Tarefa1_Introducao_IA.ipynb

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    {
      "cell_type": "markdown",
      "source": [
        "# Carregando dados"
      ],
      "metadata": {
        "id": "YQlyGt2Ffclx"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import numpy as np\n",
        "import pandas as pd"
      ],
      "metadata": {
        "id": "lR7xCN7pN3nU"
      },
      "execution_count": 1,
      "outputs": []
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      "cell_type": "code",
      "source": [
        "df = pd.read_csv('https://raw.githubusercontent.com/tavares51/dadosIA/main/house.csv')"
      ],
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        "id": "DaDIlrbV6SEo"
      },
      "execution_count": 7,
      "outputs": []
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      "source": [
        "df.head()"
      ],
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              "                  date      price  bedrooms  bathrooms  sqft_living  sqft_lot  \\\n",
              "0  2014-05-02 00:00:00   313000.0       3.0       1.50         1340      7912   \n",
              "1  2014-05-02 00:00:00  2384000.0       5.0       2.50         3650      9050   \n",
              "2  2014-05-02 00:00:00   342000.0       3.0       2.00         1930     11947   \n",
              "3  2014-05-02 00:00:00   420000.0       3.0       2.25         2000      8030   \n",
              "4  2014-05-02 00:00:00   550000.0       4.0       2.50         1940     10500   \n",
              "\n",
              "   floors  waterfront  view  condition  sqft_above  sqft_basement  yr_built  \\\n",
              "0     1.5           0     0          3        1340              0      1955   \n",
              "1     2.0           0     4          5        3370            280      1921   \n",
              "2     1.0           0     0          4        1930              0      1966   \n",
              "3     1.0           0     0          4        1000           1000      1963   \n",
              "4     1.0           0     0          4        1140            800      1976   \n",
              "\n",
              "   yr_renovated                    street       city  statezip country  \n",
              "0          2005      18810 Densmore Ave N  Shoreline  WA 98133     USA  \n",
              "1             0           709 W Blaine St    Seattle  WA 98119     USA  \n",
              "2             0  26206-26214 143rd Ave SE       Kent  WA 98042     USA  \n",
              "3             0           857 170th Pl NE   Bellevue  WA 98008     USA  \n",
              "4          1992         9105 170th Ave NE    Redmond  WA 98052     USA  "
            ],
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              "      <td>2014-05-02 00:00:00</td>\n",
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              "      <th>3</th>\n",
              "      <td>2014-05-02 00:00:00</td>\n",
              "      <td>420000.0</td>\n",
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              "      <td>1.0</td>\n",
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              "      <td>2014-05-02 00:00:00</td>\n",
              "      <td>550000.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>2.50</td>\n",
              "      <td>1940</td>\n",
              "      <td>10500</td>\n",
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              "      <td>1140</td>\n",
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              "      <td>1992</td>\n",
              "      <td>9105 170th Ave NE</td>\n",
              "      <td>Redmond</td>\n",
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          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Análise dos dados"
      ],
      "metadata": {
        "id": "dhxZSb_7fr6h"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "print(f\"Linhas: {df.shape[0]}\")\n",
        "print(f\"Colunas: {df.shape[1]}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "GWLwBkiY6kcU",
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      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Linhas: 4600\n",
            "Colunas: 18\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.info()"
      ],
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        "colab": {
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        "id": "7iV5f4Hd67OH",
        "outputId": "9e42551c-e56d-4aee-b787-4e01548cbe0c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 4600 entries, 0 to 4599\n",
            "Data columns (total 18 columns):\n",
            " #   Column         Non-Null Count  Dtype  \n",
            "---  ------         --------------  -----  \n",
            " 0   date           4600 non-null   object \n",
            " 1   price          4600 non-null   float64\n",
            " 2   bedrooms       4600 non-null   float64\n",
            " 3   bathrooms      4600 non-null   float64\n",
            " 4   sqft_living    4600 non-null   int64  \n",
            " 5   sqft_lot       4600 non-null   int64  \n",
            " 6   floors         4600 non-null   float64\n",
            " 7   waterfront     4600 non-null   int64  \n",
            " 8   view           4600 non-null   int64  \n",
            " 9   condition      4600 non-null   int64  \n",
            " 10  sqft_above     4600 non-null   int64  \n",
            " 11  sqft_basement  4600 non-null   int64  \n",
            " 12  yr_built       4600 non-null   int64  \n",
            " 13  yr_renovated   4600 non-null   int64  \n",
            " 14  street         4600 non-null   object \n",
            " 15  city           4600 non-null   object \n",
            " 16  statezip       4600 non-null   object \n",
            " 17  country        4600 non-null   object \n",
            "dtypes: float64(4), int64(9), object(5)\n",
            "memory usage: 647.0+ KB\n"
          ]
        }
      ]
    },
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      "cell_type": "code",
      "source": [
        "df.describe().T"
      ],
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        "id": "RFdwWWok7GUH",
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      "execution_count": null,
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            "text/plain": [
              "                count           mean            std     min        25%  \\\n",
              "price          4600.0  551962.988473  563834.702547     0.0  322875.00   \n",
              "bedrooms       4600.0       3.400870       0.908848     0.0       3.00   \n",
              "bathrooms      4600.0       2.160815       0.783781     0.0       1.75   \n",
              "sqft_living    4600.0    2139.346957     963.206916   370.0    1460.00   \n",
              "sqft_lot       4600.0   14852.516087   35884.436145   638.0    5000.75   \n",
              "floors         4600.0       1.512065       0.538288     1.0       1.00   \n",
              "waterfront     4600.0       0.007174       0.084404     0.0       0.00   \n",
              "view           4600.0       0.240652       0.778405     0.0       0.00   \n",
              "condition      4600.0       3.451739       0.677230     1.0       3.00   \n",
              "sqft_above     4600.0    1827.265435     862.168977   370.0    1190.00   \n",
              "sqft_basement  4600.0     312.081522     464.137228     0.0       0.00   \n",
              "yr_built       4600.0    1970.786304      29.731848  1900.0    1951.00   \n",
              "yr_renovated   4600.0     808.608261     979.414536     0.0       0.00   \n",
              "\n",
              "                         50%        75%         max  \n",
              "price          460943.461539  654962.50  26590000.0  \n",
              "bedrooms            3.000000       4.00         9.0  \n",
              "bathrooms           2.250000       2.50         8.0  \n",
              "sqft_living      1980.000000    2620.00     13540.0  \n",
              "sqft_lot         7683.000000   11001.25   1074218.0  \n",
              "floors              1.500000       2.00         3.5  \n",
              "waterfront          0.000000       0.00         1.0  \n",
              "view                0.000000       0.00         4.0  \n",
              "condition           3.000000       4.00         5.0  \n",
              "sqft_above       1590.000000    2300.00      9410.0  \n",
              "sqft_basement       0.000000     610.00      4820.0  \n",
              "yr_built         1976.000000    1997.00      2014.0  \n",
              "yr_renovated        0.000000    1999.00      2014.0  "
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              "      <th>bedrooms</th>\n",
              "      <td>4600.0</td>\n",
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              "      <td>4.00</td>\n",
              "      <td>9.0</td>\n",
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              "      <th>bathrooms</th>\n",
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              "      <td>0.783781</td>\n",
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              "      <td>2.50</td>\n",
              "      <td>8.0</td>\n",
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              "    <tr>\n",
              "      <th>sqft_living</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>2139.346957</td>\n",
              "      <td>963.206916</td>\n",
              "      <td>370.0</td>\n",
              "      <td>1460.00</td>\n",
              "      <td>1980.000000</td>\n",
              "      <td>2620.00</td>\n",
              "      <td>13540.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sqft_lot</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>14852.516087</td>\n",
              "      <td>35884.436145</td>\n",
              "      <td>638.0</td>\n",
              "      <td>5000.75</td>\n",
              "      <td>7683.000000</td>\n",
              "      <td>11001.25</td>\n",
              "      <td>1074218.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>floors</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>1.512065</td>\n",
              "      <td>0.538288</td>\n",
              "      <td>1.0</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.500000</td>\n",
              "      <td>2.00</td>\n",
              "      <td>3.5</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>waterfront</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>0.007174</td>\n",
              "      <td>0.084404</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.00</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>view</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>0.240652</td>\n",
              "      <td>0.778405</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.00</td>\n",
              "      <td>4.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>condition</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>3.451739</td>\n",
              "      <td>0.677230</td>\n",
              "      <td>1.0</td>\n",
              "      <td>3.00</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>4.00</td>\n",
              "      <td>5.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sqft_above</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>1827.265435</td>\n",
              "      <td>862.168977</td>\n",
              "      <td>370.0</td>\n",
