5BTOzM7mrzt3Rj323EGD8aohvCGVOr+P8UnJnJmdzeMb1rO1PhyV3NPUxH/37eOlU0+jMD6+X+ceQb03am9pAHXlfpQzChGJR75N6FUtkSL8EEIfbUcel4noIo1cq25B21WNFkUEdpy/OfrxXbid+3217N/+n6hj21Y/R2r2DOzO9E5jwmoCqwm92Rc2IusCbUc1+twQBI9gkhbqWXtG2WQlJWsqMy54laC/ERCYrfHRU+nd3fw9aXrXDvDdIGKtKGcOI/j66qjjUlosUmoMUlrfnH0NDAwMThYcARBAc+wRotyi9d6qh3odEdebwvdu5cxhfZtkL5iZkcH7JSV8euAAlw0ZMuDXO9kwhLiBgUGfiYsdxPDCK8jLmcfB8hWga2RmnILTkY7VGg+AxRyLotgJhaI5YgtiHJ0FUW/RtBDllV/x6aI70fVwmndZ+Uq2bP0r8874E2kp4476GoeS2Frvf6ClBSEEs9LT+aK8HICvqqu4LD+fwvh4djQ0RBx3Rf4QYs1mWtxBZmdkUOvzMW9QNld+8gnqYXYdflXl/61byxOnTCdugFahtW5cyglpHeZgR0Av77onPZ5AdCM0QPcHCb67BSnJgZTkRGv2R91PJDk7LxgIwBZ9gcXTfJDOjcHDhAItBP1NEEWIt5/aJCNirV2+LhFnQ5gkSHKG5xHtUg5z+L9eYHOkYHN0XyYijnTOPkap5eEpaLPyUL/Y27HRJGGaP3lAIy4GBgYG3yScQdCEwGs/wvdma3tXAb0W4tquarCbkAoGJi39UJwmE/mxsayurjKE+ABgCHEDA4OjIsaZTowznaTE4VHHbbZkxhf9gFVfPd5prLDgW1itrqOeg8dbw+df/qxdhLehagE+X/Jzzjt7QZ/q4LtilMuFSZIIahqPr1/PTSNHcvagwXxVXYVJkki0Wnlo0mT2NjWx6OBBHCaFUzMz2VRTy3cXfopdUbgwN5cJScmsqa5uF+GxZjOnZmQQazZT3NTE8ooKGgL+ARPikqsbszNFCjt1HwGt2Qfd1YCbZTBFT0vXPUG09QfRYq2YLhiFVhzFTVwSyCPTOjl6S2Mzu+wrrpi6f6iRpO7FrLCaUM4oJHBIKnzE+U8fGk7Zj7EgzxmKurBz9oPpkt7V2PcUEWNBZMZF1PS3IQ1PhS7akx35vFZM541EmT0ErbQRYZERabHhXuOmE7OzgYGBgcGxxhYEb7wN/QhlZW2p6eggKz1PTdfdAbSSBuRTchDysfGaynI62dXY+Z5jcPSceFbFBgYGJxSybGJI3rnMmv5rnK3Rb6s1gckT7mL82Jsxm4++X7bHW00gED212e2pwO9rOOprHIpVlvnZ+AmYJAlV1/nj5s38es1X6DrMzcqiwh1O086Li+WHI0eSbndw34oVvLx9G/mxsQyLT+DTAwdYWVVJmi0shq8ZWshPi8ZR7/eztrqaDIeDJ2fMQGIAb7QJdkRa9AcAeUYeIrZ793bdFyT0/tZwr21ndHErz8zvUjC3R5IbvOilDSjnjoBDRZ/DjPnmU1D31ITTrgEESEWZmC8Zi+giIm5zpGDuwkgwLmk4ZuuRnb6lrDjkMwsjNwpQzhmBSA+/Z8JqwjR3KKb5kxApTlAkxKAEzLfORB6VNiCGnCLGivn6qYiMyDRxKc+F6crxXZrX9ejcNjNSSgzK+CzkkelIiY52Ea6qQfzeekKBziUIuqajtfjR3AF0XzDswB/oWTaFgYGBwTcJswYeRw+6z4hDIuJSz7rVAGg7KsGiII/O6OMMe4/DZKI50H2ZoUHfMCLiBgYGA47VEs+QvHPISJuEqgaQZBN2W1K/tS3Tteipz21oevfjvcVltdLo9/PI1GmUtDTT4PdTEBdPYyDAPStW8PSMGdyy5Au+N2wYE5NT+OOWzUxITuaqgqHsamykxuflrEGDsMoyGQ4H5+fkAPCLVSvbr7G1vp739u/nT7Nm9+vcD0WKtWK+eTrBv6xCK65r3SiQJw8O14cfIRKqN/tRlxaj7arB/N2JBP+5Dr2+o+e0ND4L5bQhXZ5H2E1IYzLQ1h8k9NkupNHpmK+dDKoGkkCkxCBSYxCDXShTBofrn22tfcS7EOEAVkcKk898kuUf/AA15GvfbrElMuHUX2OxxR/xvREOC6a5Q1EmD0bbWwNCIOW1mpQdcm3hDJuoyUNT0FUtnNbex6h0T5GSnFhumYneFG47J+Ks4Xn1wJ2+t2haCE9zGcVb36SmbDUWWyIFY68lLnEoZms8Wp0HdV0paDoixYm6rBi9zoM0OAHl9EJEksOIqBsYGJxUHDEtHSKFeA9T0/UmH9q+unA3EvOx+15VNQ15AI1jT2YMIW5gYHDMsNsHpp7Jbk9Bli2oaucaY4s5DmsPIqC9wSzLzMjI4DdrvqLa68VpMvF/e/YAcP/ESby5axcX5uby5IYNPD1jJmMTE7koN5d7ViwnqHUYeKXb7Tw5fQYX5uRyw+JFna7jCYV4bP06Hh/AOnEp0YH5xlPC/b/9rf2/YyxRnbe1Bi96nRu9zouU7EBXddBBr2wm+H8bUM4ajnCY0X1BhNOKcNm77WstrCZM54/Ev7MaPAG0TeUENpWDAHnSIEwXj0FIItzTvBeRXiEk4pNHcOolb1Jbtobmhr0kpIwhPnkEdmdaz89jM4ejxKlHThsUsdaBzF2Ifr0jZCz0B831e/jyf9e1L2g01++mpmwlBWO/z9C8qwk+8yXS4AREehzBl1e0H6dWNKOuPoD5lhnIQ/uvLMTAwMDgeMdrO/J3czgQISFQkeUjR8R1XUfdVIaItSKNPnpvnd7QGAiQaBn4+83JiCHEDQwMTnhs1kQmTbiTFase7TQ2bcq92G2d3aePluUV5cxITyfb6aSkuYUEiwWborBg+3a2N9TzyNSpJNts2BWF7xQM5cHVqyJEOEC5x8Pfdu1klMvVhbUYbKqroykYGDAhDuGo7pGiuFplM4E/LImIeJt/ML3933qNm+Df14Ikwunl/hCW++Ye+drJTiw/mUNo5T60TeUImwllTgFSjuuoIsuSpOCIycRRmNnnc5zsBHwNbPjytxFZBW001e5ArdiHXudBvqyIwMvLO59A0wn+bS3iR7O7XZAxMDAw+Cbht/bs3qULCQn9iL4lEDZF1SubMZ0zAqEc2+h0mdtNYUL/BjQMwhhC/BvMtddeS0NDA2+//fbXPRUDgyMSDPkIBT0oihWTqef1UgCKYiE/52zi4/JYt+F5mptLiY8fwvixNxEfn48k9f9XnRCCZzdtwixJJNlsuINBGltrqNoio7eMGs2BlmaCmo5XjZ4ev76mhpEJ3RvW6V2p9GOE1ugl8PzSCBEO4bZlIi0GveKQ+nxNB38IkRHbo1RpIQQiyYHprOHos4cgZKnbtHODY0fQ30RD9eaoYxmpc9DeLgVbuN0bavQPqV7rBncADCFuYGBwkhDooRBHSIge5FLpQRV1w0GkQQmI/P4PLHSHX1UpaWnhkrz8Y3rdkwVDiH+Defrpp9F78QQvhOCtt97ioosuGrhJGZzwBINevN5qyipW4fM3kpE2mRhnBjZbYt/OF/LS1FTCxs2vUle/k9iYQYwdfR3xcXm9MnKzWGLJSJtEoqsQNeRHUWz9YgTXFZOSw+m2AU2jzB1pYDU1NY00m51yj4e11TWMcHX93pS2tDDS1bUQHxafQKy57wZc/UKjL2qf8OCnOzBfNZHg39agN3SIdJFgw/z9qV2btEVByNJRRcA1TwB8QUAgnOawq7nBUdLdA+Kh95YjPEiKY5m0b2BgYPD14u/pPVtI9MTTU9taAQEV5bSCY/51urOhAVXXmZRilBgNBMaTyjFC13S0Xc3ojUFEnAmpIGZAHHUPJS4ubkDPb3DyEQx62H9gMUuWPYCuh9Os1/IH0lInMHvGb3H0sgZc1zXKK1bz6aIf0fZg39i0jwMHv2DGtF+Sn3s2stw7EWoxx8Ix0K1JNhs3jhjJi1u3RGyPNZu5YsgQXti6hTOysxkSF4+rm7Ryl9WKputcVTCUN3ZFtsGySBL3jh9PfD+mpfu9dQQDLQghYbbEY7IcebFCd3fhltroI/iPtZhvmRE2DvOHEAm2cA1bbEcEVG/yobv94aipwxyub5b7yagvpKFXNhH8z0a0ndWgSMgTslDOHoGU6OiXa5xIaJqKz1ONpgaQZTMWezKS1DdTH8USS0LKWOqrNnQaO1jxKamTb0b9cEd4AUWRwr3nD0MkO3vdT93AwMDgREZTevadqyOO2BlFq2lB21ODMiMfEXfs67TX19SQ5XAwOKbnLdYMeo4hxI8BobV1BN8sQa/veJgVCWZMlw9CGX/0PZS74tDU9JycHO68807uvPPO9vGioiIuuugiHnzwQXJaXZsvvvhiAAYPHsy+ffsA+O9//8uvfvUrtm7dSkZGBvPnz+fnP/85imJ8fE42PJ4qvlh6PxxW0VxRuYYdu/5D0ejv9yoN3OOp5svlD3U6H8CK1Y+SkTYJp/PYtejoDU6Ticvy85mcksI/du2izu9ndKKLoqQkntq4AbuskGyzcduSJdw6ajS/GD+BBKuVgKpikWXW1lTz5u7dzC8cxoGWFgbHxPDkKdN5Y9dOan0+xiUlc2VBARmO/hGTashHY812Ni77HU11uwFBStYpjJp2N864Qd0eKxK6TivWm3zoZhmRYEddsQ/9k2pw2TGdVgDJTqj1EPjLKvTK1vR1uxnTpWORR6X3Swq6XtOC/7FFHSIwpKGuLEHbWYP5R7OREnpX5tCf6EE1bIKn62AxIQ2wIPV7aynZ+T92b/wLQX8TJkss+aOvZtDQC7Hae5+xYrHGMWb6fXz57nWoQU/EWHzKKOScHLSvSgmt2Idy7ghC/z0sjV2RMF01AekYmMoZGBgYnIh0l5quB1XUNQcQabFIRcfe70TVNDbV1fGtvDyEkdk0IBhKaoAJra0j8MLuTtv1+kB4+01DBlSM95TVq1eTkpLCq6++yllnnYUsh1fzlixZwjXXXMMzzzzDzJkz2bNnDzfeeCMAv/zlL7/OKRt8Dewr+Yxoohlg6/a/UzjkIhyO1B6fz+evx+erizoWCvlwe6qOWyEO4ej36MREBjudfFVdzZt7dvOXHTsAuLKggNd37MChKAyJi+P1nTtYU10NhBN5Z6Sn8+qcOXxUcoDBMTEIIVB1nSvyh5Bss5Fss5Fk67+62pbG/Sx970b09lZuOlWlS1n67nZmXvAX7DHduLDGWJBGpqFtqeg0JJ81HNwB/E99DoHWcxfX4V9TinLpWPSS+g4RDuAJEHxtNeL2WcgFR+eir/tDBD/YFjUSq9d70HZVI00efFTX6CtanYfQx9tRV+6HkIY0JAnTt8Yg0mMRPYyW9IZQ0MOuDX9h7+Y32rcF/U1s/+oP+L21DJ94C0ovvRcAYhPyOPXiv7Fv+3+oObgKqz2ZIWOuwZmQj2x1Im6fhbapHM0TwHzzdEIr96HXepByXeEWO4lf30KIgYGBwfGMLgSimwpSbVMZ+EKYLimkn7q99ortDQ20BIPMzco69hc/STCE+ACiazrBN0u63Sf4ZglyUcKAp6kfieTk8ANxfHw8aWkd7X1+9atfce+99zJ//nwA8vLyePjhh/npT39qCPGTELenssuxQKAJvUvv767o/nPfX33GBwK/qlLp8fDZwVJKW9wMS0jgiiFDqPB4KPd4SLfb+eTAAeYXDuPP27axqa62/VgdWFJejkmS+N6w4dT7fTy6bm272RtAotXKH2fNIicm9qjnGgy0sP2rPx4iwg95Hd5aqstWMrjwoi6PlxwWzN8eT/C9LairS8Ip5mYZ+bQClEmDCLy4rEOEH0LoPxsx3zgNdVXn78Hg/zYjbjoFydH3tHvdG0TbUdXluLruIPL47GPuMKvVewg8twS9uqVj2+4a/I8vwvKT0xGZ/V825PfWUrzln1HH9m39F3kjr+yTEBeSjCM2m+ETbiE05lok2Yxi6lggkhLsiJl5SJ4gQhKYC5LQgxrCIg/IgoOBgYHBNwUdkLrwctLKGsM9w+cMRcR/PWaX62pqyHQ4GBoX/7Vc/2TAEOIDiLarOSIdPRp6fQBtVzNy4dE/bA8EGzZsYOnSpfzmN79p36aqKj6fD4/Hg91uRDtOJrIzZ7B957+ijiUnjUGRe5eCarUmYLcl4/FWdxozmRzYbQPTd/xoCagqKysruHfFCtTWm+j/9u9jkNPJ76ZO5dVt22nw+cl0OMiPi+OPW6I7Ty8+eJD5hcN4ZN26CBEOUOvz8fMVK3l25kxc1qNL7Q0F3NRWru9yvLJkCdkF53VbViDibZguLUKZNxwCIbAoiDgreq0H/WBj9IM0Hb3WA3FWaIxsgaWXNYXF+1Fk3gtJIGymLmvYRYyFHjnh9DP6/roIEd6OqhN8dzPm+ZOj9mnvK57mMtxNpeh6qPOgkBicfzFmjw2toR7McrhPfC8XQCRZwSxHX0AQQiAOSbsXRkm4gYGBQQ8QCDovYuueAOraA0h5SUgj06IcN/Bous6m2louys010tIHEEOIDyB6Y7Bf9zsaJEnq5KAeDB75ui0tLfzqV7/iW9/6Vqcx61GKA4OBR9c1VDWILJv75YvU5SokNnYwTU37DxsRTJl4F1ZrfK/OZ7clM2v6w3y08NbDRIRgxrRfYhuA/t/9QY3Px89XrmwX4bIQ3DxyFJkOB+/u20+a3c5wl4tpaWkcdHd2G29DI7rrehu7mxppCPiPWogLScFiSyQUiCIOAZszvUe1/cKiICyR+x2xM4OmIyTRKVdCuOxHH6mOsaDMKSD45vqow8qMvAHNNvK6q2hp2E9T3U4csdnEJhZgtaeirj/Y5THajmp0b7DfhLinuYwl//seY6f/LMqoYPLUR4jb6CD01ueEtPBvQcpLxHTNpJPSzM7AwMBgIFF7ccvRBaBFCnFd08OZZyYF5fShX1vTidKWFpqDQaandVO2ZnDUGEJ8ABFxPXvQ6ul+R0NycjLl5eXtPzc1NVFcXByxj8lkQj2s1/H48ePZsWMHQ4YMGfA5GvQfwaAXt7ucHbvforGxmNSU8eTmnInTkd5nB2UAhz2Fs07/I2s3Ps/e4g/RtCCuhKFMnfRTEuILen0+IQSpKWO5+Px/snX7P6it2058bA4jh19FTEwWsnx89pPe1dhAQOuoS/5J0Ti+rCjnD5s3tW/7557dnDtoMFd087cjALuiYJIkglrnOmcAfyh6//HeYLUnUjBmPuuXPBR1vLu09CMh7GZEakxkHXj7IIgUZ0RrszaUc0b0qr1Z1GsLgTQmA2lzOdrWyLIJ5dwRkDRwQtPdVMryD27B01zavs1kiWXmBa9h7s6czG7qtyi9qgYp3vomfk8NnuYyYuLzaG7Y2z6emXMmcdtjYNmBiOO0vbUEnl+K+baZEe72BgYGBgZHR6gX68s6gB5579e2V6LXujFdMhZh+/pk2u7GRkyS1G17VYOjxxDiA4hUEINIMHebni4SzEgFA98SYM6cOSxYsIDzzz+f+Ph4HnjggXZDtjZycnJYuHAh06dPx2KxkJCQwAMPPMB5553HoEGDuPTSS5EkiQ0bNrB582Z+/etfD/i8DXqPqgY4WL6CRV/8pL3FWGnZMjZs/jPnnPkySYnDj+r8Tmc6k8bdTtGo6xGSjKJYsVn7/kUtyxbi43KZMvFuQiEvimLtdcuyY03LIdkkg5xOQrrGl4csdLXxXsl+rh02jJEJLrbUdzalm5mezoHmZooSE1ld3Tk93yxJxPVT67KUQTPIzD+bg3s+6NgoJMZO/xk2Z99XvEWsFdN3JhB45vNw7fghKGcND7eusprA2/qeSQL5zGHIQ/on20GKs2H+7kS0Gjfq5nKERUEenYGItyJsA/M5CvgaWffFryJEOITN0Za//wPmzHwNdVFnk04A5dQhR70A0XG9Bg7u+QiA3Rtfo2jm/axb8iv8nhoAcrMuhvejR+f1imao84IhxA0MDAz6DbU3QlwI0FV0XUMICa2qBW17JfLUHKQB8BLpDaVuN0Pi4jDLhtfHQGII8QFESALT5YOiuqa3Ybp80DExarvvvvsoLi7mvPPOIy4ujocffrhTRPzxxx/nrrvu4qWXXiIzM5N9+/Yxb9483n33XR566CEeffRRTCYTw4YN4/rrrx/wORv0Da+3li+W/rxdhLcRCnn5Yun9nH3GC9hsvW9lBODz1VNVs4kNm/6Mx1NNctIoisbcgElxoChHJxhl2XTcRsAPpzA+of3fp2Vm8mFJ16aMVV4PN4wYwSvbt7GxtsOwbWpqKufn5LKmqorp6elRhfh3hg7ttgd5b7DaEhk17W4Kxs6ntmIdimLDlVaExZYUYb7VF6TseCz3zCW0cAfa3jpEvBXlzGFI2QlgVbDcOzccFQ+qiEQ7IsbaKcX9aBAxVuQYK3Ju3z7XvSXgb6CuYm3UMa+7HJ/FjfniMYTe2hgxJg1JQp7Un9/5AtGa4eLzVLFx2aOMnPIjtJAfd3MpDlsmWrDrz6ZW04KUY0Q7DAwMDPoLrZdf7wLQNR8ETahflSBlxSNP7L6l6LGg1ucjL/b49K/6JmEI8QFGGe+Cm4Z8LX3E/X4/TqcTgNjYWP7xj39EjLc5obdx/vnnc/7553c6z7x585g3b96AzdOgf2lqKSUU8kUda2jci8/fcEQhHgx6EEKOENeBQAubt/6VjVtebd/mLqlg/4FFnHXG86SnTuifF3ACEGsycVpGBovKyrDKCs3d+C3sbGhkU20t01LTmF84DL+qYpVlNtTW8otVK/n9tFPIcToJaBp/3bmTpkCABIuF64YN54zsbKxK/31NW6zxWKzxxLp6X0bQHcIkI9JjMV0+DnwhMMkRPcKFyw6ub46xo9rF31cbLb79pEybgjwiFXVTObo3iDwqDSnJiejHntoWawKDCy9i+5o/AeBpLmXtop9jsSVisSeRn3U5KFLU9m4AepyZbauexeerIzPvTGJdQ7Daj0+DRAMDA4MTgd5FxMP/10Ie+KoJBCjzhn0trcoOxxMKEWfun0CAQdcYQvwYoIx3IRclhF3UG4OIOFM4bX2AIuGhUIidO3eyfPlybrrppgG5hsHxi6Z2b8J3eKT8UFrcFRwsW87efR9iUuwML/w2LlcBNqsLr6+WjVsWRDmfytIVv+acM1/G3sdI+4lGnMXCxXl5DImL56C7hYnJyexvjlIjTdh59Nphw7hh8SL8h9WBj3YlUupu4U9bNvPIlKmclT2IgKZhliSSbTakE8ypVJgVMH/zbysmcyyyYkMNda59B7DHZCFsJoTNhJQ2cBEFIclkF5xP6Z4PaGnY177d760lIWU0OM3IU3NQv9zb+ViXnbrAVnZtXADAgZ3vEJc8kslzH8PmSBmwORsY/H/27js6rqta4PDv3ul9NOrVkiXbcm9xjWOnF5KQkIQaIEAKhN558GgJ4dEDhBoCJPQWIIWE9G7HcW+xLVfJ6r1Mr/f9IVuxrBlZklVG1v7WYr3nc+7c2bIdz+x7ztlbiLPZ8FbEey9OHK5HaQHDtfP7daCYSJqmTVihuKnk7P/GlCYUVRm3FmV79uxh9erVXHDBBXzoQx8al/cU6cPpLEZRdEl7RlssWZhMyc8d+XyN/Pfp2/D63jhTeqzuRcqnX8mKpZ+hvWM/pOgT3tNTQzjcPWUScZNOR5bZwqbmZq6ZXsYsdwZP1dYOWBnPNJspczr53o4d/PDcNfzzyBE2NjdhNxi4omQas9xu7tiymVA8zp1bt3DX8hXkSkvAtGeyZjFz8a3s23zPgLmCskswWcZvu7fFnsuqK35OW8MWag88iqozUTb37bgyZ2G0utAur0Tzh0lsf+O/ayXXQeyd09i16dP97tXd+jrHqh5hxqL3n1FRRyGEmKqGk4hrxzPd2JEGzEtXoJZknOYV48es0/erhyPGhiTiZ6FFixYRCAQmOgwxQSzmTBbNv5Xtu37Z9+u5s2/E7SrDaLQTj0eIxULo9W9skY3Ho+yt+lu/JPyEw0ceY86sd6Cqg5/fVpWp9cU922Lh80sWs7u9g8Pd3fx87Tru37+PFxsaUBWFCwoKuaq0lG9v30aD389nX93A185ZxqXFxUTicSx6PdFEgg/NncfDR4+wtbWVzvCZtyobS4lEnFjUj6oa0RvSN86xptMZKJn1ZvRGKwe2/YpwsAOdwcr0OW+nbO47MJrG91ydxZZL8YwrySu9AEVR+/23rbgsGN6xBK6ai9YTQrEY6A4fZfPGTxAKDKxLUL3vH5TMugaLTbaoCyHEcJ2moecpFx/fg56poFtZOgbRjJzLZKRJcokxJ4m4EGcZg8HK7Mq3kZlZSdWBfzJn9rvYsu3Hx1e0QacamTfnPcypfCeW4yt3oXAnhw4/kvKe+w88yKL5t6Ao+lP6fffKypyTcqX9bOSNRHi8poZ7du/q6yXuMBi4e/Vq3lZRQVswxL7ODn63fx+J4/OBWIzv7djOt1eu5LXmFv555DAd4TDTHA7eNWMGtT4fwfjA39t0oGkaQV8jtQf/Q3PtekyWTMrn34gzoxzjMHvHny1M5gxKK68nr2Qt8VgIVWfEZMma0IKDBkPy3RSq1QhWI+Q40DSNwy/8I2kSDhCL+untcC+EEGK4hpOIa9Heq9VFWSi69NoHnme1srG5+fQXijMiibgQZyGzyU1J0VoyXOU8/tQt+ANv/GMaT0TYuec3mEwu5lS+8/gWVI1EInUSmEhEMZs9nLviS7yysX8vaoPBxrkrv4p5CiVkR709/HDXzn5j3miUPx88RKHNyrzMTApsduKaxoVFRWSaLfzy9T00+P0EYnHu27e373U1Xi/f2raNj82fT2aaFkbxddfwyqPvJxru6RtrPvYiFQveR8XCm8Z9BThdKIqKxZY70WEMi6IoFE6/jIbjbc9OlVu8BoNx7FtqCiHE2WioW9O1rmBvy08FNGP6PYQvttv577FjtASD5FikzeVYkURciLNYj7e2XxJ+sp17fkvptEuw23IxGd1Mm3YxBw89lPTaGeVvxmCwUDrtEjIzZ7Nv/9/w+hvIzzuH6aWX47AXjOFPkV6CsRi/r6pKOtcZCfPuWTP5zPr1dEXe6JLgMhr5+rLlPFtby6vNTUlf+7uqKi4oKByTmM9ENOzj9Y1390vCTzi06wGKZ1w5ZRPxycqdNRtHRgXezv6tNXU6M7OWfBB9ipV1IYQQgxvKirgWjZNo6ELJMKLFVbRY+m0BL3X0PpB9vaODnML0+25ytkiDAvlCiLHS2XUw5Vw43EU8HgZArzexcN77MZncA67Lyz0Ht3s6AEajjUzPLFav/BIXn383C+d9AKejCCUdem2Mk3A8nvLc1CVFRdyxeXO/JBygOxLh7p07uHHmTB6rrk762p5IhM5wmGjETzwWHu2wRywS6aGlbkPK+Za6V8cxGjEaLLYcVl52DxUL3ofB5ERVDeRNu4C11/4Bm6t4osMTQojJ6zQr4hoaWkMXKCqK1QyKSiJFB46J5DaZyDCZ2NvRMdGhnNVkRVyIs5jLWZpyzmiwo9O90SbDYS/izVf8gX0H/kHNsefQ6y3MqXwnxYXnYrVk9XutqupR1dH95yORiI36PceC1WBgQWYWB7u7B8zlWKwc8/mSvq7W5yMQi9EzSBVSbzTK4ZrteGueZPrcd+LImJ4GZ7A1BnvGn6w6v0h/FnsulUtvp2zu2wENvcGOwWib6LCEEGJSO+2KeFcIrTuMbnYuSliPhpKWK+IARTY7VV1dEx3GWS39v/UKIUYswz0Ds8lNKNw1YG525TtRFJV4PIJOZ0RRFByOQpYu+gjz5rwbRdFhMY9tK41I1I/f38SBg//G66unsGA1xYXnYk/jre5GVeWG6dN5pPoo0VP6gp/661OF4nEcBsOANmcAczM87OvsZIXVQ2P1czRWP0f5/HczY+HNGM0Tt/XbYHSQmX8O7Y1bks7nFK0a54gmn1g0SDTiRVFUTJZMlDRpzqrq9NIzXAghRlFgkDbgWlwj0diDmmlFybKhNOpAUdDScEUcIMdqYX9n50SHcVabOvtJxbB9/etfJzc3F0VReOihh1KOifRlt+dxxaW/wmF/43yPoqiUl12J01HIgw9dy7G6l4ie9CGg0xmwWrLGPAmPxUIcO/YC/370rby+/88cq3uRVzd9i0cefzdd3dVj+t5nKqZpfGP58r4zVNB7nqrYbkefIsnSKwoJTeOLS5ZiUnv/6TWoKjpFwWMyceucOTx4+BDqSc/TD+/+I6FAy9j+MKdhNDmZv+pz6PQDi7VMq7wes1USuVQSiRjerqPsfPkuXvjXO3jl0Q9w5PW/pKxYLoQQYnKryh7kQWtzD8QTqBXZKNDbiQbScms6gE2vp+eUo3ZidMmKuEhq37593HHHHfz73/9m5cqVZGRkJB0T6S/DXcGbLvstPn8Dfl8jBoONuoYNvPLqnWhagudf+gJvufrvZLjLxzWuQLCNl1+9Y8B4KNzFq5u+xYVrv4cpTYuAxbQEP929mw9UzqYyI4NYIkEkkcAfjXJDeTl/PXRowGuun17OE7XHqPf5+dl5a1FVlbZQCKteh8to5P59+6nMyMBsy6JowS00V/2daLiHppoXcXoqJuCnfIPDXca66/7C0df/Rmv9qxhNbioWvo+M7HkYzVOnbd1w+bpqePnh9xKPhwCIhrt5feMPaKp5kaUX/B9ma+YERyiEEGI0RVO0IdNCURJtAdQyD4pRB4CiGgAtbVfEE5qGXpU127Ekifg40RIaicNtaN0hFJcZtTwLRU2P7YnJHD58GIBrrrmmbxtlsjExOehUAxs3fZeOzoNJ+oBrVB38F8uXfvp4K7Px0d6+N2lPcoDGps2Ew11pm4hnmsz4YjEqMzL4T001Dx89isdsZmFmFm+vqCDfYuV3B6roCIfxmEzcOGMmWRYzX9u8mffNqmRDczN/OFDVt5XdbjDw2UWLKHU4+ODLL1Ppns3tF/2Chlf+h0Qi9Zny8aKoOuzOYuYs/zixyAdQdQZpcXUa0YiPvZt+3JeEn6y9cQv+7hpJxIUQYorQmnpQzDrUgjceXiuKngRa2q6ItwaD5Fmli8ZYkscc4yC+o57Q1/5L5J6XiP5uE5F7XiL0tf8S31E/pu+bSCT47ne/S0VFBSaTiZKSEr75zW8CsHv3bi688EIsFguZmZncdttt+I4Xmfr617/O1VdfDYCqqiiKknTshF//+tfMnj0bs9lMZWUlP//5z/vFUVtby9ve9jbcbjcej4drrrmG6hSVo8XYiCci+APNKRPf7p6aQfuIj4VYbGCCcrJEGhcByzSb+cV55/GHqiqerK3li0uW8rbyCiLxOA9XH2VuZibfXbWaX65dxxeXLOX8ggLuff11im02iu12frt/X7/z5L5olG9s2YKmwdeXLWdOZhaf3X6IolVfI2/augn8SfvT6YyYLJ5JmYRrmkbQ30x32346W18n4G0kHh+7hxzRiI+W+tQV5RuOPjNm7y2EECJ9aL4wWk8YtSyTk5vMKDpDbxX1NEzEE5pGVVcXCzPlgfFYkhXxMRbfUU/kNxsHTnQFifxmI8abV6JbNDb9+b74xS9y33338cMf/pA1a9bQ2NjI/v378fv9XHbZZaxatYrNmzfT0tLCLbfcwkc/+lEeeOABPvvZz1JaWsr73/9+GhsbAbDb7QPGAP70pz/x1a9+lZ/+9KcsXryY7du3c+utt2Kz2bjpppuIRqN97/Xyyy+j1+u56667uPzyy9m1axdG4yBVLcSoMeitZHpmU9+wPul8Xs6SfhXUx0NW1ryUcy5nKSZjeq6GA8e3aik811DPd1au4rs7ttPg9/fNP3j4MJ9ZuIgKp4NpDgc1Ph83z55DqdPJgc5O9IpCTOtfWzWuaTxWU0O9349BVfjEggXsDHRzbXbROP90oycS6iYeD6EoOszWrNO/YIzE41E6W3az9fkvEg60AaAzWJm/8rPkl16IwTT6DxYURUGnGpOuiAPoDfZRf08hhBDpRUNDa/ai2E0oWf07U6iqEU2Lo8XTp2XpCdtaW+mKRLi8ZNpEh3JWk0R8DGkJjcg/dw56TeSfOzEvKBj1beper5cf//jH/PSnP+Wmm24CoLy8nDVr1nDfffcRCoX4/e9/j83W+4/CT3/6U66++mq+853vkJubi9vtBiAvL6/vnsnGvva1r/GDH/yA6667DoCysjL27t3Lvffey0033cTf/vY3EokEv/71r/tW0e+//37cbjcvvPACl1566aj+3CI5o9HOkoW3U9+wgVOba+j1VspKLx334wZWSxYzK67lwKGH+o0risrqFV/EYknvp7CNgQCXFhfzn5rqfkn4CXfv3MHvL7qY9z37DIH4G6v75+bl8bVly/jqpk0D2pzU+/1kmc08WlNNgc2O3aBHmYQtpaIRPz0dB9m76R662/dhtmYzY+H7yZu2DpPFM+7xBH0NbPzvh/tt849HA+x4+U6sziKy8peO+nsazRkUz3oz1Xv/nnS+sFz+7RNCiLOeL4Lmj6CbmzegxbiipOeKeCgW4+Gj1azOzWO21IMaU7I1fQwlDrdB12n+4+oK9l43yvbt20c4HOaiiy5KOrdw4cK+JBzg3HPPJZFIUFVVNeT38Pv9HD58mJtvvhm73d73v7vuuqvvPPnOnTs5dOgQDoejb97j8RAKhfquEePD7Srlkgt/jM2a2zeW4Z7BlZf9Brstf9zjMZmcLF30UdaeeyduVxlGo4PCgnO5+oo/kJWZerU8XdgNBlbl5vFCffIjJhrwYkMDhfb+K5/rm5rY39nF8tzcAa+Z7nTSEOhN6h+tPsrirGx0k7AeQ3vTVtb/52Y6W3aSiEcIeOvZ+cpd7NvyMyLhnjO6d+8W8xZ8XTUEvA3ET3PEQdMS1B54LOVZ+/1bf3nGMSWj0xmpWPBebM6BOxpmLLoZs7QNE0KIs57W6kOxGVE8A89aK8d3IiZS7JyaCAlN448HDhKMx/jc4sUTHc5ZT1bEx5DWPbT/sIZ63XBYLANbDY22E2fK77vvPlasWNFvTqfT9V2zdOlS/vSnPw14fXZ29pjHKN5gMFgpLlzDVVf8jnC4B1VVMRndWCZghfIEi8VDxfSrKMxfRUKLY9BbMRrfSFxjsTDBUDuhUCeqasBizsBqnfi/N4FYDLfRSE8kMmCL+cmCsRgm3cACeI9WH+VTCxfxWnNz35hJp2NZTg5/PngAAH8sRobJhDrJEvGgv4Xd67+TdO5Y1UOUz38PxhEW4YuEu2muXc++TT8hFGhB1RkpnnE1MxffkrIfdjweoat9b8p7+rure5P5MSgMaLXns/pNv6KjeQf1R57CaHYzrfI6bM6iEf8eTIR4NEQ41E7A24ii6rDY8jBZs9DpDBMdmhBCpC0tFEPzhlFn5gxYDYfjW9MB4unRIkzTNP515Ajb21r51spVFNgm3468yUYS8TGkuMyjet1wzJgxA4vFwrPPPsstt9zSb2727Nk88MAD+P3+vlXx9evXo6oqs2bNGvJ75ObmUlBQwJEjR7jxxhuTXrNkyRL+9re/kZOTg9M5eb54ns1s1hxsadb7Odk29FCoiwOHHmb7rl8SP35+ymbL58K13yXTUzmuFd5PFYhG6YlEKLLZmJ2Rwb7OzqTXzfN4eOjokQHjPdEoNv0b//wW2mx8fP4Cfrt/X9929VyLpd81k0Us4iPob0o53922H4e7dNj31bQEzTUvs/2lr/WNJeIRavb/E2/nYc65+LuYk/w90umMuDMraa1LXjjN5ixBpx/9f4NPsNhzKbRfRn7ZRSiKiqJMro1okXAPdQcfY++mH/ftKtAZrCxeewc5xavQJ+kvL4QQAmj3g0GHmp28Jkhv+zLQEhOfiCc0jQcPH+aFhgY+t2gxFxSOTf0q0d/k+kYwyajlWeA+zZcUt6X3ulFmNpv5whe+wOc//3l+//vfc/jwYTZu3MhvfvMbbrzxRsxmMzfddBN79uzh+eef52Mf+xjvec97yE2yXXYwd9xxB9/61re45557OHDgALt37+b+++/n7rvvBuDGG28kKyuLa665hpdffpmjR4/ywgsv8PGPf5y6urpR/7nF2aOpeStbtv+4LwkH8Psb+e/Tt+EPpE70xoNRp2Nrays1Xi8fmzc/6fbx5Tk5NAUD+GMDq9FPczgostv51brz+cHq1dw4cyY/f30Pu9rb+665fe488ibh02hFHfzhgX6EZ95DgTb2br4n6VxH8w5Cvpbk8SgqxTOuThlX5dIPjcvqtKrqJ10SDtDTcYA9G78/4Hz9lmc/T6BnbDt/CCHEZKUlNBLdAdRcB6n+6VdVI5oCaAm0xMR1ionE4/x23z5ebGjgC4sXc0N5+YTFMtVMvm8Fk4iiKhivXzjoNcbrF45ZP/GvfOUrfOYzn+GrX/0qs2fP5u1vfzstLS1YrVaefPJJOjo6WLZsGTfccAMXXXQRP/3pT4f9Hrfccgu//vWvuf/++5k/fz7r1q3jgQceoKysDACr1cpLL71ESUkJ1113HbNnz+bmm28mFArJCvlZIhoL0t1Tw+v7/sLW7T+jsXkbgeCZ1T0IBNvZuuPnSedisSB19RvO6P5nymk04jT2foAe8/m4Z815LMvJwaiq5FgsvG9WJR+fv4B/Hxm4Gg7woTlz6YpE0KsKNr2BZ+vqqPF6e+9tMPD5RYtZfVJRxMnEaHLhyVuSdE7VmXBmjOwDPhb1Ew62p5zvbt+fcs7iyGfl5T/tVyhOpzez4Nz/xZlZOaJ4poJo2EvVtvtSzGpU7/sHifj4tj0UQohJwRuGmIaam7orh3JSt5qJWhVvCwb5wc6d7O3s5DsrV3HddEnCx5OiaYMccJwienp6cLlcdHd3D0gOQ6EQR48epaysDLN5ZNsX4zvqe6unn1y4zW3BeP3CMWtdJtLDaPz9SWfRaICaY8/z0oavcnI19qzMeVy07vvYRliQyudv4h//vgpNSySdryh/M2tXf31E9x4tx7xeNrc0U2x38OVNr3HVtFJmuF0EYjGeqq2lzufja+cs408HD/BaczMavf3H3z+rkmM+H38/fIgKp4uPzp9PtbeHApuNbLMFj9lMttmMTp28z0m9XdWs/88tREInbdlXVJZd/D1yilaPqFWev6ee5/5xHZqWPPFbcemPyS1Zk/L1mpYg5G8lHOpAS8QxWTMxWTLHvW3faAn6mvF2HcXXdRRHxnTs7lIstuHtaDqdUKCNlx95H0FfY9L5zPylLL/khxgmYWV/IYQYTSdyiV/98lpKS9eh1XSixeLol6RuQappCVr3/xpbXCHv8r+iM7nGMWLY1d7OH6qqcBlNfGfVKmYe744kxs/kO4A4CekWFWJeUEDicBtadwjFZUYtzxqzlXAhxksg0DogCQdoa9/D6/v/zNJFHxlRQSedasDpKKG7pzrpfHbm3BFEO7pyrFYKbHb8sRjdkQh/Ol5k7WRffG0j9647n/dXRlBQqPX5+PfRI+zp6ADgUE83X928iS8vXcrh7h6WZGXjME7OxPBkDncpa6/5A22NW2it34jNNY2i6ZdiseWNOPE1WTwUlF1M/ZEnBszpDTYcp1lpVxQViz0Xi/2NZDUUaCOSiKPqTZjM7hHFNRG8XUfZ8PiH+nqiA5it2ax60y9HdP4+FZ3eitMzM2UinpE9b0zP1wshxGSkJTQS3hBq8eCtvxRFBUUHJCBFZ4+xEE0keOjoUZ6vr+e8/Hy+es4ynGfBd4/JSBLxcaKoCroZE1/tWYjRdKzuJU5Nwk/Yf+BB5la+E9sIVukslkyWLPowz7/0+QFzer2FooLVw77naDPrdCzOzmZ3e+rt0r5olGAsikWn56ubN1F9fPv5yXoiEbyRKG8vL8d2Fn0QWh35lDiupmTm1aNyP73BwuzlH8PbdYSejjceeuj0FlZe/hPMtqH/+xoOdtBc+woHd/yGoK8ZZ+Ys5i7/BM7MmRiMyYvqpItQoI3Nz3y2XxLeO97Klme/wKo3/Txp0bqRMBitzFp8K83HBv53ruqMlMy6ZkKLJgohRFryRyChoWYObFl2KkXRAxG0cUrEG/1+7t+/n+ZgkE8vXMjbyitQJll3lrOJJOJCiBELhlInobFYAE0befGR/LxzOGfxx9m+85fEj5+dsllzuXDd97DZ0uP8tFmnw6LX4TIa6Y4MPN+1IDMTFYVIIpE0CT/h9Y4OriotHcNIzw5Wex4rL/8JAW89Xa37sNhzcWXOwmzLQT1NkbgTImEvVdvvo3rv3/vGulr3sP6xWznnou+RX3pBWn8piYQ68XVVJ53zdh4iEuwatUQcwO6exvJLfsDOV77Zd0bf6ihkyfnfwGLLJ+hrIhYLotOZMFo86GWFXAgx1fnCYNSBbQgP13UGiI59Iq5pGi81NvKvI0cosNn47QUXylb0NCCJuBBixIoKVrFn7++TzmVlzkOvP/3T4FTMJjdzKt9J2bRLCIV7+4ibzRlp13qtxR/gi0uWcsfmTQTjbzx4yLFY+EDlbDojEYyqSq7FQnMwmPQeFa7xPRc2mZmtWZitWXhyBy+EmUok1NEvCT/Z7le/Q0bOvJQ9ydNBLBYadD4eH3x+uPQGK7kl57H22j8QCXWjKCpGsxtF0XPswMNUbfslkVAXqmqgaObVzFp8a1r//gkhxFjTfGFUtzVp7/BT9T1EHsOq6T2RCH86cIDdHR1cP306H5+/APMkbI96NpI/hSGSmnZiJM7GvzfhSA+hYCc+fxM2Ww4Z7hl0dh3sd42iqKw85zOYz/DcrV5vwuEoxOFI36KG05xO7tq6hTuXr6De76cp4KfM6cSq1/N4TQ3ZFgvLcrK5aVYl392xfcDrTarKymG2DRQj5+08nHIuHGgjGu4Zk0QyHougqOqQV+5TMZndoKiQpJChougxjkGxH0VRsdhy+4rBJRIxqvc+yJ6N3+u7JpGIcmz/vwh0H2Pphd/GZBn8bKQQQpyVNA0tGEUpcg/temVse4nvbm/njwcOoFdVfrD6XNbk54/J+4iRkUT8NHS63vNvkUgEi+U0PcGFOEUgEADAYBh+wbIzFQp1Egi20t6xH5PRTUZGBVZL9oiKp50QCLaxeeuPOHz0cQCMRgcXnPdtjtW+wIHDjxKPh8j0zGblss+RkTFzlH6S9NUcCPDI0aOszsvjc69uoNhux2My8WxdHZFEgjuWLed3VfuZ5nCQ0DTeUVHB3w8d4kQK5TIa+e6q1eRae3cOtIdCtIdCdEfCZFssZBhNuEymifsBz0K60+zSONNE+VRBXzNtjVuoP/IUBpOTstlvxeYqGXFxOKPFQ2nl9VTv+8eAudI5b+3Xom2shAJtVG37ZdK5tsYthAKtkogLIaamRO8CjOoY2me3ouv9zEnVJWakIvE4/zxyhJcbGzk3L48vLz0Hz1nYvWeyk0T8NPR6PVarldbWVgwGA+okbikkxo+maQQCAVpaWnC73X0PdMZLINDKhtf+j2N1L/aN6XRmLj7/bvJyl4yocnU8HmXf/r/1JeEAkYiXp5//BOVlV3HtVX9BVfUY9FbM5qnxJfxAVxd/PXyId1RU8ONz1/DEsWO0hUNcVVrKgswsdrS18e6Zs/jqptfwx2L8ZM15vLW8gsaAH7NOT47FQpbFgk5ROOb18rlXN/Q7S746N48vLV1K9iR4CKhpGuFAG5qWQNUZxiUhHAm7axo6vZl4ki3e7ux5GEexenrA28iGxz9IwFvfN1Z/6HHK57+bGYs+MKLVa4PBxszFt2KyZHJ4zx+JRXwYjA7KF7yXklnXojeM/DjIUMUiPqKR1DUPfF1HcWWe/Q/ihBBigHgCVAWsQ/ue1VusDTiDmjqnOub18sD+/XSGI3xu0WKunz49rWufTGWSiJ+Goijk5+dz9OhRampqJjocMcm43W7y8sa3sFgiEafq0EP9knDoPTv69PMf57o3/xOno3jY9w2G2thb9dck7xfj4OGHyM1ZRHHReVMmCQfY09FbvOqvhw7xSHU1Pz9vLa3hEFZVR2ckQq3Pxx8PVBE7fkShNRhkutNJqd2BTlHwxWIc6OxEr6rs6WgnEOvfI3tDcxM/27Obzy9egjWNz3OFg+00HH2egzt+QyjQgiOjgjnLP05GznyMJudEh9ePyZrFORd+h01Pf7pfMUGjyc3itV8btUQ8Ho9wePfv+yXhJxze/UeKKt404m3kZmsmMxa+n+KZV5GIRVD1JszWrFFfzU9Fpzel3B4PYBrFYnFCCDGpxDUUq5Eh5719Z8Rjg183BAlN46naWh6rqaHC5eJHa86jzJlen8Giv/T9ZpdGjEYjM2bMIJKkKrIQqRgMhnFfCYfehPn1fX9KOpdIxGho2Ihz1vAT8Xg8QjTqTznv9dYSjXqxjHEiHo0GUVXdiPtRj6Zpjjc+4AKxGDvb2/n30SMDKqQ7DQa+cs4yDnZ3ceuLLxBLJDi/oIDz8gv41vZtNPj9lDudfHHJEn68a1e/1z9VW8uts+dgtadnW61I2Mv+rfdSs/+ffWPezkO89uTHWbzuTorKL0dJoxZXOp2BrIJlXHDDP2g48jQ9XUfILlhOdsFyrI6CUXufSKiTYwceTTlfd+gJXJmzRnx/VafHap+Ys35Gs4f8kvNprHlu4JzJjdVZNAFRCSFEGtB6E/GhOrEifqZb09uCQX5fVcXhnh7eM2sWt82Zi0F28aY9ScSHSFVVzHK2QkwCiUScSKQn5XyPb+AK3VDodWbMJjehcFfSeZdzGqGwF6djRLcfIBhsx+troLVtNw5HIW5nGfWNG6mpfR6Tyc2cWe/A5SrFPAbFqYZqUVYWZp2O0PFq6U/X1fLhefP4/Kuv9rvuc4sX84vX93Ck540/l78fPswzdXV89ZxlfHr9Kxzu6eFrmzfz5aVL+70+rmkE42f+pHysREId/ZLwk73+2t1kFZzTV+TrhFCgjaC/maC3EYsjH4stF7M1azzCBXpXdO2uacxcfMvYvYkGiXjqdjTxWPIK+pOBwWhj7qrP4PfW9evpbjA5WXnFT6VquhBiarMMvRaPohx/UD3CremapvFyYyP/PnqUDJOJX6xbx+Ks7BHdS4w/ScSFOMvodSbcrul0dR9JOp+Xu3RE97VYslg4/xZe2/L9AXN2Wz4oKibjma/axuMxfP5Gerw1hEId1NavZ96cd/P4U7cSCLb2XXe0+kkWzP0A8+e+F9MEbX/OsVi4Z815fPbVDfREItw0q5LX29v5ytJzeKBqP7U+HxUuF75otF8SfkJHOMwrTY2cm5/Py42N9EQi1Pv9THM4qDm+Km5UVaz68S/2N1SpeloDREJdREI9/RJxf08drz31iX6vc2SUs/zSH2JL4+r4w6U3OsgtOY+mmueTzhdMv3ScIxpdfT3dfY30tB/Eas/DnlGGxZaLosgqjBBiChtRIj78LjvtoRB/OnCA/V1dXFtaxscXLMA2AcWBxchJIi7EWcZiyWTZ0k/x9HMfGzBntxeQOcJq5qqqo3TaxQRDHby+7899/YqzsxaweOEHqa55huKi884o9kCwjX1Vf2fv/r8Sjfowmz2sXv4lDh16tF8SfsKu139LednlE5aI61WVDJOJzy5chMdkYld7Ow8cqKLM4eRt5RVkmc1kmc38et++lPdY39jIW8sreLmxEYAjPT0UWG19ifgN08vJTOPdOPrTPHxRT6rSHw52suXZLwxI3r2dh9n23JdYfumPMVncoxpfLBYiEQuhN1hRx/E4g8FoZfayj9Bav3HA6ndWwXLsrmnjFstY6evpnjN/okMRQoi0oZiHkV4dT8Q1hr41PaFpvNDQwKPV1biMRn587hpWjnM9IjE6JBEX4iyUm72AC9Z+l9e2fJ9AoAVQKC48l5XLvoDNNvKe1TZrDnNmvZOigtUEQx3oVAPtHQeoq32JxQs/hMk48n3p4UgPm7f+mMNHH+sbC4U60LQY1bXPpHxdTd0LZGRUjPh9z1QwHuermzfx8fkLePxYb0HHo94efrBzBwBXTyvFoEu9QmjU6YiddDaswGpjf2cnekXhuunTefesWZgmoNbAUFkdBegNdmJR34A5d/bcfm26wsEOutv3J71PZ+seIqGOUUvEoxEfvu4aDu/6Pf6eOtzZc5k+751YHYXjVl/A7ixh3Vv+zMGdD9BS+wp6o53pc99J/rTzMVvTq6BZ0N9CV9teGqufx2LNorDiTVisuRhMQ9vlomkJQoE2tEQMVWfAbJWtkUKIqUkxDSO9Uo9XdRviGfFan4+/HDxIjdfL9dOn8+F582UVfBKTRFyIs5DR6KC05CJyshcQjfhRdXrMpgyMo7B13GrNxGC0Egy2E4sGcLvLsZg9GM6wbVIo1NkvCe+jqCQSqc9OxU5qQxUKdRIMdZJIRDAZnVgsWWOedLmNRhzHPwTjSbaWbWxu4kNz5/HK8RXvU11cVMTLDb1zJp2OdQUFrMzNxWU04jGbsaRxtXQAszWb5Zf8gI1PfJRE4o0z0SaLh8Xr7uxXhTw2SLG/3vnAqMQUj4VpOPI0O1+5q2+su30/xw48zOorfkFm/pJReZ/TUVQddlcJ81d/nlj49t7jGxbPadvIxGIhwoHe/770BgsmSxZ6w9jtigj4Gnn18Q/j7znWN3Zw5wPMX/0FiiquxGC0Dfr6cLCD+sNPcnDnbwkHO7DaC6g858PkFK0a1XZwQggxKRiG/vBc4fiD+tNsTQ/EYvynupoXGxooczq57/wLmJ+ZXg90xfCl9zc8IcSIKYqCzZoDY9BW2KC3YHCMbmVkny95otratpuC/OU0NL6WdD4newFd3dWoqp7nXvwcHZ1VAOj1ZhbN/yAzK67BPIbJQJbZzCcXLOS5+nrW5Ofzj8OH+8cfCuGPRVlXUMCLDQ395ma63FQ4Xfxm3z7cRiNfWLyEb2/fxheXLKEwTaukn0pV9WTkLuSCGx6kufYVvJ1HyMxfgid34YCq3r1JmQIk+cKhqKPW6iwUbGP3q98dMK4lYmx/6eusufq341ocTq83o9cPLZEOBdo4sOM3HNv/bxKJKIqqp3jG1VQu/eCYrDLHY2EObv9tvyT8hN0bvkNWwfJBE/FoxEfVtl9Rve8ffWMBXwPbXvgyc1d+htLZb0Wnk9UaIcTUMbyW3dop/7e/hKbxWnMzDx09SiyR4KPz5/OOihnopSL6WUEScSFEWjCm2NZ+8NAjrFtzFy2tO/utfgMUFZxLV/dRXtnwdc5bfWdfEg69q4pbtv8YiyWDGeVvHrO4darKuoICPGYzRlXlxYYGWoL9zwQ/eewYn164iPMLCnmpoZ5IQuOy4mJmuF00BQL87Ly1dIRD/Hb/Pg52d/NyYyPTnRNXDX64dDoDNmcR0+e+Y9DrTOYMCqZfSsORJwfMFVe8CeMo9Z8O9NSRiCdvNxnw1hMJdY9rIj5U0YiffZt/Ru3BR/rGtESMY1X/JhbxsfC8/8VwBsc/komEOqk99J+U883HXsbhLk05Hw52UL3vwaRz+7f+gvxpF2B1TEybNSGESHfaIIn4kZ4eHjx8mGqvl0uLi/nY/AXkWCzjG6AYU5KICyHSgtWajdWac/xM+xvCkW6OVD/DVZf/jt17f09T0xaMRicV06/EZHKxfuM30bQYXd1HcLvL6erqvyK9bccvKMhfhW0Mz6w6jEZW5+XRFQrxs/PW8lhNDc/W12FUVS4uKmaaw8HHX3kZp8HAvevOR1EUfrR7F4/V1FDr99EcCPTb1h6OjayNSbozmBzMW/EpDEY7xw483HueWDVQMustzFz8gdNugR49w69OOx4ioY6USXHD0WeoPOf2UU/ENS2R8qEFQDScuhUiQNDXRKrfz3g0QCTcLYm4EEKkkmRLemc4zMNHj7KppYWZLhe/lJZkZy1JxIWYQqLRIIFAM0eqn6THW0dhwSrychf3th+bYFZLNpdccA9PPP1BwpHuvnG7LZ8F896LXmcGFObOeTexaIBDR/5DZ9ehvuvaO/bhck4bkIj7A83E4+Fx+RncZjMuk4l1BQXY9HpimsbLjQ3cu7cTgE8uXIjbbCYSj+ONRNjU0pL0PmvyJ/7PY6yYbdnMXfkpKhbcRDwWQKe3YrJmDnnr9lBYnUWoqqHfmfUTLPZ8DBPYe34wkXDPIAV7NCKhLhjlaus6g42MnIV0tuxMOp9bsmbQ1+tPUxtivArjCSHEpHQiEdcgEo/zTF0dT9XWYjMY+NKSpVxVWopueHvdxSQiibgQU0QsFqa+YQPPv/wFtONf9g8ffQyLJYs3XfprXM6SQV+vaQkCgVbCkR50qgGTOQPzKCY0iqLgyZjBNVf+mY7Og3R7a/C4Z+J2lWGz5RAItNHSsp3DR5KvGFqtubS17Rkwbja50anjd0ZVURTKXS5MOh1/OFBFKB5nXX4B762cRanDiUmnw6TT8YkFC/nA888Rjvdf/T6/oIB86xgc7E8jer0FvXPseoabzZnMW/U5dq3/v37jiqJn8dqvYbGl58qCXj/4n7veMPo7BkxmF/NWfZZXHnk/mhbrN+fJW4L1NLUgzLZsTJZMwsH2AXPOzFkYzRmjGq8QQpxNNK33O8DRnh7+UreV7kiYd8yYwfsrZ2OXauhnPUnEhZgigqE2XnjlS31JeN94sI1XN32HC9d+O+U57UjES13DBl7b/H2Cod4v3NlZCzhv9ddxu0pHLUZFUbDb87HbB64IW61ZLJh3M+s33pnkdToK8pbz+r4/DpibP/d9WCzjex7YpNNR7nLxP4uXEIzHMasqllM+UEsdDv5w0cX8oWo/r7W04DQYedfMGazMzSUjjfuGTwY6g5nC6ZfizJzBwR0PEPTV48qaQ/n8d2Nzjm6RwdFksmSQkbOAzpZdA+acnpmYLJ4xeV+np5y11/6evZt+QlvjZowmF2Vz30HJjKtP22bNbM1h+aV3s+Hx24mfVPXeZPGw9IL/w2SRRFwIMYUMc/U6HAujB56pr6OyZAafXLCQEsfoHkES6UvRtNPUy58Cenp6cLlcdHd343SOTtVeIdJN9bHneO7Fz6acv+Hah3E6ipPO1Tds5MlnPzxg3Gz28OYr/pA0cR4LwWAH23b+gqqD/+wb0+nMXHDet3DYi3ji2dsJBtuOzyhUzriexQs/iGWUioCNhVAshjcaRa8qZJgkAR9tsWiQeCyE3mBFpzdNdDin5ffWs+mpT+PtfOPYhd1VyorLfjzmDxGiES+xSABFUTBZMlHUobXg0RJxAv5mOpp24O08TEbOXFxZc7Da88Y0XiGESBcncolf/egqpq+48rTXx4F9HR1orS8xPdqKfcn/cOGSt459oCKtyIq4EFNENOIbdD6RiCUdD4Y62bztR0nnQqEOmlt2jFsibrF4OGfxx5k3+0Y6Og9iMFhxucqwWrJQVQNvvuIPBIJtRGMB7NZczGbPqPROH0tmvR5zmvcKn8z0Bgt6w+SpMmtzFLLqip8T8jcT8DVisedhseWOS5V3g9ExomJwiqrD5ijA5igYg6iEEGISGUJXsfZwmC0tLfhiMVYYVYhCpds95qGJ9CPf/oQ4i8XjYQLBdiIRLx7PrJTXOexFKIqOcMSL6ZQv4vF4mI7OAylf29i8hfLpV4xazKdjMjkwmRy4kmyJt9lysdlyxy0WMbXFogGiER+KovauII9SQR2zNROzNRN39pxRuZ8QQoiJd2IVfH9XF7lWK9dOn07zkd0THZaYQJKIC3GWCoY62Ff1d3a//nvi8RAL599C6bRLqK55+pQrFRYtuJXnXvwcGe4Kli/9FNaTVt9URYfNmos/0Jz0fdyusjH8KYRIP4lEDH93LVXb76O1fiMGo4PyeTeSX3YB5jFskyeEEGJyCsbjbGxqoiMSYXVuHufk5qCiUB8LoYNhny0XZ4chbKAQQkw28XiMAwf/zY5dvyIeDwGwa8/9FBWsZumij2Kz5aMoenKyF3DB2u9Q37iRzq6DHKn+Lzv3/JZY7I12XxZLFgvmfSDp+6iqnpKidePyMyUTiwXxB1oIBFoHFKETZ79YNEjQ30zQ35ryaMVY8HUd5cWHbqThyJNEw90EvHXsfvU7bH/ha4SDHeMWhxBCiHQzMKHujER4tq6OYDzOW6eXszw3F/X4ddFYIOXrxNlPVsSFOAsFQ63sev13/cY0Lc4rr95BdtZ8LrngR3R1H6Gz6zCvbf4egWBr33UHDv6LeXPejcPee95TURRKSy6ko2M/VYf+3XedXm/lonXfn5Ct4IlEHK+vjp17fktd3cvo9RZmz3o708sux2bNGfd4xPjSEnF8PbVUbbuX5tpX0OvNTKu8nmmVb8Eyxn8foxEvr7/2IxJJetO3NryGv6d2zKqbCyGESHOn5NPNwSCvNjXhsVi4trQM60k1YRKJGPF45PiLJBGfiiQRF+IsFI0GiEaTF2drbdtNS8tOdu/9HV5f/YD5eCJCLBboN2axZHLOkk8wb8576Ow+gtFgw+kowWLJRqcb/39Gery1PPL4u9+IM9zF5m0/ovrYc1y07ntYZXvwWc3XU8tLD72beCwIQDwa4MD2+2iqeYEVl92DxTZ2D2OiER+t9RtTzjdWP48nd+GYvb8QQojJoS0UYkNTEwU2G28uLcOg9t+IHI36JP2e4iQRF+IspNebUVUDiUQ06bzDUUg43J10Tqczo9dbB4ybTE5MJmfSImmnisejBINt+AJNJBIxHLYCLJZM9Pozb88VjQbYvvOXAx4WALS27aKz67Ak4mexWDTAgW339SXhJ+vpOEh32/4xTcQVFFSdkUQ8knReb0jvKv1CCCHGnj8WY0NTE3lWK9eUTUef5Ax4JMWCiZg6JBEX4ixkMWdSMf1qDhz618A5SxYORxEWS1bSD4E5s96O1TLyVknRaJCGxo28uP4rfcmyquo5Z/HHmVH+Zkwm54jvDRCJeDlW91LK+cNHH6ewYOUZvYdIX9Gwl+bal1PO1x3+L7kla1CUsSmBYjRnUFTxJo5VPZR0Pr/sgjF537EQjfgJB9vp6TyETjVizyjDbMmaFP3WhRAiXcWBjc3NmHV6ri4tTZqEA/0WRKRW29QkxdqEOAvp9WYWL7yNooI1/cZt1jwuv/gXOB3FXHrhPWRlzu2bUxQds2Zcz9w5N6LTGUf83j5/A8+99Ll+K9aJRIxNW++mvWP/iO/7BgW9LnWiYDDYRuE9RNpSVHSD9AU3GO1jloQD6PQmZi66Bat9YM/sWUs+OGmqpodDXRza+QDP/eM6tjzzOV576hM8/4/raax+jlhk4G4TIYQQQ6AoHO7upisc5orSaZgHOb4XCvfId5YpTlbEhThL2aw5rF1zJ8FgO15fAxZzBlZrTl8xM4ejiEsvvIdQuItoNIDJ5MJi9mAwDNyWPlSJRIz9Bx5MWcF8+657ycysxGQc+aq42ZzBzIpr2b33d0nnZ5RfPeJ7i/Rnsngorbyeqm33Jp0vmXXtmMdgdeRz7lX30d60nfojT/XFZHUUYTzDHR/jpbNlFwd3/rbfWCIRZdsLX+H86/6K01MxQZEJIcTkpSka+zs7mZeZSb5l8O9TkXAXFksmBOXh51QlibgQZzGzyY3Z5CbDXZ583pyB2Zwxau8Xj0fp6j6act7rqyceC8PIF9zR6QzMrnw7x+pepLunut/c3Nk3YrcXjvzmIu2pqo6SWdfSWPMiPe39d1iUz38PNsf4/Plb7HkUVVxBwfRLUBR1TFfhR1s41M2B7b9OMatRve9B5q36HKqqG9e4hBBisutRNaKaxvKc09cqCYU7cdgKCVA7DpGJdCSJuBBi1Oh0RnKy5tPYtCnpvMc9M2khuOGy23q32Le07uLw0ccxGp1UzrwBp6MYs8l1xvcX6c1iy2HFpT+ip72K2sOPYzQ6KJl5DVZHIUZz6j//WDRAONhBNOJDb7BhsngwGM9sW6CqTr6P0UQ8TNDfnHLe31NLIh6VRFwIIYYpRILpDgcOw+ArDhoawVAHedmLkfXwqWvyfYMQQqQtVdUxo/xq9uz7I/EBfZYVFi/8EMYzTHw0LYHf30xL225CoU4Wzb8Vmy0Pi/RunlIstmwstmxyis9FGUKVm6C/lf1bfkrdof+iaXFQVApKL2Luyk+PaZX1dKQ32HBnzaX52ItJ5zPzl0rBNiGEGKGZbvdpr4lG/cTjYWz2PFrHPiSRpiQRF0KMKru9gCsuuZcXX/kyXl8d0FvFffWKL+EeQuuzwWiaRntHFf99+oP9+qRbLdlccemvcDmnndH9xeQzlCQ8GvGzd9OPqD/8xBuDWoKGo08TiwVZcv43Js3Z7tFgMNqoXHJbb/X5U+o56AxWCqdfOqTfVyGEEAMV2x2nvSYQbAN6i+iKqUsScSHEqFJVPTnZC7jyst8SjnSRSMQxm9xYrdlnfI42EGzl6ec/0S8JPzH+4iv/y6UX/hSz2X1G7yHOPuFgO/VHnko611L7CpFgx5RKxAFsrmmsvPwn7Hr5mwR8DQA4M2exeO3XsDoGVoQXQggxNFb96dOrYKANVTViOYN2sWLyk0RciCkmHo8QDLYRT0TR68yjkiAnY7VmYbWO7gdMINBC8PhT5FO1te8lFOqURFwMEI34Bqz8niwS6hq/YNKE3mAhp3Ala67+LZFID4qiYjS5MVlGr3ijEEKI5ALBFhyOQhR6dx9p2gQHJCaEJOJCTCH+QCu7X3+AqoP/Jh4PYTFnsmTRh5lWfMGkSGAjEd+g8/HEqefSJ5amJQgF2oiGe1BUnSQ6E+R0Lfn0ptNvIzxbmW3ZmG2To/e5EEKkO90QFzYCgRaysubxximg1A+LxdlLEnEhpohQqJNXXr2T+ob1fWPBUDvrN36DeDxM5cy3pm2V5EjEd3y1O4NzV36F/QcepL1jX79r9HoLxjPoTz7aohE/rfWvsXvDdwgfX8V3ZVayeN0dODLK5QzuODJaPGQWLKO9YfOAOVfWbEyj2MJPCCHE1KVTT//ZHo9HCIY6jte1OX69LIlPSZOn8akQ4owEgu39kvCTbdv5CwLBM6vbqQ2y9fdM9Hhref6l/+HBh6/l4cfeyY5dv2LWjOuYNeO6ftctXnAbVkv6rOz1dBxgy7Of60vCAbrb97P+P7cQ9DVOYGRTj9HkZPHar+HOmd9v3OmZybKLvotJKu4LIYQYBfohpFb+QDOg4XKVQt/WdEnEpyJZERdiiujuPppyLhLx9m77HmZnsXC4B5+/kQOHHiIY7KB02kXkZi/EZss9w2h7+fxN/Pep245/aPXyB5rZ8No3WbfmmzQ0biKeiLBk4e2UFK1FpzOMyvueqUiom32bf5p0Lhrx0ly7nrI5bx3nqKY2qz2fFZfcTTjYQSjQhsniwWzNkiRcCCHEqFGHsNvN729EpzNitxWgxSPHRyURn4okERdiijAPuv1WQT/MvsGRiJeqg/9iy/Z7+saqjz2Nw1HMFRf/Ers9f4SRvqG9fV+/JPxku/Y8wGUX/xydzojVkp1WW73j8TDd7VUp59saNlM6+/oxKZInUjNZPJgsHpyeiokORQghxFnIpDv957rP34jTWYqqqMSPfw/QJBGfkuRboBBThMNRhMnkTjpXVLgGs2l452T9gdZ+SfgJXm8tO/fcTyx25oXTGpsGnuk9obPrIKqiw2bNSaskHHpbuFnsqXcFODKmSxIuhBBCnGXybYNvLdTQ8PkayXBPB3ijanpCirVNRfJNUIgpwmbN4dKLforRYO837naVsWr5FzAa7SleOVA8HiMa9XHh2u9x0brvc97qO/BkzOybP3TkUcLhrjOO2eEoTjlnNrlR0rS4nMniYeaiW5POKYqOovLLxzkiIYQQQow1gzp4ahUOdxON+clwHd+Z1beQICviU5FsTRdiilAUlSxPJdde9Tc6Og/g9TWQ6ZmF01GM1Tr0ImeRiI+a2hfYuPk7RKN+ACyWLFYs/TQHDj9MQ+NrxOPhUSneVly0hk1bf4imxQbMzZv7XizmzDN+j7GSXbiC8vnv5vDuP3HiA1ant7D0wm9hGWTbvpaIk0jE0A3zqIAQQggh0pvXVw8oZLh7E/E3+ojHJzAqMVEkERdiClEUFbs9f9Dz2/FElEQ8il5vTrp9urPrEC9v+Gq/sWCwjZc2fJWLz/8hjU1byMtdisE4zMpvSdisuVxywQ959sXPEY+H+sZLSy5mxvSr07bdGoDJksHMxbcybfYN+DqPoNNbsDmLMVmzkhaVi0b8BHwNVO97kKC3geyiVeRPW4fFXpB2W++FEEIIMXxeXz12ez4Gg7V34MQZ8THqPCPSmyTiQgigt/hat7eWffv+gj/YQmH+KsqmXYL9pEQwHPayfecvk74+kYhRW/8KhQWrWbroI5hGoae3TmckP2851735QTo7DxGO9JCVWYnVko3J5Drj+481g9GOwWjH7ky9xR4gFg3ScPQZdr58Z99YS90GDmz/NWuu+jWOjOmDvl7TNIK+RlrqNtLWsAl7xnSKyi/DYsuTlXUhhBAiTfi89eTkLOj79YnvV5KIT02SiAshiET9HDz8KK9t+X7fWGPTZna9fj9XXXY/7uNFRWLxIJ3dR1Lep7unmtXLv4TNljdqsel0Bhz2Ahz2glG7Z7oJB9vZ9co3B4xHw93s3PBtll/8fYym1A82vF1HWP+fW4mGu3sHjsLB7b9h+SU/IKtwRdq0dRNCCCGmqmjUTyjcQYZ7Rv8JRUVLyNb0qUiKtQkhCAU7eG3LDwaMRyJeNmz6NuFwDwB6vQWXszTlfTwZM7HbCyTxG6au1r0pz4d1NG4lEupK+dpwsJPtL3z1jST8OE2LseW5/yEcaB3NUIUQQggxAj3eWgA8npn9xhVFB7IiPiVJIi6EoLl1B6kqdjY1byF8PMkzGR0sWfjBpNcpip6ZFW9J63Pb6SoeP02rt0E+oCPhLrrb9ye/byyIv6f2TEI7/h7d+LqP4e2qJhRoO+P7CSGEEFNNj68OqzUHs7H/0TpFUUlIsbYpSbamCyFIJKKDzmu8kQh6MmZx7sqv8NqW7xOLBQEwmzNYu/pOQMPvb8ZqzZY+2cOQkT0v5ZzdXYrB6Eg5ryUGVpQ/2Yk/o5HydlWz85Vv0tG0DQCbaxoLz/0iGdnz0RnMZ3RvMXzxeJRwoBVvVzWxiA+nZwYma+agRxeEEEJMPK+3luzMgZ/3imxNn7Im1Tflb3/72yiKwic/+cm+sVAoxEc+8hEyMzOx2+1cf/31NDc3T1yQQkxCuTmLUs55Mmb1K7xmNNqpmH4V1139IFdd/juuvOx+Vi37H7bt/AX/euR6Hn78XdTWv0L0DBPAqcRkzaR09lsHjCuKjoXn/i8ma+o2bQaTE5MlK8WsgsM9eKG3wQS8Dbzy6Af6knAAf3cNG/77Ybzd1SO+rxiZeDxMW8NrPP/gW3ntyY+x9fkv8vw/b+D1jXcTCrZPdHhCCCFSiER9hEIdeDyzBswpik7al01RkyYR37x5M/feey8LFizoN/6pT32KRx99lH/84x+8+OKLNDQ0cN11101QlEJMThZzFrNnvX3AuKrqWb3iS5jNGf3GdToDdns+RqOdx5+6ledf/gJt7XsBCIU6eeb5T9HTc2xcYj8bGE1OZi25jaUXfhunZyYmi4e8aeez9to/4s6eM+hrzdZs5q/+fNK56XPficmSkXRuKJqOvTzg7DkAWoL9W35ONOIb8b3F8AV9zWx66jP9WvkB1B58lMajz6JpyY+XCCGEmFhebx0w8Hw4yIr4VDYptqb7fD5uvPFG7rvvPu66666+8e7ubn7zm9/w5z//mQsvvBCA+++/n9mzZ7Nx40ZWrlw5USELMamYTE4WLbiN/Lxl7NpzP8FQB7k5i1k47wM4HUVJXxOPR9lX9Xc0LdnWaI2du3/DeavvwGCwjG3wZwmTxUPh9EvIyj8HLRFDZ7AOqRe7oqhkF67g3Ct/zd7N99DTfgCzPZeZi24hp2jloNvaB5OIR2mtfzXlfGfrHmLRAAajfUT3F8PXWP18iv/e4ODOB8gvvQCzNXucoxJCCHE6Pd5j2Kx5A86HAyiqKiviU9SkSMQ/8pGPcOWVV3LxxRf3S8S3bt1KNBrl4osv7hurrKykpKSEV199NWUiHg6HCYffKI7U09MzdsELMUlYzBmUllxIXs4SEolYbw9sfeozwLFYiLb2fSnnOzoPEI0FJBEfppGsYBuMdjLzF7P80h+RiIdQVD1mS+rt7EOhqDqsg7SMM1uzUdVJ8RFy1vB116ScCwVa0RJSdVcIIcbDcHMJr7eO7OwFSedka/rUlfZb0//617+ybds2vvWtbw2Ya2pqwmg04na7+43n5ubS1NSU8p7f+ta3cLlcff8rLi4e7bCFmLTMZjdWa9agSTiAXm/C7SpNOe90lKDXSxI+nkxmFxZb7hkn4dC70j6tMvUxnxkL34fJ4jnj90kmHOqip/MwLXWv0t22Xyq1H5ddsCzlnCtzFqrOOI7RCCHE1DWcXCIS8REKd+LJGHg+HGRr+lSW1ol4bW0tn/jEJ/jTn/6E2Tx61Xm/+MUv0t3d3fe/2tozb+8jxFSj0xmZO/tdgJJ0ftGCWzAarOMblBhVVns+i9fdgaL0X/meVnkd2YUrxuQ9g75mtj77P7zwz7ex8YmP8uJDN7Lh8Q/i65aaA568xZhSPGSZu/wTZ1QPQAghxNANJ5fw+nrnMpMUagNAUdGkj/iUlNb7Crdu3UpLSwtLlizpG4vH47z00kv89Kc/5cknnyQSidDV1dVvVby5uZm8vLyU9zWZTJhMprEMXYgpwWEv4oK13+GVV+8gGvUDoNOZWbXs87hdZRMcnThTeqONgtKL8eQuoqttH/FYkIzs+WPWLisa8bNn4w9oa9zcb9zXVc1rT32Sc6/8FWZrqgrxk08sGiAWDaLTGTGYTn+W32rP49yr7mPHy3f1VbI3W3OYv+pzuLIGL+onhBBi9Awnl+jx1mKz5mFKUbNFUVQSp2lFKs5OaZ2IX3TRRezevbvf2Pvf/34qKyv5whe+QHFxMQaDgWeffZbrr78egKqqKo4dO8aqVasmImQhphSDwUpJ0TrectXfCQRb0bQEVmsOVksmOp087Dob6AxmbIYibM7kRftGUyTUQWPN80nn/N01hAKtZ0UiHo+G8PUc4+CO39LVtheLPZ+Zi2/BlTkTo2lgIZ+T2V3TWH7J94mEukkkohiMDszWbBQl+c4UIYQQE8vrrSc7e37KeUVRQVbEp6S0TsQdDgfz5vVvfG+z2cjMzOwbv/nmm/n0pz+Nx+PB6XTysY99jFWrVknFdCHGyYlWZnZ7/kSHIia5WDQ46JeRUGBkvbJj0QDhYAfRcA86gwWT2YPRPHjCO5Y6Wnby6hMf7ftZA956Xm3cwpxlH6d0zlvRn+ZIh9HkSpmwx2NhIqEuUHp7zEudBiGEmDjRqJ9QuANPxsC2ZX0UlYQUa5uS0joRH4of/vCHqKrK9ddfTzgc5rLLLuPnP//5RIclhBBimPQGK6pqIJGIJp232nOHfc9QoI2qbb/iWNVDfVVpPbmLWHL+N7A6UleFHyshfys7Xr4z6QOHfVt+Tn7ZRadNxFPxe+s5uON+6g/9Fw2NgrKLmbXkVmxOKUgqhBATocd3vH94xoyU1ygoUqxtipp0ifgLL7zQ79dms5mf/exn/OxnP5uYgIQQQowKkzWTksrrqN77twFzGbkLUxYqSyUeC3No1++p2f/PfuMdzTt47alPsuqKX2C2nnmF+eGIhLsJ+pJ39dC0GL6u6hEdAwh4G3nl0Q8QPqnCfN2hx2ipXc/aa/8wIQ8dhBBiqvN567FYsjCb3Cmvka3pU1daV00XQggxdej1FmYu+gCls9+G0tejXCG3+DyWnv9NEokYQX8zsVhoSPcLBduo3vePpHPezsOE/M2jFPkwnOYstzKC3uyalqDh6DP9kvATIuEuaqoekkJAQggxAbz+BjLcqVfDAamaPoVNuhVxIYQQZy+zNYs5yz9O+fwbiUZ86A1WFEXHgR2/oe7QY4BCYfllzFx0CzZn4aD3ikeDJOKRlPMBbz3u7PGtNm40ubG7SvF1Vw+YU3Um7K6SYd8zFvHRePSZlPNN1c8zfe47pb2ZEEKMo3g8QiDQwvTSSwe9TlEUNLRxikqkE0nEhRBCpBW9wYLe0Ls92++t5+WH39tbgOy42gOP0FK7nvPe/DusjtRFAnV6C4qqR0uxGmyxp25zOVbM1kwWr7uD9Y/dRiIe7je38LwvD3v7PQCqHr3RnnJab7ShqLrh33cENE0j6GukrXELHc07cXpmkFu8Bos9D3UEq/1CCDFZ+QNNgIbbNf00VyqyNX2Kkk9FIYQQaSmRiFFb9Ui/JPyEcLCd+iNPUjH/PSmTTJPFQ/GMqzlW9e8BczZnERbb+CfiAK6sSs6/7q8cq3qYjuYd2FwlTJ/7TqzOQnT64bf9MxisTJ93I631G5POl8+7cUz6vifT03mIDf+5lWjE2ze2d9M9rLriZ3hyFozbAwEhhJhoXl8DOp0Zu33wGh2yIj51yRlxIYQQaSka9tJ07IWU843VzxGN+lPO6w0WKpd8kPzSC/uNOzLKWXHZTzDbskcr1GFRVT12VwmV53yYFZf9mIXnfglX5kwMBtuI7+nOqqSo4soB4/nTLsCTt+RMwh2yULCdbc99qV8SDpCIh9n8zGcJBQeeYRdCiLOV39+Ey1WKwuC1QQAkD5+aZEVcCCFEWlJVPfpBklO9wYaiDL7CarZls/C8rzB72UcJBzswGB2YzBmYRrlaejwWJhrxodMbMRgdQ3qNqupQB9lSPhwmi4e5Kz5F2Zy3UXfocTQtQVHFFdicxZgsnlF5j9OJBLvwdh1JPhfqIuRvxWIbfgs6IYSYbDQ0/P4mSorXDfkVYuqRRFwIIURaMpgcTJ93Ix3NO5POl8+/EYPx9KvIRpMTo8mJ3TVttEMkHo8S8NZxaNfv6WjajsmaxcxFH8CVNQeT2T3q7zcYkyUDkyWDjJx54/q+J6Tq/35CfIjV7oUQYrKLRHxEY35crtIhvmIIq+birCOJuBBCjIJQoB1fdzWN1c9jMNgomH4JZlvOuJ3NPVt58haRX3oRjdXP9hsvqngT7qzxrXieTE97Fev/c0tfEurvqWXjEx+jYsH7mbHopiGvjp8NjGYXeoOdWNQ3YE5RdBNSHE8IISZCINAEgMtZOrQXSB4+JUkiLoQQZyjob2Xrc1+ko3l739iBHb9m1pIPUjb3HZKMnwGzJZMF5/4P5fPfTf3hJwCFooorsDoKJ7wdVzjYyc5X7kq6Enxo1/2UzLp6SiXiZks2c5Z/jF3rvzVgbvr8d4/bFnkhhJhofn8LBoMdk8l12ms1TbalT1WSiAshxBnQtAQNh5/ol4SfULXtXnJL1koifoZMFg8miwdP7oKJDqWfaLiHno6DKec7m3ePyXb4dKXq9BRMvxSzNZd9W36Ct/MIVkcBMxffSm7xGvQG60SHKIQQ4yIQbMXlKBliobbEaeudiLOTJOJCCHEGwsEOjuz9a8r5Y1X/xp31xXGMSIwbZfAvWFOxVZfR5CRv2nlk5MwlEY+gqHrM1qyJDksIIcZVINhKYcGqIV2roQ0tYRdnHWlfJoQQZ0DT4kTDA8/EnhAOdqAlEuMYkRgvRpMTd3aKwmiKSkaquSnAZPFgsedJEi6EmHJi8TCRSA9Oe9GQrte0BIoqa6NTkSTiQghxBgxGB9lF/Z96G81uyua+g8pzPsz0eTeiqPJP7dnIaHazcM2Xk7ZYm7v8k3ImWgghpqBgsB0Au71wSNdriTiqJOJTkvypCyHEGdAbrFQuuY3mYy+RiIeZPu9dZOTM51jVw7TUvYq34wgGox2bsxid3jTR4YpR5syYzrq3/JnaA4/S1riZzLylFFVcidmajX4IrdWEEEKcXYLBNkDBZssd0vWaFpcV8SlK/tSFEOIM2ZwlrL3m9zRWPw+Kwtbn3jgT7u+uoeHo06y4/B5yCldOYJRiLCiqDpuziJlLbqPYdzUttet5/bW7sdjzKJ19A1Z7AQaTfaLDFEIIMU6CoQ4slix0qmFI12uJGDqdcYyjEulIEnEhhDhDqk6P01OBqjPx/D9vGDCvaXF2vvQN1rz5fiy2nAmIMP1pWoKgr5nO1j34uqpxZ83G6ZmBxT60FYWJ5u+pZf1/biYS6uobq9n/Txac+yWKKq6QiuFCCDFFhMId2Gx5Q74+kYihDDFpF2cXScSFEGKUBH0NaIlY8jl/E9FwtyTiSWiaRnd7FRse+xCx6BuF78zWbFZfeW/atwCLhr3s2fC9fkn4Cbs2fJvswuWSiAshxBQRDnWR4Sof8vWJeFSOrk1RUkFICCFGzenaj8g/ucmEAq289uQn+yXhJ8a3Pf9lwsGuiQlsiCLhblobNiaf1BJ0NO8c34CEEEJMCE3TCIW7sVqH/tA9EQ+j00kiPhXJt0IhhBglNmcRaooPU6ujCKPZOc4RTQ4hfwvhYFvSua62vURCneMc0fBo2uDt6eKx8DhFIoQQYiLF4iEggdUytNaNmpYgkYii05vHNjCRliQRF0KIUWKyZLJwzf8OGFdVA4vXfR2zNXsCokp/0UjqPuwA8Xh6J7IGox2npyLlvCdv0fgFI4QQYsLEowEArEP8vE/EIwByfGmKkjPiQggxSnR6E3ml57M2408c2fNn/N01ZOQuoLTyBiyOgokOL21ZHQX0buvXBszp9BaMpvTeSWCyeFhw7v+y/j+3omn9awQUz3wz5iGujAghhJjcorEQqGA2e4Z0/YkHzTq9ZSzDEmlKEnEhhBhFBoMNd1YlC9d8mUQ8hKq3oNMNvRpqPBoCRZlShVtMZg8lM6/h2IGHBszNXHIbpkmwk8CVNYt1b/kj+7feS0fzDkyWTGYsfB9ZhSswml0THd6gomEv4VAnIX8rBqMdk9UjuzeEEGIEorEgRpt9yK3L4tEg0LuzSkw9kogLIcQY0OmN6PRD7wsa9LfQ3rSN2gP/QdUZKZvzNlyeGZismWMYZXowmOxUnvNhbM4iDu3+A9FwN2ZrDpXn3E5u8dphPciYKDqdCadnBovX3Uks6kNV9ZgsQ1sRmUihQBt7N91D3aHHObEjweooZPmlP8SZMfSqv0IIIXrPiDtMhUO/PtabiOslEZ+SJBEXQogJFvQ3s/GJj+PtPNQ31nzsRfJLL2TB6v+ZEsm42ZpJ+YL3UlTxJhKJKKrOiNmajaL0VqKPhLqJhrvRAKPJidHsntB4kwn6W/B2HqKtYQsWez45RSsx23JGpRpuNOInHguhN1hG7SxhPB7lyJ6/UHfosX7jAW89rz5+O+dd8wesk6SPuxBCpINEIop5GJ9PsiI+tUkiLoQQE0hLxKk79N9+SfgJjdXPUTr7BrKnQCIOoKo6LKckfloijrfrCLvWf5uO5h0AuLPmsGDNl3B6ZqCq6fExFvA28Op/P4y/p7ZvTFH0LLvk+2QXrkCnG/ruiJNFI168nUc4sP03+HtqcGRUMHPRLdjd0/oS8kQ8RjjYTiIRQ6c3Yx7i35dwoJWje/+WfC7Yjr+7WhJxIYQYJrPJPeRrY1E/AIY0r4UixoZUTRdCiAkUDnVSs//fKeeP7nuwr6rqVBTwNfLyox/oS8Kht6XZK4/eTMBbP3GBnSQWDbB30z39knAATYux5ZnPEQ60jui+8XiExqPP8cqjH6Clbj3+njqaal7gpYffQ2v9a2iJOKFAK1XbfsXz/3wbz/79zWx47Daajr1CNOwd0v3jx7dFJuPrPjaiuIUQYiobToHRWDSAoqjoDbYxjEikK0nEhRBiImkaiUQ05XQiHkHTBlYTnwoSiRg1VQ/1tYPpNxcPc2TPX4inwUOKcKiTxurnks4lElE6W/eO7L6BNnZv+G6SGY2dL99F0N/M9hfv4ODO3xCL9raA83VXs+mpT9Ba/9pp76/TmzEYHSnnHRnTRxS3EEJMZSbj0At0RiNeDCZ33zEsMbVIIi6EEBPIYHZTWHZJyvmSmddMqQrqJ4tFA7Q1bEo53964ldhpepCPBy0eQ9PiKecjoc4R3TcUaCMeDyWdi8UChIMdtNa/mnR+z2t3E/S3DHp/szWLigXvSzpndRRicxYPK14hhBBgHMZ572jEiykNa56I8SGJuBBCTCCdzkDZ3Ldjsgw81+vMqsSTM28CokoPqs44aA9uo8WDOsKz16NJb7RidaSukpuRM39kNx5khcTmnEZ3e1XK+ZC/ue/sYSqqqqdk1pupWPi+fr+P7ux5rLriZ1hsOcOPWQghpjijYTiJuA+jJWMMoxHpLD2q3AghxBRmdRRw3psfoHrfP2k48hSqzsi02ddTUHYx5kGSoaCvGW/XUbydh3FklONwlw0odjaZ6fVmyhe8h6ZjLyadn7HwfWlRadZszWbeqs+x6alPDpjLzD8HRVGJx8LD3tlgtmajN9j7tp2fYHeXsWD1F/B761K/WFFRh9DH1mTxMGvxrUybdR3RSA86nRmjJUNWaIQQYoSG87kUDffIMaApTBJxIYRIA1ZHAZVLb2f6vHeComAyewY9M+btqmbD4x8kHGjrGzNZs1j9pntxuEvHIeLx4ciYTuXS29m/9Zec6HMNUL7gJlxZsycusFNk5i1mxaU/Zu/mn+DtPITeaKdkxtV48hbzyqM3s/baP+Bwlw3rnmZrFovX3cHmZz8HWgLorcQ+b+Vn2fTMp1l03tfQ6cxJt6/nl5yP0Ty0PuY6vRmbsxAYeu/bZMKhbmIRH4qiYDC5MBil+JAQYuox6of+b1803JN0R5yYGiQRF0KINKHq9JitqbdinxAKtLP5mc/2S8Kht7jXlmc+x+o3/fKs6T1uNLkom/MOCqZfSnvTdtASePIWY7JkYjSlLjQ27jSN+iNPUTzjKqyOfBLxCHWHn+TI3r+BlqBm3z+Zs+KTw2q3pqp6sgtXcP5b/sKRvX/D13mEoooraT72MtFwD0f2/ImF532ZHS/d0a/gn81ZzNyVn8JgHJ1+46eTiMfwdh5i14bv0tmyExSVvJK1zFn+CeyuknGJQQgh0sWJ1pJDEQl3DelzX5ydJBEXQohJJhLqxNd1NOmct+sI4VDnWZOIAxhMdgwme1ondfFYiPbGrdQdeizpfE/HIeLxyLD7nusNFpyeChas+jzxWJhYLMDBnb8FoL1pG4qqY9nF36en8xChQBsZ2fPw5C3Cas87459pqPw9tbz86PvfaLOnJWiqeYHOll2c9+bfY3Xkj1ssQggx0XRDrF0SiwaJx0JYbGfPkTIxPJKICyHEOInHwoSCbcSiAfR6M0Zz5ohWLeOx5JW0hzovhidxvF93LOJHpzdiMnvQn7LtWmew4MiYTtDflPQerqxKdLqRV79XdQZUnYF4PIJeb+kbb2vYTFvDZhzu6RhMTmLRAPllF474fYYrFg1xYMevk/a6Dwc7aK59mbI5bxu3eIQQYqIpDK0VWSTcBTBoLRhxdpNEXAghxkEo0M7h3X/g6N6/k4iHQVEpKLuIuSs+Neyn4UazG0XRJW2ZpSh6jFJoa9SEQ53UH36Sqm33Eg33HN92vY55qz6D1f7GSq/BaGfmkttoqdsw4B6KqmfarLegqrozjsds9VA25+3s2vCtfuPeriMAVC69fcirMaMhGumhrXFLyvmmmpconvlm9HrzuMUkhBCTQTjYDoDFNn47mER6kfZlQggxxuKxEId3/57Du//Qm4QDaAkajjzN9he+SjjYNaz7mSweSme/Nelc6ZwbMFmGVqRLDE7TEjQefZY9r36vNwmH49uun2fTU58idMoZfYd7Oksv+D8MxjfOrput2ay6/GdYRnF7dl7pOjy5iweMF8+4etyr76qqYdAK62Zr5rC34wshxFQQDnaAomK2ZU90KGKCyKejEEKMsVCwnaN7/550rq1xC+FgGyaLe8j30xuszFh8MyaLh8O7/0A04sVgdFC+4L2UzLp2WIViRGohf+vxau0D9XQcJOBt6Fdkx2C0kV92EZ7chYSDHSiqDqM5A7M1e9AK+MNltmZzzkXfxtt5mGMHHkWnN1My8xpsziJM49yP1mTJoGLBTWx74StJ50vnvE0ScSGESCIcaMdszZZ/I6cw+ZMXQogxFov4kp6hPSHoa8LpqRjWPc0WDxULb6JoxpUkjveoNlmz5AN9FMViQSKhzpTzPR0H8OQu6Demqnos9jwsY1wszWzNwmzNIqtg+agm+SORVbCCgvLLaDj8ZL/x2ed8FLuzeIKiEkKI9BYKtmFzFE10GGICyTc2IYQYYzq9BVA4uQ/2yUa6lVxV9eNaHXuq0emMqDpjyoco6XCub6KTcOjdfr5g1eeZseAmWuo2otMZyS5ahdmShcFkn+jwhBAiLYUD7WTkzp/oMMQEkkRcCCHGmMnsIbdkLc3HXhwwZ3MWYbbK+bB0ZLJkUjzjamr2/3PAnMHowOEpn4Co0pPR7MZoduPKnDXRoQghxAQa+sPRUKBFdg1NcVKsTQghxpjBZGf+6s/jzun/5NvqKGTFpfdIoZY0pdObmLn4FrIKlvUbN5hcrLri59L7VQghRD+qMrTUKhrxE4v6sUkiPqXJirgQQowDqz2PFZfcTSjQRsDXgNmShcWWK0l4moqGvYRDHUTDXuat/ByKqqen8yAmkwubsxizLQdliF+4hBBCTA3KENtUhvzNANhcJWMZjkhzkogLIcQ4MVk8mCweXJkzJzoUMYiQv4XdG79P49HnOHGu35O7mCUXfKNf73AhhBDiZIoytEQ8eCIRd0oiPpXJ43whhBDiuGjEz+ubfkzj0Wc5ubheR/N2tjz7P4SDqauoCyGEmNqGujU96G/CbMtBb7CMcUQinUkiLoQQQhwXCXVQf+SppHNdrXsIB9vHOSIhhBCThTLE1Croa8Lhnj7G0Yh0J4m4EEIIcVw04gctkXJeEnEhhBCpDLV2SNDfhMNdNsbRiHQnZ8SFEGISSCRihANthILtaIk4ZmsWJmsmOp1pokM7q+gNNlDUlMm4yZI5zhEJIYSYNIaQiCfiUYL+FuwZsiI+1UkiLoQQaS4eC9PWuIVtL3yZaLgHAJ3OzNyVn6Zg+qUYTY4JjvDsYbJ4KCi7hIYjTw6Yc2XNwWTxTEBUb0gk4oQCrUTDPaiqAaPZjcmS0e8aTdOIx8OoqgF1iBV8hRBCnLmhnBEP+ptAS+DMKB+HiEQ6k0RcCCHSXMDbwKanPoWmxfvG4vEQu9b/H3Z3GVn5SyYwurOLwWhj7opPkoiHaap5oW88I2cBSy/45oQm4tFwD43Vz/P6ph/1PZBxZs5iyfl34cyYjqYlCHgbaDjyNG2NW7E6CymdfQM2ewF6o23C4hZCiKliKFvTA94GADkjLiQRF0KIdJZIxKjZ/89+SfjJqrb/CpfnexhkVXzUWGw5LF77dcLBDqKRHvQGO0ZLBiaze0Lj6mjeyY6X7+w31tNexYb/3Mraa/9INOJj/X9uIRb19U7WQ82+B1m87k4Kyi5Gp5djDEIIMbaU014R8NZjtuXK57aQRFwIIdJZPB6hp/NQynl/9zHisZB8oI8yg8mRVr+n4WAHezf/JOlcJNxFe9NWmmpeeiMJP8nOl7+BJ28RNkfhsN4zFGgjFGglHGjHYs/FZMkasA1eCCHEGxTl9Im431uP0zNjHKIR6U4ScSGESGM6nQl35mzaGjYnnXdmlKOTPqRnvUQ8grfzcMr59qYdJOKR5K9NRPF2HB5WIu7vqeW1pz6Jr6u6bywjZwFLL/wWVnvekO8jhBBTiTLEFfGsgnPGIRqR7qR9mRBCpDFV1VFSeS2Kmvy56cwlt2Ew2sc5KjHeFFWPxZY6AXZkTB+0tVo8RZKeTCjQzqanPt0vCQfobNnFrlf+j2jYO+R7CSHElHKaFfFoxEck1InLM3OcAhLpTBJxIYRIcxZ7Pquu+Dlma07fmMHoYOkF/yfFXqYIszWLmYtvSTqn6ozkFq0mcryA20AKrsyhf+kLB9vxdh1JOtdSt55wqGPI9xJCiKnkdCvigZ46AJySiAtka7oQQqQ9nc5IZt4Szrvmd0RCnWiJBCZLBiZrtrSnmkLypq2jp/MQR1//G6ABvQ9kll3yAyyOQhau+V9efeIjA3qgVyy4aVjV3iOhrkHnY9HgcEMXQoip4TQr4v6eWlSdCburZJwCEulMEnEhhJgEFEXBYsvBYss5/cXirGSyeKhcejtlc95OwFuHTm/Fas/DZM1CVfV4chaw7to/sn/rvXS1vY7FmsOMxTfjyV00rOMLZmtWyjlF0ctRCCGESOk0ibi3DmdGOYo8RBdIIi6EEEJMGgajHYPRnnQ1RWcw48qcxZLzv0Es6kfVGUfUcs1k8ZBVsIK2htcGzJXMumZCe6kLIUQ6O12pNn9PLdmFK8clFpH+5Iy4EEJMceFgBwFvA0F/C4lE8n7lYvIwGG1YbDkj7ntuNLtZvO7rFJRdAkrv1wRF1VM6+wZmLbkNvcE6itEKIcRZZJCt6fF4hICvEVfmrHEMSKQzWREXQogpKhrx0tG8i9df+yG+rqMYTE7K591IyaxrB92eLM5+FlsOC8/7CpXnfIR4LIDeYMdk9aDXS6s8IYRILXUiHvA2gJaQRFz0kURcCCGmIE3TaK17jS3PfaFvLBruYf/WX9DVto9F530F4whXVMXZwWC0YTDaJjoMIYQ4K/h7jqEoKk7PjIkORaQJ2ZouhBBTUCjQyp6N308611TzAqFA2zhHJIQQQkxuyiBb0/3dtdjdZej0pnGMSKQzScSFEGIKikV8hAKtKee72vaNYzRCCCHE2WCQRLynFldW5TjGItKdbE0XQogpSNUZ6P3CoCWdl23pqQX9rfi7q+lo2YPNUUBGznzMthxUVT5ShRBCDJRIxPF76yidfd1EhyLSiHxrEEKIKchoyiCnaDUtdesHzOn0ZpwZ5RMQVfoLeBt49b8fwd9zrG9Mpzez6vKf4c6ZJ8m4EEJMYYqSvD940NeIlojiypQVcfEG2ZouhBBTkMFkZ/65X8BqL+g3rqh6ll9yNyZr9gRFlr6iER+7X/1evyQcIB4LsfHJTwy61V8IIcTZLzdnUdLxE58bUjFdnEwe3QshxBRlcxRy7tW/oae9irbGrVidReQUrsRsy0GnM0x0eGknEuqk+djLSediUR++rhqs9vxxjkoIIUS6MBtdScd93cewOYvRSycKcRJJxIUQYgqz2HKw2HLILTlvokNJe/F4hFRn6qE3URdCCCFOFfDWybZ0MYBsTRdCCCGGwGCwYzRnpJx3eirGMRohhBCTgaYljldMnz3RoYg0I4m4EEIIMQRmWzZzln0s6VxO8blyrl4IIcQAIX8r8VhIzoeLAWRruhBCCDEEiqKSV3oBS/Rm9m2+h6CvCZ3BSlnlDUyf/y5M0vJNCCHEKU4UanNLD3FxCknEhRBCiCEympwUlV9GZt4SErEQis6AyZIpxe2EEEIk5e+pxWzLwSgPa8UpJBEXQgghhslik23oQgghTs/vrZNt6SIpOSMuhBBCCCGEEGPA3yOJuEhOEnEhhBBCCCGEGGWRcDfRcDdOz8yJDkWkIUnEhRBCCCGEEGKU+XvqAHBlSiIuBpJEXAghhBBCCCFGWcBbh05vxuoonOhQRBqSRFwIIYQQQgghRlmgpx5HRgWKIimXGEj+VgghhBBCCCHEKAv4GnB5Zkx0GCJNSSIuhBBCCCGEEKNIS8QJ+BpxeComOhSRpiQRF0IIIYQQQohRFAy0oCViODPKJzoUkaYkERdCCCGEEEKIURTwNgDgkERcpCCJuBBCCCGEEEKMoqCvEYPJhcnimehQRJqSRFwIIYQQQgghRlHA14gjY/pEhyHSmCTiQgghhBBCCDGKgv5mHG5JxEVqkogLIYQQQgghxCjRtAQhXxN2d+lEhyLSmCTiQgghhBBCCDFKwsEOEokoDlfpRIci0pgk4kIIIYQQQggxSkL+FgBsrpIJjkSkM0nEhRBCCCGEEOIMaZoG9J4PV1QDVnv+BEck0pkk4kIIIYQQQghxhgLHNgIQCrRgdRSgqLoJjkikM0nEhRBCCCGEEOIMRVr2AxAKtGJ3yrZ0MThJxIUQQgghhBBiFGiaRijQhs1ZNNGhiDQnibgQQgghhBBCjIJQZzWhQBtWR+FEhyLSnCTiQgghhBBCCDEKOqoeR0tEsTolEReDk0RcCCGEEEIIIc6Qassm0LQLYxys9oKJDkekOUnEhRBCCCGEEOIMGVyF6Ow5OGIQ97VNdDgizUkiLoQQQgghhBCjQM0qJ6GqVD3+SZr3/ruvt7gQp5JEXAghhBBCCCFGQSwaIOHKw1W0giPP38W+Rz5CoOPIRIcl0pAk4kIIIYQQQggxCmIRLyZLJgWL30Pxyo8S6DzCzr++nYNPfRl/28GJDk+kEf1EByCEEEIIIYQQZ4NoxIf1eA9xR958bNmVdNW8QvvBp2g7+F8c+YvJnXsdnukXoDNYJjhaMZEkERdCCCGEEEKIURCL+jCZ3X2/VnUGPNMvIKN0LT0N2+isfolDz3wF1WDBU3Y+mRWX4i5egao3TVjMYmJIIi6EEEIIIYQQZyxBLBrAaHIPmFFUHa6iZbiKlhHxt9Jd+xo99VtpO/BfVL0ZV/EqMkrX4C5ZjcmeM/6hi3EnibgQQgghhBBCnKF4LAyAwewc9DqjLZvsyqvIrryKsLcRb+MOvE27OfL8XYCGxTMdd/EqXEXLcBQsRm+0j0P0YrxJIi6EEEIIIYQQZygRjwBgNLmG/BqTIx+TI5+smVcQi/jwt+zF37KPtgP/pXHnn0BRsWVX4io8B2fBEhz5i9CbHGP1I4hxJIm4EOKsFA31oMUj6E12VL15osM5LU1LEA12ARoGsxtF1U10SEIIIYQYhsSJFXHT4CviqeiNdlxFy3EVLUfTNCL+FgJtVfhbD9Cy71Eatv8eULBmluPIX4QjfxHOvEUYHXkoijKKP4kYD5KICyHSXjziJxLsINR1DNVgwewowGDNQtUN/CcsGuzE27SL+m0PEA104Cw8h8LF78HkLEp6/akS8RjRQBvRYCcoCgZLBkZbNooydt0ew75m2g48Qcu+RwDIrrya7JmXY3Lkjcr945EAkUAb3fVbiEd8uAqXYXLkYbBkjDxmbxM9jTvortuE2VVEZvlFGG156AxvFJvRtAQRfyuJaBBFZ8RozUxajCYeCxMNtBNoP0QiFsSWNQuDxYPe7Dz+QCWMarCiN9pGHK8QQggx1uKJCChgMJ75irWiKJjsuZjsuWSUrkXTNKKBNgJtBwm0H6Kz+hWa9zwIgMGWjSNvEc78BTjyFmLNmomqM5xxDGJsKZqmaRMdxETr6enB5XLR3d2N0zmyJ1hCiLERDXZSv/WB3u1Z9P5zpTPamXn5d3EWLEbVGfuujYV6qH3tlzTt+Vu/eyg6I/Ou+y32nNmDvlcs4qerZj1HXvw/4mEvAAaLh/KL78RZsATdGFQ0Dfua2fvw7YS6avqNm13FzLnml2ecjMciftoPPcWR57/Jid8/APe0tZRf8L8YbVnDvmew6xiv//tWooG2NwYVHbOu+B6uklXodEaiwW46j77Asdd+RjTQjqIayK68iqJlt/UrQhOPBuk6toGDT38Z7fiWPoDcudeTO++tHH3xW4S9jXjKLyRv/tswWnPQGaXdixBCiPRxIpd47GfnYTBrLL/sh+PyvrGwl2DHYQLthwl2HCHYVYOWiKLqTNhy5+LMW4gjfyH2vAUYzEPfLi/GhyTiSCIuRDpr3f8fDj37tQHjiqpn4Tv/gcVd0jcW6DjCzr+8Nel97DnzqLzqxxgs7pTv5Wt+nd0Pvjfpe8274fdYPGXoTkr8z5SmaTTveZCjL3076XzpeZ8jb/7bz2i7WaD9MDv/+rakc9PWfIb8Be8c1v1j4R6qnvgfeupeGzCn6Iwsetc/Mdlzadn3CEdeuGvANY78Rcy6/HsYrJ7e+DqO9sanJQbGd+6nCHbV4Ck7H1/zbiL+NlzFK3DkLcBkzx1yzEIIIcRYOpFLPHLPcuwZHpZc8I0JiSMRjxLqriXYfphAR29yHgt3A2DJKOs7Y+4sWDJqu+7EyMnWdCFE2or426jbcl/SOS0Ro+PwcxQufV/fWE/91pT38rXsIRb2pkzE4xH/oO/VvOcfFCz5ABZXwZDjP51Y2Evr/kdTzrfuf5SsmZdjON6PNOJvI9hZTbCzBounFKM1C4M1C70p9Zbt1qrHUs417vgTWRWXYLRlDznmaKg7aRIOoMUjBNoPoqh6jm38adJrvI07CPtb+hLx1qrHkibhAL7WA2SWraPq8U+jJWIAtOz9NyZHPnOu+SVmV9GQ4xZCCCHGWiIewzCBFc5VnQGrZzpWz3QyueSN7ezthwh0HKbr2Ks0v/5PoLdInLPwnN4icEXL5AH3BJBEXAiRtjQtTtjblHI+0HG4369PLnBmcuSTM/saTM4CIv5WWvc/OujKbzwaJNBxJOV8sPMo3sbtmGxZqPrRWRVX6F1tTzmv6oHes+lhXzMHnvwSBYveRSTQQuPOP5KIh8koO5/8he/E4ipOeo+wL/XvXyzUhZYkCe49J99KPBpE1ZkwWDPRGXoL3mnx2KA/UyzsIxELEQt1pbwm0H4Qe3YlWiIxYEv+ybJmXMLBJ77Ql4T3/UzeRqpf+T4VF9+F3iQtXYQQQqQJLZ5WrcYURcFoy8Zoy8ZdsgroXQQItB8i0HYAb+P2vgUBs7sEd/Eq3CWrcRadg24SFLqd7CQRF0KkLVVnwppZgb91f9J5Z/7i/r8uXApA3oJ3Ys+upHHXXwl2HsXkLCR/4btRBtlWrhosmN3TCPfUJ503u0vwt+0nY9q5o5aI681Ocue/FW/TzqTzufPeisHsJBGLUL/1AXLnXEv9lt/ib3vj96N5999oP/gk82/4XdIVYk/ZOtoPPpn0/va8RegM1n5j0WAnLfseoX7rb4lHfCiqnswZl1F0zi3ojHb0JjtGRx6RFA9I7DmzewvbKTrQ4kmvMVp7z6UrqoqreCUdR54bcI3BmkU00EEiHk56j87qV4gGOyQRF0IIkVb0hvQuLKo3OXAWLMZZ0PsdKhb2EWirwteyl/bDz9C0+2+oOhOu4uV4pl9IRtk6OV8+RsauDLAQQpwhg8VNycqPJp3Tm5wYHXmEfS0nXZ9F+cXfwGTP5dCzX8Pfuo9ELESw4zBHXriLln0PEY8Gk9/PaKPonFuSB6LoyCy/iKi/NWnV7zPhKlyKI3/RgHF77gJcxSsAiAY76KnfTCIe7peEAxjtubhLVtHdsI1ELDLgPo7jbU0GUHRMW/3Rfr1IE/EozXsf4tir9xCP+IDebfltVY9x+Lk76Tz6IpqmUXbeF5L+LFkz34TBmonB6iGz/OKk1+iMdiwZpX2/dpesQn98632/6wxWtEQ06T16aUR8LUQCHYNcI4QQQowvwyTr8KE32XEWLqVg8XuouOSblF/0dbIqryTc08jh5+5k6/2Xsv+xT9J++FkS8cE+l8VwSbE2pFibEOkq7G2itepxdAYLdVt+3bfd2Zo5g2nnforqV75P6ZrP4j6esAKEuuvY9fcb+xLJkymqnkXv+hdmV2HS94tFfLQffpbql79PIhoAQG9yMe3cT9J59CUKlr4PR+68Uf85I/5WvE27e89taRq5867Hkbeg7+x2qKee2k33Eo/46Tz6AgCq3kzpms+iKAqdNa+AopI75y1Ys2ZitGb2u3+op56aDT/pXXnW4tiyKild+3lsWbP6tpz3XtfIzr++re9nP9WsN91N/dbfMvOK7xPuqqVmw4/wte7DaMumYPF7yay4pO+9w95mWqsew+opQ0vEiUf9tO5/nJJVH8WeM6ffMYJAx1GOPH8X3qYdQO+xgmnnfha9ycreh29PGovRkUfR0puJRfwULHyX9F0XQggxYU7kEg/dvZCKxddRNONNEx3SqIiGuump30pP3WsEO6sxWDPJm/828ua/vd+DfDEysjVdCJGW4tEgta/9gtaq/+DIX0zpeZ9FVQ0oqp5QTx1aIk6w4wi+ltf7JeKxiC9pEg69q7thX1PSRFxLJNAZbHjKzseWOYNwTyMoClo8QuOeB8mZ9SYs7mlj8rMabdlkll/Yd35LZ+jfnks1WDBYs/q195p+/v/S/Po/8Tbu6BvrOPws7tK1lJ/fvy2Z2VlIxUVfJbr646DF0RntSXuIx6P+lEk49J7NDnubiId6cBYuofLqe0jEwiiKisGa1e8MvqbF8bfuo3bTL0BLYLRlU7L6E5jdJQOSZqunjFlvuptYuAstEUdvcqAzOoj4WnBPO4+umpcHxFK09Baa9zxI2NtIVsUlUv1VCCFEWjj1yNdkZjC7yCy/kMzyCwl119Nx9Hnqtvyahu1/oHDpB8hf+C7pV34GJBEXQqSlaLCDtoNPAOBt3I63cXu/+bJ1X8Roy8bsKuk3rg5S/AwYsLU84m/F37qflv3/QWewkDvnOkyuIvRmF6GuWjBamXHxHRgsmf1Wj8fCqQn4CUaLh8yydYR66mk/9DTWzBlEQ139kvATuqpfwtdyLZ6ydafc23raLweq3gSKmrKKucGSQTzqJxY53mM9yZZygIi/hX2PfIRQ97GTxlo59PSXmXXFD/BMPz/JvV0YLP3PoFkySig//39p3vcQTbv+SizUhTWzgoLFN9HTsK1vm36qc+RCCCHEeNOn+Cyf7MyuQgoWvZucyqtprXqcYxt/StuBJ5h5+XexuJMXjBWDk0RcCJGWtHh0QLXsk8WCnRhtOdhz5vQb15vdmF0l/ZLAvjmTq99KcdjXQtV/P4u/5fW+sdb9j5Iz9zpKVnwYd8nK3li0BBFfCz0NRwh7G7FlzcDkKOh3r7FmzZqJzmjDU34RrsJltOx7OOW1jbv+gqtwGTrj8J7KGywePGXnpyyepiViJKLBlAn4CYGOo0l//wFqNvwIe+68If/eGe3ZuIpXYrLnojNYCfXUUbf5XkLddUDvmXNVN7rn9oUQQoiR0unPzkT8BL3ZRf7Cd+Kedi71W37NngdvYs5b7sWWOWOiQ5t0JBEXQqQl1WDFaMsm4m9NOm/xlOOatmZA30ujLYsZl32Lvf++jXjU3zeuqAZmXvFdjNbec9ealqD94JP9kvATWl7/F9mzrsRgyUDTNPxtB9j38O3Ewj1911g9FVRe9SNMjvzR+HFPS2ewYM2soPTcTxOPBWna8/eU12qxCFqKiuWD0RttlK75DGFvI/7WfX3jBouH8gu+QvX6u3FPOxe9xTPofZKt1J8Q6q4lEQsRDXUTj/hRFBW9xT1omxSTLZuqxz9FLNg5YC5/wbswWMfvgYgQQggxmLN1RfxUFncJZWu/QM36H1L12KdZ+M6/p9zZJ5KTRFwIkZaMtmxKVn2MQ898dcCcLXcetqxZmJz5va2yTp3PnMGCt/+FzpqX8TbuwJo1i6zyizE68vrOJ0cDHTTt+UfK92/e/XfsufOIBtrY98hH+iXhAIGOQxx96XtUXHznuLTQioV9RIMdxKMBEtEg7pJzCaboe5458/IRF1ExOfKovOrHhHsa8LXs7f3ZFJXqDT/CmjmT0jWfxmAevKilyVGQck5nsJGIRzn038/hbdiKohrImvUmipfdmvKhhsmRx9xr7qVm40+Ih3oIdBwmHvGTM/sacuffgKqTjzIhhBDpQaebOv23dUYbRctu4/BzX6f59X9RsOjGiQ5pUpFvL0KItKQoChnTzqPikrs4tuEeIv6W40nblRQvv63fSnjE10Kop55g1zEs7hLMzkLMrkLyF7yDvPlv71dE7A0JErFQyvePRwOgJQh11/dVaz9VZ/VLREOdp03ENU0j4msm2H2MiK8Vq2c6RnsuRuvgK8t9P5+/ler1d9N+8GnMriJyZl+Dq+gc2g8+MWDHgMlZhLt45ZDum4rRmonRmonVU0402Eks4qXyTT/EYPWgH0JbFmfhEhSdsV9xuRNy591A3db78TZsBUBLRGnd9zA99VuYe+19mBy5A14TiwRQdHpcRcuJhbopXvkRjLYcDJYM6SMuhBAirehGuc1pujPac7DlzKOz+iVJxIdJEnEhRFqKR4NEQ10oioGKS76BzmhDZ7BhtOf028Yc7DrGvkc+Qtjb0DdmchQw+80/w+IuIRbqJhGPoOpNGMxvFAPTm1x4ys7vbRmWRNasK1F1RqLBwfpUa2ixwQuF9W5tr+pdVT8pobflzmPW5d8dsLV+4O9DiNpN99J+8CkAwr5mLJ4yjrz4Lcov+CodR1+k4+gLKIqKp/wiMqatQR2lrWE6o3XY58wBjLYcZl/1E/Y/9ol+DzucRctwFp6DAnTXvEIs3N03Z3IWEAm0gqKgNzn7CuPFIn7aDz7FkRe+CfR226zf8muchecw45K7QBJxIYQQaUSdQiviJxht2QTaDkx0GJOOJOJCiHGnaRrRQDualkBvtKE7ZZU1Hg3SWf0yB5/+334VvG3Zs5n1ph+gs/d+yEUDHRx44vP9knCAsLeBA098nvKLvs6R5+8i3FOPxTOd4hUfxpY1E73Jgao3kb/4PbQdeop42Nvv9RZPOY68hb3/f0Zpyp9DZ7QPiP1UEV/zgCQcwN+8h5oN91B+wf8OWs08Gmindf+j2PMWkD3zCvQmJ6pqxJ4zl32PfZKM0vMoOudmNC1B17ENxELdGCf4zLSqM2DNmknllT8i1F1LLNSNxVNGsKOaqv9+BqtnOoXnfICa9T9EZ7BRcfGdeJt2ceCJzxOPBsgoXUvR0psxu4qI+Jo58sJdA96jp34LLfsfpXDxTUl7iCfi0d6/Y4koit6M6XhPdiGEEGIsTbUVcYB4xIdO+ooPmyTiQohxFfG30XbwSZp2/YVYqAdn0TJKVtyO2V2CqjMev6Z1QBIO4G/dR+P2P1K8+mPodEaiwU4C7QeTvk+g/SARX0tf0TFv4w72PnQbFRffSWbFZag6PWZnEfNv+AP12x6g88hzKDojuXPeQs7ct2Cy5wBgtGbhKlpBd91rA96jaNmtGKyDJ3i9iWhX0rn2Q09TsuLD6FypE/F4NMD0C75CxNtI/bbfEQ20Yc+ZS/GK28ma+SbioW50RhvRUCf5C9+FPWdu0q34sVAPKOq4beWOhbrY+/DtGKwedAYLYV9L31Z1f+t+ipZ9EFAoPe+z1G2+r68VGUBb1WN0HHmeBW/9I+2Hnkl6f7OrhEBrFbFQN4ZTtvhH/K007PwTzXseJBENYnTkMW3VJ3AVrzzt+XYhhBDiTJz4LjNVaFqCQPtBMssvnuhQJh1JxIUQ4yYS6ODQM1/tl9R2Hn2Brpr1zL/hd9iyZwHQdWxDyl7WzXv/Rf6id6Nz5BKPBQd9v2RnlI++/D2cBUswOfJRFAWLu5jpaz9PdPkHURQFg8XTb4XVYMmg4qI7qNvya1r2P4IWj6A3uylafhtZFZeetlBYqqrvxwMkEU99Th16+393HHmezqMv9I15m3cT6q4jHvHTsOMPRANtWD0VlKz++IDXh33NdNWsp2X/o6iqntz5b8OZvwjjGK8Qx6MBoHfnQzTJfCzcg9lVjKYl+iXhJySiAeo2/wpn4dJ+45aMUkpWfpSwt5FA51E6ql/CVbQMk723EF802MmhZ++ku3ZD32si3iYOPvVFyi/8GtmVVyUt8CeEEEKMhuR1ac5e/tb9RAPtZFZcMtGhTDqSiAshxk24py7pyrKWiFK9/m5mXv49DGYnUX97ynskYqG+1lwGswsUNXnSrqioSbaHxcNeosGufhW6Vb2pbwU8GaM9m9I1n6ZgyU1o8TCq3oLRlp10S/SpLJ7pKed0Jgc6w+Bb2+NRf78kHCB/4bvoadhK24H/9o0FOg6x/z8fp+Lib5A183IURSXsbWLvIx8h1FXdd11Pw7bj56u/OaZ90HUGW+o/G3r/7KxZM+iu25TyHh3VL5G/+D19vzba85h27qc59MxX+3YZtLz+L1SDhTnX3Is9Zw4Rf2u/JPxkx179Ca7iFac9ly+EEEKI09M0jbb9j2HLrsSRv2iiw5l0ZFlACDFuOqtfGTCmN7kwu4rwNe8hHvEB4CpekfIetqzKvj6VBksmObOvSXpd1ozL6axZn3ROUYf/DFLVmzA7C7BklGE6qQ3a6ZhsOdiPnzc/VdE5t562B7av+dQ+5wquomX9kvCTVa+/m7C3CU1L0HrgiX5J+Ak99VvwtewdSvgjZrRmkjXzcgAUnRFX0XLc087DYM3Cnr8Ik7MQT9m6Qc/H6/Rm9EY7Zlcx0PsAombDjwZs9U9Eg1Q9/mkigXYC7YdS3i8a7Oj7OyaEEEKIM+Nt2Eag4xAlKz865XYCjAZZERdCjJuTC5tZPRUUnnMziViYaLAds6sEtN6q2JaMUqxZswi0VZ1yB4XSNZ/BYMk4fj8rxSs+hN7somnXX0nEQqh6M7nz34YtaxaHnvnKgBhMzsK+148Hg9XDzMu+xbFXf0L7oafREjH0JidFy24la+YVp93afmoxOL3FTbinIcXVEAt2Hi9ep9C67+GU1zXv+Qeu4uX9KtCPJp3RyrSVH8eRvxSjNYPu2o3Eo0GmnfspHLnzMLuKsHqmY8kopWXvv5PeI2fuWzDa85h9zS+o23wfZldRyt7p0UAb0UA7+sH+bBV1yp3dE0IIIcZCIhamec+DZJSuxV2yaqLDmZQkERdCjJuM0rUce/UerJ4Kild+hMPP3ZGypVfllT+kftsDtO57hEQshDVrJqVrPostu7LfPY3WLIqWf5DcuTeQiAVR9RYMFjfepl0oiop20tZoVW9mxiX/N6ZbspMx2XMpO/9LFC//EIl4BJ3BOuSt7facuSiqHi0RA0CLRU5bqT0e9hE1dADJt4VD73ay493AxoyqNxENtHL0hW/0jbXufxRbzjwqr/geRnsOJmcReQvfRdPOP/d7rcVTQe7c63uL6jnyKVv7+UFXu6F3G781oxSdwUY86h8wnzHtPPTm8XsII4QQQpyt2g4+RSzipXTNZyY6lElLEnEhxLgx2rKYtvqTGO25A5Jw6N/Sy2TPpXT1pyhcfBOaFkc1WDBaPEnvq9MZ0Tnz+405Chaz8J3/oK3qMfxtB7DnLSCr4hJMjrwz+hkigXa0eBRFZ8BozRzy6/QGK/pBqqOnYrBmUnHJXRx88ouARjzqR9WZ0BntSbdZ23Pn42+rInLsVbJmXUXdpl8mvW/u3Ov6enWPlbC3Men7+1v20LzvYYqWfgCD2UXR0lvImnE5za//i3jES/bMN2HLmdPv3L5Ob8Zg8aDqzf16k/dRdJhsOag6CxWXfIODT32p33Vm9zSKlt2StG6AEEIIIYYuHgnQcfgZ8ua/HbOraKLDmbQkERdCjBu9yUH2nGvxNe3ul4QbbTkY7blEAq3HW3rdjs5lRdUbR5w463RGLO4SilfcTiIeRdUZzij2aLCL7vrN1G78OaHuY5hdxRSv+DCuouUYLO4zujdAIh4h4m8n4m8BwGTPwWDNRGcwkzFtDYve9SBtB58i1FOHorcw8/Lvsv8/n0BLvFGT3GDNpHjZbRx69msk4lEWvO2PtO5/lHBPfb/3sucuwJE3/4xjPp2W/Y+mnGve8w9yZl/T+3NaXBgsLuw5c0BLpNwpYLBlUbz8dmo2/HDAXP7Cd6K3egh311G/7QFmXPp/hHvqifhbsWZWoCUSVD3xeeZd+ytMzoJR+xmFEEKIqaanYSuJeISCRe+e6FAmNUnEhRDjymBy9CXhZlcRJSs/RizcTbDrGGZnEQZrJolE6i3VI3GmSXg8+v/t3Xd4HNXVwOHfzPZdbZNWXbLk3ju4YDDFxjbF9FBDgCQQwJDQEloSShJKSOALBEIKYAKE3nsztgEXXHHvRZasXrZo++58f8heey3JBduSy3mfRw/W3Jk7Z64XyWdui1Cz8h3KZj+ROhb2bmHtZ3dSPGoKBYMv26+e1ni0mcZNM9kw/U8kYy1bsql6M91Ouht31xPRG21Y3KUUj7gmdU0yEWPAec/QWPYtUX8VVk8vjLZsNsx8mFiogYzcgehMDvqf8y/q131O7eoPUVQ9eQMvxFU86qBvXwYQD3vbLUtEm9l1bLyiKKC0P1xfpzOS3fdMDDYPW+Y+RcRXgdGWQ+ExPyez28noDVa83i0Eqpaw+qNbMDmKMJid1Kx8L/WZi0ebkT5xIYQQ4ocL1q/H5unTIf+WOJJJIi6E6HCWzG4YbTl0PeF21k27l1hwx3ZlepOTfmc/1YnRtRYL1bHlu3+2WVY+7994ek7CvB+9rGFvGes+/23asWQ8zLovfsfAH73Q0lO8C1VnQG920lQ2B73Rhm/rQsLeLanyLqOmYDA7wOwgf8hlZPc5ExQFg9n1g+OMhZpIJiIoih6jbc/D8rN6nErdmo/aLHMWj0ZvzNjnGAxmF9m9JuEsPBYtGQVVj9HqSa3WatxpFfqIr5yIr3zHxYp60IfjCyGEEEe6ZCKC3mTv7DAOe7J9mRCiw5lsORSPuoFNs/4vLQkHiEe8rP74NqLNtR0ak6YliQRqCPu2trp3LNSIlojudETBWTSC/MGX4uk1idhuen73JBELUbHw+XbLKxY+TyLWxpxowGTPo/T4Wwg1bU4l4TpjBt3H3Zu2qJ2iqBgs7h+chMcjAbwVC1j14a9Y9OI5LH/7Z9Ssep9oqGG319my+2DJ7NHquKoztUw/2MOic7tjtGVhsudjsmWnbZlitOdjbGef8Mxup2Cw7P28fiGEEGJfGBKdHUHHMGXkEahdSTIe6exQDmvSIy6E6HAGaya2rB6EGta3WR7xVxJtriUeCaCoOvRmJwaz86DFEw02UL/2UyoWPkcsWI/JXkDxyOtxlYzGYHalDW23ZHan9Lib8FZ8h79yCXqLm2S0mVjY+4NiTMYjhJs2t1sebtpMMh5qsydXUfXYcwcw4LxntvVWR9GbHOgMlt3uz70vNE3DWz6XNZ/8ZkdM3i2s//Je8gZeRPHIKehNbSfUpowc+k5+nMolr1Cz/C0SsRDukuPoMupGzK6SAxJf2/f8Oyvfm5Kabw+QkTeY0uNvQWc8MO0ihBBC7MrT9nvzI46zyyjq1n5M5fcvUTj8p50dzmFLEnEhRKfQtN2/No74K1nz6R2gJbHnD6HbSb/Fmtn1gMcRjwYon/8M1Utf2eneW1n3xW8pGXMLeQMvRGe0Y7TnkYyGKD3uJtZ8fheJiD91fuPG6RQdew35gy/d56FaOoMFm6c3wbo1bZbbPL33mFSrBivxpjI2f/sozbWr0Juc5A/9MTl9ztrvrdqizTVsnPnnVsfNzmIcBcPwls8l2LAea1ZPMrJ7Y8zIS+uhNmXk0mXk9eQPugQ0DZ3Rht7UMiQ9FvaiJWOoegskW1bG39/5/ADWzG4MuOB5Iv6txJrrMDuLMdqyMVjbXnVfCCGEOBBM8c6OoGOYMnLJ6nEqW+Y+TUbOAJzFIzo7pMOSJOJCiE6hNztRdMZdhnxvo+hQdSbYtge4v3Ixy9/+OQPOfw5VZ0TVmTBYD8x+0LFQI9XLXmuzbMt3T+PqchwVi56n6wm/wV+9jK2LX0hLwrcrn/cvPD0ntkrEE9Eg0WAdvq0LSESDOAuPwZiRm1ppXdWbKBjyY2pXfwS7vpxQdBQMvXyPC8H5Kxez6oNfpr6PR7xsmfMk/sql9Bj3ewyWH95W8YiPWLAu7ZgxI4/SE37N+i/vJbbT8HS92UW/c/6JLSt9OLqqM6RtRRYLNuDbupCti/5LPOLFUTAcT+8zCFSvILPbWEz2QlTd/v16MmXkpN1TCCGEONhUWkaS7fxC+kiV0/ccIr6trProZvqc8RjOIknG95XMERdCHHSRQDX1G75i/Vd/pHz+M4QaN6E3OigcekWb5+f0mUzDphlpx+LhJurXfc7qT37Nivevp2nLXOJtJMT7KuqvSiX8u0rGgoQaN1C36v2WRdm6j8dbPq/durzl36XHHG2mbu0nLH7pPDZ89Uc2f/soS167lA3T/0R0p+TW5Cim75l/w7DTQmMGq4c+Z/wfJsfu9+eMNte12WMN0LR5JtHA/s21V9TWCXHBkB+z6ZtH05JwaPk7WvPxrbud3x8LNbHp28dY8+ntBGqWE/aWU7PyXVZ9+CusWV1Z8c61NNet2q+YhRBCiM4Sr1rd2SF0CEXVUXTsL7Bmdmfl+7+kbu1nnR3SYUcScSHEQRX2bWX521ez5uPbqFnxNlvmPsXi/11AU9kscgdcQNcT70wloHqzi8Jjfk5Gbn9qlr/dqq5AzXIsrlKCdWtY+d71NG2ehdZOEr0n0ea6lhcCFjcFw36K1dMbtY0h4NsT0ebalYR9Fey65dbOtGR6j3bEX8mG6X9qdU3Dhmk0bPgKTWs5rjOYcBaPYuCPXmDQRf9j0IX/Y+CPXsDVZfQeV/lORAPpK4Pvwl+9ZLfX74nB7Ma2y6rtJkc+4aZNbZ4f9pYTCzW2W180UN3mSurJWIiti1/E02sS66fdRzS4+4XghBBCiENRcN7LaO0ssnqkUfVGikddj6NgGGs/u5OKhc+n/m0j9kyGpgshDppELMjmWY8T8VXsUqKx9ovfMeTSN3EWjcRoy0ZLxDDYsqle8Q4V8//TZn1Gq4dIoDr1/aZv/4q9YAimdlbJbjumEP6qJWyc8eC2lcYVnF1G0f2ku4kG64mHGiib+w9iwTqsnl6EGjelrg3Wr8GeNxh/1fdt1r3rsKzale+1G8fWRS+S2fXk1BxuRVF+0HBqRTVgzx9CTt+z0RmsaGg0rJ9Gw4ZpaMk4epNjn+rblcHiose4+1j+9tWpvbi1xO4nwe1uFdXGzV+3W+Yrn0de/wtahqyHvRhlTrcQQojDSMCsx97ciP/Lx8k46XpU875v03m4UVQ9BcOvwmDNomz240Sbayg9/lYURfp790QScSHEQRMLNdGwYVrbhVoC39YFVH7/MqGGdQBYM3uQ3fcs6tq8QMFdegKrP75tR/3B+pb52vuQiAfr17HyvSns6KXW8JbNZlXdWrqOvZ2KhVPpMe5eNn7zF0qOu4n1X96TurZ6+dt0P/m3rPn0DpLx9LfdOf0vwGDL3vF4WpKIvxIAi7srVk8vEtEg3vK5aIko8VDjD+7N35mqN5LZfRxlc/5OLFiPqjfj6TmJnhMeYN2X95KR23+/72Fxd2XQj16gqfw7vOXfYczIRVH1aMnWCbmi6tGbHTTXrSWZiGAwuzFYM9EZLNvKd7MYW9ov7b1/o55MxIkFa0lEm1H1ZgyWTFkdXQghRIeLqwqWoecS/v5dfB/cj3XExRiKhx7xc8YVRSGn39noLS6qvn+ZZDxKt5PuOuKfe39JIi6EOGi0ZLz1AmQ7iQZqUVRd6vtgwzoUVYen9xnUrf4wdVxR9ZSMuZm6tZ+2Sv52m9jtIhb2snn247SV5MWCdUT8W1FUHVvm/oM+Zz6Or3xB2nznWLCO8vnP0Pu0v1C/YRq+8vkYLG4Khl2JPW8ABvOO3mdFUcnqNQlPr0lE/FX4KxdhtHnoNfEhmjbPIuLfiqq3EPZtJRH1o+rM6C2ufdoCTUsmqN8wjc3f/DV1LBkPU7PyHcL+Cvqf88+0eeftiUcCoCjo29nXW1EUTI4CcvudQ26/c0jEQuQPuZytC59rdW7ugB9Rs/L9VJmi6skbfAmFQ36CwZqJu+R4ymY/3uZ93CXH462Yj9nZBb1p79ohFmqkZuW7VCx4jkQ0AIqOzO6nUDrm5n0aKSGEEELsLwUFnasAy8gfE1n5Jc0z/okuqxTzgNMwFA1CUY/sXuLMrieiqnq2LvovZke+bG22B5KICyEOGp3RhsXdlVDjxjbLM3L7sXXR1LRjm77+C/lDLqP/uf8m4q9E0ZnQ6c1UL3+Txk0zd7l+EPptq4/vjWQ8TKBqabvlgZoVWNzdWoZ1xyO4S0bjKDwGX8X8HedULyVQt5ouI6egjUii6vTtDv+2ZfVkxXvXtSwIt03NircpHnEt+UMuo3rZa1QseDbVu27PH0aPcfdgdu5+gbbtos21bJn7jzbLfOXzUFQ9ut2suB4JVOPdMpeale+2JMwDfoQ9fzDGnXr226IzWCgYfClGm4eK+c8QCzWgt7gpHHoFOrOTDdPuT52rJeNULnoBo8VD/uBLMNqyKRh2JVsXTk2rU29xkzfwQtZ+dje9T/8rRlvWHp8/mYhTs/I9ymY/seOglqBh3edE/ZX0Pv0xGd4uhBCiA7X0AKtmO5ah5xCv30x0wxyaZ/wDxerC1G00xtJjUV0FR2xvsatkDNHmWsrm/gNXyfHYPL06O6RDliTiQoiDxmjNouvY21nx7nXs2gvtKDoWRWckf/ClVCx4dqcSjcrFLwIqpWN+RTIRx1cxn6ayWWnXGyyZ9Bh3zz71ICuKDoMtKy0x3jXe5rq1QMviYcbMbvSc8ABh7xYaNk5Hb7ST2e0kjLacPe4XnoiF2PLd023ea8t3T+Pschxbvns6bcV2f+VCVr4/hf7n/ictGY74q/BVLsZbNgezqwtZPcZhtOWSiAba3Eptu1Dj5nZ/AUYC1ax8/0ZCDetTx3wV83EUHkPPU/+4x2TcYM0kb+CFZHY7BS0RQdEZifirWf7WVW2eX7HwObJ6noopI5eCIZfjLjmeyu9fJhZqwF0yBlfpCUSb6xhwwVSM9rzd3nu7WLB2l8/ODoHqZUQD1ZKICyGE6Di75Nb6rBL0WSUkfNXEypcSXvUV4WUfo9qzMRQNxlA4AH1ODxTd3o/uOxxk95mMb+tCyuc/S+9JD3V2OIcsScSFEAdVRu4A+p/7LzbPfoJA1VIMFjfZfc/C5unFqvdvpOS4X5GR059AzfK067J7nwaAqtNjLxzGkEvfoGHjTEKNG3AUHoMjfwgme/4+xWKwZlE49Eo2zmzrl4KCs2gklUte3TbPuSXBN1qzMFqzcOQP2ad7xcNNNKz/st3yps3fYMvq1WqrrrC3nFBTWSoRDjWVsfztq9P28t7y3dP0nvRnrJ6etPzWb3s+dXv7h2takmDdOnL6TCbaXEvdmo9TW5H5Kubjr15GVreT9/iMiqKmLS5Xt7r1aujbxcNNqUXcDBYXevNgDLZsGtZPo3HTTMrm/B2rpxfdTrp7r/9eE7Fgy3D0doQaN5GR03ev6hJCCCH2l7JrJr6NzpGLrl8uWp+TSdRvJl67juiGOURWfgE6A/rsHujzeqHP6YneU3rYJ+aKqsPVZTR1az5B05KycFs7JBEXQhxUWjJBPBLAVTSS/MGXkog2U7fmk9TQ5K2LX6DomJ+nJeLFo6Zg2qlXVKczoulteIpGE7cVg06HmtBIJqKoOuOOe2nabod6KYpCZvdT8G1dRP26T3ccV/WUHn8rtas/AC1BTv8L0e+mJzURD4OmpRYga/u5k20uZpaqIxZC0bX9IzhYtwZn4XDiER8bZjyYloS3VJ5gzWd3MuSS13GXHk/jptYrketNzjaHuMejQUING6ha9hqhhg2YnIWUnnAb/qqlVC15GYDqZW/gKh612+driyWrR7tlerMLdadh8hHfVpa+eimJWHPacy9/6+cMuvhlrO6ue7yfqjOBomt3HQLjPq5AL4QQQhxMiqpDn90NfXY3NE0jGagjUb+ZROMWwss+gfi7oOrQZXZpOc/TFV1WV9SMrMNuKLvRlkMyHiYRCaA3798OLkeqQzoRf/DBB3nrrbdYtWoVFouF4447jocffpjevXunzgmHw9x666288sorRCIRJk6cyFNPPUVurizSI8ShIJmI4q/8vtVc8O2igWpsOf3I6XceerMDT6/TMGXkpg39jvtrCSz7ANVoIxltJrjyM2L1m8i54DFMxcNIBhsJV3xPcPVX6Owe7AMno3PkozO3Hj6+fbh80TE/xVf5PYqqw2j1ULXsDXxb51M4/KfkDvgRSV8NTaunEfdXY+1+PMbc3iR1OiL+SkING0gmYhht2diye7e5KJiqN5GRO4BA9bI2n9ueN4jq5W+0WWZ2FpNMxIkGavCVf9fmOVoiSrBhPaUn3tnSi77TPHydMYM+k59olYhqyQTeLXNY88mvU8ci/q34yufRZdQNuEvH0rhpJpqWgB+wD6gtqyd6i5t4G/uIFwy7EuO2heO0ZILa1R+mJeE7YoyxdeF/6Xri7ej0u99D3WDNJKvHqdSv/aR1mSUTs2Pv5toLIYQQB8beJ8uKoqCzZ6OzZ0PpMWhakqS/lkTTVpLerUQ3zSeysmVknWK0ocvqgj6rBF1mCbrMYtQMzyGdnMcjflBU1H18qX80OaQT8RkzZjBlyhSOPfZY4vE4d911FxMmTGDFihXYbC2r+9588818+OGHvP766zidTm644QbOO+88vv32206OXggBgKLuds6varBiMLvofvLdbZYnoiHi3q1Eq1YQ3rIYncVJxsDJqBYn1W/dSuGV/6P69V8SbypPXeOf9z8yx91GxqDJqKYde3jGm+shGUfVm7Fm9cCa1YNkPEo0WEfJcb9E1ZvR6cyE131N/cd/YPuQ78CiN8g85wFw5NC4aQZNm2ej6k1k9ZyAlowBpCXjibCfyMa5FA+9ilWf3d6qZ9xVMgZVZyQZC7V6Xr3JiTWrBxFfyxD13YlHApgzcul39tOEfeU016zE5CjE5unZssXYLkPBos21bJj+pzbrKp//H3qe+icaN80kt9+5P2j7L5M9j4EX/Jct3z29bZi6hqLqyR14Edm9z0itkJ+IhfC284IBwF+5iFiwkbiqQ9Wb2l0HQGewUnLcL4n4qwhULU4dN1iz6Dv575js8kJWCCFEB9qPxFhR1JYh7I5cYCgAyWiQpLeKpK+ahK+ayNpv0CLbXj4bzOjcxegzu6DLLEbnLkLnzG93tF1Ha65bjc3TB/UwH2Z/MB0af1Pt+OST9F6OqVOnkpOTw4IFCxg7dixer5dnnnmG//3vf5xyyikAPPfcc/Tt25c5c+YwatSoNuuNRCJEIpHU9z6f7+A9hBBHOaPFhT1vEKrB0mbimdv/fAzW9lfIjtdvpPrla9ESUQCSwQYapz+OpccJuEb/jNDG2W3+0mn48i+Yu43GaMog0dxIaPNcvN/+m7ivCmNOb1wnXIveVQiAXtWjOopI+KuJN6xLS8IBdBnZ6DxdWfXBL9O2MwvULMeeP5TikddhtHpSiWa8qYL6D36PqXQk/Sb9lYplr+OvXITe4iKnz2RMziISsSDurifSuHHGjrayZdPnzMfRmZ2UTX8SR8FQTPb81H7ku9o+/9lo82C0efY4jz0ebiIebmqzLBkPk0xEseUMwJ4/dLf1tLo2ESPir6RuzccEalZiy+nL4ItfJZlMoDda0Vsz0Rt2JPaqzoDR1v6wcYM1i4aN0ymf90/MzmKKR1xLRu6ANhNyU0YufU5/hGigllDTZgw2D2ZHoWxdJoQQ4qDpqFxCNVpRs7tBdrfUsWSkmaS/ZttXLdGyhWirtq1Jo6iozryW5NxdtO2rGNWc0c4dDo542EegagldRt3Qofc93BzSifiuvF4vAJmZLXM3FyxYQCwWY/z48alz+vTpQ5cuXZg9e3a7ifiDDz7Ifffdd/ADFkIALXN1e0/8M2s+vyttlW9XyRjyB1/S7tvSRMhLwxd/SSXhOwut+xr7oHMIb12K2s4K5qF1X6PP8OCdOxXfdy+mjkcqvqf6levIOu13BL5/m2jNWrLPexT/glcxFfRj18XP7CMvp3r5W2lJ+Hb+ykVE/FVEHfWosTDxQB2Bpe+13GfTXGKVy8kd8WOKjvkZgZpl1K39lED1MhRVT/6Qy8ntfx6alsRgycRoy8GUkUO0uRZv+VyCDesoOvYa1k9r/fPK0+t0DNYs4hE/iWjLEG+DxZ02D7uVPSyWojc76X3aI2kLsO2JpiUJVC1lxXvXp0YHNG3+mq0Lp9LvrKcweXq2Gjqn6k3kD7mM+nWftVlnTp/JbJn3bxQUHPlDiIUaCdavx5bTH72h9fMZLJkYLJnYsnu3UZsQQghxYLWfSxz8oeKqyYZq6gqeHWupaPEoyUBdy9B2f03LtmmbF0Ci5feyYnFu6z0vTvWeq/bsg7aIWv36z1F0BrL7nnVQ6j9SHDaJeDKZ5KabbmLMmDEMGDAAgKqqKoxGIy6XK+3c3Nxcqqra3p4I4M477+SWW25Jfe/z+SguLj4ocQshwGhxo+QMYOD5zxNq2kw84sOW1ROD1bPb/aKTkQCRiu/bLQ9XfI+5y7FEa9dhH34RWjRIcO0MkmFf6vpEcwO+715q8/qmmU/hPumX1H/6IFo0QDLUSDLSet6yLrMLDcuebzeOxk0zyHD3oPK5y7APOY+ErzrtGdAbWT/9D4QaNqSOa8k4Wxc+x9aFCqUn3EZm6dgdFSoqOqOdYN0avBXz6TnxISoXv0igZiVGm4e8gRfi6X0GseY6Ns96jKayOSg6A56ekyg69mrMjoI249SbXRhtOUSba1o/ozEDkz2/3ZXW2xNtrmXNZ3ekkvDU8yWirPn0Dgb+6IU2E3uLq4SS425m8+y/pW3hltv/fGKhRizuruQPuojKJa9Svfwt9GYX+YMvwdNzEkabZ59iFEIIIQ6kQy2XUPRGdK4CdK4CtndtaFoSLegl4a8hGagl6a8lsvZrtMi23Ub0ppZF4TK7oNu2zZrqyNnv5DwWbKBhw1cUDP3JPm0xezQ6bBLxKVOmsGzZMr755pv9rstkMmEy7abXSAhxwBksDgwWBxZ3yV5foyjKblfFVgwWDJnFmHJ7EylfjGpxkjXhDqJ1G/DO+g/WvhOI1m+kve29Es31KAYzqsVB3F9NtH4jjmMva3VeMtjI7t5yK4pKdNN3gEa0fiPmwsGEN++YA62z5xD2lrdztYa/cgn5gy5OHTFasygYcikbpj9A3eoP8VXMJ6fv2eQPvpR42Ie9YBjJaDNL3/gJyXi4pZZElNpV7+Gt+I7+Zz2N2dX6HwRGWzY9Tv0jK9+7Pn3euqJSMuZmNsx8GFfhseT0O3uvE/JYqJFYsL7tsmAdsVBDm4m43mQnp/+5uLudSKBqKVoyji27LzUr3qZq2et0PeE3rP74tlSc0UAVm799jKYt39Fz3L0YZH9wIYQQnaS9XOJQWjtNUVQUmxvV5gZ2jBhLRoMtw9p9LcPbo5sX7BjabjC37H3u6YY+uzu67G6oJtte31PTNCqXvILe5KBw6BUH+ImOPIdFIn7DDTfwwQcfMHPmTIqKdqyCm5eXRzQapampKa1XvLq6mry89heHEkIcOpLxKPGoH0U1YNhlewvV4sLS6yRCq9vej9vW62SqX7+JeMOm1LHg6mk4Rv+U/CteILJ1adqiY4rRCoq6420wLfO/jfkD0Ntz0SIBEsF6TIWD03riQ6un4el1GpWLX2gzjuw+k/G99wcAIlsW4hx1JeqiN0huG4af8G7F4i4lWLemzevteQNbHXOXnoizywy8Zd8SDVRTPu9fABQe83MMlkw2f/toKgnfWdRfRcOmr/H0PDW1F3nq+RUFe95ABl/8GtUr3mxZ3M1ZRFb3cdSsfA/fljn4tsxB1RvJG3hRas77biXbfkmynbabcr3Rht5ow+JseWnQXLeGqqWvUjziOioWPNvm9m/esm+JBColERdCCHEIOoQy8XaoRitqVilklaaOabEwCV81SW8VCV8VkTUzCC/7uOV8Zz6G3F7o83qjz+uz28TcWzaLQNX39Jr0CDrj3ifwR6tDOhHXNI0bb7yRt99+m+nTp9O1a/q+ssOHD8dgMPDll19y/vnnA7B69WrKysoYPXp0Z4QshNhLWjJO2LeVyu9fxrtlNnqzi4JhV2DPG4xxW5KlGq1knnQjVRXfkwik76XtOuFaQmUL0pJwABQVc9Fgat+9k3hTOdnnPoKlx4nYB51FMtqMlkygs7oJLPuQeGMZ0apV6DOy0LuLMXcZTuNXT+CZfD+R8gEEln5AMuxDC/vJ63cuDeu/JOLfmh5H6Vh0wQDJneaPN05/HM9Zf8I7+1ki5YsJLf+U4lOuY/XHt7VqB9VgwVk0gkQsTDzciKZp6Iw2jDYPPcfdS9hXQcOGr1ANFrK6nYIxI5t42E/Tltnttq23fC6uohHozW7UXRayU3VGLO4ScvqcTXUiTrS5ltUf3ZY2tLx83n/I7HZK2l7u0LJ/uqLqUdUddRosmah6c5svBVSDBYNl7xNmg8WFMSMPi7uULd/9o93zmsrmkJHTf6/rFUIIITrCoZ+Gt03Z1hNOVsuoRU3T0EJeEk1bSTSVEy1fQmTNDEBBl1WCoWgQhuLB6FyFqXVggg0bqFzyMtl9ziKr+ymd+DSHD0XTfsBmsR3k+uuv53//+x/vvvtu2t7hTqcTi6VlT7rrrruOjz76iKlTp+JwOLjxxhsBmDVr1l7fx+fz4XQ68Xq9OByy4bwQHaG5fh3L3riiVQKX3fdsSkb/CoPFiZaIE29ugFiQ0OZ5hNZ9jZqRhbXHieisbqpe+nna/GIAS/cT0LsK8S94BQDn8b9A78ij4bOH0bbfS9XjHH0V1h5jqXnrVhL+GnT2XHIvfIK6j+4jWrkCc9dRZPSbiM5RgN5diMGRR8RfRcPGGdSt+RhVbyZv4IVk5A7A99UTNC//KC0OQ04v3CfegC4jG8VgoqlmGdFAFRULp5KMBQEwOQrpeuId6I12qpa+Rv26z9CScex5Qyg94TasWd1Rdca0esO+rXgr5rF1wVTC3ra3N/P0Og29OZP8QRdhdha2eU718rfa3coMYPAlb2DNbHn5GfFX0bRlDvXrvsBgdpI38ELMrlIMFieJRJTaFe+yceZDreroduJdZPc9a5+2LvFXLSHaXMvaz+5qs0ccoPSE35A/6CIAooFaoqF6krEQJnsBerMDnexZKoQQogNtzyVm/eV4ep50bWeHc1Akw34S9ZtJ1G8iXr8J4lFURy7GriNJeorYsmgqtqwe9Dv76d0vHCtSDuke8X/8o6VH5KSTTko7/txzz3HllVcC8Nhjj6GqKueffz6RSISJEyfy1FNPdXCkQoh9EQ/72PT1I232otaufJf8QZegakkCS9+nadYzaJEAxty+2PpPwlw6ikRzPVo80ioJB7B0Ow7v7GcBUPRmTHl9qHnj5vSTknG83/4bo6cbJFvqSPiraV79Je6Tb0KLBlBNdlSrG709B3Xb8HZF1aEzZuAqGUMi2kzj5m8wWT04T7iW0IbZJEONABjzB+Aa8zOaZDtZhQAAO9VJREFUvn6aaNUKMo69hBrvSnRGGz1OuWdbXXqiwTq0RII1n91B1L9jgUl/1WKWvXklAy98EVtWz9TxWKiRtZ/dBVqSnP7nUjbrb222b2bXk1g37T7i4Ua6nXQ3OoO51Tkme9sLugEoOmPql2jYt5Xl71ydFl/d2k/IH/oTCoddic5gxd3tZMyuYrbM/Qfhpi2YXV0oHnU9GT9g/1Bbdj8M1loyu53S7qrqri6j0DSNYP1aVn14M/a8gWT3OZPaVe+TTMZwdxmD2Vkkw9eFEEKIA0Q121ELB2AoHICWjJOoLyNWtYrw0g/RkgkyM1wUjb5VkvB9cEgn4nvTWW82m3nyySd58sknOyAiIcSBEI/68VXMb7e8qexbnJZ8Gr/akWhGq1cSrV6JIbsH9mEXYnB3wdr7FIKrp6VfrKipecnWnmNpXtl2MgfgX/Qmtn4T8c1rWVU9uGYaaEm83/4b+5DzsfQ6Bb27mGQsTDwaYO3nv20Vd93qj+h32mPk/fgZat+8hVjjFtwnXEvN27ehxVpeNMTry8jI7UXlstdo2vxt6lqLuys5/c5JS3K305Jxtsx9mp7j70/Ns4qFGglULwWgYOgVOItH4d0yB1Bwdx2Lp8cEDFYPKAr2vEHUr/uM4pHXojO07hW3uEvRm11t7iue0+csjNYskvEwFQuebTO+UP06ooFqqle8TXPtKux5Q+g+7j5UvQmdwfqDV0pVdXrMjny6jL6RQPXSVnuodx17Owarh2igiuXvXIO75Hhs2X1Y9cFNbF+Ur2L+f3AUjqDnqfe3micvhBBCiP2jqHq0DDd+NUzYmMDl7IbJ30T1C1fhGH4xrhOnoLbRCSDSHdKJuBDiSKVs+2r7ZZuiqPgXvdVmWax2HTqzA++cqbhOvIHQhlmphBcgvHke1t6nEFj0Bqoti2jVynajiHsrsXTbsZ6EojOhs7hgW2SqOQPfrGeJVK/CfMwFbb480JIxtix6jq4jppD742fQos34F7yaHtPG2WSNeJzqVe+ljQKweXrjr1zcbny+ivnEo4FUIh7faQ/2tZ/fTf/znyV/yI9RVQNNZbPYMP0BErFm9CYnuQN/RGbpWLRErM26jRm59Dv7H6x8/0ZiwR3z753Fx1F47M9Q9SYi/mpqV3/Y6lqrpzee3qez9PXLU8PHA1VLqFz8Ar1OewR3yQntPtPeMjsK6H/uf/BXfk/Dxq8w2LLJ7n06BnMmeqONprLZJKJBPD0nserDX7VcpKg48oegMzkINW6kZtX7FA69Yu8WnRNCCCHEHsVDTXjLvyNQsxy92UXR6CnY8wahJWIE10zDt+h1wmXzyb3o7+h2s0WtkERcCNEJ9CYH7tLjadz0dZvlzuJR1H7e/iiXWGMZcV8lyWADOef9lcDyj4lsWYRqcWLteyqm/P5YSkehWpyg6IiUL26zHmNOT2KNO7YVy+h/GqgquRc9CToD1S9fixYLtSziVj633Xh8WxeQiAVR9SY0RSG8ZWH6CVoS/9f/pvf4P7Fp7t8JNW4EaOk9Nma0W6/e7ERRdDt9v2MNCy0ZY9V7N9L37KepXPw8dWs+TpXFI14q5v+HvEGX4O4+rs26FUXBmtWTgT/6LxF/FfFQI2ZnMQZrFoZtLyNAa3Oedv6gS9j87f+1Uaax/st7GXzxq60WevshdEYrik6PohoJN25k2RtXYbLn0nPCg8TDTTjyh+Dd9nIks9sp5PQ7B2/5PGLBOvIGXIDJUUQs1Nhq3/FELEQyEUVnsO7z0HkhhBCiXYfS/mUHkKYlCTVuIlC1lFDDenSmDHL7n4e760mptWwUnQFb34kY8/rRNOMJql+7kbzLn5Oh6rshibgQosPFwo0UDP0J/solxCPetLKCYVehN9h2+8tMl5GNFgtjcBejJeO4T/olWiLWshibphGr30TjjCeIN5aT+6O/EVj0Olo8gmpxYcgqJRltJla7nozB51D73t0AmIqGoJozqPvgHjJPvR3/4jfRYiEAMgafSyywud14lO0LqikKit6ILiMHSO+Jj1Z8T/Lzx+h24vUoGZmoJjsGWxaxYCPVy99os978QZdgsO54m2ywZO40HB3ikSZIRqlb80mb11cvf5P8wZe0H7eiYMrIxZSR2+5z9Z38dxIRP6GmzVQvf4tooAq9KSOtF31niWiAaLDugCTigZqVrPnkN2nHwt5ylr9zDQPOe47mujXEw024Ssbg6jKKVR/elFo3oG7Nxxht2fQ9++lUIh4L+wg1bqBi4X+JNVfjKDyG3P7nY3YUoKjy61AIIYTYTtM0ooEqmmtXE6xbTSLajMlRSP6QH+MsHtlqMdntDO5iXCfeSMNnD+Gd9Szusdd1cOSHD/mXhxCiQ0X8lSx/62fojHZ6nPoHfFsX4q9cjN7sIn/QRVizeqPTm8gYOJnA4tbD01WLC9VgxtLjeHSOXBRVR7R2PfWf/Ilo5XIAjHl9yTz5V3jnTKVp9rN4zn4ILRoELUmkagU6qxvLGfcRq92IpeRYLD1OAC1J/ScPAqCzZxOrXZeqK9FcjzN7AOWtomnh6X4qepMjNR/KOfInhNbNaHVevKkcNRHH+8XfyL3gUfS2bFS9mZLjbmbzrMfSznUWjcDsKiEWrE8lkgazk+6n/J6NMx6mcdNMFFVH2FtOe0P8tUSUeNgHjrZXTt+dUNNmNn3zV5o2zwI0bNl96XrCr6lc8sqe1+9oYxG9fRULe9kyp+1REclYiKYtc8jqMYGItwyD1cOaT37d6r7R5lo2f/0Xek58EBSVmuVvUTbniVR5c+0qqpe9Qf/zniEju89+xyyEEEIczrRknLC3nFDDeoING0hE/OhNdpxFI3B2GY3F1YW92aTN4C7G2nscvnkv4jj2UnSWH7ZuzJFOEnEhRIfyln9HLFhPLFjPqg9+iaPwGGzZfUnGglQtfZPup/wW1WDGNeZq4k0VhDftGBKuWjPxnP57fAvfIGvCb1D1JmINZVS9+NO0OdnRqpXUvnsXOef9heq3bkPVG2n8+mmiNatT5zR9/U+yz34A++irqHv7NyT81TuC3Cmhyxh0Dt45z2HudhxFw35K+cJn057H7Cwif8CPMNh39CobPN1wjZ1C08yn2JEkKziOvYRY4xZco65Ab88BQG+y4yoZgyWzFH/lEpLxMPa8QUT8laz+6BZKxtxE3sCLUvt0mjJy6TH+fmKhBhLRZrQ9JL0/ZEhY2LeVZW/9jPi2VeABmmtXsubT2+lz5hPoTRntLvSm6s0HZIG0ZDxMsHFDu+WBqiW4S8eSjAaIBqrb3eqsacsc4qEmNDTK5vy9zfts+OqP9J38952G5AshhBBHPk3TiIcaCTdtJtS4ibC3HC0ZQ29x4yw8BnvB0JbdWxR1n+u29RlPcM00/AtfxzXm5wch+sOfJOJCiA6jJZOt5oX7KuanFkHTGTNIxILoTXb09hyyz/oTcX8tsfqNqAYzit5EIuQlo/+klsXaTrgO/+K30pLw1L3iYZpXfYH7hOtoXvFJWhLeckKC2nfvIv+K53GOvoqGz3bsg50MedE58kj4qtDbs0n4qmhe/Ba24RfRb9JfqS/7hljYj6tgKBlZvTC7StBZdszf1lkcOIZfhLXXyYQ3z0OLhzF4uhEuW4jR0x1z15FpoVQve4OqZa9h8/RG1RmpXvF2aq/xysUvkdV9fNo8Z70pA72pZW55pLkWk6OQiK+iVRvYsvtisLj35q8mTeOmmWlJeKrJknFqVrxNt5N/S7eTf8eaj29j1974rmNvR2/d/8VZVNWA2VFIsH5dm+W27D5oiSgVi54nu9fpu6lJAwUCVctbxbpdc+1K4hGfJOJCCCGOaJqmkYh4CXvLCTdtIezdQiIaQFFVLJk9yO47GXvuAEyOAvam53t3VLMDS7cx+Oa9hH3Yj6RXvA2SiAshOoyiqtt+uLfNYHGnzdXVWd1o8Qh1c6ait28bhl6zGr2rCHPJCOLeSsKb57VbX6RyGRkDJ9P09VNtn6AlCG2YhblkJDkXPkFkyyL8i97At/A1sk79DVqsZV653plP3FtJ84JXCX7/DraSY1EMFqJzXoVTbkKLhQg3bkaLNKN3FqDaMtGZMjCauqJ3FpAMN6HFwhhzeqO3p/cWa8kk0WAtaEmaa1uv8B4Pe9G0RLvPaLJl0+f0x1jx7rXEQg2p40Z7Hj0nPLDPiXgiFqZx0zftlvu2LiQZDeIqGsHAC1+kYv4zBOvXYXZ1oeiYn2HJ7IaunXlj+8JgzaRoxLXbkv10imogq8epKIpCc+0qCof/tN16TI4iVION9pLwHfa8XaYQQgixe4fWYm0tPd4NRLwVhH3lRHwVqR1YTM5iXCXHYfP0werpgao78Iuq2fqfTnjTXBq++AueM+9Pje4TLSQRF0J0qJw+Z1O5+KU2ywqGXYVxl97UaN0GYjVriNWsQWfzkHXabwlvWUTzsg/R4lF0GR6obrM6dDYPmpZAi0fajUeLR0CLk4w0E6n4nuyzHqBx5lPos0qpefVGVLMd+/CLaZz2WOr80PqWRNXU5Rh0Fhdbp15GMri9B1khY+h5uI7/BXpbFqrBhGpoezE0aHk5kdntFBrWf9lmuaPwmN2urA5gzerOwB+9QLBhA6GmzVizumNxlWLKyNntdW3Go9NjtLV/ncGaiaLTozNaycjuQ4/x95GIhdDpzalt1g4UR8FQikdOoXzeP1NDz/VmF70mPozJnoeWiJHT7xyaa5aT2fVkGjZ+tevT0HXs7RitmWTkDqC9LfNsnj7oTY5Wx4UQQojDiaYliQaqiXgriPgqCPsrSMbCoCiYnV1wFo/C6umFNasHOoP1oMejszixD78Y35znMGb3wDnqioN+z8OJJOJCiA5ltOfR/ZR7Wf/VH2Cnnl5Pr9Nxlx7f6vx4Q1nqz1mn3U3DF38h3tSybJp/0etknvrrVGK8K/vQ80k212PwdCdWt77NcwyebtS+91syBk7GddKN1L33W3Iv/geNX/2NuLcCvGDtMx7HyJ/gn/8KWiIKgN5VRNaEO6h8/vLU6uotNAKL3sSQWYLjmEtQ9mJelSN/CCZ7PhF/ZdpxRdVTPPI69HuR4JrseZjsebhLjtvjubujqnryBv6I2lXvtlleMPSKtF52ncF60H6ZG8wu8gdfgqfXRKKBGhSdEaMtC6M1u2VvcJ2RomOupnb1R2T2GIctuzfVK94hFqzDltOf0uN+hSWrZ0tdliyKRlxD+Xf/TH9enYluJ931g4bwCyGEEJ1JS0QJ+ytTiXfEX4mWjKOoBiyZXcnqNg6LpwdWd/dO20bM0nUUCX81jdMfR4tHcI65WnrGt5FEXAjRofRGG1k9xuMoGIq/aimJWBBH/mAM1mwMbcwfMmT3AMBUPIxIxZJUEg6QDDURq12PY8Tl+L57kZ17Ox0jfkIi7EOLhXGPu4WaV6e0qtuY2wct0kzCV4n323+RDDXiPukGktEAwTU7elebZvwda9+J5Fz0d9A0VKMFNSOHyKa5uyThO3hnT8XW59TUomy7Y7Ln0e+cf7Hlu6epX/spWjKOPW8IpSfcisVdssfrDzSzs4iSMbew+dvH2LlNs/ucibPo2A6NRWewoDMUYm5n5XejNZOCwZcQDdZB/jA8vU5DUQ2oBjMG847Pk95kI2/gRTgKhlGxcCrRQA2OgmHkD74Ek33fV5UXQgghOloyHiHsLSeybZh5JFANmobOYMPq6YGzeATWzB6YXV0OqW05bQPPQtEZaPrmn0Rr1uI5/feoZntnh9XpFG2P+9Ac+Xw+H06nE6/Xi8MhwxOFOJTE/TVUvXQ1GQNOp3n1tNS2YjvLGHwutn6TiDVsAk1D78wntHYm/sVvAmAbdA62vqfSOO0xYrXrUAxmbP1Ow9pzLLXv/RYt2txSkaon/4r/okWCVP1vxwqfqikDz+Q/ElwzneYVn6DFw2QMOR/VaMX33Qvtxl547fsYXO3Pid9VIhYiHm5C0zR0RltaItnR4tFmYsF6vBXz0eIRHEXHYmznZcnhJhFtJhGPojfaUPX7P59dCCHE0W17LjHrr2PpeeI1B6xeLREl5Ksg3FRGxFtONNAyF09vdmL19MKW1Qurpycmex6H2vz0toS3LMQ397+oFheeM+7FUnJMZ4fUqQ6dVyVCCNEGvT2H3IueJLRxTstw5DYEvn+beOMW3ONuo/a9O4nXb2LnntzmJe+gd+TiOe33oKrEGjYTXP0VNW/9Gnbe9ioZJxlsQrVlYsgqJVa/CQD3uFtonPH3tJcA4Y2zcIxsf66T3lmIojfs07O29P5a9umag0VvtKE32rbtGXpk0RltB3w+uxBCCLG/NE0j2lxLuHEjoabNRP1b0ZJJ9GYntuw+ZPWcgM3Ta9s2oYd+4r0rc/EwDO4ueOc+T/XLvyBjyPm4T7oR3VHaOy6JuBDikJaMR0FRMRUMwJjXh+DqL/EvenNHL/Y21j7jidWvJ16/sc16AovfxNrrZEjEqHvv7nbvpxhMJIONuE/6FTVv3oJqdaOoulY98XFvJTqrG50ti0Rzfat6XCdOQZ+x//tpCyGEEOLIpSXjhJrKCNWvI9S4qWU7Mb2RjOy+uEtPICO7D8aMXA7HxLstugwP7lNuJrR2BoHv3yG4djqZ427B1nfiUTd3XBJxIcQhK9HcgG/R6/jm/je1V7i5dBTZZz9I3fu/JRn2AWAqGoJqduy0cvkOOnsO7pN/hRYLE1z1BdY+49C7uxBvLGt1rjGvL4reTNVLV5Nz4d/JOf9RQptmE6lY2mZ8jdOfwHPGfTTO+DvR6lUAKEYb7rHXY+k66kA1gxBCCCEOA+bd7DqyM03TCHvLaK5ZQbBhPVo8isHmwVU8ioy8gVizehxSc7wPNEVRsfY6GVPREPwLX6PuvbsJLH6bzAl3YPR07ezwOsyR+zcshDisaYk4/iXv4v3mX2nHw5vmkGiuJ2vS3fgXv42118koegP1H/+R7HMeZOctqlSLC89pv6Pukz+R8FUBEFwzjeyzH6DmjZtJBGpT9eqdBWRNuIPA8o9AS0I8TP1nD+Eacw2JYFObMcabyqn//GE8Z95PMuxDZ81EZ3WjZnhINjcQ9deAqkdndaGzyqrcQgghxJHMsIdpT/GIn0DVUgI1y0hEAhhtOXh6TMBRMAyTo4Ajpdd7b+msblzH/4LI1mX4F77K1mcvxjnycpzH/Qz1EJmqdzBJIi6EOCQlArV450xtsyxWuxbV6iZz3K2ENs9Fb83Dc9pvUQ0Wss9/lPoP7yUZ9mIf9iNC5YvJHH8bJBMoOgOJ5gbi/lpyL3maeFMFsboN6F1F6J35BNfNxD+vZY9zLREj4a+h/tMHyLng/2hvD2pL6Uh8c/9LuHwxBVf9D8VgIbjqSxq+/Euqh96Y2wfP5D9g9HQ7OI0lhBBCiENWLNSId8tcmmtXoej0uIpG4So5Dou7lKMt+W6LqWAAxtzeNK/4BO93LxJY/glZk+7C2m3/tmQ91EkiLoQ4JCVjIbRIoN3y6NZlWHqdTHjDbBo3/CV13JjXj9xLnqbxq//D2vNkmld8RN17d6PFIy3luX1wn/xLal67AXRGHMdeimK0UPXytWgRf6oeRacHVQ/JOM3LPsA97mYav0zfzsuY2wdL9zHUvHkbtgFnoJqdRCoWU/d++hz0aPUqql66moIrX0TvzD9ALSSEEEKIQ1kyHqZp87f4q5agN9nJ7X8+rtIx6PRHfm/vvlJ0BjIGTsZcOgL/vJepee1GbAPOIHP8bejMR+auVrJ9GbJ9mRCHolhTBRX/Ph8SsTbLs8/7C8E1X9G87MNWZcacXmRO+i2RiiU0fvmXVuW6jGwyT7mZ2vfuAsB+zCXo7Ln4Zj+bmneeMehsFL0R/8LXAbD2OZWMgWcSqVhKMhLAUjqSZDRIzFuBqjdj7X0yqsFK9atTUvPFd5V1+j3YB531g9pDCCGEEIem7bnE0mevIG/QqQCEmjZTv+YTtGSC7D5nkNn1ZBTdvu2mcrTSNI3wxln4F76BarLhmfzHI3KrM7WzAxBCiLbobJlk9D+jnTIPemchzcs/brM8WrMGRWfAO/vZXUoUjDm90DvzSSbiWLofT875j2JwFUEiRuapt5N12u9QzU5MBQOwD78Y+7GXoeiMBFd9Ts0btwJgH3IeiUiAZLiJ0Jqv8C94Fe+sliQ+WrO23WcKl83/QW0hhBBCiMOHv3IxNcvfwuzsQvdx95HVY4Ik4ftAURQs3caQddrv0NkyqX75WppmPcOR1n8sQ9OFEIeMZDxCMuxH0RnQWZw4j/sZcV8l4U1zU+fo7LlkTbq7ZcswLdl+ZVqCZLAh9e32Hu1o5QqS0WZ0VhfuE2+g6uVfkAx5U+cZPN3Ju/xZEkEvlf+9gsKfv4Fj+EVo0SCKwYLOlkkyFiK84VuaV3ySui7w/dstSb4jj7i3os2QDJ7u+9E6QgghhDjUBWqW07B+GpndTyFvwI9AkX7PH0pny8R10k00L/+ApplPEa1Zi+fM+1D1ps4O7YCQRFwI0em0RJy4twLv3BcJb/4OndWFY8TlGHL74D75JhL+ahL+GlSLk2Q0SMOXj5J91h9B0YGWaLtSRW3Z0izsw9ZvEsa8vtS8fhPb53j7vnsRU+EgsibdTe3bt6eOx+rW0zTjSVxjp5Bz3qMkAjWgaai2LHS2LFS9kVjjlrQkfLvAknexH3MxjV/+tXU8qh5br5MPTIMJIYQQ4pATjzbTsO4LXCVjyBt4IbIQ2/5TVJWMgWehdxXhnf0sNW/cTM75j6IazJ0d2n6TVzRCiE4Xq9/A1mcvJfD9W8SbyolsXUbtO7fjnfkUka1LUQwWNEVHPNiIojfhmXw/MW8Vtn4T26zPmD+AWP1m7EPOA0WHrf9pNE5LX2gNIFKxhEj59632/A6unUGsfiOJQA31nzxA5X+vYOt/LiCw9APiwUZC675u877R6lUoqg77sIvY+ZevYrSRe+Hj6Bx5+9VOQgghhDh0herXore4yBt0MZKEH1jm4mG4T7yRyJZF1L53F1qynY6Yw4gk4kKITpUI+aj//BG0eLhVWfPKTzE4C9CiQZKhJoIrPqF56fvEGzajKCq2fpOw9h6fNuzLXHIsruOvoeHTB9BndsF1wi8Ib25/bnZg6futE3otAVqCxq/+D8cxF7ccioVp+PRPRCuXg6prt76GL/6KY+TlFF7zFjkXPEbuJf+k8GevYi4ejqo37mPrCCGEEOJw4ul1OqpOft8fDMbc3jjHXENo7cw21gE6/MjQdCFEp0pG/ES2LGy7UNWjWhzUvP0bEr6q1OHQxtlYe56EbcAZOI65GOfoq4g3laPoTS296e/eiRZtpv7jP5I56W60ZBKdIy+tju10jjwMnu5kn/MwqDoi5d8TXDcTLRYiEahDMdrSzvfOepbM8bfRNOPvbYZs6XkiWixEZOsy9K5CDK5idPZsFEXejAshhBBHOmfhkbe696HEVDgQW/9JNH37H2x9J2DILOnskH4wScSFEIcAhV2HjQNYe44lsPSDNhPo4Nrp2If9iJo3bibz1Nuo/+zPaNHmHTUarbhPvAGd2YEW8uEceTl6Rz7euf8lUr4YANuAM7GUjqD2nduJe7cCCubSkWRP/iNNs57ZVlN6XLHGMhKhJuzDL8K/4NW0MtXqxjH8Iir/e2UqFtXqJveipzDm9JRkXAghhDjCqfrDf+7yoc7W/wxCG2bj/e4lPJPu6uxwfjBJxIUQnUq1OLF0P47Q+m9blVm6jaHxq8fbvTaw/CPMJccQXDMdW7+JBBa/1VKgM5B91p9o+vY/LUPJt1H0Zjyn/x6fohD3VmLtPobad+/cqUaN8KY51NRvJHPcLUTKF6PFImn3NGSWEClbiGrKIPvsB2le9TnJkBdz6UjMxUOp++j+tBcCyWAjNa/dQP4VL6B35P6wRhJCCCHEIU/RSWrVERSdAXOX4YQ2zOrsUPaLzBEXQnQqnSkD9ym3oJqdrcr0zoLdb1GWTIKiElw7E2vPEzFklgJg6zOe5lVfpCXhAFo8TN1H9+Ec8WOco67CO/e/bVab8FeTaK4nc8Id+Be9nlbmHP1TEhE/qsmOmuHBedzVZJ56B7b+Z1Dz5q3EG7e0rq+5fluPuxBCCCGOVHqjo7NDOGooRhtaLNjZYewXeW0jhOh0hswS8q98keD6r4nVrAVNw9J1JInmBiw9x9K87MM2r7N0O46GaY+BlqDug3vIPPXXJMN+DO4u1LxxU5vXaPEIyUgQU34/Gj57sN2YotVrMOT2JlKxBGgZ6u467ueEyxbiGHE5WiQAaCQjASLVq1ENJvIu+zfVr99EwleZXpmiIxFq+gEtI4QQQojDhbPLyM4O4aigxSOEN3+HqXBwZ4eyXyQRF0J0OkVRUFS1ZYX0SDPG7O4YskoJb12B49jLCG2YRTLYmHaNuXRky77iwQYAkqEm6t67G727mKyJd6Elou3eL1a/EXR6dLYsEs31bZ6jc+ZjcBWQfd5fUr3ygSXv4zzu5zQv+xCd1Y1qyiC0/hs0TSNjwBmg6Mi54P+IN5VDMk5w3deYCgagz8gGVUe0dh06WxY6q/sAtZwQQgghDhXGDNmm9GBLBOrwzn6WZKgJ94k3dHY4+0UScSFEp4vWbaD65WvTkmLVmknuhU/Q+M0/yT7zfkKb5hJa9w2KwYyt/2ktibDRhiGnN7Ga1anr4k1bUQxm9M584t7Ktm6HMacnvqXvkzH4XLyz/tP6BEWHuXAQ1a9cz86LtblOuA7v7GewdDuO0PpvCK3/JlUWXPUZpi7HYB84mboP70HvLiZ78p+o+/CelsR/G1PxcLIn/0HmiwshhBBC7KVEoI7gmmkE181EZ80k75KnMWZ37+yw9osk4kKIThUP1FP71q9b9Uwngw3UvncX2Wf9icav/4l98DmoJjtaIkZg6fvEatehzyzBc/o9LUOUyuajs2WhdxXRvOIzHCOvbHPouTG3D8mwj8iGWdj7TcLSYyyhdTNT5YrOiOfsB4lULidtxXSdAWNOTwJL3sHa44S0JHy7SNl8MvpNIufCv6OaMlol4QCRLQuo//xhPGfcj86csX+NJ4QQQghxhEoEG4lULCGyZQHR6tWoJjvOUVfiHPkTVKO1s8Pbb5KICyE6VTLUSKxhU5tl8YbNKKqerPG3UfXyL9K2McsYOBlL9+PxL3kPa7fjMBUNbfmhrCWJVq0ABTIn3Il3znMt1+kM2PpOxNb/NGrfuR2Auo/ux3XcT7EPOZdo7Xr0znxMBQPRZWRj8HQnvHkeelchOrODRNhPrH4Tlu4n0Lzy83afx7/4LSxdR2MqGNAqCd8utHYmyWCDJOJCCCGEENskwz6iteuJ1awhWrOaeFMFKCrmLsfgOeNerL3HoxotnR3mASOJuBCiU2mx8G7Lk7EQOr0pLQk35vfHVDiY5pWfYek+hvpPHyC5bTE01ewkc8LthDfPI/D927iO/wWGzBJUo5VYUzlx79ZtC60ByThN3/wLVD3GnF5kn/sIWjyM99t/o3cV4jj2MvyL3iBatRJzyQj07mISzfVo8fZj1uJhFKOFRKix3XNAIxk9vFf6FEIIIYT4oZKRAPHGcmKNm4k1lBFv2EwiUAuAzpGPpeQYzGOnYOk6Cp2l9c46RwJJxIUQnUq1ukHVQzLeRqG+ZaE0VY+iN6cSYPvQC/DO+g+Z439DzZs3p21xlgx7qXvvbvKvfAHV5EDRG9CAunfvRlFVLD3H4hhxOf4Fr6YWdNO7CvGc/nviTVuofmUKGQPPAC1J/cd/SNUbq11Pxk+exzfvZSxdR6dWU9+VpdtxhMsW4Bh+0W4eWo9qkt5wIYQQQhzZkrEQCW8VcV8lce/Wlq+mrSS3dVgoBjPGnF7Y+k7AmN8fc9Fg9I6jY9E7ScSFEJ1KZ8vEcczF+L57sVVZxqCzCCx5D8exl5Ix9Hz8814CQDVaW3rEl3/Uzj7jGr55L5E16beoBjPJaBBdRhbBVZ8TLpuPtc+pZJ/9IFoyjqIzYPB0B52RmheuBC2Jtfc4al6/KT1Oew6RmrXYh5yLarK1uRiczubBXDIC33cvYe4yHFPxUCJbFrV+rsHnoMvw/NAmE0IIIYQ4ZGiJOInmOhL+WuL+ahLbvuK+6tSIRWjp6Tbm9MBSOhJjTk8MOT0xuLugqLrOC74TSSIuhOhUqsGCfeiFKAYL/oWvkww1oVpc2IdegN6eTf2nD2HI6Ylz1JXEatYS3vwdqDr0jjxCG75tt95ozVqSsRCqwYxqtJJ58q+IVq8m3lhGcNXnBFd9DqqenAv+D50jh8iWRWixMHpnIbG6jaQt1AYko82QjBFY8SnO0VeRfc4jBJZ/QPOKz1qS954nYesznvpPHwA0vLOeIfvsB/GbMgit+6alPlVPxuBzcY35OarBfFDbVQghhBDiQEnGwiSa60kEakn4a1v+u/2ruQ60ln83KXoTencXDJklWLofjyGrFENWVwyZpUfU/O4DQRJxIUTnUyBS/j2Zp9yMYjCjxcIEln+Ed9PclmJFh96WSfZZDxAP1LTMK1dU9O4uRKtXt1mlwdMtLdnVO/PJu/SfxOo2Ei5bgN6Zj7nkWHT2HFSdccdcdUVh1yQcIBlsRDXbiVQup/qV6zDk9sbS7TjcJ/8Sg7sLgRWfUP3GTakh9losRO27d+AYfRXuk36FFo+gmjLQZXgkCRdCCCHEIUVLJkmGmlp6tgO1JAJ1LV/NLf9Nhn2pcxWDGb2rCIO7GHPJsRjcRejdxRjcXdDZs1EUtROf5PAhibgQotOpZgcoKnUf3tNmuaV0BAA6mxudzb3tGjvxpq0EV31B68RZwTnyClRD+ptXvT0HvT0HS9eRre5hyOoKKMSbKjB4ugGtE3LvnP/iOfM+6t7/LbHq1cS2vQQwl4zAffIvCa78LG0IlmKwYOt1MkZP171tCiGEEEKIgyIZDaV6sNOT7fqWXu1kYtuZCroMD3pXIca8fhhchehdRehdhRjcRajWTBRF6dRnORJIIi6E6HQ6s53M8bdR9cJVJCP+tDLn8b9AtWW1usaQ1RXFYMEz+Q80fPYQyW0roaumDLJO+x2GzC77FoMtE8fIn+Cb+zzBtTNwHHspvm1z0reL1a5F7y6m4GevE61cTqypAoOrkGS0mfpPHyJr4p0kwz4SgXoMub0x5fY6ahYcEUIIIUTn0jRt279Dakn4a0gEaoj760g21xEP1O7YNQZQjFb0zkL0rkLMXYahdxWidxZicBWic+aj6k2d+CRHB0XTtNZjMI8yPp8Pp9OJ1+vF4XB0djhCHJU0TSPu3Urz8o8JbZiFzpaFY8RlGLK67nbbCi0RJx6oJRlsBDRUayb6jGwU3b6/Z0wEGwlvnkfTt//B2m8iRncx/iXvkgjUYSoehvOYi9E7C9PqTjQ3EPdVEWssQ2/PQ+8uQi8LsQkhhBBHje25xKZP/o+cPmMO+v2S0RAJXxVxf9W2RdFaku6EvwYtHkmdp8vIQe9uGUKe6tF2tSTfqsUlvdqdTBJxJBEX4lCiJRMkoyEUnQHV0DlvYxPNDWiJGIrBiqKqaIkoitGGqjd2SjxCCCGEOHQdrEQ8GQ0R91YQb6og7t3aknz7qtJXIrd50GeVYMgsweDu0pJ0u4tbkm1Zk+aQJkPThRCHFEXVoTN37h7bOlvmLkdsnRKHEEIIIY4OybCfWMNmYg2biTeWEW8qJxGoaylUVPTuYoye7li6j2lZhTyrFENmCarR2rmBix9MEnEhhBBCCCGE6CCappHw1xCtWU2sdj2xuvUkArUAqCY7xrw+2PqdhjGnJ8bsnhiySlFkVN4RRxJxIYQQQgghhDiItESMaNUqIhXfE61aQaK5HhQVY25vrL3HYSochKmgf8taNDJ3+6ggibgQQgghhBBCHASxhjJC62YSLluAFguidxVi7XMqlq6jMBcPRTV17nQ80XkkERdCCCGEEEKIAyhWt5HA0neJVq1El5GD49hLsPWdgMHTXXq8BSCJuBBCCCGEEEIcEFoihn/xW4TWTMPg6U72OQ9j7XUSiippl0gnnwghhBBCCCGE2E9aIk7TzKeI1qwlc9yt2IdfhKLqOjsscYiSRFwIIYQQQggh9lPz0ndBjZJ70RNYSo7t7HDEIU7t7ACEEEIIIYQQ4nCXDPlwn3ijJOFir0giLoQQQgghhBAHgH3YBZ0dgjhMSCIuhBBCCCGEEAeAqjd1dgjiMCGJuBBCCCGEEELsJ+fxV3d2COIwIom4EEIIIYQQQuwn14jLOzsEcRiRRFwIIYQQQgghhOhAkogLIYQQQgghhBAdSBJxIYQQQgghhBCiA0kiLoQQQgghhBBCdCBJxIUQQgghhBBCiA4kibgQQgghhBBCCNGBJBEXQgghhBBCCCE6kCTiQgghhBBCCCFEB5JEXAghhBBCCCGE6ECSiAshhBBCCCGEEB1IEnEhhBBCCCGEEKIDSSIuhBBCCCGEEEJ0IEnEhRBCCCGEEEKIDiSJuBBCCCGEEEII0YEkERdCCCGEEEIIITqQJOJCCCGEEEIIIUQHkkRcCCGEEEIIIYToQJKICyGEEEIIIYQQHUgScSGEEEIIIYQQogNJIi6EEEIIIYQQQnQgScSFEEIIIYQQQogOJIm4EEIIIYQQQgjRgSQRF0IIIYQQQgghOpAk4kIIIYQQQgghRAeSRFwIIYQQQgghhOhAkogLIYQQQgghhBAdSBJxIYQQQgghhBCiA0kiLoQQQgghhBBCdCBJxIUQQgghhBBCiA4kibgQQgghhBBCCNGBJBEXQgghhBBCCCE6kCTiQgghhBBCCCFEB9J3dgCHAk3TAPD5fJ0ciRBCCCGEEOJAstvtKIrS2WEIkUYSccDv9wNQXFzcyZEIIYQQQgghDiSv14vD4ejsMIRIo2jbu4OPYslkkq1bt+732zKfz0dxcTFbtmyR/9kPMmnrjiNt3XGkrTuOtHXHkbbuONLWHUPaueMcqLY+2D3imqbh9/ul513sE+kRB1RVpaio6IDV53A45AdzB5G27jjS1h1H2rrjSFt3HGnrjiNt3TGknTvOod7WiqIc0vGJQ5Ms1iaEEEIIIYQQQnQgScSFEEIIIYQQQogOJIn4AWQymbjnnnswmUydHcoRT9q640hbdxxp644jbd1xpK07jrR1x5B27jjS1uJIJou1CSGEEEIIIYQQHUh6xIUQQgghhBBCiA4kibgQQgghhBBCCNGBJBEXQgghhBBCCCE6kCTiQgghhBBCCCFEB5JE/AApLS1FUZS0r4ceeijtnCVLlnDCCSdgNpspLi7mz3/+cydFe/h78sknKS0txWw2M3LkSL777rvODumwdu+997b6/Pbp0ydVHg6HmTJlCllZWWRkZHD++edTXV3diREfPmbOnMnkyZMpKChAURTeeeedtHJN0/j9739Pfn4+FouF8ePHs3bt2rRzGhoauOyyy3A4HLhcLn72s58RCAQ68CkOD3tq6yuvvLLV53zSpElp50hb750HH3yQY489FrvdTk5ODueccw6rV69OO2dvfm6UlZVxxhlnYLVaycnJ4de//jXxeLwjH+WQtjftfNJJJ7X6XF977bVp50g779k//vEPBg0ahMPhwOFwMHr0aD7++ONUuXyeD5w9tbV8psXRQhLxA+j++++nsrIy9XXjjTemynw+HxMmTKCkpIQFCxbwyCOPcO+99/Kvf/2rEyM+PL366qvccsst3HPPPSxcuJDBgwczceJEampqOju0w1r//v3TPr/ffPNNquzmm2/m/fff5/XXX2fGjBls3bqV8847rxOjPXw0NzczePBgnnzyyTbL//znP/P444/z9NNPM3fuXGw2GxMnTiQcDqfOueyyy1i+fDmff/45H3zwATNnzuSaa67pqEc4bOyprQEmTZqU9jl/+eWX08qlrffOjBkzmDJlCnPmzOHzzz8nFosxYcIEmpubU+fs6edGIpHgjDPOIBqNMmvWLJ5//nmmTp3K73//+854pEPS3rQzwNVXX532ud75Rb+0894pKirioYceYsGCBcyfP59TTjmFs88+m+XLlwPyeT6Q9tTWIJ9pcZTQxAFRUlKiPfbYY+2WP/XUU5rb7dYikUjq2O2336717t27A6I7sowYMUKbMmVK6vtEIqEVFBRoDz74YCdGdXi75557tMGDB7dZ1tTUpBkMBu31119PHVu5cqUGaLNnz+6gCI8MgPb222+nvk8mk1peXp72yCOPpI41NTVpJpNJe/nllzVN07QVK1ZogDZv3rzUOR9//LGmKIpWUVHRYbEfbnZta03TtCuuuEI7++yz271G2vqHq6mp0QBtxowZmqbt3c+Njz76SFNVVauqqkqd849//ENzOBxpvyvFDru2s6Zp2oknnqj96le/avcaaecfzu12a//5z3/k89wBtre1pslnWhw9pEf8AHrooYfIyspi6NChPPLII2lDZGbPns3YsWMxGo2pYxMnTmT16tU0NjZ2RriHpWg0yoIFCxg/fnzqmKqqjB8/ntmzZ3diZIe/tWvXUlBQQLdu3bjssssoKysDYMGCBcRisbQ279OnD126dJE2308bN26kqqoqrW2dTicjR45Mte3s2bNxuVwcc8wxqXPGjx+PqqrMnTu3w2M+3E2fPp2cnBx69+7NddddR319fapM2vqH83q9AGRmZgJ793Nj9uzZDBw4kNzc3NQ5EydOxOfzpfWMiR12beftXnrpJTweDwMGDODOO+8kGAymyqSd910ikeCVV16hubmZ0aNHy+f5INq1rbeTz7Q4Gug7O4AjxS9/+UuGDRtGZmYms2bN4s4776SyspJHH30UgKqqKrp27Zp2zfYfIFVVVbjd7g6P+XBUV1dHIpFI++ELLW25atWqTorq8Ddy5EimTp1K7969qays5L777uOEE05g2bJlVFVVYTQacblcadfk5uZSVVXVOQEfIba3X1uf5+1lVVVV5OTkpJXr9XoyMzOl/ffRpEmTOO+88+jatSvr16/nrrvu4rTTTmP27NnodDpp6x8omUxy0003MWbMGAYMGACwVz83qqqq2vzsby8T6dpqZ4BLL72UkpISCgoKWLJkCbfffjurV6/mrbfeAqSd98XSpUsZPXo04XCYjIwM3n77bfr168fixYvl83yAtdfWIJ9pcfSQRHw37rjjDh5++OHdnrNy5Ur69OnDLbfckjo2aNAgjEYjv/jFL3jwwQcxmUwHO1Qh9stpp52W+vOgQYMYOXIkJSUlvPbaa1gslk6MTIgD5+KLL079eeDAgQwaNIju3bszffp0xo0b14mRHd6mTJnCsmXL0taVEAdee+288xoGAwcOJD8/n3HjxrF+/Xq6d+/e0WEe1nr37s3ixYvxer288cYbXHHFFcyYMaOzwzoitdfW/fr1k8+0OGrI0PTduPXWW1m5cuVuv7p169bmtSNHjiQej7Np0yYA8vLyWq2uuf37vLy8g/ocRxKPx4NOp2uzLaUdDxyXy0WvXr1Yt24deXl5RKNRmpqa0s6RNt9/29tvd5/nvLy8VgsRxuNxGhoapP33U7du3fB4PKxbtw6Qtv4hbrjhBj744AO++uorioqKUsf35ueG/F7ce+21c1tGjhwJkPa5lnbeO0ajkR49ejB8+HAefPBBBg8ezN/+9jf5PB8E7bV1W+QzLY5UkojvRnZ2Nn369Nnt185zvne2ePFiVFVNDXMcPXo0M2fOJBaLpc75/PPP6d27twxL3wdGo5Hhw4fz5Zdfpo4lk0m+/PLLtLlFYv8EAgHWr19Pfn4+w4cPx2AwpLX56tWrKSsrkzbfT127diUvLy+tbX0+H3Pnzk217ejRo2lqamLBggWpc6ZNm0YymUz940T8MOXl5dTX15Ofnw9IW+8LTdO44YYbePvtt5k2bVqrqVd783Nj9OjRLF26NO3lx+eff47D4UgNUT3a7amd27J48WKAtM+1tPMPk0wmiUQi8nnuANvbui3ymRZHrM5eLe5IMGvWLO2xxx7TFi9erK1fv1578cUXtezsbO0nP/lJ6pympiYtNzdXu/zyy7Vly5Zpr7zyima1WrV//vOfnRj54emVV17RTCaTNnXqVG3FihXaNddco7lcrrTVM8W+ufXWW7Xp06drGzdu1L799ltt/Pjxmsfj0WpqajRN07Rrr71W69KlizZt2jRt/vz52ujRo7XRo0d3ctSHB7/fry1atEhbtGiRBmiPPvqotmjRIm3z5s2apmnaQw89pLlcLu3dd9/VlixZop199tla165dtVAolKpj0qRJ2tChQ7W5c+dq33zzjdazZ0/tkksu6axHOmTtrq39fr922223abNnz9Y2btyoffHFF9qwYcO0nj17auFwOFWHtPXeue666zSn06lNnz5dq6ysTH0Fg8HUOXv6uRGPx7UBAwZoEyZM0BYvXqx98sknWnZ2tnbnnXd2xiMdkvbUzuvWrdPuv/9+bf78+drGjRu1d999V+vWrZs2duzYVB3Sznvnjjvu0GbMmKFt3LhRW7JkiXbHHXdoiqJon332maZp8nk+kHbX1vKZFkcTScQPgAULFmgjR47UnE6nZjabtb59+2oPPPBA2j/uNE3Tvv/+e+3444/XTCaTVlhYqD300EOdFPHh74knntC6dOmiGY1GbcSIEdqcOXM6O6TD2kUXXaTl5+drRqNRKyws1C666CJt3bp1qfJQKKRdf/31mtvt1qxWq3buuedqlZWVnRjx4eOrr77SgFZfV1xxhaZpLVuY/e53v9Nyc3M1k8mkjRs3Tlu9enVaHfX19doll1yiZWRkaA6HQ7vqqqs0v9/fCU9zaNtdWweDQW3ChAladna2ZjAYtJKSEu3qq69u9QJP2nrvtNXOgPbcc8+lztmbnxubNm3STjvtNM1isWgej0e79dZbtVgs1sFPc+jaUzuXlZVpY8eO1TIzMzWTyaT16NFD+/Wvf615vd60eqSd9+ynP/2pVlJSohmNRi07O1sbN25cKgnXNPk8H0i7a2v5TIujiaJpmtZx/e9CCCGEEEIIIcTRTeaICyGEEEIIIYQQHUgScSGEEEIIIYQQogNJIi6EEEIIIYQQQnQgScSFEEIIIYQQQogOJIm4EEIIIYQQQgjRgSQRF0IIIYQQQgghOpAk4kIIIYQQQgghRAeSRFwIIYQQQgghhOhAkogLIYQ4IkydOhWXy7VP12iaxjXXXENmZiaKorB48eI9XrNp06a0c6dPn46iKDQ1Ne1zzEIIIYQ4OkkiLoQQ4ohw0UUXsWbNmn265pNPPmHq1Kl88MEHVFZWMmDAgIMUnRBCCCHEDvrODkAIIYTYk2g0itFo3O05FosFi8WyT/WuX7+e/Px8jjvuuP0JTwghhBBin0iPuBBCiEPOSSedxA033MBNN92Ex+Nh4sSJPProowwcOBCbzUZxcTHXX389gUAgdc2uQ9PvvfdehgwZwgsvvEBpaSlOp5OLL74Yv98PwJVXXsmNN95IWVkZiqJQWloKtPSSH3/88bhcLrKysjjzzDNZv359Rz6+EEIIIY5wkogLIYQ4JD3//PMYjUa+/fZbnn76aVRV5fHHH2f58uU8//zzTJs2jd/85je7rWP9+vW88847fPDBB3zwwQfMmDGDhx56CIC//e1v3H///RQVFVFZWcm8efMAaG5u5pZbbmH+/Pl8+eWXqKrKueeeSzKZPOjPLIQQQoijgwxNF0IIcUjq2bMnf/7zn1Pf9+7dO/Xn0tJS/vjHP3Lttdfy1FNPtVtHMplk6tSp2O12AC6//HK+/PJL/vSnP+F0OrHb7eh0OvLy8lLXnH/++Wl1PPvss2RnZ7NixQqZQy6EEEKIA0J6xIUQQhyShg8fnvb9F198wbhx4ygsLMRut3P55ZdTX19PMBhst47S0tJUEg6Qn59PTU3Nbu+7du1aLrnkErp164bD4UgNWS8rK/vhDyOEEEIIsRNJxIUQQhySbDZb6s+bNm3izDPPZNCgQbz55pssWLCAJ598EmhZyK09BoMh7XtFUfY4xHzy5Mk0NDTw73//m7lz5zJ37tw93kcIIYQQYl/I0HQhhBCHvAULFpBMJvnrX/+Kqra8Q37ttdcO+H3q6+tZvXo1//73vznhhBMA+Oabbw74fYQQQghxdJNEXAghxCGvR48exGIxnnjiCSZPnpxawO1Ac7vdZGVl8a9//Yv8/HzKysq44447Dvh9hBBCCHF0k6HpQgghDnmDBw/m0Ucf5eGHH2bAgAG89NJLPPjggwf8Pqqq8sorr7BgwQIGDBjAzTffzCOPPHLA7yOEEEKIo5uiaZrW2UEIIYQQQgghhBBHC+kRF0IIIYQQQgghOpAk4kIIIYQQQgghRAeSRFwIIYQQQgghhOhAkogLIYQQQgghhBAdSBJxIYQQQgghhBCiA0kiLoQQQgghhBBCdCBJxIUQQgghhBBCiA4kibgQQgghhBBCCNGBJBEXQgghhBBCCCE6kCTiQgghhBBCCCFEB5JEXAghhBBCCCGE6ED/D/h1z5PQvBMcAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Correlation between features"
      ],
      "metadata": {
        "id": "OJxRC-Fqo9Be"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "fig, ax = plt.subplots(1, 1, figsize=(8, 5))\n",
        "sns.heatmap(data.corr(), annot=True, cmap=\"Greens\")\n",
        "ax.set(xlabel='features')\n",
        "ax.set(ylabel='features')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 633
        },
        "id": "ab9_sAwkoxlZ",
        "outputId": "b06a7559-8b6d-4503-8549-f2a02954305b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-177-03ff58e1d2c6>:2: FutureWarning:\n",
            "\n",
            "The default value of numeric_only in DataFrame.corr is deprecated. In a future version, it will default to False. Select only valid columns or specify the value of numeric_only to silence this warning.\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dataNoDuplicates = data.copy()\n",
        "dataNoDuplicates.drop_duplicates()\n",
        "print(dataNoDuplicates.info())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "OcvGiKK0z1f2",
        "outputId": "cabccd9b-aca8-459a-c217-fa1e5938aeb2"
      },
      "execution_count": 38,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 2200 entries, 0 to 2199\n",
            "Data columns (total 8 columns):\n",
            " #   Column       Non-Null Count  Dtype  \n",
            "---  ------       --------------  -----  \n",
            " 0   N            2200 non-null   int64  \n",
            " 1   P            2200 non-null   int64  \n",
            " 2   K            2200 non-null   int64  \n",
            " 3   temperature  2200 non-null   float64\n",
            " 4   humidity     2200 non-null   float64\n",
            " 5   ph           2200 non-null   float64\n",
            " 6   rainfall     2200 non-null   float64\n",
            " 7   label        2200 non-null   object \n",
            "dtypes: float64(4), int64(3), object(1)\n",
            "memory usage: 137.6+ KB\n",
            "None\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "features = dataNoDuplicates.drop('label', axis=1)\n",
        "labels = dataNoDuplicates['label']"
      ],
      "metadata": {
        "id": "KmpSGt-3pIkp"
      },
      "execution_count": 57,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Split dataset into train and test "
      ],
      "metadata": {
        "id": "6T9IUufeq0X6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "trainFeatures, validationFeatures, trainTarget, validationTarget = train_test_split(features, labels, test_size = 0.2,\n",
        "                                                    shuffle = True, random_state = 42)"
      ],
      "metadata": {
        "id": "Dgg1TsdMqzJM"
      },
      "execution_count": 58,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "trainFeatures.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "jy6UHoERu8Xc",
        "outputId": "185e1135-0dff-469f-b267-32e8c8f4631f"
      },
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "        N   P   K  temperature   humidity        ph    rainfall\n",
              "1656   17  16  14    16.396243  92.181519  6.625539  102.944161\n",
              "752    37  79  19    27.543848  69.347863  7.143943   69.408782\n",
              "892     7  73  25    27.521856  63.132153  7.288057   45.208411\n",
              "1041  101  70  48    25.360592  75.031933  6.012697  116.553145\n",
              "1179    0  17  30    35.474783  47.972305  6.279134   97.790725"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-4b9555c3-7236-4f66-8c8a-9637309cf8df\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>N</th>\n",
              "      <th>P</th>\n",
              "      <th>K</th>\n",
              "      <th>temperature</th>\n",
              "      <th>humidity</th>\n",
              "      <th>ph</th>\n",
              "      <th>rainfall</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>1656</th>\n",
              "      <td>17</td>\n",
              "      <td>16</td>\n",
              "      <td>14</td>\n",
              "      <td>16.396243</td>\n",
              "      <td>92.181519</td>\n",
              "      <td>6.625539</td>\n",
              "      <td>102.944161</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>752</th>\n",
              "      <td>37</td>\n",
              "      <td>79</td>\n",
              "      <td>19</td>\n",
              "      <td>27.543848</td>\n",
              "      <td>69.347863</td>\n",
              "      <td>7.143943</td>\n",
              "      <td>69.408782</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>892</th>\n",
              "      <td>7</td>\n",
              "      <td>73</td>\n",
              "      <td>25</td>\n",
              "      <td>27.521856</td>\n",