              "      <td>1190.00</td>\n",
              "      <td>1590.000000</td>\n",
              "      <td>2300.00</td>\n",
              "      <td>9410.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sqft_basement</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>312.081522</td>\n",
              "      <td>464.137228</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>610.00</td>\n",
              "      <td>4820.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>yr_built</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>1970.786304</td>\n",
              "      <td>29.731848</td>\n",
              "      <td>1900.0</td>\n",
              "      <td>1951.00</td>\n",
              "      <td>1976.000000</td>\n",
              "      <td>1997.00</td>\n",
              "      <td>2014.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>yr_renovated</th>\n",
              "      <td>4600.0</td>\n",
              "      <td>808.608261</td>\n",
              "      <td>979.414536</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>1999.00</td>\n",
              "      <td>2014.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-d4e7bc71-b86d-4f3f-ba44-9ea089b56281')\"\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",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [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",
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              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-d4e7bc71-b86d-4f3f-ba44-9ea089b56281 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-d4e7bc71-b86d-4f3f-ba44-9ea089b56281');\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": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 10))\n",
        "df['price'].hist()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 605
        },
        "id": "cUoAnYrj7uyN",
        "outputId": "fb92104d-9ddb-4693-a1df-a3d32570f09b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 10))\n",
        "df.boxplot('price')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 602
        },
        "id": "TfHbBfF68zlt",
        "outputId": "63460d10-1a65-4d60-ce19-8cbb8db7c6e8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ],
            "image/png": 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3JO/asYkAAEaIO6ADAHQQUwAAHcQUAEAHMQUA0EFMAQB0EFMAAB3EFABABzEFANBBTAEAdBBTAAAdxBQAQAcxBQDQQUwBAHQQUwAAHcQUAEAHMQUA0EFMAQB0EFMAAB3EFABABzEFANBBTAEAdBBTAAAdxBQAQAcxBQDQQUwBAHQQUwAAHcQUAEAHMQUA0EFMAQB0EFMAAB3EFABABzEFANBBTAEAdBBTAAAdxBQAQAcxBQDQQUwBAHQQUwAAHcQUAEAHMQUA0EFMAQB0EFMAAB3EFABABzEFANBBTAEAdBBTAAAdxBQwFgaDQaanp3Po0KFMT09nMBgMeyRgj5gc9gAAvQaDQRYXF7O8vJyNjY1MTExkfn4+SXL48OEhTweMO0emgJG3tLSU5eXlzM3NZXJyMnNzc1leXs7S0tKwRwP2ADEFjLz19fUcPHjwRdsOHjyY9fX1IU0E7CViChh5U1NTWVtbe9G2tbW1TE1NDWkiYC8RU8DIW1xczPz8fFZWVnLmzJmsrKxkfn4+i4uLwx4N2ANcgA6MvBcuMl9YWMj6+nqmpqaytLTk4nPgiqjW2lDeeGZmph07dmwo7w2Mr9XV1czOzg57DGDMVNVDrbWZi+1zmg8AoIOYAgDoIKYAADqIKQCADmIKAKCDmAIA6CCmAAA6iCkAgA5iCgCgg5gCAOggpgAAOogpAIAOYgoAoIOYAgDoIKYAADqIKQCADmIKAKCDmAIA6CCmAAA6iCkAgA5iCgCgg5gCAOggpgAAOogpAIAOYgoAoIOYAgDoIKYAADqIKQCADmIKAKCDmAIA6LCtmKqq762qT1XV8ap690X231ZVT1bVw5s//3LnRwUA2H0mt1pQVRNJfinJP01yIsnHq+qB1tpjFyz9cGvtxy7DjAAAu9Z2jky9Mcnx1tqftdZOJ/lQkrde3rEAAEbDlkemklyT5PHznp9I8qaLrHtbVX13kj9N8u9aa49fuKCq7khyR5IcOHAgq6urL3tggEs5efKkzxbgitpOTG3Hf0kyaK09V1U/kuQ3ktx44aLW2r1J7k2SmZmZNjs7u0NvD/C81dXV+GwBrqTtnOb7XJJrz3v+ms1t57TWPt9ae27z6a8m+cc7Mx4AwO62nZj6eJLrq+p1VbUvya1JHjh/QVW9+rynNydZ37kRAbY2GAwyPT2dQ4cOZXp6OoPBYNgjAXvElqf5WmtnqurHkhxNMpHkvtbao1X1M0mOtdYeSPJvqurmJGeSfCHJbZdxZoAXGQwGWVxczPLycjY2NjIxMZH5+fkkyeHDh4c8HTDuqrU2lDeemZlpx44dG8p7A+Nleno6733vezM3N3fumqmVlZUsLCzkkUceGfZ4wBioqodaazMX2+cO6MDIW19fz8GDB1+07eDBg1lfd8UBcPnt1Lf5AIZmamoq73nPe3L//fdnfX09U1NTueWWWzI1NTXs0YA9QEwBI29ubi5333137r777txwww157LHHctddd+Wd73znsEcD9gAxBYy8lZWV3HXXXbnvvvvOHZm66667cv/99w97NGAPcAE6MPImJibypS99KVddddW5C9C//OUv5+qrr87GxsawxwPGgAvQgbE2NTWVtbW1F21bW1tzzRRwRYgpYOQtLi5mfn4+KysrOXPmTFZWVjI/P5/FxcVhjwbsAa6ZAkbeCzfmXFhYOHfN1NLSkht2AleEa6aAseIPHQOXg2umAAAuEzEFANBBTAEAdBBTAAAdxBQwFgaDQaanp3Po0KFMT09nMBgMeyRgj3BrBGDkDQaDLC4uZnl5ORsbG5mYmMj8/HySuD0CcNm5NQIw8qanp3PLLbfk/vvvP3efqReeP/LII8MeDxgDl7o1giNTwMh77LHHcurUqdx3333njkzdfvvt+exnPzvs0YA9wDVTwMjbt29fFhYWMjc3l8nJyczNzWVhYSH79u0b9mjAHuDIFDDyTp8+nXvuuSevf/3rs7GxkZWVldxzzz05ffr0sEcD9gAxBYy8G264IbfccsuL/jbfkSNHcv/99w97NGAPEFPAyFtcXLzot/mWlpaGPRqwB4gpYOS9cPuD849MLS0tuS0CcEW4NQIwVlZXVzM7OzvsMYAxc6lbI/g2HwBABzEFANBBTAFjwd/mA4ZFTAEjbzAY5M4778ypU6eSJKdOncqdd94pqIArwgXowMi79tprs7GxkQ984APnbo3wjne8IxMTE3n88ceHPR4wBlyADoy1EydO5LbbbsvCwkLe/OY3Z2FhIbfddltOnDgx7NGAPcB9poCx8Gu/9mv54Ac/eO7I1JEjR4Y9ErBHiClg5E1OTubpp5/O7bffnj//8z/Pa1/72jz99NOZnPQRB1x+PmmAkbexsZFnnnkmzz77bM6ePZtnn302zzzzzLDHAvYI10wBI2/fvn05cuRI9u/fn1e84hXZv39/jhw5kn379g17NGAPEFPAyDt9+nQefPDBnDp1Kq21nDp1Kg8++GBOnz497NGAPcBpPmDkXXPNNXniiSfy5JNPJkk+85nPZGJiItdcc82QJwP2AkemgJH35JNPZmNjIzfffHN++7d/OzfffHM2NjbOxRXA5SSmgJH33HPP5cYbb8ynP/3pvO1tb8unP/3p3HjjjXnuueeGPRqwB4gpYCxcffXVOX78eM6ePZvjx4/n6quvHvZIwB7hz8kAI6+qXnLfsD7jgPHiz8kAAFwmYgoAoIOYAgDoIKYAADqIKQCADmIKAKCDmAIA6CCmAAA6iCkAgA5iCgCgg5gCAOggpgAAOogpAIAOYgoAoIOYAgDoIKYAADqIKQCADmIKAKCDmAIA6CCmAAA6iCkAgA5iCgCgg5gCAOggpgAAOogpAIAOYgoAoIOYAgDoMDnsAYC9q6pG5j1aazvyOsD4EVPA0OxUoFwqmEQQcLk5zQeMvJtuuullbQfYSWIKGHlHjx7NTTfddO4IVVXlpptuytGjR4c8GbAXiClgLBw9ejRnz57Nt9z1Ozl79qyQAq4YMQUA0EFMAQB0EFMAAB3EFABAB/eZArbl297zYJ569svDHmNbrnv3fx32CFv6uq++Kp/8abdugHEgpoBteerZL+czP/vPhj3GllZXVzM7OzvsMbY0CsEHbI/TfAAAHcQUAEAHp/mAbXnV1LvzD3/j3cMeY3t+Y9gDbO1VU0my+0+bAlsTU8C2PL3+s66Z2kGumYLxIaaAbRuZAPjd3T/n1331VcMeAdghYgrYllE4KpU8H3yjMiswHlyADgDQYVsxVVXfW1WfqqrjVfW3rkCtqq+qqg9v7v9YVV2304MCAOxGW8ZUVU0k+aUk35fkhiSHq+qGC5bNJ/l/rbW/l+Tnk9y904MCAOxG2zky9cYkx1trf9ZaO53kQ0neesGat+Zvvoz8kSSHqqp2bkwAgN1pOxegX5Pk8fOen0jyppda01o7U1VPJfnGJH91/qKquiPJHUly4MCBrK6ufmVTA2Nhbm7usrxuXYZj4ysrKzv/osBYuKLf5mut3Zvk3iSZmZlpo3AvGODyaa3t+GuOyn2mgPGxndN8n0ty7XnPX7O57aJrqmoyydcl+fxODAgAsJttJ6Y+nuT6qnpdVe1LcmuSBy5Y80CSf7H5+O1Jfr9djv/lBADYZbY8zbd5DdSPJTmaZCLJfa21R6vqZ5Ica609kGQ5yX+squNJvpDngwsAYOxt65qp1tpHk3z0gm0/dd7jLyX5gZ0dDQBg93MHdACADmIKAKCDmAIA6CCmAAA6iCkAgA5iCgCgg5gCAOggpgAAOogpAIAOYgoAoIOYAgDoIKYAADqIKQCADmIKAKCDmAIA6CCmAAA6iCkAgA5iCgCgg5gCAOhQrbXhvHHVk0k+O5Q3B8bZ/iR/NewhgLHzLa21b7rYjqHFFMDlUFXHWmszw54D2Duc5gMA6CCmAAA6iClg3Nw77AGAvcU1UwAAHRyZAgDoIKYAADqIKWBsVNXPVNX3DHsOYG9xzRQwFqpqorW2Mew5gL3HkSlg16uq66rqf1fVB6pqvao+UlV/p6o+U1V3V9UnkvxAVf16Vb1983feUFX/o6o+WVX/q6peVVUTVfXvq+rjVfXHVfUjQ/6nAWNATAGj4luT/HJrbSrJF5P8683tn2+tfXtr7UMvLKyqfUk+nOTO1tq3JfmeJM8mmU/yVGvtDUnekORfVdXrruQ/Ahg/YgoYFY+31v775uP/lOTg5uMPX2TttyZ5orX28SRprX2xtXYmyU1JfqiqHk7ysSTfmOT6yzs2MO4mhz0AwDZdeIHnC89PvYzXqCQLrbWjOzMSgCNTwOh4bVV95+bjI0nWLrH2U0leXVVvSJLN66UmkxxN8qNVddXm9r9fVa+8nEMD409MAaPiU0neVVXrSb4hya+81MLW2ukk/zzJe6vqk0l+L8nVSX41yWNJPlFVjyT5D3GEHujk1gjArldV1yX5ndba9JBHAfhbHJkCAOjgyBQAQAdHpgAAOogpAIAOYgoAoIOYAgDoIKYAADr8fyemwx5D55ThAAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Normalizando os Dados** <br>\n",
        "Aplicando LOG"
      ],
      "metadata": {
        "id": "4Xkrg4gCiJWd"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df[\"price\"] = np.log((df.price + 1))"
      ],
      "metadata": {
        "id": "0kYojIxEam2j"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 10))\n",
        "df['price'].hist()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 592
        },
        "id": "Os3Aouc4aw-t",
        "outputId": "ebaca075-e3dc-466f-a3b5-6516b3b62e9e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 10))\n",
        "df.boxplot('price')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 592
        },
        "id": "d8kkMhDaaw4Z",
        "outputId": "8b5ac1a9-3dc4-4b5a-e35d-004651398c9a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Removendo dados com 'price' igual a ZERO**"
      ],
      "metadata": {
        "id": "bVbVNR7kjYj5"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.drop(df[df.price == 0].price.index, inplace=True)"
      ],
      "metadata": {
        "id": "F2__0CLa58Q8"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 10))\n",
        "df.boxplot('price')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 592
        },
        "id": "DnAhhsW6CVVz",
        "outputId": "62b1e5b7-18f8-45da-daa4-736c7b032335"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe().T"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 457
        },
        "id": "7cErfm3aOl8Y",
        "outputId": "4af3ec3e-33ed-4896-e978-9317adde3899"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                count          mean           std          min          25%  \\\n",
              "price          4551.0     13.064965      0.542788     8.962007    12.695466   \n",
              "bedrooms       4551.0      3.394639      0.904595     0.000000     3.000000   \n",
              "bathrooms      4551.0      2.155021      0.776351     0.000000     1.750000   \n",
              "sqft_living    4551.0   2132.372226    955.949708   370.000000  1460.000000   \n",
              "sqft_lot       4551.0  14835.280598  35964.077825   638.000000  5000.000000   \n",
              "floors         4551.0      1.512195      0.538531     1.000000     1.000000   \n",
              "waterfront     4551.0      0.006592      0.080932     0.000000     0.000000   \n",
              "view           4551.0      0.234674      0.765373     0.000000     0.000000   \n",
              "condition      4551.0      3.449352      0.675160     1.000000     3.000000   \n",
              "sqft_above     4551.0   1822.221710    854.452888   370.000000  1190.000000   \n",
              "sqft_basement  4551.0    310.150516    461.987629     0.000000     0.000000   \n",
              "yr_built       4551.0   1970.795649     29.760073  1900.000000  1951.000000   \n",
              "yr_renovated   4551.0    808.564052    979.421487     0.000000     0.000000   \n",
              "\n",
              "                       50%           75%           max  \n",
              "price            13.049795     13.396202  1.709605e+01  \n",
              "bedrooms          3.000000      4.000000  9.000000e+00  \n",
              "bathrooms         2.250000      2.500000  8.000000e+00  \n",
              "sqft_living    1970.000000   2610.000000  1.354000e+04  \n",
              "sqft_lot       7680.000000  10978.000000  1.074218e+06  \n",
              "floors            1.500000      2.000000  3.500000e+00  \n",
              "waterfront        0.000000      0.000000  1.000000e+00  \n",
              "view              0.000000      0.000000  4.000000e+00  \n",
              "condition         3.000000      4.000000  5.000000e+00  \n",
              "sqft_above     1590.000000   2300.000000  9.410000e+03  \n",
              "sqft_basement     0.000000    600.000000  4.820000e+03  \n",
              "yr_built       1976.000000   1997.000000  2.014000e+03  \n",
              "yr_renovated      0.000000   1999.000000  2.014000e+03  "
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          },
          "metadata": {},
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.info()"
      ],
      "metadata": {
        "colab": {
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        },
        "id": "LPN4MEs87LHs",
        "outputId": "3505f956-bcbb-4a3f-c509-a501d721de74"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "Int64Index: 4551 entries, 0 to 4599\n",
            "Data columns (total 18 columns):\n",
            " #   Column         Non-Null Count  Dtype  \n",
            "---  ------         --------------  -----  \n",
            " 0   date           4551 non-null   object \n",
            " 1   price          4551 non-null   float64\n",
            " 2   bedrooms       4551 non-null   float64\n",
            " 3   bathrooms      4551 non-null   float64\n",
            " 4   sqft_living    4551 non-null   int64  \n",
            " 5   sqft_lot       4551 non-null   int64  \n",
            " 6   floors         4551 non-null   float64\n",
            " 7   waterfront     4551 non-null   int64  \n",
            " 8   view           4551 non-null   int64  \n",
            " 9   condition      4551 non-null   int64  \n",
            " 10  sqft_above     4551 non-null   int64  \n",
            " 11  sqft_basement  4551 non-null   int64  \n",
            " 12  yr_built       4551 non-null   int64  \n",
            " 13  yr_renovated   4551 non-null   int64  \n",
            " 14  street         4551 non-null   object \n",
            " 15  city           4551 non-null   object \n",
            " 16  statezip       4551 non-null   object \n",
            " 17  country        4551 non-null   object \n",
            "dtypes: float64(4), int64(9), object(5)\n",
            "memory usage: 675.5+ KB\n"
          ]
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15, 10))\n",
        "df['price'].hist()\n",
        "plt.show()"
      ],
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          "base_uri": "https://localhost:8080/",
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          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
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            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15, 10))\n",
        "df.price.plot.kde()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 595
        },
        "id": "inenqtV8cgIf",
        "outputId": "9a6e660e-08db-4af7-d470-69c27b0c8a4f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ],
            "image/png": 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jRcI9U4d/wUqSTI0NJ4kxTQCaQsADoKc0At69060JeNO7y85nBDwAmkDAA6CnnJrdDXhTrbtkJUlm3aQJQBMIeAD0lBdnlzJxZDATo4e/IiHZE/B08ABogqYGvFLKh0opT5dSnimlfPIKz/zHpZSnSilPllJ+opn1AMCLM8stG89MkulxI5oANM9Asz64lNKf5DNJPpjkdJLHSymP1lqf2vPMg0n+dpIP1FrnSim3NKseAEiSl2aX8+47J1r280eHBjIy2JfZpbWW1QBA92pmB+99SZ6ptT5Xa11P8rkkH7nkmb+U5DO11rkkqbW+3sR6AOhxm1vbeXluJfe26AbNhumxYR08AJqimQHvziSn9rw+vfveXu9I8o5Syq+VUr5YSvnQ5T6olPLxUsoTpZQnzp4926RyAeh2r8yvZnO7tnREM9k5h+cMHgDN0OpLVgaSPJjkO5J8LMk/KaVMXvpQrfWztdaHa60Pnzx58pBLBKBbvDi7lCS5p0U3aDYIeAA0SzMD3stJ7t7z+q7d9/Y6neTRWutGrfX5JF/LTuADgAPX6h14DdNjQ5mxJgGAJmhmwHs8yYOllPtLKUNJPprk0Uue+dnsdO9SSjmRnZHN55pYEwA97NTscob6+3LrsZGW1qGDB0CzNC3g1Vo3k3wiyeeTfDXJT9ZanyylfLqU8uHdxz6fZKaU8lSSX0ryt2qtM82qCYDe9vL8Sm6fHEl/X2lpHVPjQ1nZ2MrK+lZL6wCg+zRtTUKS1FofS/LYJe99as+fa5If3v0HAJrq1YXV3Nbi7l2yM6KZJDNLa7lrqLXjogB0l1ZfsgIAh+bMwmrumDzS6jIyNTacJMY0AThwAh4APWFru+a1xdXcPtH6Dt7UxQ6egAfAwRLwAOgJ5y6sZXO7tkXAa4xozrpJE4ADJuAB0BNemV9Jktw+0QYjmuO7AU8HD4ADJuAB0BNeXVhNktzWBh28o8MDGewvRjQBOHACHgA94ZXdgNcOl6yUUnZ34a21uhQAuoyAB0BPODO/kuGBvhwfHWx1KUl2btI0ognAQRPwAOgJZ3Zv0CyltUvOG6bHhoxoAnDgBDwAesKZ+ZW2uGClYWdEU8AD4GAJeAD0hFcXVnP7ZOsvWGmYGhuyJgGAAyfgAdD1trZrXju/1hY78Bqmx4Zyfm0za5tbrS4FgC4i4AHQ9V4/v5qt7dpeI5q7u/DmljZaXAkA3UTAA6Drnbm4IqG9OnhJMmNVAgAHSMADoOudmd9dcn6sjTp4Y8NJ4qIVAA6UgAdA1zuzsJKkvTp4U7sdPAEPgIMk4AHQ9c4srGZksC8TR9pjyXmyZ0TTTZoAHCABD4Cud2ZhJXdMHGmbJedJMnFkMP19RQcPgAMl4AHQ9c602Q68JOnrKzk+OpgZAQ+AAyTgAdD1zsyvttUFKw1TY0OZdYsmAAdIwAOgq21ubef186ttdcFKw07A08ED4OAIeAB0tdfPr2W7pq2WnDdMjw0b0QTgQAl4AHS1xoqE2yd08ADofgIeAF3tld0l5+12yUqyE/DmlzeyubXd6lIA6BICHgBd7dWF3YDXhpesTI/v7MKbW95ocSUAdAsBD4Cu9srCSkaH+nPsyECrS3mLqd1l58Y0ATgoAh4AXe3VhdXcPjHSVkvOGxoBb8aqBAAOiIAHQFd7ZWG1LW/QTHZu0Ux08AA4OAIeAF3tzPxKW96gmRjRBODgCXgAdK2Nre2cvbCW2yfbs4N3fHQwpSTnLgh4ABwMAQ+ArvXa4mpqbc8deEky0N+XiSODmXUGD4ADIuAB0LUurkho04CXJNOWnQNwgAQ8ALrWK7sB7442HdFMdi5amTGiCcABEfAA6Fpn5leSJLe1cwdvfCgzOngAHBABD4CudWZhNePDAzk2MtjqUq5oyogmAAdIwAOga51ZWGnr7l2ycwZvbnk9W9u11aUA0AUEPAC61pmF1ba+YCVJpseHU2syt6yLB8DNE/AA6FpnFlZzx0T7XrCSWHYOwMES8ADoSuub2zl3Ya39RzTHdwLeuQt24QFw8wQ8ALpSY8n5HZNtHvDGhpPo4AFwMAQ8ALrSmYtLzjtjRNMuPAAOgoAHQFc6s7CzA6/dL1k5PjqYUmIXHgAHQsADoCtd7OBNtncHb6C/L5NHBjO75AweADdPwAOgK52ZX8nR4YGMDw+0upRrmh4fNqIJwIEQ8ADoSq8srOb2Nr9gpWFqbMiIJgAHQsADoCu9urDa9hesNJwYH8qMNQkAHAABD4CudGZhpe0vWGmYGhuyJgGAAyHgAdB11ja3cu7Cesd08KbGhjO3vJHNre1WlwJAhxPwAOg6ry3sjDt2yhm8E+M7u/DmljdaXAkAnU7AA6DrvNIhO/AaGsvOjWkCcLMEPAC6zquNHXgdMqI5PTacJC5aAeCmCXgAdJ1O6+BN745oWpUAwM0S8ADoOmfmV3NsZCBjHbDkPHljRFMHD4CbJeAB0HXOLKzmjsnOGM9MkuOjQynFGTwAbp6AB0DXObOwkts6ZDwzSfr7So6PDhnRBOCmCXgAdJ1XF1Y75oKVhumxocxcEPAAuDkCHgBdZXVjKzNL67mjgzp4yc45PCOaANyspga8UsqHSilPl1KeKaV88jJf/4FSytlSyld2//mLzawHgO7XWJHQSSOaSXJifDjnllyyAsDNadr1YqWU/iSfSfLBJKeTPF5KebTW+tQlj/6LWusnmlUHAL3lzG7A66RLVhIdPAAORjM7eO9L8kyt9bla63qSzyX5SBN/HgDkTIftwGuYGhvK/PJGNre2W10KAB2smQHvziSn9rw+vfvepf5UKeV3Sik/XUq5+3IfVEr5eCnliVLKE2fPnm1GrQB0iUYHr9MuWTmxu+x8dlkXD4Ab1+pLVn4uyX211vck+bdJfvxyD9VaP1trfbjW+vDJkycPtUAAOsuZhZVMjg7myFB/q0u5LlNjw0nswgPg5jQz4L2cZG9H7q7d9y6qtc7UWhsnyv+PJN/SxHoA6AFn5ldz27HOGs9MkundDp5VCQDcjGYGvMeTPFhKub+UMpTko0ke3ftAKeX2PS8/nOSrTawHgB5wZmG14y5YSXb24CWx7ByAm9K0WzRrrZullE8k+XyS/iQ/Vmt9spTy6SRP1FofTfKfl1I+nGQzyWySH2hWPQD0hjMLK3nvPZOtLuO6TTUC3gWrEgC4cU0LeElSa30syWOXvPepPX/+20n+djNrAKB3rKxvZW55o+Nu0EySydGh9BVn8AC4Oa2+ZAUADsyri515g2aS9PeVHB8dMqIJwE0R8ADoGp26A69henzIiCYAN0XAA6BrvLbbwbu1QwPe1NiQEU0AboqAB0DXaCw578Q1CUkyPTZsTQIAN0XAA6BrvLawmqMjAxkbbuodYk0zPe4MHgA3R8ADoGucWVjt2PN3yc6I5sLKRja2tltdCgAdSsADoGu8triaWzt0PDNJpseHkyRzungA3CABD4Cu0ekdvOnGsnMBD4AbJOAB0BU2t7Zz7sJax16wkuwJeC5aAeAGCXgAdIWzF9ayXTt3RUKyc8lKksws2YUHwI0R8ADoCo0VCZ08ojk1tnMGzy48AG6UgAdAV3htN+B18iUrk0cG01eMaAJw4wQ8ALrCGx28Iy2u5Mb19ZVMjdmFB8CNE/AA6AqvLa5maKAvx0cHW13KTZkeG87MBWfwALgxAh4AXeHVxdXcdmwkpZRWl3JTpsaGnMED4IYJeAB0hTMLqx29IqFhatyIJgA3TsADoCu8trja0SsSGk6MDRnRBOCGCXgAdLxaa84srHb0ioSGqbHhLK5uZn1zu9WlANCBBDwAOt788kbWN7c7ekVCQ2PZ+dyyMU0Arp+AB0DH64Yl5w3TYzsBzy48AG6EgAdAx3ttsfOXnDdMNQLeknN4AFw/AQ+AjvfqYhd18MaHk8SqBABuiIAHQMdrdPBOHh1ucSU3z4gmADdDwAOg4509v5apsaEM9nf+r7WJI4Pp7ytGNAG4IZ3/mxCAnnf2/Fpu6YLuXZL09ZUcHx0yognADRHwAOh4r59f64rxzIYT40M5Z0QTgBsg4AHQ8c6eX8vJ8e4JeFNjOngA3BgBD4COVmvN2Qvd1cET8AC4UQIeAB1tcXUz65vbXRfw5pYFPACun4AHQEc7e37ntsluCniTo0NZWNnI1nZtdSkAdBgBD4CO1o0B7/joYGpNFlY2Wl0KAB1GwAOgo71+fmfJebesSUh2RjSTOIcHwHUT8ADoaBc7eOMjLa7k4EyO7gS8eefwALhOAh4AHe3shbUMDfTl2JGBVpdyYI6PDiZJ5paNaAJwfQQ8ADpaYwdeKaXVpRyY47sdvDkjmgBcJwEPgI529nx37cBLkuO7Z/CsSgDgegl4AHS0bgx4Y0P9GewvRjQBuG4CHgAd7dyF7gt4pZQcHx0yognAdRPwAOhYW9s1M0vrOTHeXQEv2TmHZ0QTgOsl4AHQseaW11NrMr17Zq2bTI4OZt6IJgDXScADoGM1FoFPdWHAmxobyqwOHgDXScADoGPNXNgJQN3ZwRuy6ByA6ybgAdCxLnbwxrsv4B0fHczc8kZqra0uBYAOIuAB0LEaI4zdOqK5tV2zuLrZ6lIA6CACHgAda3Z3RPP4aPcFvMndv5MxTQCuh4AHQMeaXVrLsZGBDPZ336+z46ODSWLZOQDXpft+IwLQM2aW1jPdhTvwkuT47tipZecAXA8BD4CONbu03pXn75I3xk4tOwfgegh4AHSs7g54RjQBuH4CHgAda2ZpvSt34CXJsZHB9BUjmgBcHwEPgI5Ua81cF3fw+vpKJkeHjGgCcF0EPAA60uLKZja3a9cGvCSZHB3MvBFNAK6DgAdAR5pZWkuSTI93b8CbGh3KrBFNAK6DgAdAR2qMLnbjkvMGI5oAXK99BbxSyr8spXxfKUUgBKAtzFzYCT7TY925By/ZuUnTiCYA12O/ge0fJfkzSf6glPI/llLeuZ9vKqV8qJTydCnlmVLKJ6/y3J8qpdRSysP7rAeAHtcYXZzq5hHNsaHMLq+n1trqUgDoEPsKeLXWX6i1/tkk35zkhSS/UEr5QinlPy2lDF7ue0op/Uk+k+R7kjyU5GOllIcu89zRJH8tyZdu7K8AQC+aWWp08Lo34E2ODmV9czsrG1utLgWADrHvkctSynSSH0jyF5N8Ock/yE7g+7dX+Jb3JXmm1vpcrXU9yeeSfOQyz/23Sf6nJKv7LxuAXrewspGRwb6MDPa3upSmmRqz7ByA67PfM3g/k+T/SzKa5D+otX641vovaq0/mGT8Ct92Z5JTe16f3n1v7+d+c5K7a63/73VXDkBPW1jeyMSRyw6RdI3J3QtkLDsHYL8G9vncP6m1Prb3jVLKcK11rdZ6Q+fmdi9s+fvZ6Qpe69mPJ/l4ktxzzz038uMA6DILKxs5NtLdAa9xQ6ibNAHYr/2OaP53l3nv16/xPS8nuXvP67t232s4muTdSX65lPJCkvcnefRyF63UWj9ba3241vrwyZMn91kyAN1sYaX7O3hGNAG4Xlft4JVSbsvOWOWRUsp7k5TdLx3Lzrjm1Tye5MFSyv3ZCXYfzc5NnEmSWutCkhN7ftYvJ/mbtdYnrvPvAEAPWljZyO0TI60uo6mMaAJwva41ovnHsjNCeVd2xikbzif5kat9Y611s5TyiSSfT9Kf5MdqrU+WUj6d5Ila66M3XDUAPW9hZSPvuu1oq8toqskjjQ6egAfA/lw14NVafzzJj5dS/lSt9f+53g/fPbf32CXvfeoKz37H9X4+AL1rcWUjx7p8RHOgvy/HRgYsOwdg3641ovn9tdZ/luS+UsoPX/r1Wuvfv8y3AUBTbW3XnF/b7PozeElyfGzo4lJ3ALiWa41oju3++0qrEADg0C2u7HS0eiHgTY4OGdEEYN+uNaL5o7v//m8OpxwAuLbF1d4JeFOjgzl3QcADYH/2u+j875ZSjpVSBkspv1hKOVtK+f5mFwcAl7PQQx2846NGNAHYv/3uwfujtdbFJH88yQtJ3p7kbzWrKAC4mkbA6/ZLVpKdEc15I5oA7NN+A15jlPP7kvzU7g47AGiJXurgTY4OZml9K+ub260uBYAOsN+A969KKb+f5FuS/GIp5WSS1eaVBQBX1nj4G1AAACAASURBVEsB7/jozt9xfkUXD4Br21fAq7V+MskfSvJwrXUjyVKSjzSzMAC4kl4KeJOjQ0mSBbvwANiHa61J2Otd2dmHt/d7/u8DrgcArmlhZSND/X0ZGdzvIErnmtzt4M0JeADsw74CXinlnyZ5W5KvJNnafbtGwAOgBRZXNnLsyGBKKa0upemO73bw7MIDYD/228F7OMlDtdbazGIAYD8WVjYyceR6hlA6V6ODZ0QTgP3Y72zL7yW5rZmFAMB+La5s9sT5u+SNM3g6eADsx37/9+eJJE+VUn4jyVrjzVrrh5tSFQBcxcLKRk6MD7W6jEMxNtSfwf7iDB4A+7LfgPd3mlkEAFyPhZWNvO3kWKvLOBSllEyODmXBmgQA9mFfAa/W+iullHuTPFhr/YVSymiS/uaWBgCXt7B7yUqvmDwymLklHTwArm1fZ/BKKX8pyU8n+dHdt+5M8rPNKgoArmR7u2ZxdaNnzuAlOzdpOoMHwH7s95KVv5rkA0kWk6TW+gdJbmlWUQBwJefXNlNrbyw5b5gcHby43B0Arma/AW+t1nrxfx3uLju3MgGAQ7e4G3R6akRzdFAHD4B92W/A+5VSyo8kOVJK+WCSn0ryc80rCwAur9HJ6qUO3s6I5kasowXgWvYb8D6Z5GyS303yl5M8luS/alZRAHAlvRjwJkeHsr65ndWN7VaXAkCb2+8tmtullJ9N8rO11rNNrgkArqg3A97O33VueT1Hho60uBoA2tlVO3hlx98ppZxL8nSSp0spZ0spnzqc8gDgzRZ7MOAd3xPwAOBqrjWi+UPZuT3zW2utU7XWqSSPJPlAKeWHml4dAFyiNzt4Q0mShWU3aQJwddcKeH8uycdqrc833qi1Ppfk+5P8J80sDAAuZ2FlIwN9JaND/a0u5dC8MaIp4AFwddcKeIO11nOXvrl7Dq93/tcpAG1jYWUjx44MppTS6lIOzfHdDp4RTQCu5VoB72q/SfyWAeDQLaxs9NR4ZvLGOKpl5wBcy7Vu0fzGUsriZd4vSUaaUA8AXFWjg9dLRgb7c2SwP3NL/t8qAFd31YBXa+2dAw4AdITFlY1M7I4s9pLjo4PO4AFwTftddA4AbaEXRzSTnZs0F1Z08AC4OgEPgI6yE/CudcKg+0zq4AGwDwIeAB2j1prF1c2e7OAdHx1yiyYA1yTgAdAxlta3srVdezLgTY4OWnQOwDUJeAB0jMaagF4NePMrG6m1troUANqYgAdAx2h0sHox4B0fHcrW9s6IKgBciYAHQMdodPCOjfRewJvcXQ1hTBOAqxHwAOgYFwNeD3bwJnf/zi5aAeBqBDwAOsZiD5/BOz4m4AFwbQIeAB3j4iUro70X8C6OaK4Y0QTgygQ8ADrGwspG+koyPtSDi84bI5pLOngAXJmAB0DHWFjZyLEjg+nrK60u5dBNXDyDp4MHwJUJeAB0jMXVjZ48f5ckA/19OTYyYEQTgKsS8ADoGAsrvRvwkp1zeC5ZAeBqBDwAOkavB7zjo4NGNAG4KgEPgI6xsLLRk0vOGyZGh7KggwfAVQh4AHSMxd1LVnqVDh4A1yLgAdARaq1GNJ3BA+AaBDwAOsLKxlY2tmpPB7yJI4M5v7qZza3tVpcCQJsS8ADoCI31AL0c8I6P7vzdrUoA4EoEPAA6goCXHB8bSmLZOQBXJuAB0BEWlgW8xt99YcU5PAAuT8ADoCMsrm4m6e2Ad3x0t4O3pIMHwOUJeAB0BCOaewKemzQBuAIBD4COIOAlEy5ZAeAaBDwAOkIj1IyPDLS4ktY5NjKQ/r6igwfAFQl4AHSExZWNHN0NOL2qlJLJI4OZd4smAFcg4AHQERZWNnp6PLNhYlTAA+DKmhrwSikfKqU8XUp5ppTyyct8/a+UUn63lPKVUsqvllIeamY9AHQuAW/H8dEhI5oAXFHTAl4ppT/JZ5J8T5KHknzsMgHuJ2qt31Br/aYkfzfJ329WPQB0NgFvx3EdPACuopkdvPcleabW+lytdT3J55J8ZO8DtdbFPS/HktQm1gNABxPwdkwcGcq8Dh4AV9DMq8juTHJqz+vTSR659KFSyl9N8sNJhpJ8ZxPrAaCDLQp4SXY6eHM6eABcQcsvWam1fqbW+rYk/0WS/+pyz5RSPl5KeaKU8sTZs2cPt0AA2oIO3o7jY0NZ2djK6sZWq0sBoA01M+C9nOTuPa/v2n3vSj6X5E9c7gu11s/WWh+utT588uTJAywRgE6wurGVtc3tHBPwLoZcy84BuJxmBrzHkzxYSrm/lDKU5KNJHt37QCnlwT0vvy/JHzSxHgA61OJumNHB27lFM4mbNAG4rKadwau1bpZSPpHk80n6k/xYrfXJUsqnkzxRa300ySdKKd+dZCPJXJI/36x6AOhcjW6VDt7OGbwkbtIE4LKaeclKaq2PJXnskvc+tefPf62ZPx+A7rCgg3fRxMWAp4MHwFu1/JIVALgWAe8Nb4xo6uAB8FYCHgBtT8B7QyPgGdEE4HIEPADanoD3hpHBvgwN9BnRBOCyBDwA2t7FS1ZGmnp0vCOUUnaXnQt4ALyVgAdA21tc2cz48EAG+v3aSnbGNI1oAnA5flMC0PYWVjaMZ+4xcWRQwAPgsgQ8ANrewsqGHXh7HB8dMqIJwGUJeAC0vcWVDefv9jg+Npj5FR08AN5KwAOg7RnRfLOJI0OZX15PrbXVpQDQZgQ8ANqegPdmx0cHs7FVs7S+1epSAGgzAh4AbU/Ae7M3lp07hwfAmwl4ALS19c3trGxsCXh7TIzu/LdwkyYAlxLwAGhrjSXnjVBDMjW208GbXdLBA+DNBDwA2tri6m7A08G7qBHwZpbWWlwJAO1GwAOgrTU6ePbgveHE2HCSZOaCDh4AbybgAdDWLo5oCngXHTsykIG+YkQTgLcQ8ABoa4sC3luUUnJ8bEjAA+AtBDwA2trFEc0RAW+v6bGhzAh4AFxCwAOgrS0s6+BdzpQOHgCXIeAB0NYWVjZyZLA/QwN+Ze0l4AFwOX5bAtDWFlY2dO8u48T4cM5dsCYBgDcT8ABoa/MrG5m05PwtpsaGcn51M+ub260uBYA2IuAB0NYWlgW8y2ksO59bNqYJwBsEPADamhHNy5veDXiWnQOwl4AHQFubX1nP5JGhVpfRdhodPBetALCXgAdAW5s3onlZ0+O7HbwlF60A8AYBD4C2tbqxlbXN7UwIeG8xPTacRAcPgDcT8ABoW/O7S86NaL7VxJHB9PcVZ/AAeBMBD4C2Nb+yE16MaL5VX1/J8dHBzOjgAbCHgAdA23qjgyfgXc7U2FBmncEDYA8BD4C21Qh4zuBd3k7A08ED4A0CHgBta+HiiKYzeJczPTZsRBOANxHwAGhbRjSvbnpcBw+ANxPwAGhb8ysbGewvGR3qb3UpbWlqbCjzyxvZ3NpudSkAtAkBD4C2tbCykYkjgymltLqUtjQ9tjO6OrusiwfADgEPgLa1sLwT8Li8KcvOAbiEgAdA25pfWXfBylVMNTp4lp0DsEvAA6BtzS9vuGDlKqbHdwKemzQBaBDwAGhb88sbduBdxcUzeAIeALsEPADa1sLKRiaPGNG8ksnRofSVZObCWqtLAaBNCHgAtKWNre1cWNvMpA7eFfX3lUyNDeesgAfALgEPgLa0sLK75FzAu6pbjg7n7HkBD4AdAh4AbWl+eSfgWZNwdSePDud1AQ+AXQIeAG1pYWXn4hBrEq5OBw+AvQQ8ANqSDt7+nNwNeNvbtdWlANAGBDwA2tLFM3gC3lWdPDqcze2a+d3/XgD0NgEPgLbU6OC5ZOXqbjk6kiR5/fxqiysBoB0IeAC0pfmVjZSSHB0R8K7m5NHhJHEOD4AkAh4AbWpheT3HRgbT31daXUpbu2U34L2+KOABIOAB0KbmVzaMZ+7DxQ6eZecARMADoE3NL2+4YGUfxoYHMjbUr4MHQBIBD4A2Nb+ykQk78Pbl5NFhHTwAkgh4ALSpheV1O/D26ZajI3l90S2aAAh4ALSp2aX1TDmDty86eAA0CHgAtJ2Nre0srm7m+JgRzf04eXQ4Z53BAyACHgBtaG55PUkyLeDtyy3HhnN+bTPL65utLgWAFmtqwCulfKiU8nQp5ZlSyicv8/UfLqU8VUr5nVLKL5ZS7m1mPQB0hrmljSTRwdun2ydGkiRnFpzDA+h1TQt4pZT+JJ9J8j1JHkrysVLKQ5c89uUkD9da35Pkp5P83WbVA0DnmFnaGTecEvD25faJI0mSM/MCHkCva2YH731Jnqm1PldrXU/yuSQf2ftArfWXaq3Luy+/mOSuJtYDQIdodPAEvP15o4O30uJKAGi1Zga8O5Oc2vP69O57V/IXkvzrJtYDQIeY1cG7LrcZ0QRg10CrC0iSUsr3J3k4ybdf4esfT/LxJLnnnnsOsTIAWmG2cQbPovN9GR7oz4nxIR08AJrawXs5yd17Xt+1+96blFK+O8l/meTDtdbL3vFca/1srfXhWuvDJ0+ebEqxALSP2aW1HBsZyGC/y5736/aJI3nFGTyAntfM35yPJ3mwlHJ/KWUoyUeTPLr3gVLKe5P8aHbC3etNrAWADjK7vGE88zrdNjGSV41oAvS8pgW8Wutmkk8k+XySryb5yVrrk6WUT5dSPrz72P+cZDzJT5VSvlJKefQKHwdAD5ldWhPwrtMdEyN5xYgmQM9r6hm8WutjSR675L1P7fnzdzfz5wPQmWaXNnLn5Eiry+got08eyfnVzVxY28z4cFscsQegBRxuAKDt6OBdv4urEuZ18QB6mYAHQFuptWZuaSPHBbzrcnHZuXN4AD1NwAOgrVxY28z61namBbzrYtk5AImAB0CbmbMD74bcNjGSUmJVAkCPE/AAaCszSzsrUafHBbzrMdjfl1uPjuT0nA4eQC8T8ABoK3PL60l08G7EPdOjeWl2qdVlANBCAh4AbWXmwk7Ac4vm9bt3ajQvziy3ugwAWkjAA6CtzCztBLwT48MtrqTz3Ds9mtfPr2VlfavVpQDQIgIeAG3l7Pm1HBnsz5hl3dft7qnRJMlLs7p4AL1KwAOgrZy7sJaTR3XvbsS902NJkhdnnMMD6FUCHgBt5ex5Ae9G3auDB9DzBDwA2sq5C2s5YUXCDZkcHczRkQEXrQD0MAEPgLaig3fjSim5d3pUBw+ghwl4ALSNja3tzC1vuEHzJtw7NSbgAfQwAQ+AttHYgaeDd+PunhrN6bnlbG3XVpcCQAsIeAC0jbPn15IkJ3Xwbtj9J0azsVVzShcPoCcJeAC0jXMXdgLeCR28G/aOW48mSb722vkWVwJAKwh4ALQNHbyb96CAB9DTBDwA2sbZ3Q6eM3g3bnx4IHdOHsnTr11odSkAtICAB0DbOHt+LUeHBzIy2N/qUjraO287mj/QwQPoSQIeAG3j7IU15+8OwIO3jufZsxeysbXd6lIAOGQCHgBt49z5NefvDsA7bz2aja2aF2eWWl0KAIdMwAOgbZy9sOb83QFo3KT59KvO4QH0GgEPgLZx9vxaTowPtbqMjvf2W8ZTSvK0c3gAPUfAA6AtLK1t5vzqZm6bONLqUjreyGB/HjgxlqdeWWh1KQAcMgEPgLbw6uJqkuS2CSOaB+Eb757MV04tpNba6lIAOEQCHgBt4dWF3YB3TAfvIHzT3ZM5d2Etr+z+dwWgNwh4ALSFRsC7fWKkxZV0h2+8azJJ8pWX5ltcCQCHScADoC28MaIp4B2Er7v9WIb6+/LbpwU8gF4i4AHQFs4srGRydDAjg/2tLqUrDA305aE7juUrpwQ8gF4i4AHQFl5dWMttx3TvDtI33T2Z3z29kM2t7VaXAsAhEfAAaAuvLq4Yzzxg771nMisbW/n9V+3DA+gVAh4AbeHVhTUXrBywR+6fTpJ88bmZFlcCwGER8ABoufXN7Zy7sGZFwgG7bWIk958YE/AAeoiAB0DLvWbJedO8/4GpfOn52WxtW3gO0AsEPABa7o2Ap4N30N7/wHTOr27mqVcWW10KAIdAwAOg5c5Yct4073/AOTyAXiLgAdByZxZWkiS3WpNw4G49NpIHTozlC8+ea3UpABwCAQ+Aljs9t5KjIwOZODLY6lK60h96+3R+4/nZbNiHB9D1BDwAWu7U7HLuPj7a6jK61h9++4ksrW/lt0/Nt7oUAJpMwAOg5U7NreTuKResNMv7H5hOKcmvPmNME6DbCXgAtFStVQevySZHh/LuOybyhWdctALQ7QQ8AFrq7Pm1rG1u5+4pAa+ZPvD2E/mtl+aytLbZ6lIAaCIBD4CWOjW3nCRGNJvsA2+fzuZ2zW+8MNvqUgBoIgEPgJY6NbuzIsGIZnN9631TGRroyxecwwPoagIeAC11anang3eXgNdUI4P9+ZZ7judXncMD6GoCHgAtdWpuOSfGh3NkqL/VpXS9D7x9Ol89s5iZC2utLgWAJhHwAGipU7Mrucf5u0PxgbefSJJ84VldPIBuJeAB0FKn5pbdoHlIvuHOiRwdHsgXnnUOD6BbCXgAtMz65nbOLKy6YOWQDPT35f1vm86vOYcH0LUEPABa5sWZpWxt17ztlrFWl9IzPvC26bw0u3zxchsAuouAB0DLPHt2KUnytpPjLa6kdzTO4f2adQkAXUnAA6Blnj17IUnygIB3aN5+y3hOjA/ni88Z0wToRgIeAC3z7NkLufXYcMaHB1pdSs8opeSR+6fypednU2ttdTkAHDABD4CWefbskvHMFnjkgamcWVjN6bmVVpcCwAET8ABoiVprnjt7QcBrgUfun04SY5oAXaipAa+U8qFSytOllGdKKZ+8zNf/SCnlt0opm6WU/6iZtQDQXs5eWMv51c287aQbNA/bg7eMZ3J0ML/x/GyrSwHggDUt4JVS+pN8Jsn3JHkoycdKKQ9d8thLSX4gyU80qw4A2tOzr+/eoHmLDt5h6+sred99O+fwAOguzezgvS/JM7XW52qt60k+l+Qjex+otb5Qa/2dJNtNrAOANuQGzdZ65IGdfXhnFpzDA+gmzQx4dyY5tef16d33rlsp5eOllCdKKU+cPXv2QIoDoLX+4LXzGRvqz+3HRlpdSk965P6pJDGmCdBlOuKSlVrrZ2utD9daHz558mSrywHgADx1ZjHvuv1Y+vpKq0vpSV93+7EcHRnIF58T8AC6STMD3stJ7t7z+q7d9wDocdvbNV89cz4P3X6s1aX0rP6+km+9bypfet5NmgDdpJkB7/EkD5ZS7i+lDCX5aJJHm/jzAOgQp+dWcmFtMw/dIeC10iP3T+W5s0t5/fxqq0sB4IA0LeDVWjeTfCLJ55N8NclP1lqfLKV8upTy4SQppXxrKeV0kj+d5EdLKU82qx4A2sdTZxaS7IwJ0jrv2z2H9/jzcy2uBICDMtDMD6+1PpbksUve+9SePz+endFNAHrIU2fOp68k77z1aKtL6WnvvnMio0P9+dLzM/m+99ze6nIAOAAdcckKAN3lqVcWc/+JsRwZ6m91KT1tsL8v33Lv8XzJRSsAXUPAA+DQffXMYh66Y6LVZZCdc3hPv3Y+c0vrrS4FgAMg4AFwqGaX1vPy/IobNNvEIw9MJ0l+4wVdPIBuIOABcKi+cmrnQo/33jPZ4kpIkvfcNZHhgT5jmgBdQsAD4FB95aX59JWdYEHrDQ/05733TNqHB9AlBDwADtWXT83nXbcdy+hQUy9y5jq8/4HpPHVm0Tk8gC4g4AFwaLa3a77y0rzxzDbzHe+8JbUmv/K1s60uBYCbJOABcGiePXsh59c28833HG91KezxnjsncmJ8KP/u919vdSkA3CQBD4BD8+WX5pO4YKXd9PWVfMc7b8kvP/16Nre2W10OADdBwAPg0Dzx4mwmRwdz/4mxVpfCJb7zXbdkcXUzv7UbwgHoTAIeAIfm15+bySP3T6WU0upSuMS/9+CJDPaX/PyTr7a6FABugoAHwKE4PbecU7Mr+bbdxdq0l6Mjg/n2d9ySn/udV7K1XVtdDgA3SMAD4FB8cXeR9vvfJuC1qz/5zXfmtcW1fOHZc60uBYAbJOABcCi++NxMjo8O5h23HG11KVzBd77rlhwbGci//K2XW10KADdIwAPgUPz6szN55P7p9PU5f9euRgb7833vuSP/5vdezeLqRqvLAeAGCHgANN2LM0t5eX4l32Y8s+392UfuycrGVn7iSy+1uhQAboCAB0DT/crXziZJvv0dJ1tcCdfy7jsn8offfiI/9qvPZ21zq9XlAHCdBDwAmu5Xnj6be6dHc5/9dx3hL3/7A3n9/Fp+xlk8gI4j4AHQVGubW/nCszO6dx3kD7/9RL7xron8g1/8g6ys6+IBdBIBD4Cmevz5uaxsbOU73ingdYpSSn7ke78uZxZW83/+6nOtLgeA6yDgAdBUv/z06xnq78v7LTjvKI88MJ0Pff1t+Ue//GxeX1xtdTkA7JOAB0DT1Frz80+9lj/09umMDg20uhyu0ye/513Z2NrO//LzT7e6FAD2ScADoGm+euZ8Xppdzoe+/rZWl8INuO/EWP78t92Xn/rN03nylYVWlwPAPgh4ADTN5598NX0l+e6Hbm11KdygH/yuBzN5ZDCf/rmnUmttdTkAXIOAB0DTfP7JV/PwfVM5MT7c6lK4QRNHBvPDH3xHvvT8bD7/5GutLgeAaxDwAGiKF2eW8vuvns8fM57Z8T72vnvy4C3j+R/+9VctPwdocwIeAE3x+SdfTZL8UeOZHW+gvy//9R9/KC/OLOfHv/BCq8sB4CoEPACa4t/83qt5953HcvfUaKtL4QD8kXeczHe+65b877/4TM5dWGt1OQBcgYAHwIF7aWY5v/XSfL73G25vdSkcoB/53q/LysZW/t7Pf63VpQBwBQIeAAfuZ778cpLkT3zTnS2uhIP09lvG8+e+7d587vGXrE0AaFMCHgAHqtaan/ny6bz/gancMXmk1eVwwP76d73D2gSANibgAXCgvnxqPi/MLOdPvveuVpdCE0yMDuZv/rF35kvPz+ax33211eUAcAkBD4AD9bNffjnDA335nm+wHqFbffRb78m7bjua//6xr+bC2v/f3p2HyVHXeRx/f/uY7jlzT0KOSUJICOGKEBJwQQREYEUjPqwEXAFdVxFERBTRfRRdz0f2UVx21+dBCEHMsgKiwi6icnhCQhJuEkM4ckwCSUgmx5x9ffeP6iSTkJ7JMdM1qf68nmeerq7qqvr07+mp6m/Vr6pzYccREZFuVOCJiEifyeQKPPjcOs6eNpL6dDLsONJP4jHj2xccw7qtHXz3oWVhxxERkW5U4ImISJ95ZNl6WtqzfOgE3Vwl6k4cP5RPnDqR+QtX84flG8KOIyIiRSrwRESkz/xswSrGDK7m9CmNYUeRMrjuvUcydVQ9n737GV7b2Bp2HBERQQWeiIj0kVc3tvLEq5u4ZFYT8ZiFHUfKIJ2M85NLZ5CMx/j4vEWs29IRdiQRkYqnAk9ERPrE/AWrScSMD88YF3YUKaNxQ2u49dIZbGrNcOGPn+Dl9dvDjiQiUtFU4ImIyEHb2p7l54tW877jDmNEfSrsOFJmJ44fwt2fPJlM3nn/LX9h3l9f12/kiYiERAWeiIgctLsWrKQtk+dT75oUdhQJyTFjBvHQNadyyqRhfP3BpVw69yne3NoZdiwRkYqjAk9ERA5KZzbPHX9dyelTRjBtdEPYcSREjfVp7rj8JL75wWNYvLKFc27+Ew8+ty7sWCIiFUUFnoiIHJR5T6xkU1uGK9+ts3cCZsZHTx7PQ9ecxsThtVx99zN8/+G/USioy6aISDmowBMRkQPW0pbhPx9/hTOnNjLr8GFhx5EBZOLwWu674hQuntnEf/3hVW64/3kVeSIiZZAIO4CIiBy6fvToCtq6ctxw3tSwo8gAlIjH+M4FxzC8ropbHnuFulSSr55/FGb6GQ0Rkf6iAk9ERA7IopWbufPJlXxkVhNTRtaHHUcGKDPj82dPobUrx9y/vs74YTVc9s4JYccSEYksddEUEZH91taV4wv3PsfYIdXccN5RYceRAc7M+Or7pnHW1Ea++b9LWfDaprAjiYhElgo8ERHZL9l8gav++2nWbG7npguPpy6lziDSu1jM+OGc6TQNq+Gq+U+zdktH2JFERCJJBZ6IiOyzTK7A9fc9zx+Wb+RbHzyWk3VjFdkPDekkP7l0BplcgU/dtZjObD7sSCIikaMCT0RE9smG7Z1cNvcpfvnMWq47ewqXzGoKO5IcgiaNqOPmOdN5ce02vvLLF3DXnTVFRPqS+tWIiEiPMrkCP1+0mpt+u5zOXIEffPh4PnTC2LBjySHsrKNGcu17pvDDR17m6NGD+KdTJ4YdSUQkMlTgiYjIXm1q7eLeJc3c9eQq1m7p4OTDh/LtC45l0oi6sKNJBFx95hEse2Mb3/q/pTTWp3j/8aPDjiQiEgkq8EREZKct7Rke+9sGHn7xTR5fvoFs3pk5cSjf/dCxnDZ5uH6/TPpMLGbcPGc6l97+FJ+/51mqEjHOOXpU2LFERA55dqj1fZ8xY4YvXrw47BgiIpGwdksHT72+iUUrW1i8cjMvr28FYFRDmvOOHcUlM5uYrN+4k360tSPLZXOf4vnmLXzngmOZM1PXdoqI9MbMlrj7jL1N0xk8EZEK8+rGVu5ZvIbfvPAmqze3A1CfTnBC0xDOP240p00ezvFjBxOL6Wyd9L9B1Unmf2IWV/xsCTfc/wJLVrVw4weO1s9viIgcIG09RUQqxKpNbdz8yAp+9exa4macNnk4H/u7CcyaOIwjR9UTV0EnIalNJbjj8pP490dXcMvjr/DHlzdy/blTmT19NMm4bvgtIrI/+rWLppmdC/wIiAO3ufv39pieAn4KnAhsAi5y95U9LVNdNEVE9s/aLR3c8ugK7l3STDJuXHbKBP75XYczvC4VdjSRt3l2zRZu/PWLPNe8lTGDq7ngHWP4+2MP46jD6nUNqIhIUU9dNPutwDOzOPAyjqHO8gAACuRJREFUcDbQDCwCLnb3pd1ecyVwnLtfYWZzgAvc/aKelqsCT0Rk37z+Vhu3/ulVfrFkLQCXzGriyndPorEhHXIykZ65O48v38Dtf3mdJ1/dRMFheF0V00YPYkpjHY0NKRrr0wypraKmKk51Mk518bGmKk46GSeViKkgFJHICusavJnAK+7+WjHE/wCzgaXdXjMb+Hpx+D7gP8zM/FC784tIBcgXnO2dWTqyeToyeTqyeTK5AlWJGOlk8MWqLp2griqha7dCks0XeGVDK8+s3sLDL73Jn1dsJBmPceGMsVx1xhGMGVwddkSRfWJmnDl1JGdOHclbrV38ful6nl7VwovrtrHwtU105Qr7sAyCwi8ZZ1B1ktGDqxk7pJoxg6sZN7SGsUOCxxF1qR63WV25PG1deVo7c2zvypLJFUjGYyTjMVKJGLWpBHWpBOlk3xSUhYLTmsmxvTMXbHMzeZLxGIm4URUP1lebSlCTjPf7trZQcDqyedozwXa/PZvDHRqqkzSkE9Rqey8yIPVngTcGWNPteTMwq9Rr3D1nZluBYcBb/Zirz/30yZUsfG1zyelOz/Vqb+Vsr9N7WH7v8x7cuntbwsGvv5fl9zp//67/4NYd3udiX+bPF5zWrhzbOrJs68zR2pXreYZu6lIJ6tOJnY+1qQSJmBEzw8yIGcTMiMXA2PuXg1L5S+UuOf4A/j9KzVG6zfYza8nl95C1xPhsvsCW9ixb2rNsbO0iU/zi2zS0hs+ccQQfPWU8jfU6YyeHruF1KS6e2cTFxbtrujvbu3Js3N5FS1uGzmyB9kyOjmyezh3FSDZPZ2bXcEt7hrUtHTyybDtvtXbttvyqRIyGdIJ0Mjjzly94UMwUl5nN79t+IGbsLPZ2FGF1qaDADHLv+j92d/IOnZk8bZlccX15Wrv2fVtrBjXJ+B7rjO9WdNkerw/GBQO5QoFM3snmCmTzBTL5wq7269Z2vb3nuuL6a1IJaqp2nUGNFbf1sGubb8XHEpt9kQFpwrAavnjO1LBj7JdD4iYrZvZJ4JMATU0D7/bJb2ztZPn67T2+prdtWW8H/Up9Cd7X+Xuet5dl9zr/QU4/yPfW61vv7/fX47z9ve6Da5yeJifjMZqG1hSP1CapT+8q2nZ8EUolYrt9KQiOcAdHnVs7gyPQrV3BY8E9+CtAwR13do4r1U6l8pVql1LtcSD/H32WqQ+z7m1SPGaMakhz5Kh6RtSlmDa6gaNHD2LSiFp1T5NIMjMa0sF2iRH7P39nNk9zSztrWjpo3txOc0sH27tydBYLxEQstrPLZzoZDw5SVcWpSyepSyVIJWJk8wVyBaczm6ctk6etK0drcXvX1pWjLZOjtSsY39KWLebevciKGVRXxRnVkKa6KijMaosHxXb9JalOxskVnGy+sPNsYltxPTvW0ZrJ7Rz3xtZOnL0fMNoxyvGdZyGr4jFSyRh16eC91VYlqC4WatVVQdFW223YgO2dObZ1ZnceAGzrytFeLFbbu/Jsbst0284HWbpv80UOJYfinrQ/C7y1wLhuz8cWx+3tNc1mlgAGEdxsZTfufitwKwTX4PVL2oPwpXOn8qVzD63KXkREpBKlk3GOaKzniEb9vqOIRFN/3nt4ETDZzCaaWRUwB3hgj9c8AFxWHL4QeEzX34mIiIiIiByYfjuDV7ym7jPAbwl+JmGuu79kZv8KLHb3B4DbgbvM7BVgM0ERKCIiIiIiIgegX6/Bc/eHgIf2GPe1bsOdwD/0ZwYREREREZFK0Z9dNEVERERERKSMVOCJiIiIiIhEhAo8ERERERGRiFCBJyIiIiIiEhEq8ERERERERCJCBZ6IiIiIiEhEqMATERERERGJCBV4IiIiIiIiEaECT0REREREJCJU4ImIiIiIiESECjwREREREZGIUIEnIiIiIiISESrwREREREREIkIFnoiIiIiISESowBMREREREYkIFXgiIiIiIiIRoQJPREREREQkIlTgiYiIiIiIRIQKPBERERERkYhQgSciIiIiIhIR5u5hZ9gvZrYRWBV2jgowHHgr7BAVRm0eDrV7+anNw6F2D4favfzU5uFQu5fXeHcfsbcJh1yBJ+VhZovdfUbYOSqJ2jwcavfyU5uHQ+0eDrV7+anNw6F2HzjURVNERERERCQiVOCJiIiIiIhEhAo8KeXWsANUILV5ONTu5ac2D4faPRxq9/JTm4dD7T5A6Bo8ERERERGRiNAZPBERERERkYhQgSe7MbPBZnafmf3NzJaZ2SlhZ6oEZnatmb1kZi+a2d1mlg47UxSZ2Vwz22BmL3YbN9TMfm9mK4qPQ8LMGDUl2vym4jbmeTP7pZkNDjNjFO2t3btNu87M3MyGh5Etqkq1uZldXfy8v2Rm3w8rX1SV2MZMN7MFZvasmS02s5lhZowaMxtnZo+b2dLi5/qa4njtTwcIFXiypx8BD7v7VOB4YFnIeSLPzMYAnwVmuPsxQByYE26qyJoHnLvHuBuAR919MvBo8bn0nXm8vc1/Dxzj7scBLwNfLneoCjCPt7c7ZjYOeC+wutyBKsA89mhzMzsDmA0c7+5HA/8WQq6om8fbP+vfB77h7tOBrxWfS9/JAde5+zTgZOAqM5uG9qcDhgo82cnMBgHvAm4HcPeMu28JN1XFSADVZpYAaoB1IeeJJHf/E7B5j9GzgTuLw3cCHyxrqIjbW5u7++/cPVd8ugAYW/ZgEVfisw7wQ+B6QBfg97ESbf5p4Hvu3lV8zYayB4u4Eu3uQENxeBDap/Ypd3/D3Z8uDm8nOBkwBu1PBwwVeNLdRGAjcIeZPWNmt5lZbdihos7d1xIc1V0NvAFsdfffhZuqoox09zeKw28CI8MMU4E+Dvwm7BCVwMxmA2vd/bmws1SQKcBpZrbQzP5oZieFHahCfA64yczWEOxf1Uugn5jZBOAdwEK0Px0wVOBJdwngBODH7v4OoA2dXu93xT7qswkK7NFArZn9Y7ipKpMHtxXWmY0yMbN/IejqMz/sLFFnZjXAVwi6q0n5JIChBN3YvgjcY2YWbqSK8GngWncfB1xLsWeS9C0zqwN+AXzO3bd1n6b9abhU4El3zUCzuy8sPr+PoOCT/vUe4HV33+juWeB+4J0hZ6ok683sMIDio7pQlYGZXQ6cD3zE9Xs95TCJ4CDSc2a2kqBb7NNmNirUVNHXDNzvgaeAAqCb2/S/ywj2pQD3ArrJSh8zsyRBcTff3Xe0tfanA4QKPNnJ3d8E1pjZkcVRZwFLQ4xUKVYDJ5tZTfHI7lno5jbl9ADBlwGKj78OMUtFMLNzCa4D+4C7t4edpxK4+wvu3ujuE9x9AkHhcUJxuy/951fAGQBmNgWoAt4KNVFlWAecXhw+E1gRYpbIKX5XuR1Y5u4/6DZJ+9MBQj90Lrsxs+nAbQQ7odeAj7l7S7ipos/MvgFcRNBd7RngEzsuype+Y2Z3A+8mOIK+HriR4AvYPUATsAr4sLvv7eYUcgBKtPmXgRSwqfiyBe5+RSgBI2pv7e7ut3ebvpLgzr0qNvpIic/6XcBcYDqQAb7g7o+FlTGKSrT7coK7gieATuBKd18SVsaoMbNTgT8DLxCclYagC/hCtD8dEFTgiYiIiIiIRIS6aIqIiIiIiESECjwREREREZGIUIEnIiIiIiISESrwREREREREIkIFnoiIiIiISESowBMREREREYkIFXgiIiIiIiIRoQJPREREREQkIv4f+yKYxG+c0AAAAAAASUVORK5CYII=\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "corr = df.corr()\n",
        "plt.figure(figsize=(15, 10))\n",
        "sns.heatmap(corr, annot=True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 659
        },
        "id": "Tmk0m_W6N_Dc",