              "      <td>63.132153</td>\n",
              "      <td>7.288057</td>\n",
              "      <td>45.208411</td>\n",
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              "    <tr>\n",
              "      <th>1041</th>\n",
              "      <td>101</td>\n",
              "      <td>70</td>\n",
              "      <td>48</td>\n",
              "      <td>25.360592</td>\n",
              "      <td>75.031933</td>\n",
              "      <td>6.012697</td>\n",
              "      <td>116.553145</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1179</th>\n",
              "      <td>0</td>\n",
              "      <td>17</td>\n",
              "      <td>30</td>\n",
              "      <td>35.474783</td>\n",
              "      <td>47.972305</td>\n",
              "      <td>6.279134</td>\n",
              "      <td>97.790725</td>\n",
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              "  </tbody>\n",
              "</table>\n",
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              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-4b9555c3-7236-4f66-8c8a-9637309cf8df')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "  </style>\n",
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              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-4b9555c3-7236-4f66-8c8a-9637309cf8df');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 41
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "validationFeatures.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "_QvyQCt7u_Wf",
        "outputId": "e203eb15-10e0-4376-87fe-2ff4ffd73b81"
      },
      "execution_count": 42,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "        N    P    K  temperature   humidity        ph    rainfall\n",
              "1451  101   17   47    29.494014  94.729813  6.185053   26.308209\n",
              "1334   98    8   51    26.179346  86.522581  6.259336   49.430510\n",
              "1761   59   62   49    43.360515  93.351916  6.941497  114.778071\n",
              "1735   44   60   55    34.280461  90.555616  6.825371   98.540477\n",
              "1576   30  137  200    22.914300  90.704756  5.603413  118.604465"
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              "      <th>N</th>\n",
              "      <th>P</th>\n",
              "      <th>K</th>\n",
              "      <th>temperature</th>\n",
              "      <th>humidity</th>\n",
              "      <th>ph</th>\n",
              "      <th>rainfall</th>\n",
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              "\n",
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              "\n",
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              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-6f5d1f79-a642-4238-a81d-b35039489bf3 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-6f5d1f79-a642-4238-a81d-b35039489bf3');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 42
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "trainTarget.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QnGbUzM1vHJB",
        "outputId": "170b0727-0ca4-4ebd-871d-b853cef4d29d"
      },
      "execution_count": 43,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1656       orange\n",
              "752     blackgram\n",
              "892        lentil\n",
              "1041       banana\n",
              "1179        mango\n",
              "Name: label, dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 43
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "validationTarget.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "GH03Lx_ovKb5",
        "outputId": "b4a613e8-15d5-49a2-d387-ccad71cecc44"
      },
      "execution_count": 44,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1451     muskmelon\n",
              "1334    watermelon\n",
              "1761        papaya\n",
              "1735        papaya\n",
              "1576         apple\n",
              "Name: label, dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 44
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Choosing the model"
      ],
      "metadata": {
        "id": "h31rOlrI6NwH"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "trainAccList = []\n",
        "validationAccList = []\n",
        "modelList = []"
      ],
      "metadata": {
        "id": "5mA-0P4osQqf"
      },
      "execution_count": 65,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**RandomForest**"
      ],
      "metadata": {
        "id": "iBjb8a9yun85"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "RandomForestClf = RandomForestClassifier(random_state=0)\n",
        "RandomForestClf.fit(trainFeatures, trainTarget)\n",
        "\n",
        "RandomForestTrainAcc = RandomForestClf.score(trainFeatures, trainTarget)\n",
        "RandomForestPreds = RandomForestClf.predict(validationFeatures)\n",
        "RandomForestValAcc = metrics.accuracy_score(validationTarget, RandomForestPreds)\n",
        "\n",
        "trainAccList.append(RandomForestTrainAcc * 100)\n",
        "validationAccList.append(RandomForestValAcc * 100)\n",
        "modelList.append('RandomForestClf')\n",
        "\n",
        "print(\"     RandomForest Train Accuracy = \", RandomForestTrainAcc * 100)\n",
        "print(\"     Random Forest Validation Accuracy = \", RandomForestValAcc * 100)\n",
        "print(\"--------------------------------------------------------------\")\n",
        "print(metrics.classification_report(validationTarget, RandomForestPreds))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "11yjDCBCubx7",
        "outputId": "0261de7d-06b3-453c-e3cf-cd88e0bba163"
      },
      "execution_count": 66,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "     RandomForest Train Accuracy =  100.0\n",
            "     Random Forest Validation Accuracy =  99.31818181818181\n",
            "--------------------------------------------------------------\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "       apple       1.00      1.00      1.00        23\n",
            "      banana       1.00      1.00      1.00        21\n",
            "   blackgram       1.00      1.00      1.00        20\n",
            "    chickpea       1.00      1.00      1.00        26\n",
            "     coconut       1.00      1.00      1.00        27\n",
            "      coffee       1.00      1.00      1.00        17\n",
            "      cotton       1.00      1.00      1.00        17\n",
            "      grapes       1.00      1.00      1.00        14\n",
            "        jute       0.92      1.00      0.96        23\n",
            " kidneybeans       1.00      1.00      1.00        20\n",
            "      lentil       0.92      1.00      0.96        11\n",
            "       maize       1.00      1.00      1.00        21\n",
            "       mango       1.00      1.00      1.00        19\n",
            "   mothbeans       1.00      0.96      0.98        24\n",
            "    mungbean       1.00      1.00      1.00        19\n",
            "   muskmelon       1.00      1.00      1.00        17\n",
            "      orange       1.00      1.00      1.00        14\n",
            "      papaya       1.00      1.00      1.00        23\n",
            "  pigeonpeas       1.00      1.00      1.00        23\n",
            " pomegranate       1.00      1.00      1.00        23\n",
            "        rice       1.00      0.89      0.94        19\n",
            "  watermelon       1.00      1.00      1.00        19\n",
            "\n",
            "    accuracy                           0.99       440\n",
            "   macro avg       0.99      0.99      0.99       440\n",
            "weighted avg       0.99      0.99      0.99       440\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "score = cross_val_score(RandomForestClf, features, labels, cv=5)\n",
        "print('Cross validation score: ',score)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "55hchC1Yuyrt",
        "outputId": "918a628b-5c02-48ce-a909-6cb869f49ef0"
      },
      "execution_count": 67,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Cross validation score:  [0.99772727 0.99090909 0.99772727 0.99545455 0.98636364]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "comfusionMatrixRF = confusion_matrix(validationTarget, RandomForestPreds)\n",
        "f, ax = plt.subplots(figsize=(7, 7))\n",
        "sns.heatmap(comfusionMatrixRF, annot=True, linewidth=0.5, fmt=\".0f\",  cmap='Greens', ax = ax)\n",
        "plt.xlabel(\"Predicted\")\n",
        "plt.ylabel(\"Actual\")\n",
        "plt.title('Random Forest Confusion Matrix')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "w47YBFkfvHzt",
        "outputId": "7b579713-3394-4375-d348-9fc74b37e04b"
      },
      "execution_count": 68,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**NaiveBayes**"
      ],
      "metadata": {
        "id": "oVutQC93vsmu"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "NaiveBayes = GaussianNB()\n",
        "NaiveBayes.fit(trainFeatures, trainTarget)\n",
        "\n",
        "NaiveBayesTrainAcc = NaiveBayes.score(trainFeatures, trainTarget)\n",
        "NaiveBayesPreds = NaiveBayes.predict(validationFeatures)\n",
        "NaiveBayesValAcc = metrics.accuracy_score(validationTarget, NaiveBayesPreds)\n",
        "\n",
        "trainAccList.append(NaiveBayesTrainAcc * 100)\n",
        "validationAccList.append(NaiveBayesValAcc * 100)\n",
        "modelList.append('NaiveBayes')\n",
        "\n",
        "print(\"     Naive Bayes Train Accuracy = \", NaiveBayesTrainAcc * 100)\n",
        "print(\"     Random Forest Validation Accuracy = \",  NaiveBayesValAcc * 100)\n",
        "print(\"--------------------------------------------------------------\")\n",
        "print(metrics.classification_report(validationTarget, NaiveBayesPreds))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LqPil210vWzp",
        "outputId": "521512f6-953c-4901-e52b-6fe8db189672"
      },
      "execution_count": 69,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "     Naive Bayes Train Accuracy =  99.48863636363636\n",
            "     Random Forest Validation Accuracy =  99.54545454545455\n",
            "--------------------------------------------------------------\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "       apple       1.00      1.00      1.00        23\n",
            "      banana       1.00      1.00      1.00        21\n",
            "   blackgram       1.00      1.00      1.00        20\n",
            "    chickpea       1.00      1.00      1.00        26\n",
            "     coconut       1.00      1.00      1.00        27\n",
            "      coffee       1.00      1.00      1.00        17\n",
            "      cotton       1.00      1.00      1.00        17\n",
            "      grapes       1.00      1.00      1.00        14\n",
            "        jute       0.92      1.00      0.96        23\n",
            " kidneybeans       1.00      1.00      1.00        20\n",
            "      lentil       1.00      1.00      1.00        11\n",
            "       maize       1.00      1.00      1.00        21\n",
            "       mango       1.00      1.00      1.00        19\n",
            "   mothbeans       1.00      1.00      1.00        24\n",
            "    mungbean       1.00      1.00      1.00        19\n",
            "   muskmelon       1.00      1.00      1.00        17\n",
            "      orange       1.00      1.00      1.00        14\n",
            "      papaya       1.00      1.00      1.00        23\n",
            "  pigeonpeas       1.00      1.00      1.00        23\n",
            " pomegranate       1.00      1.00      1.00        23\n",
            "        rice       1.00      0.89      0.94        19\n",
            "  watermelon       1.00      1.00      1.00        19\n",
            "\n",
            "    accuracy                           1.00       440\n",
            "   macro avg       1.00      1.00      1.00       440\n",
            "weighted avg       1.00      1.00      1.00       440\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "score = cross_val_score(NaiveBayes, features, labels, cv=5)\n",
        "print('Cross validation score: ',score)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Kd4yZGd1v4kV",
        "outputId": "a223f1a0-0436-4484-d904-26424e178981"
      },
      "execution_count": 70,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Cross validation score:  [0.99772727 0.99545455 0.99545455 0.99545455 0.99090909]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ConfusionMatrixNB = confusion_matrix(validationTarget, NaiveBayesPreds)\n",
        "f, ax = plt.subplots(figsize=(7, 7))\n",
        "sns.heatmap(ConfusionMatrixNB, annot=True, linewidth=0.5, fmt=\".0f\",  cmap='Greens', ax = ax)\n",
        "plt.xlabel(\"Predicted\")\n",
        "plt.ylabel(\"Actual\")\n",
        "plt.title('NaiveBayes Confusion Matrix')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "8zwoxQKXwhMc",
        "outputId": "6233ce64-9583-4b41-a36f-c7c263ed501c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**SVM**"
      ],
      "metadata": {
        "id": "DXkIGACe0JKp"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "SVM = SVC(gamma='auto')\n",
        "SVM.fit(trainFeatures, trainTarget)\n",
        "\n",
        "SVMtrainAcc = SVM.score(trainFeatures, trainTarget)\n",
        "SVMPreds = SVM.predict(validationFeatures)\n",
        "SVMvalAcc = metrics.accuracy_score(validationTarget, SVMPreds)\n",
        "\n",
        "trainAccList.append(SVMtrainAcc * 100)\n",
        "validationAccList.append(SVMvalAcc * 100)\n",
        "modelList.append('SVM')\n",
        "\n",
        "print(\"     SVM Train Accuracy = \", SVMtrainAcc * 100)\n",
        "print(\"     SVM Validation Accuracy = \", SVMvalAcc * 100)\n",
        "print(\"--------------------------------------------------------------\")\n",
        "print(metrics.classification_report(validationTarget, SVMPreds))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Z-Dsczm40Hf5",
        "outputId": "494fa8b0-7d93-40d3-8fe4-856df5679196"
      },
      "execution_count": 72,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "     SVM Train Accuracy =  100.0\n",
            "     SVM Validation Accuracy =  9.090909090909092\n",
            "--------------------------------------------------------------\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "       apple       1.00      0.13      0.23        23\n",
            "      banana       1.00      0.05      0.09        21\n",
            "   blackgram       1.00      0.05      0.10        20\n",
            "    chickpea       0.00      0.00      0.00        26\n",
            "     coconut       1.00      0.07      0.14        27\n",
            "      coffee       1.00      0.06      0.11        17\n",
            "      cotton       1.00      0.18      0.30        17\n",
            "      grapes       1.00      0.07      0.13        14\n",
            "        jute       1.00      0.04      0.08        23\n",
            " kidneybeans       0.00      0.00      0.00        20\n",
            "      lentil       0.03      1.00      0.05        11\n",
            "       maize       0.00      0.00      0.00        21\n",
            "       mango       1.00      0.11      0.19        19\n",
            "   mothbeans       0.00      0.00      0.00        24\n",
            "    mungbean       1.00      0.11      0.19        19\n",
            "   muskmelon       1.00      0.59      0.74        17\n",
            "      orange       0.00      0.00      0.00        14\n",
            "      papaya       0.00      0.00      0.00        23\n",
            "  pigeonpeas       0.00      0.00      0.00        23\n",
            " pomegranate       1.00      0.04      0.08        23\n",
            "        rice       0.00      0.00      0.00        19\n",
            "  watermelon       1.00      0.05      0.10        19\n",
            "\n",
            "    accuracy                           0.09       440\n",
            "   macro avg       0.59      0.12      0.12       440\n",
            "weighted avg       0.59      0.09      0.11       440\n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n",
            "  _warn_prf(average, modifier, msg_start, len(result))\n",
            "/usr/local/lib/python3.10/dist-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n",
            "  _warn_prf(average, modifier, msg_start, len(result))\n",
            "/usr/local/lib/python3.10/dist-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n",
            "  _warn_prf(average, modifier, msg_start, len(result))\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "score = cross_val_score(SVM, features, labels, cv=5)\n",
        "print('Cross validation score: ', score)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "FSR-rqRU0oZD",
        "outputId": "9124d63b-6440-4e65-cfc5-7e1da7d06afd"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Cross validation score:  [0.27727273 0.28863636 0.29090909 0.275      0.26818182]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ConfusionMatrixSVM = confusion_matrix(validationTarget, SVMPreds)\n",
        "f, ax = plt.subplots(figsize=(7, 7))\n",
        "sns.heatmap(ConfusionMatrixSVM, annot=True, linewidth=0.5, fmt=\".0f\",  cmap='Greens', ax = ax)\n",
        "plt.xlabel(\"Predicted\")\n",
        "plt.ylabel(\"Actual\")\n",
        "plt.title('SVM Confusion Matrix')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "DrKf1Zma1BjL",
        "outputId": "b383ff3a-589f-43fb-d2c6-d71507120e05"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Logistic Regression**"
      ],
      "metadata": {
        "id": "WEoBYkRA3b5f"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "logReg = LogisticRegression(random_state=2)\n",
        "logReg.fit(trainFeatures, trainTarget)\n",
        "\n",
        "logRegTrainAcc = logReg.score(trainFeatures, trainTarget)\n",
        "logRegPreds = logReg.predict(validationFeatures)\n",
        "logRegValAcc = metrics.accuracy_score(validationTarget, logRegPreds)\n",
        "\n",
        "trainAccList.append(logRegTrainAcc * 100)\n",
        "validationAccList.append(logRegValAcc * 100)\n",
        "modelList.append('logReg')\n",
        "\n",
        "print(\"     Logistic Regression Train Accuracy = \", logRegTrainAcc * 100)\n",
        "print(\"     Logistic Regression Validation Accuracy = \", logRegValAcc * 100)\n",
        "print(\"--------------------------------------------------------------\")\n",
        "print(metrics.classification_report(validationTarget, logRegPreds))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eoXN6PKl1v4Z",
        "outputId": "28e126e1-1064-4d2d-f3ff-6e189df53842"
      },
      "execution_count": 73,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "     Logistic Regression Train Accuracy =  97.61363636363637\n",
            "     Logistic Regression Validation Accuracy =  94.54545454545455\n",
            "--------------------------------------------------------------\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "       apple       1.00      1.00      1.00        23\n",
            "      banana       0.95      1.00      0.98        21\n",
            "   blackgram       0.83      0.75      0.79        20\n",
            "    chickpea       1.00      1.00      1.00        26\n",
            "     coconut       1.00      1.00      1.00        27\n",
            "      coffee       0.94      1.00      0.97        17\n",
            "      cotton       0.80      0.94      0.86        17\n",
            "      grapes       1.00      1.00      1.00        14\n",
            "        jute       0.91      0.87      0.89        23\n",
            " kidneybeans       1.00      0.95      0.97        20\n",
            "      lentil       0.83      0.91      0.87        11\n",
            "       maize       0.94      0.76      0.84        21\n",
            "       mango       0.95      1.00      0.97        19\n",
            "   mothbeans       0.85      0.92      0.88        24\n",
            "    mungbean       0.95      1.00      0.97        19\n",
            "   muskmelon       1.00      1.00      1.00        17\n",
            "      orange       1.00      1.00      1.00        14\n",
            "      papaya       0.95      0.91      0.93        23\n",
            "  pigeonpeas       0.95      0.91      0.93        23\n",
            " pomegranate       1.00      1.00      1.00        23\n",
            "        rice       0.89      0.89      0.89        19\n",
            "  watermelon       1.00      1.00      1.00        19\n",
            "\n",
            "    accuracy                           0.95       440\n",
            "   macro avg       0.94      0.95      0.94       440\n",
            "weighted avg       0.95      0.95      0.94       440\n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/sklearn/linear_model/_logistic.py:458: ConvergenceWarning: lbfgs failed to converge (status=1):\n",
            "STOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n",
            "\n",
            "Increase the number of iterations (max_iter) or scale the data as shown in:\n",
            "    https://scikit-learn.org/stable/modules/preprocessing.html\n",
            "Please also refer to the documentation for alternative solver options:\n",
            "    https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n",
            "  n_iter_i = _check_optimize_result(\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ConfusionMatrixLR = confusion_matrix(validationTarget, logRegPreds)\n",
        "f, ax = plt.subplots(figsize=(7, 7))\n",
        "sns.heatmap(ConfusionMatrixLR, annot=True, linewidth=0.5, fmt=\".0f\",  cmap='Greens', ax = ax)\n",
        "plt.xlabel(\"Predicted\")\n",
        "plt.ylabel(\"Actual\")\n",
        "plt.title('Logistic Regression Confusion Matrix')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "8gbAqRwL1wUl",
        "outputId": "a11c3828-a191-4342-b6e8-e51edcdbf26a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**DecisionTree**"
      ],
      "metadata": {
        "id": "XYddFD2rrp2n"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "decisionTreeClf = DecisionTreeClassifier(random_state=42)\n",
        "decisionTreeClf.fit(trainFeatures, trainTarget)\n",
        "\n",
        "decisionTreeTrainAcc = decisionTreeClf.score(trainFeatures, trainTarget)\n",
        "decisionTreePreds = decisionTreeClf.predict(validationFeatures)\n",
        "decisionTreeValAcc = metrics.accuracy_score(validationTarget, decisionTreePreds)\n",
        "\n",
        "\n",
        "trainAccList.append(decisionTreeTrainAcc * 100)\n",
        "validationAccList.append(decisionTreeValAcc * 100)\n",
        "modelList.append('decisionTreeClf')\n",
        "\n",
        "print(\"     Decision Tree Train Accuracy = \", decisionTreeTrainAcc * 100)\n",
        "print(\"     Decision Tree Validaion Accuracy = \", decisionTreeValAcc * 100)\n",
        "print(\"--------------------------------------------------------------\")\n",
        "print(metrics.classification_report(validationTarget, decisionTreePreds))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RHItlZ3xrM-2",
        "outputId": "ef3b943c-59b1-403d-82d4-71787472ee69"
      },
      "execution_count": 75,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "     Decision Tree Train Accuracy =  100.0\n",
            "     Decision Tree Validaion Accuracy =  98.63636363636363\n",
            "--------------------------------------------------------------\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "       apple       1.00      1.00      1.00        23\n",
            "      banana       1.00      1.00      1.00        21\n",
            "   blackgram       0.95      1.00      0.98        20\n",
            "    chickpea       1.00      1.00      1.00        26\n",
            "     coconut       0.96      1.00      0.98        27\n",
            "      coffee       1.00      1.00      1.00        17\n",
            "      cotton       1.00      1.00      1.00        17\n",
            "      grapes       1.00      1.00      1.00        14\n",
            "        jute       0.92      0.96      0.94        23\n",
            " kidneybeans       1.00      1.00      1.00        20\n",
            "      lentil       0.92      1.00      0.96        11\n",
            "       maize       1.00      0.95      0.98        21\n",
            "       mango       1.00      1.00      1.00        19\n",
            "   mothbeans       1.00      0.92      0.96        24\n",
            "    mungbean       1.00      1.00      1.00        19\n",
            "   muskmelon       1.00      1.00      1.00        17\n",
            "      orange       1.00      1.00      1.00        14\n",
            "      papaya       1.00      1.00      1.00        23\n",
            "  pigeonpeas       1.00      1.00      1.00        23\n",
            " pomegranate       1.00      1.00      1.00        23\n",
            "        rice       0.94      0.89      0.92        19\n",
            "  watermelon       1.00      1.00      1.00        19\n",
            "\n",
            "    accuracy                           0.99       440\n",
            "   macro avg       0.99      0.99      0.99       440\n",
            "weighted avg       0.99      0.99      0.99       440\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "score = cross_val_score(decisionTreeClf, features, labels, cv=5)\n",
        "print('Cross validation score: ', score)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XpmQLs4Es1r5",
        "outputId": "9c126d07-ab0d-4f37-af30-9e1766fb694c"
      },
      "execution_count": 76,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Cross validation score:  [0.98409091 0.98409091 0.99090909 0.99090909 0.98409091]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ConfusionMatrixDT = confusion_matrix(validationTarget, decisionTreePreds)\n",
        "f, ax = plt.subplots(figsize=(7, 7))\n",
        "sns.heatmap(ConfusionMatrixLR, annot=True, linewidth=0.5, fmt=\".0f\",  cmap='Greens', ax = ax)\n",
        "plt.xlabel(\"Predicted\")\n",
        "plt.ylabel(\"Actual\")\n",
        "plt.title('Decision Tree Confusion Matrix')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 641
        },
        "id": "6tzCaQ1eAqqz",
        "outputId": "9bda5100-63fd-4045-b7ff-a3d3f4234765"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 700x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Pros & Cons\n",
        "**Random Forest Classifier**\n",
        "\n",
        "* quite fast\n",
        "* able to deal with unbalanced and missing data\n",
        "* may over-fit data sets that are particularly noisy\n",
        "* data-hungry\n",
        "\n",
        "**GaussianNB**\n",
        "\n",
        "* very fast\n",
        "* better than other models with less training data if the assumption of  independence of features holds\n",
        "* If you have categorical input variables, the Naive Bayes algorithm performs exceptionally well in comparison to numerical variables\n",
        "* effectively works in Multi-class predictions.\n",
        "\n",
        "**SVC**\n",
        "\n",
        "* clear margin of separation between classes\n",
        "* more effective in high dimensional spaces\n",
        "* effective in cases where the number of dimensions is greater than the number of samples\n",
        "* memory efficient\n",
        "* not suitable for large data sets\n",
        "\n",
        "**Logistic Regression**\n",
        "* simple\n",
        "* not effecient when not lineary seperable features\n",
        "* sensetive to outliers\n",
        "\n",
        "**DecisionTreeClassifier**\n",
        "\n",
        "* does not require normalization of data\n",
        "* does not require scaling of data as well\n",
        "* higher time to train the model"
      ],
      "metadata": {
        "id": "OLbADtvYp0m2"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Accuracy Comparison"
      ],
      "metadata": {
        "id": "Y0NzKtQBxFdq"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "f, ax = plt.subplots(figsize=(12, 5)) \n",
        "X_axis = np.arange(len(modelList))\n",
        "plt.bar(X_axis - 0.2, validationAccList, 0.4, label = 'Test', color=('#6e9989'))\n",
        "plt.bar(X_axis + 0.2, trainAccList, 0.4, label = 'Train', color=('#c5d6cf'))\n",
        "plt.xticks(X_axis, modelList)\n",
        "plt.xlabel(\"ML algorithms\")\n",
        "plt.ylabel(\"Accuracy\")\n",
        "plt.title(\"Testing vs Training Accuracy\")\n",
        "plt.legend()\n",
        "plt.savefig('cropRecommendation.png')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "id": "y6_Z0G_wxnze",
        "outputId": "2632a1ea-a9a1-45f4-8ea7-a78bc375aee8"
      },
      "execution_count": 82,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Testing"
      ],
      "metadata": {
        "id": "-WnqqGln5ud0"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "test = RandomForestClf.predict([[90, 42, 43, 20.879744, 75, 5.5, 220]])\n",
        "\n",
        "print(\"Test Output: \", test)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7tKqMIi6yYYT",
        "outputId": "736afcca-3f39-431b-8c78-59bbfec9c94c"
      },
      "execution_count": 81,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Test Output:  ['rice']\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/sklearn/base.py:439: UserWarning: X does not have valid feature names, but RandomForestClassifier was fitted with feature names\n",
            "  warnings.warn(\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "LBABHBVg515k"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}