        "outputId": "e8b54276-8af0-4842-a285-c20e9a2f5b19"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x720 with 2 Axes>"
            ],
            "image/png": 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HMz0/ymRGhUZS8vWrlP74Pl6xd4C3b0WAfzCmiLo4Dxt82dHfFN2xMdrpZE63cczrNZ7L7hlAcP1amMxmItvG8MenvzJ/wCRKC0vo/sAgT6f7l07O/4ndve4jeeYnRD/0b0+nU+1a39mXoyv/oKBSJ+6fImPBUuJ7jyH1xfnUHneL2zzvZg2ImjiSY0+f4bLlGiz/RDZv9XyY9wc8w7Lpn/J/b4/FK8CX4txClj7zEUNnj+Oub6aQnZxeY08i7Xu2UDh9NEWvPoQ94Q+8b3sEABURjSmyHgXP3k3Bs3dhbtYeU6PWHs723NI/WcreK+/j+AvziXzoZk+nU20uhm3tdGaLGf+QQKYNnsgXM+czbs5j5fMO/JHIU7GPMPXGJxj0wL+wels9mKm4kC6lStjpNd1Tzwv+h9dQwDit9S9nfSOt5wHzAGzpB6WWXMaelo41ulb5c0tUBPa0jL+Mz/txDZFTH3Qtm5pO0dbdOLJzAShYswXv1k0o3Gjs4A+n6OwMTKEVbVGhETgr/eoKoAsqLtezrfsZnyGj3ZYH0Omp2BN2Ym7QBHt6Cp6i87NRgWHlz1VAKPq0y2+ceVk4Uw+C04HOTUdnpWEKicSZlgSApXlXHPt3eGTUo/zULAKjK/IPjA4jLzWrSkxQnTDyUzNRZhPegX4UZeXT6qbLObh6J067g8KMXJK3JRDVvjHJm/8kLyWTlD8OAJCwdLNHOmGlKZl4RUeUP/eKCqf0LB2RzMW/0WCmx6+UPqOClCwCKq0n/6gwClKyzrJEhcguTYnq1oLWd/TF6u+DyWrBVlDClhfO9DuaMWxpGVjrVKwba3Q4trMc07K/X0vdGfdzqqZijQon5r2nOTr+DUqPpF7gbKvKS80kODq8/HnQGfabvNQsguuEkVe23/iU7TcARaWu/1N2J5F1OI3wRlGk7DpEwq87SPh1BwCdb7sa7YETY52TgQqpWDcqJAKdc9q6Kaw4Rts3Lsd74EgALO164DicAKXFrnl/bsMc0xLnIWPvdT2lNDUDr0rbmdc5trOsJb9R//n7OPKXEca7GLa1vndcT59bYwE4uHM/YZXWSVhUOJlp7sflzLRMwqIq2hwWHU5WqismMyWDrT9vdL1W3H6cTk1gWBB5mbnl8cf3H6OksJh6zRtwaNeBC9YuT9ByTxhwaVXCGiilTt20MwxYd5bYeCBaKXUZQNn9YBbgF+B+pZS1bHpzpZT/hUz6YlK8KwFrwzpY60aC1ULggN7kr9zoFmNtWKf8sX+fbtgOu27aLVi3De9mMSgfbzCb8L2snduAHkZzJMVjql0XFR4JZgvWrn2wx7m3RQVVnGxaOvTAcWrQDr8A1/0GgPIPwtykTZUBPYzmTE1ChdRGBUWAyYyl5WU4Dsa5xTgO7MBcr+xyHp8AVGgkzpyKSzLNLbthj99sZNrlUuIOEtooylXBspppNagH+5dvd4vZv2I7bYdcCUCLAd04ssF1QpV7LIOGl7sub7P6elOnU1MyDxyn4GQOuSmZhDV2VSkbXtGGjEo3kRulIC4Rn0bReNWvjbJaCLupF9nL3T9n70YVldTga7tScshzHfqzORl3kKBGUQSWracmN/XgyGnr6a+sGjeXL7o/wsKej7Jx+uckLvrNox0wgMK4RLxi6mCtF4myWggZdBW5p60br5iKdRN4TVdKklyDkJiC/In5z1RSXppP4bZ9huZ9yrG4g4Q1iiKkbH20GdSDhOXb3GLiV2yn/ZCrAGg9oBuHNrgq3X5hgSiTAlyXioU1iiLryAnXvPAgAHyC/Og6IpbtC1cZ1aRyzqOJmGrVQYW5jtGWTlfi2O0+ypwKrLiHx9y2G86ySw511knMTdqAyQQmM+bGbXGeNqCHkQrjEvGudAwIHXQlOacfAyptZ0HXdqUkqWYdAy6GbW3FJz8zacBjTBrwGNuWbabXkD4ANOnUnMK8QrdLEQFyTmRRlF9Ek06uS0d7DenD9rL1tm3ZJlr1bAtAVKNoLFYLeZm51KpfG5PZdWoeXrcW0U3qcjL5xAVrk/CsS6kSFg+MLbsfbC8wFxh3pkCtdalS6hZgllLKF9f9YH2BD4AYYLtSSgEngcEG5P6XHp/6Ilt27CQ7O5drB9/OA6NGMGRQP0+m9NccTk5Mn0u9D2eAyUzOomWU7j9C+LgRFO9OoGDVJkKHD8KvZye03Y4zN5+Uia8B4MzNJ+vjb2n49VugNQVrt1CwZss53vACcjopXvgOfg/PRJlMlK5fhjPlMN6D7sBxOAH7zo14XXOTa7AOhwNdmEfxx662mKMa4HP7Q+DUYFKU/vKlxzthaCelqz7He8gjoBT23evRGcexXn4jztTDOA7G4Uzag27YBp87nwXtxLb2Gyh2FZJVUDgqMBTn0QTPpO9wsmLKfP79yRMos4ldX60hI/EYvcYPIXXnIfav2M7OL9dwwxv3cc+a1yjOzmfJg7MB2PHJcvq/Ooa7l78ISrH767Wc/NN1wvXr1PkMfOt+TFYLOUdOsHSCB4Z3djg5Mvl9mn82FUxmMr5cQXHCUepMuI2CuP3kLN9C7ZEDCOrVAW13YM/J59Cjb5Uv3u73eZgDfV2dhH7dSRg2zW1kRSNph5MNk+fT/7MnUCYT8V+uISvhGF0mDOFk3CGOLN9ORIfGxH7wCN7BfjSI7USX8UP45tqqo47VCA4nx6e8S+NPngWziayvVlCSeITIR4dTtCuR3BWbibhzIAFXdETb7Thy8jn62JsARNxxA94No4l8+FYiH74VgIMjpuAou0HfCNrh5KcpHzP8kydRZhN/fLWGk4nH6DN+CMd3HiJhxXZ2fLma/3vjfh5c8xpF2QXlo9U16N6SPuOH4rQ50NrJ0qc/ojjHdTy4fuoIIls3BGDtW9+Secj4Kh9OJyXfvofvmGmue1g3r8CZdhSv64fhOLofx57NWK8ahLlNN1d1vzCP4i9c68YetwFzs/b4PT4LtMb+53Ycez34feNwkjx5Hk0WTHMNUf/lrxQnHCVq/DAKd+0nd/lmIkbeQGCvDmibHUdOAYfHv1m+eOv18zAH+qGsFoL7defA7dPcRlY0wsW2rcWt3EbHqzvz6to5lBaV8P6E2eXzZix9jUkDXJcXzp80jzGvjcPq48XO1duJW+X60WnNVyu555WxvLDsTew2O/MeexuA5l1bMfCB/8Nhc6C1Zv6keeRnVR0E6x9P7gkDQF0KI68opWKAH7TWbY1+74vpcsSDvcZ6OoVqE9374joAWFp4fvjx6jL7raJzB/2DXOPI93QK1WYHAZ5OoVp1txjX4THCdzrI0ylUm/FDLq4Tz8RvlKdTqDbfq4vrOJDIxfWds+DwtzV+YytJ3GDoubF3s8tr5GdyKVXChBBCCCGEEJ4k94QBl0gnTGudBBheBRNCCCGEEEKI011KA3MIIYQQQgghhMddEpUwIYQQQgghRA3ggT9lUxNJJUwIIYQQQgghDCSVMCGEEEIIIYQxZGAOQCphQgghhBBCCGEoqYQJIYQQQgghjCF/rBmQSpgQQgghhBBCGEoqYUIIIYQQQghjyD1hgFTChBBCCCGEEMJQUgkTQgghhBBCGEPuCQOkEiaEEEIIIYQQhpJKmBBCCCGEEMIQWjs8nUKNIJUwIYQQQgghhDCQVMKEEEIIIYQQxpDREQHphF1wB3uN9XQK1abxunc8nUK1KXrmfk+nUK2caRmeTqHaOPDzdArVKtHp7+kUqk0Amt+97J5Oo9qUOII9nUK1KjBfPJf4lB7I8XQK1cpqCfR0CtUmulR5OoVqlWj2dAbiUiWdMCGEEOflYuqACSGE8BAZHRGQe8KEEEIIIYQQwlDSCRNCCCGEEEIIA8nliEIIIYQQQghjyMAcgFTChBBCCCGEEMJQUgkTQgghhBBCGMN58Yzk+ndIJUwIIYQQQgghDCSVMCGEEEIIIYQx5J4wQCphQgghhBBCCGEoqYQJIYQQQgghjCF/rBmQSpgQQgghhBBCGEoqYUIIIYQQQghjyD1hgFTChBBCCCGEEMJQUgkTQgghhBBCGEPuCQOkEiaEEEIIIYQQhpJKmBBCCCGEEMIYUgkDakAnTCkVA/ygtW5r5LL/FH69uhD5zH1gMpHzzc9kvv+12/zgWwYQOnwg2uHEWVhM2pS3KT1wBADv5jFEPvcQJn8/0E4OD30YXWrzRDPOy6SZr7N2/WbCQkP47tN3PZ3OOZnbdMXn5vtQJjOl636i9Jev3OZbe8biPWQ0OjsDgNJVS7Ct/xmAwLlLcR5LAsCZeYKiOdOMTP2czM074X3j3aBM2LaswLb6v1ViLO0vx6vvLWg0zuNJlCx80wOZVmjcuz19p47AZDbxx8LVbJz7vdt8s5eFga/fR3S7RhRl5fHdg7PJSU6nzeDL6T7mhvK42q3q89ENkzix9whXPf5v2v2rFz7B/rzWerTRTSoX3ac9naePQJlMHPhiNftmu7etVveWdH7udkJaNWDD/bM5+uPm8nkdJ91GnWs7gkmRunY32yd/YljeQ6aOpPXVnSgtKuGzCXNJ3nOoSkz9to0Y/uoDWH282LtqB4ue/RgAv2B/Rs5+hLB6tchMPsl/xr5JUW4BTXu05p55j5ORfAKAnT9v5ue3FwEwdd0sSvKLcTqdOO0OXr3x6QvexgZ92nPltBEos4m9X6xm+xz3dVOnewt6TR1BRKv6/DJ2NgeWbgEgonUD+sy8C2uAL9rpZOusxez/ftMFz/d0zXt34MYpd6DMJrZ8uYrVc5e4zTd7Wbjl9Qeo27YRhdn5fP7gW2Qlp9OsVzuuf/JWzFYLDpudpTM/58DvewC4e/5EAmuHYDabObTlT76b/BHaqQ1vm7VTN/zuGQcmEyXLf6R40ednjut5FYETp5Pz2Bgc++PBYsH/gQmYm7QA7aTwg1nYd/9hcPbuAq7qTPSUMWAykfXVMtLf/cZtfuiw/oSPuKHsXKCI40/PpmT/0fL51jq1aPrLHE689TkZH1Q9nhutXp/29HzWtd/Ef7GauHfc95uo7i3oOW0EYa3qs3LsbA79uMVtvjXAl6GrXuLwL1vZMMm4Y1plI6aNosPVnSkpKmHehNkc3n2wSkxM28aMeW0cXj5exK3azoJpH5bPix05gL4jrsfpdBK3chsLX1hA214duHni7VisFuw2Owtnzmfvht1GNksYyOOdsAtBKWXRWts9ncffZjIROWUsyXc/jS0tnYZfv0X+yk3lnSyAvB9Wk/PlUgD8r+5O7Yn3kHzPZDCbiH7lCVKeeIWS+EOYQgLRdoenWnJeBg+IZdiQG3l6+queTuXclAnf28ZS8OZT6Kx0/J+ahX3nRpwpR9zC7FvXUrzwnarLl5ZSMOMBg5L9HykT3oPvoeiDZ9E5Gfg++DL2vVvQJ5IrQsKjsfb5F4Vzn4aiApR/sAcTBmVSXDf9ThYOf5Hc1ExGLnmOxBXbyEg8Xh7T4ZY+FOcU8G7vx2g1qAd9Jt7K4gdns+e7Dez5bgMAtVrUY8j7j3Jir2s97l+xnW3zl3Pfas9tk8qk6DJzJKtufYGilEyuWzqdY79sJzfxWHlM4bF0Nj3yHi3vu8Ft2YiuzYi4rDk/XTsRgL7fTaV2z1ac+H3fBc+7dZ+O1GoUxfQ+DxPTqRk3Pz+K1wdPqhJ384zRLHxqHkk7Ernv44m06tORfav/oO/9g0nYsJsVcxfT9/6biH3gJpa86DqJPrBlH/NGvXzG951123MUZOVd0LadokyK3jPuZPGwF8lPyeTmH57j0PJtZFXa7vKOZfDr+PfodO8At2XtRaUsf+RdcpLS8I8M4eYfZ3BkzS5KcwsNyf1U/oOfu4sPbp9JTmoGDy55nr3Lt3Fif8W2ddnNV1OUU8ArfR6lw6Ce9J84jM8ffJuCrDw+HvUqeSeyiGxej1GfPMXMHmMB+GzsW5TkFwFw+9xHaH9DD+K+/92wdgFgMuF37yPkTX0MZ8ZJgl59j9LN63EePewe5+uLz6Ch2OP3lE/yvm4gALkP34UKDiFwysvkTrgXtPEdSQBMJuo8ez+H7piEPTWDxt+9Qd6KTW6drJwlq8n6/CcAAq/tRtQzozl819Ty+VHPjCZ/zTbDUz8TZVJcMeNOlg57kYKUTAb/+ByHl20ju9J+k38sg6kvgBsAACAASURBVDXj36P9afvNKV0fH0rqpj+NSrmKDld3JrJRNBN6j6VJp+bcNWMM0wZPrBI38vl7+XDiXA7sSGDC/Em079OJnat30KpnWzrHXsYz/cdjL7UTFO76Ds3LyuX1u2eSfSKLes0b8PiCyTzc/R6jm3fBaV2zz0eNUlPuCbMopT5TSu1TSn2jlPJTSnVRSq1RSm1TSv2ilIoGKJsep5SKA8aeegGl1Eil1BKl1ErgV6VUmFLqO6XUTqXURqVU+7K4v5o+TSk1Xyn1m1LqsFLqX0qpl5VSu5RSPyulrGVxLyql9pYtf0HPzHzaN8d25Di25FSw2clbuoaAa3u4xTgLKr6wTX4+6LIvCf8rulASf4iSeNcvz87svBpf/u3asR3BQYGeTuO8mBu1wHniODo9FRx2bFtXY+nQ09NpVQtT/aY4M1LQmWngsGOPW4eldTe3GGu3vth+/xmKCgDQBTmeSLVcnY5NyEpKI/voSZw2B/u+30jz2C5uMc1iO7N70W8A/Ll0MzFXtKnyOq1vvJy9328sf358xwEKTmRf2OTPIaxTE/KT0ig44mrbkcUbqdfPvW0Fyelk7ztapdqgtcbsbcXkZcHkbUVZzRSfNGZdtbvuMjZ/uxaApB2J+Ab6E1QrxC0mqFYIPoG+JO1IBGDzt2tpf91lruVju7L5mzWu6d+soV3sZYbk/b+I7NiEnKQ0csvWTeKSjTS+zn3d5CWnk/Hn0fJj8ynZh1LJSUoDoCAtm6KMHHzDjD3+1e/YlIzDqWQePYHD5iDu+99pfV1Xt5g213Vh2yLXety1dBNNL3ddeHJ8TxJ5J7IASEtIxurjhdnL9bvuqQ6YyWLGbLVUabsRLM1a4Uw9hjMtBex2Sn9biVe3XlXi/IaNonjR5+jS0vJp5vox2HZuB0DnZKML8jE3bWFY7qfz7dCcksMp2I6moW12cn5YS2DsaecCZZ85uM4FKncYA2N7UHo0lZJE9x8JPaVWxybkJqWRV7bfHFi8kYan7Tf5yelknuGYBhDRLgbfiCCS1+wyKuUqOsd2Y92i1QAc2JGAX5A/wbVD3WKCa4fiG+DLgR0JAKxbtJou13UH4Nrb+/HDnP9iL3XVC3IzXMflw3sOkV22XyUnHMHLxwuL10VZLxHUnE5YC2CO1roVkIurczULGKq17gJ8BDxfFvsfYJzWusMZXqdz2TK9gWeBHVrr9sDTwKl69V9NB2gCXAPcCHwKrNJatwOKgBuUUuHA/wFtypafUS2t/wuWyAhsKSfLn9tT07FEhleJCxk2kEbLPqLWhFGceN51GZ9XTF201tT7YAYNF80ibNTQC5nqJUeFhOPMqlg3OisdU0hElThL5yvwnzwX3zGTUKG1KmZYvfB/ehZ+T75Z4zpvKji8/BJKAJ2TgQoOc4sx1aqDKSIa3/tn4jv2RczNOxmdppuAqFByUzLLn+elZBIY5f6FGBgVSu5xV4x2OCnJK8Q3NMAtptWg7uxdbPAv9ufgFxVG4fGK9VGYkolvdOhZlqiQsW0/aRv2MnjHOwze8Q6pq3eSu//4uResBsGRoWRXyjs7NYPgKPftKDgqjOxK6y07JZPgSFfbAmsFk3vS1QHOPZlNYK2Kamujzs158qeXue/jiUQ1q1fxghoeWPAMj3//Apffdu2FaJYb/6hQ8o5X5J+fkol/1Pmtm8pqd2yMyWoh5/CJ6kzvnE5fRzkpGeWf/ylBkWHklMU4HU6K8wrxC3XvLLbr341juw/hKK24AGXUJxOZvO1dSgqK2bXU+MssVXgEjvSKz9OZcRJTuPsx2ty4GaaI2ti2bXSb7jh0AK9uV4DJjKl2FOYmzTFF1DYk7zOxRoW7nwukpGM9w7lA2IgbaL7qfaKevIuU5+YBrg5ZrXuHcvLtLwzL91z8o0PJr7TfF6Rm4n+exzSUovuU4Wya4dn2hEaFkXk8vfx5ZmoGYZHux7ewyDAyUyv2r8yUDELLjoFRjerQolsrpn33Is98OZ1G7ZtWeY/LBvQkaffB8o6auPjUlO71Ua31+rLHn+LqHLUFliulAMxAilIqBAjRWq8ti10A9K/0Osu11qf27F7AEACt9UqlVLhSKugs0wF+0lrblFK7yt7z57Lpu4AY4AegGPhQKfVD2fMqlFJjgDEAz0a24ZaQ+v8/n8l5y/78B7I//4HAgX0Iv/82Uie+BhYzvl3acGTowziLS6j/8QsU79lP4UbPXtd+KbHv3Ihty2qw27BeOQDfkRMofONJAPKfHoHOzkBFROH/6EsUHEtCp6d4NuH/hcmMKaIORe9NRgWH43vfDArfeASKjbuUqrrV6dgEW1Ep6QnJ5w7+hwiIiSSoaR0WdxkHwNULn6JWt52c3Bzv4cz+P5T9sp+8+xBTrxhLaWEJrft0ZPS8Ccy4+hEA3hw6hZy0LALCgxj76STSDhznwOYLf+nl3+FXO4TYN+9nxaPveu5yt78hslk9+k8cxgcjZrpN//COF7F4W7n1zbE0vbwties8V7U4I6Xwu3ssBW+/WGVWyYqlmOs3IOi193CeTMP+554afyUJQOaCH8lc8CPBN/am1thbOPb4G9R+eBjpH32Hs7DY0+lVi9Z39uXoyj8oqNSJ+ycyW8z4hwQybfBEGndoyrg5jzG+1/3l8+s2q88tE0fw8u3PejDLC+gfsD8ZoaZ0wk7/5skD9mit3UoEZZ2wsyn4m3mUAGitnUopm664hsIJWLTWdqVUN+BaYCjwIK7KmRut9TxgHkB8y/7/39+q9rR0rNEV1RNLVAT2tIy/jM/7cQ2RUx90LZuaTtHW3TiycwEoWLMF79ZNpBNWTXR2BqZKlS0VGoEzO909pqDivhTbup/xGTLabXkAnZ6KPWEn5gZNsNeQTpjOyUCFVPzKqoLD0TmZVWIcRxPB6UBnncCZfhxTRB2cyfuNTheA/NQsgqIrfoUMjA4jLzXLLSYvNYugOmHkpWaizCa8A/0oysovn99qUA/2LqlZVTCAwtRM/OpUrA+/6DCKUrLOskSFev27krF9P/bCEgCOr4ojomuzC9YJu3LEdfQsq0AdiTtASKW8Q6LCyUl1345yUjMJqbTeQqLDyElztS3vZA5BtULIPZlNUK0Q8tJdx7LiSpdd7V39B/+eYcY/NJCCrLzyZfMzctn5y2YadmhyQTthBalZBNapyD8gOoyC1PNbN+AaXGDgxxPY+PJXpO04cCFSPKuctCy3dRQcHV7+GZ6Sm5ZJcB3XujOZTfgE+lFYds9dcFQYI94bz5fj55B5pGoVz15iY+/ybbSO7WJ4J0xnpGOuVL0yhdfCmVFxjFa+fpgbNiJwhmtAIVNoGIHPzCTv+adx7I+n8MOKe3kDX3oHx/GK+6+MZkvNcD8XiI7AdpZzgZzv11Jn+gMcexx8O7YgqP8VRE28C3OQP9qp0SU2Mhec8TdkQxSkZBFQab/3jwqj4DyPaZFdmhLVrQWt7+iL1d8Hk9WCraCELS98eaHSLdf3juvpc2ssAAd37iesTkVlNSwqnMw09+NbZlomYVEV+1dYdDhZZcfAzJQMtv7sqsAejNuP06kJDAsiLzOX0KhwHp73JO+Nf5sTR9IudLOEB9WUyxEbKKVOdbiGARuBWqemKaWsSqk2WutsIFspderC7uFnec3fTs1XSvUB0rXWuWeZfk5KqQAgWGu9FHgUONMlkdWmeFcC1oZ1sNaNBKuFwAG9yV/pftmEtWGd8sf+fbphO+y6obpg3Ta8m8WgfLzBbML3snZuA3qIv8eRFI+pdl1UeCSYLVi79sEe575uVFDFl4ylQw8cpwbt8AsAi9UV4x+EuUmbKgN6eJIzeT+m8GhUaG0wW7B06IVjn/vIVPY9mzE3Lrunyi/Q1QHLTPVAti7H4w4S2iiK4Pq1MFnNtBrUg8Tl291iEldsp+2QKwFoOaAbhzfsrZipFK0GdmdfDeyEZf5xkMBGUfiXta3BTT1IXnZ+N9gXHsugds9WKLMJZTFTu0dLcioN6FHdfluwjJcHPMnLA55k57ItdPvXVQDEdGpGcV5h+eWFp+SezKY4r4iYTs0A6Pavq9i1zLWt7V6xlW5De7umD+3NruVbAdwuS2zQoQlKmSjIysPL1xtvfx8AvHy9aXlle1ISLuyJc1rcQYJjoggsWzfNbuzBodO2u79ispoZ8P4jxC/6rXzERKMlxx0gPCaK0Hq1MFvNdBjUk33L3betvcu30WWIaz22G9CdAxtcA1j4BPkx8j9P8NNLX3B4W0J5vJefN4Fl9/6ZzCZaXtOJEweMuQS2Mnvin5ii62GqHQUWC15XXoNt8/ry+bqwgOwRN5Ez5lZyxtyKPX5veQcML2/wdm1Llg5dweGoOqCHgYp2JuAdUwdrvUiU1ULwwKvIW+F+iadXTMW5QODVl1Ga5PrMD93yJAlXjSLhqlFk/GcJJ+d85dEOGMDJuIMENarYb5rc1IMj57nfrBo3ly+6P8LCno+ycfrnJC76zZAOGMCKT35m0oDHmDTgMbYt20yvIX0AaNKpOYV5heSccO9I5pzIoii/iCadmgPQa0gfti93jVy7bdkmWvV03V8Z1Sgai9VCXmYufkF+TPjPM3z10gISt3pu4JELTjuN/VdD1ZRKWDwwVin1EbAX1/1gvwBvK6WCceX5JrAHuAv4SCmlgWVnec1pZXE7gULgznNMPx+BwGKllA+ggPH/w7L/O4eTE9PnUu/DGWAyk7NoGaX7jxA+bgTFuxMoWLWJ0OGD8OvZCW2348zNJ2XiawA4c/PJ+vhbGn79FmhNwdotFKzxzBf9+Xp86ots2bGT7Oxcrh18Ow+MGsGQQf08ndaZOZ0UL3wHv4dnokwmStcvw5lyGO9Bd+A4nIB950a8rrnJdb+Xw4EuzKP4Y9e6MUc1wOf2h8CpwaQo/eXLGtUJw+mkZPEH+I6aAiYTti2/4kw7ilfsrTiSD+DYtwVHwg7MzTvgN/4ttNNJ6dL5UJh/7te+QLTDyfIp87n1kydQZhM7v1pDeuIxrhw/hJSdh9i/YjtxX65h0Bv3cd+a1yjKzmfxg7PLl2/QvSW5xzPJPnrS7XWvfupWWt90OVZfL8ZufJu4hatZ9+a3hrdt6zMf0+fzJ1FmEwcXriE34RjtHh9CZtwhji3bTliHxlz54aN4hfhRN7YT7SYMYenVT3L0h01EXtGa/itfBA0pq+I4vnyHIXnvXbWDNld3YsqatygtKuWzx+eWz3ti6Uu8PMB1ae5Xkz9k+KsP4OVjZe/qP9i72lWtXz53MXe98wg9br6arGPp/GfsGwB07N+DXrfH4nQ4sRWXMn/cWwAERgQzet4EwHXyv23xevatibugbdQOJ2snz+emT13b3d4v15CZcIxujw3hxM5DJC3fTu0OjRnw/iN4B/vRqG8nuo0fwhd9J9J0YA/qdG+BT2gALf/t6uT8Ov490vcadyxwOpwsnvIxoz55CpPZxJavVpOWmEzso0NJ3nWIfSu2seWr1dzy+gM8vvoNirLz+XzcLAAuv6MfEQ0j6fvwv+j78L8A+GDECyiluPODCVi8rCiT4sDve9n02QrD2lSpcRTOe5PAaa+6hqj/dSmOo0n4Drsb+/4/sW3e8JeLmkJCCZz2Cjg1zsyTFLzx/F/GGsLh5Pi0d4mZ/xzKZCLr6+WUJB6h9iPDKdqVSN6vmwkbMZCAKzqg7Q4cOfkkT3jDszmfhXY42TB5Pv0/ewJlMhH/5RqyEo7RZcIQTsYd4sjy7UR0aEzsB679pkFsJ7qMH8I311YdfdBT4lZuo+PVnXl17RxKi0p4f0LF98mMpa8xacBjAMyfNI8xr43D6uPFztXbiVvl6myu+Wol97wylheWvYndZmfeY28DEHvnACJjohj80M0MfuhmAF4e8Vz5wB3i4qI8MWrRpeTvXI5Y0zRed4ah1v+hip65/9xB/yCmEH9Pp1BtZi3083QK1SrGdtEcAvjd6+K6Qby5w+rpFKrVUfPFM+zzkx2Mr55dSMd3/TNG/j0fv5ee686Qf5a15n/uvcxnsuDwt8rTOZxL0a/zDP1i9L12TI38TGrK5YhCCCGEEEIIcUmoKZcjCiGEEEIIIS52Nfg+LSNJJUwIIYQQQgghDCSVMCGEEEIIIYQx5O+EAVIJE0IIIYQQQghDSSVMCCGEEEIIYQy5JwyQSpgQQgghhBBCGEo6YUIIIYQQQghjOJ3G/jsHpdT1Sql4pdR+pVSVvwqulGqglFqllNqhlNqplBpQHR+DdMKEEEIIIYQQlxyllBl4B+gPtAZuU0q1Pi1sEvCV1roTcCswpzreW+4JE0IIIYQQQhijZo2O2A3Yr7U+CKCUWgjcBOytFKOBoLLHwcDx6nhjqYQJIYQQQgghLkpKqTFKqa2V/o2pNLsucLTS8+SyaZVNA25XSiUDS4Fx1ZGXVMKEEEIIIYQQFyWt9Txg3t94iduAj7XWrymlegILlFJttf57wzxKJ0wIIYQQQghhjJo1RP0xoH6l5/XKplU2CrgeQGv9u1LKB4gATvydN5bLEYUQQgghhBCXoi1AM6VUI6WUF66BN5acFnMEuBZAKdUK8AFO/t03lkqYEEIIIYQQwhg1aGAOrbVdKfUg8AtgBj7SWu9RSj0HbNVaLwEeA95XSj2Ka5COkVpr/XffWzphQgghhBBCiEuS1noprgE3Kk+bUunxXuCK6n5f6YRdYNG9a05v/+8qeuZ+T6dQbXyfn+vpFKqV/dcFnk6h2gR8nujpFKpVv+7Jnk6h2vQD3tlez9NpVJt6tovn+Azws8r1dArVxqdvG0+nUK2KtqZ4OoVq839tj5476B9k7k6Hp1O49NSse8I8Ru4JE0IIcV4upg6YEEII4UlSCRNCCCGEEEIYowbdE+ZJUgkTQgghhBBCCANJJUwIIYQQQghhDLknDJBKmBBCCCGEEEIYSiphQgghhBBCCGPIPWGAVMKEEEIIIYQQwlBSCRNCCCGEEEIYQyphgFTChBBCCCGEEMJQUgkTQgghhBBCGENrT2dQI0glTAghhBBCCCEMJJ0wIYQQQgghhDCQXI4ohBBCCCGEMIYMzAFIJUwIIYQQQgghDCWVMCGEEEIIIYQxpBIGSCVMCCGEEEIIIQxleCVMKRUD/KC1bnue8SOBZVrr42XPk4CuWuv0C5RijWJu0xWfm+9DmcyUrvuJ0l++cptv7RmL95DR6OwMAEpXLcG2/mcAAucuxXksCQBn5gmK5kwzMvUzutjaczaTZr7O2vWbCQsN4btP3/V0Oue0PvE4Ly/dhlNr/q9zE+6+qo3b/Fd+2saWQ2kAFNscZBYUs+7pfwOQkl3As4s3kZZTiFIw6/Y+1A0NMLwNpzTo056rpo1AmU3s/WI12+Z87za/TvcWXDl1BBGt6vPz2NkcWLqlfN6NC54gqlMTjm9J4Ie7XjM69TOyduqG36hxYDJRsuJHir/9/MxxPa4i8Mnp5EwYg+NAPFgs+N83AXPTFuB0UvjhLOx7/jA4e2jSuz39prrWx46Fq9kw1319mL0s3PT6/US3i6EoK59FD84iJ9l1iK/dsj43vDAK7wBftFPzwY2TcZTYuG3+EwTWDsFkMXNkczw/Tf4P2mn8sMe1r25Pu+l3oMwmDn+2isTZ7m1rcu8AGg7vg7Y7Kc3IZfuj8ygqa1vPz58krEtTMjbHs3HEq4bnfiZjnr2Xrld3paSohDcfe4MDuw9UiRnx+B1cM+QaAoID+HeroeXTB48ezHW39cNhd5CbmcObE97k5LGTRqbvZv3hDF75LQGn1gxuXYe7u8RUiVmWmMa7mw+ilKJ5eAAv9HOdmry1YT+/JbnW0z2XNaJfs0gjUz+noD6daPDcKJTJxMkvVpD6zrdu82uN6EftO/uD04mjoJikJ+ZQnJjsoWyrsnbthv9941BmE8U//UjRV2c+pnn1uoqgydPJfnAM9sR4AMyNGhPw0ASUvx84Ndnj7gVbqZHpV/H49IfpdW1PiouKmfrITP7cleA238fXm5fmTadeTF2cDidrl61n1kzXecHwe2/h/4YNxGF3kJWRzbPjXyAlOc0TzTCOlkoY/DMuRxwJ7AaOn+8CSimL1tp+wTIyijLhe9tYCt58Cp2Vjv9Ts7Dv3Igz5YhbmH3rWooXvlN1+dJSCmY8YFCy5+Fia885DB4Qy7AhN/L09JpxcnU2DqeTF37Yyrt3XkNkkC/D3/uF3i3r0aR2cHnM4/27lD/+YmM8f6ZklT+f9O3vjL6qDT2bRlNYYkMpZWj+lSmTos+MO/lu2Ivkp2Ryyw/PcXD5NrISKw4heccyWDH+PTrfO6DK8tvf/RGLrxdth19jZNp/zWTCb8wj5E17DGfGSYJefo/SzetxJh92j/PxxWfgUOzxe8oneccOBCD3kbtQwSEETn6Z3MfvNfRvtCiT4vrpI/ls+AvkpmYyesl0ElZsJz3xWHlMx1v6UJxTwDu9H6PNoB5cO/E2vn1wFspsYvCbD7D40bmk7TuCb0gATpvr0L5o7CxK84sAGPruw7S+oTt7vt9oWLsAMCk6vHAX629+gaKUDPr8PIPUZdvJS6hoW87uJNb0m4SjqJSYO/vSZvJtbL13FgCJc37A4utNzB01Y1vrenVX6sTUYcxV99CiUwseeH4sj900vkrc5hWb+GH+98xb877b9AN7DvLoDY9QUlxC/9sHcNfTd/Py2JeMSt+Nw6l5cU08c2/qRGSAN8O/2kLvRhE0Cav4cehwdiEfbUvi4yFdCfKxklnoOpH/LSmdfSfzWHhrN2wOzej/buOKhuEEeNWQUyaTiYbPjyHhtmmUpmTQeunLZC/b7NbJyvjvWk4u+AWAkNjLaDD1LhJun+6pjN2ZTASMfYScpx7DmX6SkFnvUbpxPY4j7sc05euL7+Ch2PbtqbSsmcAnJpH3yvM4Dh5ABQaBw7One1dc04MGjetz0+W30q5zG556cQJ33jCmStyCuV+wdcMOLFYL7339Fpdf04MNKzcSvyuB268fTXFRCUPvGMzDkx5g4n1TPdASYTRPXY5oUUp9ppTap5T6Rinlp5SaopTaopTarZSap1yGAl2Bz5RSfyilfMuWH6eU2q6U2qWUagmglJqmlFqglFoPLFBKxSilViqldiqlflVKNSiL+6vpHyul5iqlNiqlDiql+iilPirL8eOyGHNZ3O6y9370Qn5I5kYtcJ44jk5PBYcd29bVWDr0vJBveUFdbO05l64d2xEcFOjpNM7L7uQM6ocFUC8sAKvFTL92DVn951//avrTrsNc364hAAdO5OBwano2jQbAz9uKrwdPViI7NiE7KY3cIydx2hwkLNlI4+u6uMXkJaeT8edR9Bk6I8nr92DLLzYq3XOyNGuFM+UYzrQUsNspXbcSr269qsT5DRtF8X8/R1f6RdhcPwbbru0A6JxsdEG+qypmoDodm5CVlEb2Udf62PP9RlrEuq+PFrFdiFu0FoC9SzfT6ApXFbbJVe048ecR0va5fqgpys4vr3ad6oCZLGbMVotH/vZnaKem5B9Ko/DICbTNQfJ3vxPVz71t6ev34ihyrZOsbYn4RodVzFu3B3tBkaE5n03363qwctFKAOJ3xOMf5E9o7dAqcfE74sk6kVVl+q7fd1JSXFIW8ycR0REXNuGz2J2WS/1gX+oF+2I1m+jXLJLVB90voPnvnmPc3K4eQT5WAML8vAA4mFlA5zohWEwmfK1mmoUHsOFwhuFt+Cv+nZpRkpRCyZE0tM1O5uJ1hPbr5hbjzK/Yrkx+3jXqb+NaWrTCcfwYzlTXMa1k9Uq8ep7hmHbnKAq/+hxKK45p1i5dsR86gOOgq0Kr83I9fn9Rn+uv5IevXVfs7Nq+h8CgACJqh7vFFBeVsHXDDgDsNjv7diUQGV0LgK0bdlBcVFK+fO2y6Rc1p9PYfzWUpzphLYA5WutWQC7wADBba31Z2WWKvsBArfU3wFZguNa6o9b61FElXWvdGZgLTKj0uq2Bvlrr24BZwHytdXvgM+Dtspi/mg4QCvQEHgWWAG8AbYB2SqmOQEegrta6rda6HfCfavxMqlD/j737jm+qagM4/jtJuvekLXtvypIlSNlLhuIriAIynKAiCiLiREFQEUFRwQUOhq++CAoCKqAgu+xN2XTvvZL7/pHQNm2ZtknB5/v59EObe27yPNzkJOc+5554+2FKKpzKoSXFo/Mu+aZmaHknbi9/jMuj01A+RV68Do64TZ2P6wtzK8Rg53bL53YSm5ZFkJdbwd+VPF2JTc0stW1kcgaRSem0qWWennMuIRUPZwcmLv2TIQvWMmfdXox27PTcgnxIj0ws+Ds9KhH3oJIfJG8VytcfY3xswd+mhDh0ftavG32tuuj8A8nbY10JMp6JwLHNnaDTowsMQl+7Hjq/QJvEfZlnkC+pUYUfYFOjEvEodjw8gnxItRwzzWgiOy0TFx93fGsGo2kwbMkLjP3lTdo/drfVfsOWvMDE8I/Jzcjm6Jod5Z9MMS7BPmRFFuaWHZVoNcgqrvqwLsT8sd8Wod0UvyA/4qMK++iE6Hj8gvyusseV9RzSkz0bd5dVaDcsNiObSh7OBX9XcnciLiPHqs255EzOJ2fy8H93M+L7XWy1DLTq+ZsHXVl5RpKyctl9KYnoCnRixjHIl9zIwgFlblQCDqUcp8CRfWi69WOqThvJ+Vc+s2WIV6Xz88cUV6RPi49D51+sT6tTF11AIHk7rfs0fZWqoIHnW+/g/eEiXP7zgE1ivprAIH9iIgvziY2KJeAqJyDcPd25q8ed7PxrT4ltgx64m60bbd+XCfuw1yDsgqZpWy2/fwN0BLoopXYopQ4CXTEPfq7k8uTnPUCNIrevKjJQaw9cnmT8teUxrnY7wGrNfGr8IBCjadpBTdNMwGHL45wGaiml5iulemMeQJaglHpUKbVbKbX7y6PlOwc7/8B20qeOJGP6E+QfDcfl4cIxafrU4WTMeIqsz982YasLBAAAIABJREFUX4flH1yusZSF2y2f29G6g+fo3rgaep25+zCaNPaei2Nir5Z8+1gvLiWls2rvGTtH+S+iFK6jxpH55YISm3J+X4MpPhbPdz/FdcxT5B87XKHPChanM+ioekc9/vfMR3w1+A0a9G5NjTsL3xq+GzGL9+8Yh97RQI0OV3vLsL8qg+/EO7Qmpxb8bO9Qyl3YPV2o06wuP3z6g71DuSqjSeN8ShaL7mnJzF5NmL7xKGk5ebSv5kfHGn48/MNuXlx/mGZBXujtOMX6ZsUuXsvBO5/gwltLCHnmP/YO5/ophfuj48hYWLJPU3o9Dk2akjbrTZKfG49jh044NG9phyBvjl6vZ+bHr7Hs8++5dN76Kpu+g3vSKLQBSxaUfn3cbUXTbPtTQdlrEFb8f0QDFgD3WSpMiwDnEnsVunw6y4j1dW0Z/zCuy/drKvL75b8NmqYlAaHAJuBxoNRTS5qmLdQ0rbWmaa1HNaxy08FoyQnoilSClI8/pmTr6RRaRhrk5wGQt+VX9NXrWu0PoMVHk3/iAPpqtW86lrJwu+VzOwn0cCE6pfDlE5OaSaCna6ltfy0yFRHMVbP6QT5U8XXHoNfRpUEVjkYllrqvLWREJ+EeUliNcA/2JT265NSpW4WWGI/ev7B6pfMLwJRQ+LpRLq7oq9XE4825eH26DEO9RnhMnYG+dn0wGcn88iNSJ44lfeZLKDd3jJEXbBp/anQinsGFZ+k9g31JK3Y80qKT8LQcM6XX4ezhSlZSOmlRiZzfcYyspHTys3M5tXEfwU1qWO1rzMnjxPo91C825dQWsqKScAkpzM052JesUp77AZ2aUP+ZQWwf+R6m3Ip1uXK/Ef2Yt3Y+89bOJyk2Ef8iU6H8gvxJiL6xaXihHZszZPwQpo95g3w75hro5kxMWmH1KiY9hwA3J+s27s50ruGPg15HZU8Xqnu7cj7ZfB53bOuaLB/alk8GtkDToJp36f2hPeRGJ+IYUlhpcQz2I+8qxynxpy14F5uuaE+mhHh0AUX6NP8ATPHF+rQaNfGaPRefxcswNGyEx+szMNStjzEujryD+9FSUyAnh9xd2zHUqWfzHO5/+F6WbviSpRu+JC42gUohhfkEBgcSF1X62nHT3pnM+dMX+G7R91a3t+nUmjHPjGDCyBfIy80r19hFxWGvQVg1pdTl+WTDgC2W3+OVUu7AfUXapgE3c2HN38BQy+8PAn9d4/ZrUkr5AzpN034ApgHlevrFePY4usDKKL9KoDfg0DqM/P3WpXnlWfhh0xDaDuPlRS5c3cFgnueu3DzR125cYgEMW7vd8rmdNK7sx/nENC4lpZOXb2TdwXN0blC5RLszcSmkZucSWtW/yL6+pGXnkphh/sCz80wMtQK8SuxrKzH7T+NdIwjPqgHoHPTUG9COMxvC7RbPP5V/8hi64CroAoPAYMCxY1fydm0t2K5lZpA8ciApjw0l5bGh5J84QtqMqebVER2dwMl8PssQ2hqMxpILepSzyP2n8a0ZhLfleDTu344TG6yn4Zz4LZzQwXcB0KhvG87+bb4QP2LzAQIbVMXg7IjS66jWtiFxJy/h4OqEe6A3YB601enagviI6167qcwk74vAvVYQrtUCUA56qgxqT/R669y8mlSn+Ttj2D7yPXLjS508YVe/LPmFp/s8xdN9nmLbuu10HWxeJKR+i/pkpmWUeu3XldRqXIvxM8czfcwbpCSklFfI16VxJQ/Op2RyKTWLPKOJdSdjCKtpPUWsS60Adl8y55eUlcu55Ewqe7pgNGkkZ5k/CJ+IT+NkQjrtq115mqmtZew7iVPNYByrBqIcDPgO7EjS+l1WbZxqFs4U8ereipwzUbYO84ryjx9DX7kKukrmPs0prCu52637tMT7B5I0cihJI4eSf/QIaa9OJf/kcfL27MRQoxY4OYFOj0OzUPLPn7V5Diu++pEHeozigR6j2LT2L+7+T28AmrZsTHpaOvGxJQfFT77wCO6ebrz7yjyr2+s3qctLsycxYeQUkhKSbRK/3ck1YYD9Vkc8DoxTSn0BHMF8bZcP5lUQo4GivclXwCdKqSzMUwmv11PAl0qpSUAcMOoat1+PypZ9Lw9eX7yBfW+cyUT2so9wfWYGSqcjd+t6TFHncOo/AuO5E+Qf2I5j14Hm66OMRrTMNLK/Mi+prQ+qhvNDT4NJA50id91y+w9abrd8rmHSq2+za+8BkpNT6TboIZ4cM5zB/XvZO6xSGfQ6pvRrzRNLNmIyaQxsWYs6gd4s+P0AjSr7EtbAXNH99eA5ejepbrX6oV6n49leLXjsqz/QNI2GIb4MbmW/KqVmNLH55cUM+GYyOr2OI8s3k3jiEm2fG0zsgTOc2RBOYGgt+i2agJOXKzW6t6DtxMF8130KAIN/eBmf2sE4uDkzauc8fp+0iPObD9otH0xGMhfNxePVd81L1P++BuOFs7g8MJr8U8fI2/X3FXfVefng8eo7oGmYEuLI+OAtGwZuphlN/PrKVwxb8gJKr2P/is3EnbxE54mDiTpwhhO/hbN3+SYGvf8E4za/R1ZyBj+ON68emJ2ayY7P1jJ29XQ0TePUxv2c+mMfbv6eDPlsInpHB5ROcXbbEfZ887tdcjsw9Ss6LJ1iXqJ+6SbSjl+iweT7SN53muj14TR+5UH0bs60WfQ0AJmXEtgx0tyvdVz5Ch51QzC4OtMrfD57Jy4idtMBm+dx2e4/dtG6S2sW/fWZeYn6598v2DZv7Xye7vMUAKOmjqLzwDCcXJz4asdi1i9bx3fvf8fol8bg7OrMlI/Nb41xkXFMH/OGXXIx6HS8cFd9nvxpLyYNBjYKprafOwt2RNAo0JOwmgF0qObLtvMJ3PvtNvRKMaFDHbxdHMjJNzL6R/P1bO6OBt7q0RiDrgJ9rarRxPlpi6j/3aug0xG//HeyT1wg5PkHyNx/iuQNu6j0cF88OzVDyzeSn5LO6Qnzrn2/tmIykv7RXLxmmPu07PVrMJ47i+uI0eSfOEbu9iv3aVp6Olk/rsB7/qegaeTu3FHiujFb2/L7Njp2a89P25aTnZXNa8/OKNi2dMOXPNBjFIHBAYydMJIzJ8/y3fovAFj+5Q+s/O5nJrw8Dlc3F2YvNK9eGX0phmcfnmKXXIRtqdJWBxNlJ/WxXvIfXAG5vPWxvUMoU/m/f23vEMrMZ8+ftHcIZerB1rad/leePgq/+enVFVHTnNure/7M0b7Vp7K0YlL1aze6hRx+u+JUov6pmk3sN928PPQ8YLR3CGUqPGpLhb+AMevz523a+bqMebdC/p9UoFM7QgghhBBCCHH7qyDfPCiEEEIIIYS47WkV9zotW5JKmBBCCCGEEELYkFTChBBCCCGEEDahmW6v63FvllTChBBCCCGEEMKGZBAmhBBCCCGEEDYk0xGFEEIIIYQQtlGBv0DZlqQSJoQQQgghhBA2JJUwIYQQQgghhG3IEvWAVMKEEEIIIYQQwqakEiaEEEIIIYSwDVmiHpBKmBBCCCGEEELYlFTChBBCCCGEELYhqyMCUgkTQgghhBBCCJuSSpgQQgghhBDCNqQSBsggrNwZ6lezdwhlxhSTYO8QykzOO8+jbxlq7zDKjKHbcHuHUGYe3wu/NnnJ3mGUmegD7vYOocwMNiSzIc/H3mGUmWoO6fYOoUz5KCd7h1BmdO262TuEMlW9wTx7h1BmTh30s3cIZSrEIcfeIYh/KRmEiX+l22kAdru5nQZgt5vbaQAmhBDCTjRZHRHkmjAhhBBCCCGEsCmphAkhhBBCCCFsQ64JA6QSJoQQQgghhBA2JZUwIYQQQgghhG2Y5JowkEqYEEIIIYQQQtiUDMKEEEIIIYQQwoZkOqIQQgghhBDCNjRZmAOkEiaEEEIIIYQQNiWVMCGEEEIIIYRtyMIcgFTChBBCCCGEEMKmpBImhBBCCCGEsAlNvqwZkEqYEEIIIYQQQtiUVMKEEEIIIYQQtiHXhAFSCRNCCCGEEEIIm5JKmBBCCCGEEMI25HvCAKmECSGEEEIIIYRN3RKVMKWUE/AL4A/MBGprmjbjGvuka5rmrpQKAeZpmnbfVdoOABppmvZ2WcZdFnQ1GuMYNhR0OvIP/kX+rl9LtNHXa41D+/6ggSn+ArlrPkNXtT6OnYcUtFG+QeT+shBjxD5bhn9V+notcBowGpSOvF2/kbfpfyXaGJp1wLH7EDQ0TJFnyVk21w6Rlm7ryUhmr9mDSdO4p2VtRt/V2Gr7O2v3sOtMDADZeUYSM7LZMvU/AEQlZ/D6TzuISclEKZj/UBiVfdxtnsP1mjZjDn9u3Ymvjzcrv/nE3uFcU0CXUJpMH4HS6zj/7UZOfbjKanutx/pS7cEuaPkmchJS2f/sp2RdjAeg7XdT8GlVh8Sdx9k5/B17hF+C212tCHr5UZReR9Ly9SR8+r3Vdp8H+uAz/G4wmjBlZhH50nxyT10o2G4IDqDOuo+Jm/cdCZ/9aOvwrVTv3IzOrw1H6XUcXraJ3QtWW20PaVOfzq8Ox79hVdaO/5BTa3YVbBu4ZDLBLWoTufsEq0a9Z+vQS+UZ1oIqrz0Ceh0JSzcQs+AHq+3+D/UmYGQfNKMJU0Y256csIPvkBfTeHtT69AVcQ+uQ8P0fXHx5oZ0ygOGvjSG0S0tysnJY+PyHnDt0ukSbGk1q8eh7T+Ho7Mj+jeF8/drnBdt6PNyX7sN7YzKZ2P/HHpbN/JpaoXUYPfMJAJRS/Dh3OXvW7bBZTgBb959g1tc/YzKZuCfsDsYM6Gy1PSo+mWmffk9aZjYmk8YzQ3rRqXl98vKNvP7Zjxw9G4nRZKJ/xxaMGRBm09iLc7yjDe7jngKdjuw1v5C57LtS2zl1uguv16aT+MSj5J84jq5SEH5fLiH/wnkA8o8eIW3uHFuGXiqvsBbUmD4apdMRu/Q3Ij+0fv8PerQ/gcO6o+UbyU9IJWLiR+ReigOg2rTheHdrhdLpSP5zP+de/ry0h7CpR19/jNZdWpOTlcPc594n4lBEiTbDJ42g6+CuuHu585+GhR9JB40dRM8HemHMN5KamMLc5+cSZ8n1tiXXhAG3yCAMaAGgaVpzMA+wgKsOwi7TNC0SuOIAzNJmFbDqam3sQikcuw4j54f30dKScH7wJYwR+9ESowqbeAfi0KYP2ctmQU4muHgAYLpwnOxv3jA3cnbFZfQMjOeO2COL0ikdToMeIeuz19FSEnAZP5v8I7vQYi8WNvELxiHsXjI/ngpZGSg3LzsGbM1oMjHz5918MrIrlTxdePDTdXRuUIXagYUxTurTquD3pduPcywqqeDvaT9uY+xdjWlfJ5jMnDyUUjaN/0YN6tuDYYMHMHX6u/YO5dp0iqYzR7H9/hlkRSXQ6de3iF6/h/QTlwqapBw6y1+9XsKYlUv1kd1p+PIwwh+bB0DEgtXoXZyoPqKbvTKwptMR/NoTnBs5jbzoeGr9733Sft9uNchKWb2JpKVrAXDv1paglx7h/KhXCrYHvTSW9M17bB56cUqnCHtzJP978G3SoxIZuvoNTm/YQ+LJyII2aZEJbHjuU1o+1rfE/uGf/oLBxZGmD3a1ZdhXptNR9c3HODnsVfKiEqj/87ukbNhJ9snCY5O4cjPx35hPnnn1aEPlV0YTMfx1tJxcIt/9Fpf61XGuX81eGRDapSWVagbzfOdx1G5Rj1FvPsprg6aUaPfwW4/x+ZSPidh7gucXT6NZWAsObNpLw/ZNaNnjDl7qM5H83Hw8/cx94MXj53ml/yRMRhNegT7MWDuHvb/twmS0zTQko8nEjMWr+HTKaCr5ejLslQWEtWpA7cqVCtos+mkjvdo25f7u7Yi4FMP4dxazdu5kNuw8SG5+Pj+8/QxZObnc+8JcercPpXKAj01iL0Gnw+PpCSRNfg5TXBw+Cz4lZ9tWjOfOWTVTLi643HsfeUcOW91ujLxE0mNjbRnx1el01JzxCEeHvk5uVAJN1swmad0usk4Wvv9nHjrDoT6TMGXlUmlEL6q/PIKTj7+He+v6eNzRkAPdJgLQeOVbeLZvTOq2w1d6tHLXuktrQmqE8Ohdj1C/RX2efGsczw2cWKLdzt928PPi1SzcvMjq9ojDp3m23wRysnPo81BfRk0dzexxs2wVvrAju01HVEq5KaV+UUrtV0odUkoNUUr1VkodU0qFK6XmKaV+VkoFAt8Adyil9imlvgdcLL9/ex2PU0Mpdcjy+3alVOMi2zYppVorpR5WSn1oue0ry2P/rZQ6rZS6z3K7Tim1wBLfBqXUmsvbyosuqCZachxaSjyYjOQf24W+dnOrNoamncjbt9E8AAPISitxP/q6rTCeOQT5ueUZ7g3RVa2DKSEKLTEGjPnk79+CoVEbqzYObbqTt+1XyMoAQMtIsUeopTp0MYGqvu5U8XXHwaCnV9PqbDp28Yrt1x48R++m1QGIiE3BaNJoXycYAFcnB1wcK/b5kNbNm+Ll6WHvMK6LT4s6ZJyJJvN8LFqekciV2wjq1dqqTcLWIxizzK+HpD2ncAn2LdgWv+Uw+RlZNo35alxC65F7LpK8C9GQl0/Kz3/i0b2dVRtTemG8Oldn0ArPMnr0aEfuxRhyTlp/YLOHSs1rk3I2htTzcZjyjJxYvZ1aPVtZtUm7GE/8sQtopZwpvbD1MLnp2bYK95rcmtcl52w0uedj0PLySVr1F149rfsx62PjVHBsTFk5ZOw6iinHvv1yyx5t2PLDJgAi9p7A1dMNr0DrwYZXoA8u7i5E7D0BwJYfNtGqZ1sAuj3Ui58X/I/83HwAUhPM/XRudm7BgMvRyQFNs+2Z70MRF6layY8qgb44GAz0bteMTXuOlmiXnpVj/jczhwAfTwAUiqycPPKNRnJy8zEY9Li7ONk0/qIMDRqSf+kSpqgoyM8nZ+MfOHXoWKKd26gxZC77Di234rzXl8a9RR2yz0aRY3ndJPy0BZ9e1q+b1L8PYbL00WnhJ3AM9jNv0DSUkwPK0YDOyYBy0JMbl2zrFKy07dmOP374A4Dje4/j5umGT2DJAfvxvcdJik0qcfvBbQfIyc6xtDmGf7B/+QZcEZhMtv2poOz5ya83EKlpWj8ApZQXcAjoCpwClgNomharlBoLPK9p2t2WtumXq2I3aDlwP/CqUioYCNY0bbdSqkmxdsFAR6AB5grZf4F7gRpAIyAQOAp8cRMxXDfl7o2Wlljwt5aehC64pnUbn0roAMOQF0CnI2/bKkxnrc8IGeq3IW/PhvIM9YYpLz+05ISCv7WUBHTV6lq10QWEAODyxAzQ6cjdsBzjib02jfNKYtOyCPJyK/i7kqcrBy3T2YqLTM4gMimdNrXMZ2DPJaTi4ezAxKV/cikpg7a1g3imRyh6nVyiWRacg33Iiix8bmVHJeDdss4V21cbFkbsH/ttEdpNMVTyIy+q8LmVHx2PS2j9Eu18HuqH3+h7UI4Gzj00FQDl6ozfo/dxbuQ0/Mfea7OYr8Q9yIe0yMI+LT0qkaDmte0Y0T/jEORHbmThscmLSsC1Rb0S7fxH9qXSIwNQDg6cHDLNliFek0+QL4lFckiMTsC3ki8pRT4s+lbyJTG68DWVGJWAT5D5xEVQzRDqt2nIfyYNIy8nj+/eWsyZA6cAqN28LmPfGYd/5QA+eXaezapgALFJKQT5Fs5MCPT14mDEBas2T9zbjcdnfcnS9dvIysll4YtjAOjepgkbw4/QffxMsnLzmPRgP7zcXW0We3F6f39McbEFf5vi4jA0bGjVxlC3LrqAQHJ3bMf1/qHW+wcF4/PJZ2iZGWR8+Tl5Bw/YJO4rcQzyI7dIH50blYB7y7pXbB/4QDeS/wgHIH3PCVL/PkSrvZ+Dgpgv15J96tIV97UFvyA/4qMKpw8mRMfjF+RX6oDrWnoO6cmejbvLMjxRgdnzU99BoIdSapZSqhNQEzijadpJzXzK7JtyeMwVFE5NvB/z4Ko0KzVNM2madgS4PHehI/C95fZoYOOVHkQp9ahSardSavcX246VVeylP5ZOj/KpRM7375L7yyIce4wAJ5fCBm5e6PwrYzpnv1L9TdPp0fmHkPXpy2R/NwenwU+As/3eCG/WuoPn6N64WsEgy2jS2Hsujom9WvLtY724lJTOqr1n7Bzlv1PlwR3xDq1FRLHrkm5FSd/8wqmuY4mZ9SX+48zXgwY+8yCJX65Ey6w41aN/o/jFazjc8XEuzVxM0NP32zucMqU36HHz9uC1QVNYOmMxTy14rmBbxL6TvNhjAq8OmEz/J+/FwcnBjpGWtHbbAQbc1ZIN86fw0aSHeenjFZhMJg6dvohep2PD/BdZM2cSS9Zs4WJs4rXv0F6Uwv3xcaR/sqDEJlNiAvHD7ifp8bGkf/wRnlNfRrneOu+j/vfehVuzOkR+vBIApxpBuNSpQnirRwhv+QiedzbFo03Da9zLrSHsni7UaVaXHz794dqNb3UmzbY/FZTdBmGapp0AWmIejL0JDLDBY14CEpRSzYAhWKptpcgp8vsNX6yjadpCTdNaa5rWenT7BjcRqeV+0pNRHoXTpJS7D1qaddndlJZkXmzDZERLjUdLikHnXTjn3VCvNcZTe8FkvOk4yoOWkoDy9iv4W3n5oaUklmiTf3SXObekWEzxkej8Q2wdaqkCPVyITsko+DsmNZNAz9Lf2H4tMhURzFWz+kE+VPF1x6DX0aVBFY5GVeA3+FtMdlQSLiGFzy3nYD+yo0qekfTv1IS6zwxi58h3MVmmUlVE+TEJOBSZnmII8icvJuGK7VN//hOPHu0B81TGwBdGU2fzF/iOGoj/E/ebF/Cwk/ToJDxCCvs092Bf0mNu/GxxRZEXnYBjSOGxcQj2Iy/6yscm6ae/8O7V1hahXVX3Eb15c817vLnmPZJjk/AtkoNvkB+JMdb9UWJMIr5Bha8p32A/kqLNbRKjEtj963YATu8/hcmk4eHrabV/5KlL5GRmU6We7a59C/TxIjqxcAp7bGIKlXys4/rf5t30atsUgNC61cjJyycpLZO1f++jQ7N6OBj0+Hm507xedQ6fvvJ08/JmjI9HFxBY8LcuIABTfGH1Urm6YqhZE585c/H7dhkOjRrhNX0Ghnr1IS8PLTUVgPyTJzBGXkJfparNcygqNzoBxyJ9tGOwH7mlvAd6dmpG5Wfu4/jDM9EsfbRvn7akh5/AlJmNKTOb5I3huLcuOTOgvPUb0Y95a+czb+18kmIT8Q8OKNjmF+RPwlX6gdKEdmzOkPFDmD7mjYKpveL2Z89rwkKATE3TvgHeAToANZRSl+emPHCV3fOUUjd7Sm05MBnw0jTtRmryW4HBlmvDKgFhN/n4180UfRblHYjy9AedHkODOzCetp42ZYzYi76KpQNydkf5VMKUUlgW1zdoQ/7xneUd6g0zXTyFzi8Y5RMIegOG0I4Yj+6yapN/eCf6WpZL+Fw90PmHYEqMtkO0JTWu7Mf5xDQuJaWTl29k3cFzdG5QuUS7M3EppGbnElrVv8i+vqRl55KYYa5O7DwTQ62AirPoyK0ueV8EbrWCcKkWgHLQEzKoPdHrrRel8GxSg2bvjGXXyHfJjU+1U6TXJ+vACRxrVMahSiVwMOB1912k/269ypxjjcKTE+5d7iD3rHmhi7NDX+BU59Gc6jyaxC9/Iv7jFSR9/bNN4y8qZv9pvGsG4Vk1AJ2Dnnr923F6Q7jd4vmnMvafxKlGMI5VA1EOBnwGdCJlg3V/61QjuOB3r26tyT4bVfxubO63Jb8yre9zTOv7HHvW76Tj4DAAareoR2ZaptVURICU2CSy0rOobZlq2XFwGOGWPPes30HD9uYZ/UE1gzE4GEhLTCWgaiA6vfkjhl/lAIJrVybuYiy20rhWZc5Hx3MxNpG8/Hx+3X6Azi2tKybBft7sOGxexe70pVhy8/Lx9XQjyM+bnZbbM7NzOXjqPDVDAko8hq3kHzuGoXIVdEFBYDDg1KUrOX9vLdiuZWQQf+9AEh4cSsKDQ8k7coSUl6eSf+I4yssLLLMwdMHB6KtUwRgVeaWHson0fadwrhmMk+V14zewI0nrrd//XZvUpNasxzn+8EzyEwoH07mX4vFs3wj0OpRBj2e7xlYLetjKL0t+4ek+T/F0n6fYtm47XQebFwuq36I+mWkZNzQVsVbjWoyfOZ7pY94gJaHiXPsuyp89rwlrCryjlDIBecATmJeg/0UplQn8BVxpJYCFwAGlVLimaQ/e4OP+F/gAmH6D+/0AdAOOABeAcKB8Xy2aidyN3+E0eAIoRf6hrWgJkTh0GIAp+hzG0/sxnT2MVr0xziNfB81E3p//hWxzhUZ5+qE8fDBdOFGuYd4Uk4mcnz7DZcwr5mvZdv2OKeYCjj2GYrwYgfHoLown9qKvF4rrxA/QTCZy1yyGzHR7Rw6AQa9jSr/WPLFkIyaTxsCWtagT6M2C3w/QqLIvYQ2qAJYqWJPqVqsf6nU6nu3Vgse++gNN02gY4svgVhX7uphJr77Nrr0HSE5Opdugh3hyzHAG9+9l77BKpRlNHJr6Fe2WvojS67iwdBPpxy9Sf/J9JO87Q8z6PTR6ZRgGN2daLXoGgKxLCewaaV75scPKV3GvG4LB1Znu4R+yf+JC4jbZ8RoKo4no1z+m2lfTzUsy/3cDOSfPEzDhIbIOniT99x34DL8btw7NId+IMTWdyEn2X4K6NJrRxKaXFzPo68kovY4jyzeTeOIS7SYOJubgGc5sCKdSs1r0WzQBZy9XanZvQbuJg/mmu3m1vvv++zI+tYNxdHNm9I55/DZpEef/PGi/hIwmLry8kDrfvIbS60hY/jvZJy4Q/NwwMg+cImXDTgIe7odHx1C0/HyMKRmce7bwazYa/70QvYcrysGAd6+2nHrwNauVFW1h/x97aN6lJe/+uYDcrBwWPf9hwbY317zHtL7m6YWLpy3k0feewsHZkQObwtm/0Tx43rziDx55Zxwz188lPy+fhc9q365uAAAgAElEQVSZVxmt17ohdz95D8Y8I5qmsXjaQtKTSi4cVV4Mej0vjhzAE7O/xGTSGNS5FXWqVOKj/26gcc0qhLVqyHMP9uGNz/7HN79uRaF447H7UEoxtEc7Xln4A/e8MBc0jYF3taJeteBrP2h5MRlJmz8X71nvonQ6stauwXjuLG4Pjybv+DFyt/19xV0dm4Xi9vBotPx80DTS5s5BS7PdcSiV0cTZlz6jwXevoPQ6Ypf9TtaJC1SZNJSM/REkrd9F9ZdHoHNzpu7C5wHIuRTPiYdnkvDzNjzvbEroH3PRNI2UjXtJ3mDfa6h2/7GL1l1as+ivz8xL1D//fsG2eWvn83SfpwAYNXUUnQeG4eTixFc7FrN+2Tq+e/87Rr80BmdXZ6Z8/CIAcZFxTB/zhl1ysRn5smYAlK1XLLpeSqkwiizGUREopdw1TUtXSvkBO4E7LdeHXVHmnEcq5n/wTTBdZQrUrUbfMtTeIZQpQ7fh9g6hzPza5CV7h1CmartV7ErbjdiQZ6clustJJ83OH0bL2Ps6vb1DKDOL/nuj51crttQp8+wdQpk5fdTv2o1uIW8acq7d6Bby8/lfKvZ33gAZL99v08/GbtNXVMj/k4q9LnbF87NSyhtwBKZfawAmhBBCCCGEKKICL5ZhSxV2EKZp2iZg09XaWCpSv5eyqZumaWVettE0Lays71MIIYQQQghhH0qp3pgvVdIDn2ma9nYpbe4HXgM0YL+macP+6eNW2EHY9bAMtG7m+8KEEEIIIYQQNqZVoC9QVkrpgY+AHsBFYJdSapXla6out6kLvIj5MqQkpVRg6fd2Y+TbYYUQQgghhBD/Rm2AU5qmndY0LRdYBgws1uYR4CNN05IANE0rk6VeZRAmhBBCCCGEsA0bf1mzUupRpdTuIj+PFommMuZVzy+7aLmtqHpAPaXUVqXUdsv0xX/slp6OKIQQQgghhBBXomnaQsxfb3WzDEBdzN8RXAX4UynVVNO05H8SlwzChBBCCCGEELZRsVZHvARULfJ3FcttRV0EdmialgecUUqdwDwo28U/INMRhRBCCCGEEP9Gu4C6SqmaSilHYCiwqliblZirYCil/DFPTzz9Tx9YKmFCCCGEEEII29AqzuqImqblK6XGA+swL1H/haZph5VSbwC7NU1bZdnWUyl1BDACk8riq7BkECaEEEIIIYT4V9I0bQ2wpthtrxT5XQMmWn7KjAzChBBCCCGEELZRsa4Jsxu5JkwIIYQQQgghbEgqYUIIIYQQQgib0KQSBkglTAghhBBCCCFsSgZhQgghhBBCCGFDMh2xnH34QZa9QygzRlztHUKZcf/upL1DKFM18l6ydwhlpveht+wdQpma3HqqvUMoO7p8HFD2jqLMrNM87B1CmfJX+fYOocz8fvd/7R1CmfrbpbK9Qygzesfbpw8AqCYfhW1PpiMCUgkTQghxnW6nAZgQQghhTzL8F0IIIYQQQtiGqeJ8WbM9SSVMCCGEEEIIIWxIKmFCCCGEEEII25BrwgCphAkhhBBCCCGETUklTAghhBBCCGEbUgkDpBImhBBCCCGEEDYllTAhhBBCCCGETWiaVMJAKmFCCCGEEEIIYVNSCRNCCCGEEELYhlwTBkglTAghhBBCCCFsSiphQgghhBBCCNuQShgglTAhhBBCCCGEsCmphAkhhBBCCCFsQpNKGCCVMCGEEEIIIYSwKRmECSGEEEIIIYQNyXTECqhm52Z0e3U4Sq/jwLJN7Ph4tdV2vaOBfnMep1LTmmQlpbFq/IekXoxHZ9DTe9ZYKjWpgc6g49APW9ixwLyvk6crvWeNxb9eFUBj7aRFRIafskk+tTo3o/urw9HpdexbtontpeRz95zHCbbks3L8h6RcjKfxoA60fbRfQbvAhlX5ot80Yo+c565J/6HpvR1x9nLjvUZjbZJHcdXCmnHXa+bjdGTpJvYssM4rpG19Or06HP+GVfl13IdErNlVsG3A15MJalGbyF0n+HnUe7YOvVQBXUJpMn0ESq/j/LcbOfXhKqvttR7rS7UHu6Dlm8hJSGX/s5+SdTEegLbfTcGnVR0Sdx5n5/B37BH+DZk2Yw5/bt2Jr483K7/5xN7hFGjQOZR7XhmJ0uvYsfwPfv/Y+hjoHQ08OGccVZrUJDM5ncXjPyDpYhwA3Z4cSNv7u6AZTfz4+lcc//NAwX5Kp5i4egYp0Ul8NmY2AA/NHU/VprUw5hs5v/8UK6Z+hinfWC551escysBXzM+tncs3sqmUvIbOeZLKlry+Hf8BSRfjcfV2Z/jHE6jSrDa7/7uZn179CgAnN2ee+P7Vgv29gvwIX7mF1W8sKZf4iyuPPm3I4sm4BXqhM+i5sPM461/+qkyn7JTHc+tK91mnfWMGvvQQegcDFw+dZtnkTzEZTTTp0Yo+E+9H0zRM+Ub+98YSzuw+XmY5FhfQJZRGb5qfdxe+3UjEfOucaz7Wl6oPmvPKTUjlwARzn+bZuDpNZo/G4O6KZjJxau7/iPppe7nFeSV1Ozej3ysj0Ol17F6+kT9LeZ7dN+eJgtfNsvHzSL4YT5XQ2gyaOcbcSCn+mPsDR9btBsDZ05V73n6ESvWromkaP05eyIXwkzbJp07nZvR9xfyeGb58E3+Vks+9c54gpEkNspLTWTF+PsmW9xgArxA/xm+Yzaa5P7B10RoA2o3qRauhXVBKsWfZRrZ98atNcgH4z6ujaNylBXlZOSx5fgEXDp8p0aZqk5qMeHccDs6OHN64l+9f/xKAe158iKbdW2HMzSfufAxfT1pAVmombt7uPPLxRKo1q8P2/25ixatf2Cwfm5LpiMC/oBKmlHJSSv2mlNqnlBqilJp6HfukX2N7DaXUsLKLssh96xTdp4/k+5Gz+bz7ZBoOaIdf3RCrNk2HhJGdksGizs+x+/NfCZsyFID6/dqgdzTwZa8XWdzvZZoP64pnFX8Aur06nDObD/B5t8l82XsqCaciyyP8UvPpOX0kK0bOZmH3yTQqJZ9QSz6fdH6OnUXyObzyb77o+xJf9H2J1c9+TPKFOGKPnAfg1G/hfDXw1RKPZytKpwh7cySrRszm266TqTewHT7F8kq7lMBvEz/lxMq/S+wf/skvrJ9QcT78o1M0nTmKHcNmsfGu5wm5pwPu9SpbNUk5dJa/er3E5q4vEPXzDhq+XPgSiFiwmr3jF9g66ps2qG8PPpnzpr3DsKJ0isFvjGbhw28zq8dztBhwJ5XqWB+Ddvd3ISslnRlhE9j8+S/0n2I+BpXqVKZF/w7M6vk8n46cyX3Tx6B0qmC/u0b1IabYa37Pyi3M7DaR2b0m4eDsSLuhXcstr3veGMXnD8/ivR7P03xABwKL5dXm/i5kpWQwO+xZ/vp8DX0teeXl5LHuve/5Zca3Vu1zMrKZ2/fFgp+kS3Ec+nVnucRfWj7l0af9b9x8vujzEp/1mIKrnwcN+rUt05jL+rl1pftUSjHsvSdZ8tQ8ZveaROLFeO4Y3BmAE1sP8U6fF3i37xSWTv6UIbMeLbMcS9ApGr89ip3DZrG5U+l9Wuqhs2zp9RJ/dXmBqNU7aPCKOWdjVg77xn/Mn50nsXPo2zSaPgKDp2v5xVoKpVP0f2MUix+ezQc9JtFsQAcCih2z1vebn2dzwiay9fO19JryAAAxxy+woP80Puw7lcUjZjHwrTHo9OaPe/1eHcHJzfuZ2+15PuwzhbhTl2yWz91vPMzXD8/mwx6TaTqgfYl8Wlry+SDsOf7+fC09LPlc1nvaQ5zctL/g78B6VWg1tAsLB77Cgj4vUq9rC3yrV7JJPo3DWhBYM4jXwp7m26kLGfpW6SeDH3jzEb598VNeC3uawJpBNAprDsCxLQd4s+dzvNVnErFnouj15D2Auc9b/d5y/jfja5vkIezrth+EAS0ANE1rrmnacuCag7DrUAMol0FYcPPaJJ+NIeVCHKY8I0dXb6dOj1ZWber2aMmhH/4C4PianVS7s7F5gwYOrk4ovQ6DsyPGvHxy07Jw9HChStv6HFi2CQBTnpGc1MzyCL+EkOa1STobQ3KRfOpdJZ9ja3ZS43I+RTQa0IEjqwvPREbujSAjNrl8g7+KSpbjlHrenNeJVdup1dM6r7SL8SQcu4CmlTzjc3HrYfLSs20V7jX5tKhDxploMs/HouUZiVy5jaBera3aJGw9gjErF4CkPadwCfYt2Ba/5TD5GVk2jfmfaN28KV6eHvYOw0q15nWIPxdNwoVYjHlG9q7+myY9rY9Bk56t2fnDnwDsX7ODuh0aF9y+d/XfGHPzSbwYR/y5aKo1rwOAV5Avjbq2ZPuyP6zu6+imfQW/n98fgXeQL+WhqiWvREte+1dvo3GxvBr1bMVuS14H1+ygTocmAORl5XB293HycnKveP/+NYNw9/PizM5j5RJ/ceXVp+Wmm18/OoMevYMBSuk3blZ5PLeudJ+uPu4Y8/KJOxMFwIktB2nWp405x8ycgsdzdHWCcjwZ7t2yDplnosk6V9inVepdsk8zWfq05D2ncLb0aRmno8k8Ew1ATkwSufGpOPp5ll+wpajSvA6J52JIsvz/Hli9jYbF3mMa9mxNuOV5dnjNDmpfft1k52IymgAwODkU/D87ebhQo00Ddi/fBIAxz0i2jT4LVGle25JPHMY8IwdXb6dBiXxasc/yHDyyZie1OhS+bhr0bEXShVjiTl4suC2gTggX90UU5Ht2x1Ea9b7DJvk069maHT+aYz279ySuHm54BnhbtfEM8MbZw4Wze82Vxh0//kloT3N8R/86UHCMzuw9UdD/5mblEHGNPu+2YLLxTwV1Sw7ClFJuSqlflFL7lVKHLBWu3kqpY0qpcKXUPKXUz0qpQOAb4A5LJex7wMXy+7fXeBiU2TuWxziolBpi2fQ20MlyP8+WZW7uQT6kRSUW/J0WlYhHkE+JNqmR5jaa0UROWiYuPu4cX7OTvMwcxu36kMe3zWXXwjVkp2TgXTWArIQ0+rz7KCPXvEnvWWNxcHEqy7Cvmk/qNfLxuEI+RTXs35YjP20r/4Cvk1uQD+mRhXmlRyXiXiyvW4lzsA9ZkQkFf2dHJeAcfOV8qg0LI/aP/VfcLm6cdyVfkoscg5SoRLwqWQ+MvIq0MRlNZKdl4ebjYXU7QHJUIt6Wfe95ZSSrZ35b6skAMH/ob31PJ45tLp/j6VXJhxSrvBLwrORTrI1vQRtzXpm4+lzfILl5/w7s/9l2fUN59mlDlkzm6fAF5GZkc2xN2VX2yuO5daX7zEhMQ6fXUbVpLQBC+7bFO9ivoF3TXncw5ff3eOSLF1g6ufxmAzgHFevTIhNwvkofXXVYGHGl9GleLWqjczCQeTamXOK8Es9ir5vUUo5Z0TbFXzdVmtfm6fWzeWrdLH6a9jkmownfqoFkJqQx+N3HGPfLDO55+xGbfRbwKPIav5xP8X7Ao5IPKZbXjcnyunH1ccfR1YlOj/dn0wc/WrWPOX6R6nfUx8XbHQdnR+p1aY5ncPmcTCrOu5IvSZGFUyWTohNKnMjyDvIlOaow56SohIJ+uagO/+nKkSInxcS/xy05CAN6A5GapoVqmtYE+BVYBPQHWgFBAJqmxQJjgb8slbD/AFmW3x+8jse5F2gOhALdgXeUUsHAlCL3+X5ZJ3ezgpvXQjOZWNDmKRZ2nMgdj/TFq2oAOr2eSk1qsO+b31ncdxq5mTm0fbK/vcO9biHNa5OXlUv8iYvXbizKXeXBHfEOrUVEsWvgRMXTqGtL0hJSuHio5LUKl903fTQRO49yepdtKkllLbR/e/atKjnltyK7Up+2fMRs5t8xHr2jgeodSlbPbhVLnp7HoJdHMGHlm2SnZ6GZCk9FH1y3i7e7PccXj75L34n32zHKQpUHd8SreS1Of2TdpzkFetP8wyfZP+GTMq1M2sLFfRHM6zmZjwdMo/MTAzE4OaDT6whuUoMd3/zGR/2mkpuVQ+cnBtg71GvqMmEwf3++1qqSChAfEcmWT1Yz8uspDF/8AlFHzlk9124Fvcfdg9FoZOfKv+wdik1pJs2mPxXVrbowx0HgPaXULOBnIA04o2naSQCl1DdAWUw27wgs1TTNCMQopTYDdwCpV9tJKfXo5ce/17cNbd3rXvcDpkcn4VHkTI5HsC9p0Ukl2niG+JIenYjS63DycCUrKZ2GAztwetMBTPlGMhNSubjnBEHNanFx5zHSohKJ2hcBwIk1O202CEuPTrI6M1VaPmmWfNKK5XNZw/7tOLKq4lTBADKik3APKczLPdiX9GJ53Uqyo5JwCSk8W+0c7Ed2VMl8/Ds1oe4zg/j73jcw5ebbMsTbXnJMIt5FjoFXsC8pMYlWbVIsbVKiE9HpdTh7uJCRlFZw+2Xewb4kxyTSpHsrmnRvRaMuLTA4OeDs7sKD74/j22c/AqDXM4Nx9/Pky8fmlFteKTFJeFnl5UdqTFKxNol4WeXlSmZS2jXvO7hhNXR6PZeuMsgsa+Xdpxlz8ji5Ppx6PVtydsuhMom5PJ5bwBXv81z4Sebf/xoA9Ts1I7BmcImYTu88hl+1QNx8PMi4jmN9o7Kji/VpIX5kl9JH+93VhDoTBrHtHus+zeDuwh3fTub4zOUk77HNIlZFpRZ73XiWcswut0m9yusmLiKSnMxsKtWrQkp0IqnRiVy0fBY4tGaHzQZhaZbX+GWewb4l+oG0mCS8QnwL8nHycCUzKZ0qzWvTqG8ber74AM6ermgmjbycPHYu2UD4is2Er9gMQPdJ95MSZf1/VJbuGt6LOx/oBsC5/RH4hPgD5oVlfIL8SI62fuzk6ESrKrBPsF/Baweg3X2dadKtFR8Me6PcYhYV2y1ZCdM07QTQEvNg7E2gQp3K0TRtoaZprTVNa30jAzCAqP2n8akZZK5gOehp2L8dpzaEW7U59Vs4TQZ3AqB+3zac//sIAKmXEgrOnjq4OBHSog6JEZFkxKWQGpWIby3zG2H1OxuTcNI2F+NGlpLPyWL5nCyST4O+bThnyQcApWh4d1uOVrBBWMz+03jXCMLTkle9Ae04UyyvW0nyvgjcagXhUi0A5aAnZFB7otfvsWrj2aQGzd4Zy66R75Ibf9XzEOImXNgfQUCNIHyrBKB30NOifwcOb7A+Boc27KHN4LsA8zSvU38fBuDwhj206N8BvaMB3yoBBNQI4vy+U/wyexmvtx/H9I5PseSpeZz8+3DBAKztkC7UvyuUr5+ad8WpimXh4v4I/GsE4WPJK7R/e44Uy+vIhj20tuTVtEhe19J8QAf2rbZtFaw8+jQHVyfcAs3Xkyi9jtpdm5MQEVVmMZfHc+tq9+luuX5K72ig6+MD2PrtbwD4F1k0oUrjGugdHcplAAaQsrdknxazrmSf1vSdsewaYd2nKQc9rb6ayMXv/yL6Z9ss+FLcpf0R+BV53TTr355jxY7Z0Q17aGl5njXu25bTlmPmUyWgYCEO78r+BNQOIeliPOlxKaREJuBv+SxQ+84mxNros8Cl/afxrRGEtyWfpv3blcjn2IZwmlueg436tuGMJZ/P75/O+x0n8H7HCWz/4lf++ugndi7ZAICb5bnmFeJHw953cLAcq+J/fr2OmX0nM7PvZA6s30nbe82x1mhRl6y0TFLjrK9TT41LJjstixotzJ8D2957FwfWm1epbNQ5lB6PDeSTsbPIy77Nr/8qjUmz7U8Fpcrzzbe8KKVCgERN07KVUncD44FGQBdN0yKUUksBD03T7lZKhQHPa5p2t2XfJCBQ07S8q9x/uqZp7kqpe4HHgL6AL7AbaAtUBuZomtb5WrHOrv7QDf8H1+oSStdXHkLpdRxcsZntH66i48TBRB84w6nfwtE7OdDv/cep1LgG2cnprBr/ISkX4nBwdaLPu4/iX7cyKMWh7/9k56e/ABDYqBq9Z41F52Ag5Xwsa55feMOLc9zs4tW1u4TS3ZLPgRWb+fvDVXSaOJioIvn0f/9xghqbl6X9afyHJF8wL41crV1Dwl4YwpJ7XrO6zy4vDqXRwA54VPImLSaZ/cs2sWXuj6U8euncy2DGQvUuoXR67SF0eh1Hlm9m9/xVtH1uMLEHznBmQziBobXot2gCTl6u5OfkkRmbwnfdpwAw+IeX8akdjIObM9lJ6fw+aRHnNx+86Vhq5P3zpcUDuzWn8RuW5ZyXbuLkByupP/k+kvedIWb9HtqtmIpnw2pkW85eZl1KYNfIdwHosPJV3OuGYHB1Jjcpjf0TFxK36cDVHu6Keh966x/nci2TXn2bXXsPkJycip+vN0+OGc7g/r3K5bEmt77+tYAahjVn0Csj0el17Fixkd8+WknvZ//DhYOnOfzbHgxODjw4ZxyVG9cgMzmdr5+aR8KFWAC6jxtE2/u7mJf+nr6EY8WuMajdrhFdHrm7YIn6d099S9KleHIsC6oc+HUn6+dd/TXkgLrq9itpENac/paltnet2MQfH62k57P3cfHgGY5Y8ho650lCLHl999R8Ei15TdkyD2d3F/QOBrJSM/hs+ExiLSu6vfDnXL4YNZu4iJtb7dVH09/UfmXdp7n6e3L/F8+jdzSgdIpz247y2xvfoBlvrKOKVVeuTpfHc6u0+wTo/+KDNO7WEqUUW7/dwJ9frAWg6+MDuOPeThjzjeRl57JqxrdXXKK+e9bNPdeKCujWnEaWr924uHQTp+aupN7k+0jef4bYdXto+/1UPIr0admXEtg94l0qD+5Isw8eI+144XTRA09/Qurhczcdy98uN55PvbDm9Lu8pPuKTWz66Ce6PXsflw6e5thv4RicHLhvzpOENK5OVnIGy56aT9KFWJrf05G7nhiAKT8fzaTxx7z/cdTy4T+4UXXuefsR9A4GEi/E8sPzn5KdmnFDcelvsh+oGxZKn1fMX+0QvmIzf370E12fHcylg2c4bsnn3jlPEGzJ5/un5pNked1c1mXCveRmZBcsUT9mxcu4+Hhgys/n1+nfFgxEb0Q8V/w4eFVD3hhDo86h5Gbl8vWkBZw/eBqAF9fMZmbfyQBUa1qLEe8+aV6iftO+giXnX9s0DwdHA+nJ5gr52b0nWfrSIgCmb/kQZ3fXgj5v/vA3ib6BVSwXnF3xz1885Sz5gS42HXx4L91YIf9PbtVBWC/gHcxrnuQBTwD+wFwgE/gLqH2FQdgszJWz8CtdF1ZkEKaA2UAfzOsLvalp2nKllAOwDvADvrradWE3MwirqMrnG4TsoywGYRVJWQzCKgpbDMJs6UYGYRXdzQ7CKqqbHYRVVFcbhN1qymIQVpHczCCsorrZQVhFdbODsIrqlhiEDbHxIGx5xRyE3ZLXhGmatg7zIKi4BgCXB16WtpuATUX2fQF44Rr37275VwMmWX6Kbs8DyudLdYQQQgghhBC3tVtyECaEEEIIIYS49VTkFQtt6bYchBWvfpVGKeUH/F7Kpm6apiWUcrsQQgghhBBC/GO35SDselgGWs3tHYcQQgghhBD/GrfZdfk365Zcol4IIYQQQgghblX/2kqYEEIIIYQQwrbkmjAzqYQJIYQQQgghhA3JIEwIIYQQQgghbEimIwohhBBCCCFsQxbmAKQSJoQQQgghhBA2JZUwIYQQQgghhE1oUgkDpBImhBBCCCGEEDYllTAhhBBCCCGEbUglDJBKmBBCCCGEEELYlFTChBBCCCGEEDYh14SZSSVMCCGEEEIIIWxIKmHlrKsx3d4hlJmTJjd7h1BmerW9aO8QylT0AXd7h1BmJreeau8QytTs3TPsHUKZerH1S/YOocykqtvrdOxP6cftHUKZea2Pr71DKFPPrUu1dwhlZksrV3uHUKbCwnPsHcK/z+3V9d40qYQJIYS4LrfTAEwIIYSwJ6mECSGEEEIIIWxCrgkzk0qYEEIIIYQQQtiQVMKEEEIIIYQQNiGVMDOphAkhhBBCCCGEDUklTAghhBBCCGETUgkzk0qYEEIIIYQQQtiQDMKEEEIIIYQQwoZkOqIQQgghhBDCNjRl7wgqBKmECSGEEEIIIYQNSSVMCCGEEEIIYROyMIeZVMKEEEIIIYQQwoakEiaEEEIIIYSwCc0k14SBVMKEEEIIIf7P3n1HR1G9DRz/3t0kkJBOSUKH0GvoTSR0QeoPRHoRla5gRaUoICAqIkUQVBRBipViVECaSO8QWqhJSIH03nbn/WOXJZsEQUg2vPh8zsk52Z07u8+TuXNn7tw7EyGEsCkZCRNCCCGEEELYhNwTZiIjYUIIIYQQQghhQ4/tSJhS6iVgDOAK/Kxp2vhCDumBuPo3oPx7z4NeR9TabUQs+clqecnBnSk5vCsYjBiSU7n+5mekBYWid3fBd/kbFKtfhejvdxA8ZUUhZWDNx78eDWcOQel0XF67i3OLN1stL9msBg1nDMa9Znn2jVlMyK+HLMv8pgygdHs/0Cki9pzh2NRVtg7fin2DpjiNnAA6HenbfyXtp+/yLtf8SVzenEn8ay9iuHwB7OwoNvo19FWqg9FIypeLyAo8YePocyv2ZCO8p76I0uuIXb+V6M+/t1ruMaALHkO6gcGIMSWVsHcWkXEpxLLczqckVf5Yyq2F3xH9xU85P75A1GhTn97ThqH0Og6u38GfSzdZLdc72DFo/jjK1qlESlwS34z/lNjQWwC0H9uTZv3aohmM/PTe11zYc8qyntIpXtk8m/iIWL4YOQ+AwQvGU65uZQxZBoJPXmLD219gzDLYJM9/MmX2fPb8fQhPD3d+Wb2ssMPJU/U29ek5bSg6vY6D63eyM4/tNGD+WMt2+nb8p8SGRuHk7szQpRMpV8+XIz/s5ufpX99Zx15P7/dG4Nu8Fppm5LcPN3D690PYQrU29ehmzufw+p3sXmrdjukd7Og3fwxlzPl8N34hcaFRlK3vS+85IwFQSrF9wY+c/eMIbj6ePDN/DM4l3ECDQ2t3sG/l7zbJJadps9/Av0Mr0lLTeH3CdAJPnbdaXtSxKEu+mkf5imUxGIzs+H9tBpYAACAASURBVGMP82YuBGDKrFdp3qoJAI5ORSlewhM/3ydtnsNtdnWbUHTIONDpyNwVQPqWdVbL7Vt3pmj/F9FiowBI37aRzN0B6Mr74jh8IsrRCYxG0jetIfPgrkLIwNo777/Kk+Zt89aE9zh7+oLV8qKORVjwxVzLttm59S/mz1psWf5Ujw6Mf/0FNA0uBF7ktTFTbZ2ChX2jphQbPQGl05H2+6+kfp/38dOh1ZO4TplJ3EsvkhV0gSJtO+DYp79lub6SL3ETXsBw5ZKtQs/TW++/Quv2LUhLTeedl2ZyLo9tM3/FbMpWLIPRYGTXtr0smPWZVZkOT7dlwVdzeLbTcAJPWu93jxtN/k8Y8Bh3woCxQAfzT+OH/TCllJ2maVkPHdW/odNRftYoLg6cTmZ4NDV//ZC4rYdICwq1FIn+ZQ+3Vv8BgFvHJpSb/hxBg2egpWcQ9uF3OFYvj2ON8jYN+26UTtFo9nB29p9DangMnQJmcuOPYyQE3bCUSbkRxcGJn1Nj9NNW65ZoXJUSTarxW/vJAHT4ZTqlWtTk5v5zNs3BQqfD6cWJJL77KsboW7jO+5yMQ39jDL1uXa6oI0W79SXrQqDlrSIduwGQMHEEys0dl6nzSHh9FGiaLTOwptPh8+4Yrg+bQmZEFJV//oTEPw9YdbLiN+8idu1vADi3b4b3Oy8QPGKaZbn3O8+TtPuozUJWOkWfGc+xbPD7xEVEM2nTbM5sO0rkpTv1qXm/tqTGJzHbfyINureg++SBrBr/KV5VytCge0s+6PQabqU8GLNmCrPbTkQzmrbBkyO6EHkpjKLOjpbPOvrLXlZPNJ3QDFk4geb927Fv9Tab5Xs3vbp2ZGCfHrw986PCDiVPSqfoPWMEywfPJj4impc3vc/ZHNupWb+2pMYnM9d/En7dW/D05IGsHr+QrPRMfv/4e3yql8O7Wlmrz20/vjdJ0Ql80O4VlFI4ujvbLJ8eM0bw5eA5JEREM27TLM5tO8bNbPk06edPanwyH/m/Qr3uLegyeQBrxy8i8kIIS7pPwWgw4lLSnZd+m8P57ccwZhkJmLWGsMBrOBQryoTN73Ppr9NWn2kL/h2eoGLl8rRr2hO/RnWZ+eHb/K/z0FzlVixZxYG9R7C3t2P1T5/Tpn0rdv/5N7OmfGwpM/T5/tSuW92W4VtTOooOe4nkD95Ai7mF84zPyDy2H2OYdRudeXAXaasWWa+bkU7q53MxRt5AuRfHeeZSMk8fhpRkGyZg7cn2LalQuTydm/2P+o3qMH3eZJ7tMiJXuZWfrebg30ext7dj5Y+f0bpdS/7asY8Klcrx4svDGdjteRLiE/Es4VEIWZjpdDiPm0j8269ijLqF+6efk3HwbwzB1ttGOTri2LMvmefvHD/Td24nfed2APQVK+M6bVahd8Bat29B+Url6Nr8Geo1qs3UeW8wsMvIXOVWLl3D4b+PYWdvx5c/LOaJdi3Yu2M/AE7FnBj8Qj9OHj1j6/BFIXospyMqpZYBlYHfAI9s71dUSu1QSp1SSv2plCp/j/e/VkotU0odBOYppdoopU6Yf44rpVwKMo9iflVJvxZORnAkWmYWMRv34t6pmVUZY1Kq5Xe9U1HLibwxNZ2kw+cwpmcWZIj/imcDX5KuRZIcfAtjpoHgjQco27mRVZnk0CjizoVYToZv0zQNfRF7dA526IrYo+z1pN2Kt2X4Vuyq1sQYfgNjZDhkZZGxdwcOTZ/IVc5p4EjSfv4OLTPD8p6+XEUyTx8DQIuPQ0tOMo2KFSLH+tXIuB5GZkgEZGYRv2UPLh2aW5XJXtd02eoagEvH5mSERpIelKMTWoDK+1Uh6noE0SE3MWQaOL55H3U6WV9vqdOpMYd+3APAyYCDVG1Z2/L+8c37MGRkERN6i6jrEZT3qwKAm7cntdo15MC6HVafdW7XndHK4JOXcff2LMj07ltjv7q4uRZoU/RQyvtVIfp6BDHm7XRi835q59hOtTs14oh5O50KOEjVlnUAyEhN59qRC2SmZ+T63KbP+LPjs42AqX1IiU0s4ExMyvlVIfp6JLHmfE5u3k/NTtbtWM1OjTn2418AnAk4iK85n8y0DIwG080QdkXsLbtQ4q04wgKvAZCRnMbNyzdw9bb9SXKHLm34ecMWAE4cPY2rmwslvUpYlUlLTePA3iMAZGZmcebUebxLl8r1Wd3/9xSbfyqc0TwAvW8NjJE30G6FgyGLzAM7sW/U8r7WNUaEYow0dYC1uGi0hDh0Lu4FGe49te/Sho0bfgXg5NEzpm1TqrhVmbTUdA7+bboQlpmZxdlTFyzb5pkhvfjuq+9JiDftJzFRsTaM3ppdtZoYwm5gjDAdP9N378CheR7Hz6EjSfn+O8jIvf8DFGnTnvTdO/JcZkttn3qSTd8HAHDqaCAurs6UyGPbHP7bdNzPyszi3OkLeGXbbyZMfpGvFn9LRlreuT5uNKNtfx5Vj2UnTNO00UAY0BbI3tIsAr7RNK0esAZYeI/3AcoCLTVNewV4DRinaZof0BpIpQA5+HiSER5leZ0REY2DT+4Tv5LDulBn7zLKvjOM4GlfFGRID8XJ25OUsGjL65TwGBx97u9EI/roJSL3naXX8SX0Or6EiF2nSLgUVlCh3pPyLIEh6qbltTH6Frri1icr+spV0ZUoRebRA1bvG65exqFpK9Dp0ZXyRu9bDV3x3CcxtmTnVZzMbHUtKyIKe6/iucp5DH6aKju+wOvNEUTM+BwA5VSU4i/25dbCvKeTFBR3L0/istWn+PAY3Lys9w+3bGWMBiNpiakU83Cxeh8gLjwGd/O6vacNY/OcNWh3GZnU2elp3Ls153efzO+UHktuXh45/tbRuHl55ChjvZ1SE1Nw8rh7x7KoqxMAnV99holbZjNkycumqXw24OrlQXy2fBLyqHeu2XI21bs7+ZTz82Xi1nm8/McH/DLlS0un7Db3siUoXasiIScuF3AmuXn7lCL8RoTldURYJN4+d2+bXFydad/5SfbtsZ4GWrqsD+UqlGbfX4cLLNZ7UR4l0GJuWV4bY26hPErkKmffpDXO76/AacJ0lGfJXMv1lauD3g7jzcI73gB4eZckPCzS8joi7CZe99g2bTu3Zr95G1T0LU9F3/J8t+UL1gV8xRNtWxR4zHejK1EC461sx8+oPI6fvubj5+EDOVe3KNKmLem7/iywOO+Xl09JIm7cyScy/CZePrnr0m0urs606fQEB83bpmbd6niX9mLP9n0FHqt4tDyWnbB/0AK4fab4LfDEPd4H+F7TtNs3fvwNzDffb+Z+t+mJSqkXlVJHlFJHfkq+lp/x5+nWN79x5onRhM5ehc9LzxT49xUG54peuFYpzcZGE9jYcDxerWpTsmnhjh79I6VwGjGOlJWf5VqU/mcAxqibuH70OU4jJ5B1PhCMj/ClmmxiV//KpXbPE/nBSkqMexaAUi8PImblL2gpaYUc3cOr1a4hidHxhJ65etcyfWc+x+VD57hy+PGes/8o0+n1uJcuzvWjF1nQ7W2uHwui+9uDCjus+xJy4jILOr3Bkh5T8B/TE7si9pZlDk5FGLx0EltmfEt6UoFe43toer2eT5fP5ZsVawm5bj1tsnvvzvy26U+Mj3i7lnV8P4mTBpH0zgtknTmK06g3rZYrN08cR79F6ooPC3e6+L+k1+v5+PP3+XbFekLN28ZOr6dC5XIM7TWKV0dPYeb8d3Bxtc0U3n9NKZxfHEfyitzHz9vsqtdES0vHcP3ubfWjSK/XM2/ZTNZ8sYHQ62EopXjjvZf58N2F9175MaIZlU1/7kUp9ZRS6oJS6pJSavI/lOujlNKUUg99mxP89zphD8IyCVzTtLnA84Aj8LdSqkZeK2iatlzTtMaapjX+X7GKD/zFGeExOPjcuTrk4F2cjPCYu5aP2fgX7p2b3XV5YUuJiMGp9J3RFScfT1LD729KRNkujYk+domslHSyUtIJ23mSEo2rFlSo96TFRKEvcecqpK54SYzRd0aSlKMT+vKVcJm1ALfP12FXrRYub89G71sdjAZSVi4h4ZXnSZrzDqqYM4awkLy+xmayIqOxz1bX7LxLkBkZfdfyCVv24NLRdCXVsX41Sr35HFV2f4XniJ6UGNPP9ACPAhYXGYN7tvrk5uNJfKT1/hGfrYxOr6OoiyPJsYlW7wO4+3gSFxlDpcbVqNOhEVP3LmLoopeo2rI2gz4ZZynX+eU+OBd3ZePMbws4u8dHfGRsjr91ceIjY3OUsd5Oji5O/zi9MCU2kYyUNE7/brqSfDLgAGXqVCqA6HNLiIzFLVs+rnnUu4RsOZvqXe58bl0OIyMlDS/zvW46Oz2Dlk3ixC9/E/iH7UaQhjzXjy0717Fl5zpuRkbhU8bbssy7tBcR4TfzXG/2/ClcuxLMys9zj4B36925UKciAmixUVYjWzrPkpYHcFjKJCVAlmnKfsauAPQVsx1TijpR7LXZpH3/FYbLhXPv8cDnnuHnHWv4eccabkZG41Pay7LMu3QpIu+ybWZ8/DbXrwSzavlay3sR4TfZ+ftfZGUZuBEcxrXLwVSoXDj3ixujotCVzHb8LJHH8bNCJdzmLcDj63XY1aiFy/TZ2FW9c+G1SJt2pO8uvFGw/iP68MOfq/jhz1XciozGu8ydfLx8ShEZfivP9d79eDLBV0NYvXw9AMWcnahSozIrf/qMPw7/TL1GtVm06kNq18/z9FIUAKWUHlgCdAFqAQOUUrXyKOcCvAwczK/v/q91wvYBtx+rMwj46x7vW1FK+WqadlrTtA+Aw0CB7iXJJ4MoWskHh3KlUPZ2ePZ8grht1tM+ilTysfzu1r4x6VfDCzKkhxJz4goulbwpVq4kOns95Xs2J3Tr/T3IIeVGNKVa1ETpdSg7PaWa1yA+yLY3rWeXFXQenU9ZdKW8wc4OhyfakXn4b8tyLSWZuGE9iR/Vn/hR/cm6eJbE2W+bno7oUASKFAXArn5jMBhyP9DDxlJPXcShYhnsy3qBvR1u3Z4k6U/rdsahYmnL785tm5BxzTQ951r/N7nU5jkutXmOmJUbiVq6gdhvtxR4zCEnL1OyojeeZUuit9fToHtLArdZ16cz247StI/p6Wz1uzbj0j7TDd6B247SoHtL9A52eJYtScmK3gSfuMSv89bxXotxzHxiAqsmLCRoXyBrJi0BoNmzban+ZH2+nbDwrlMVRW4hJy9TItt28uveItd2Ctx2lMbm7VQv23b6J4F/HsO3uek4WbVVHSKzPbCoIIWa8/Ew51O/ewvO5cjn3LajNOzTGoA6XZtx2ZyPR9mS6PSmw657mRKU9C1NbKjp5LPPBy9y69IN9n4ZYJM8bvv2qw10a9ufbm37sy1gJ737mS6g+DWqS2JCErcio3Kt88pbY3FxdWHmOx/mWla5SkXc3F05drhwp+sarpxH710GVdIb9HbYN29L5jHr6V7K7c40UruGLTCEBZte6O0oNvE9MvZuJevwHluGbeW7r76nd7tB9G43iD9/20XPfqYHVtVvVMe0bW7mvlD28uTRuLg6M3vKfKv3twfspmmrhgC4e7pR0be8ZZTM1rIunkdfuiw6L9Pxs0ibdmQcsD5+xvTvSezw/sQO70/W+bMkvvc2WUHmJw4qhUPrtoXaCVu38kf6th9K3/ZD2fHbbno80xWAeo1qk5SYRFQe22bC5FE4uzgzd8onlveSEpNpXespOjfpTecmvTl1NJAJQ1//Dzwd0bY/99AUuKRp2hVN0zKAdUDPPMrNBD4A8m3az+P8dMS8TABWKqVeB24BI+7xfk4TlVJtASMQiOnBHwXHYCR46gqqrZkOOj3R67eTdjGE0q8NIPnkJeK3HabU8K64PlEfLctAVnwSVyd9alm97v7l6F0cUfZ2uHduxsWB71o9WdHWNIORI+98jf93b6L0Oq6s203CxRvUfb0PMSevcmPrMTzrV6b1l5NwcHeiTMcG1H2tDwFt3yRky0G8WtWiy465oEH4zpOEbTteaLlgNJCyYgEu0z8yPaL+zwAMIddwHPAcWZfOk3n47nO7dW4euEw3TW8xRt8i+dP3bRj4XRiMRLy3lPJfz0TpdMT9sI30oGBKThxM6ukgkv48iMeQbhRr6QdZBgwJSYS9Pv/en1uAjAYjP05byahVb5sefb5hJxFBoTw16RlCTl8hcPtRDm7YyaD543h71wLTo88nmKZ8RASFcmLLfiZv+xhjloEfpq3M9TCYnJ55/3lib0Tx8s8zATj1+yG2LrTNo/j/yevT53L4+Cni4hJo32swY0cOoU/3zoUdloXRYOTnaV/zwqq3UHodhzfsIjIolM6T+hJy+ipntx/l0IZdDJg/lsm7PiElLonVE+48re7tvQsp6uyI3t6O2p0as2LIHCIv3SBg7loGzB9Lj2lDSY5JYP3rtnk8v9FgZNO0r3lu1WSUXseRDbu4GXSDDpP6cuP0Fc5tP8aRDbvoN38sr+2aT0pcMmvN+VRsUp02Y3pgyMpCM2psnLqSlNhEKjSuTsM+rQk/F8yEgNkAbJ23gQu7bPuvK3Zu24t/hyfYeXgTaalpvPHSu5ZlW3auo1vb/nj7lGL8qy9w6eIVNu8wjbSs+nI9G1b/DED3/3Vmy89/2DTuPBmNpK5aRLHXPzA9on7PbxhvXKfI/4ZjuHqBrOP7cejcG/sGLcFoQEtKJHW56d9R2DfzR1+9HsrZFYfWpn0pZfk8jMG2v0/vtt3b/+bJDq3Yeuhn0lLSePvlGZZlP+9YQ+92g/DyKcWYV0Zy+eJVfvpzNQBrvtzAD2s2snfnfp5o24wtf63HaDDy4XufEhdbSA+3MhpIWroAt1kfgV5H2tYADMHXcBryHFkXz5Nx8J/vjbKvUx9j1E3Tgz0eAXu276N1+5b8dvAHUlPTmPryLMuyH/5cRd/2Q/HyKcmoSSO4cvEa32//BoC1X/3Aj2s23e1jhe2UAbJPRwoFrKaVKaUaAuU0TfvV3FfIF0qu6BasI2V7PTZ/4CBjscIOId90blZ4ndGCEHHqEZ3b/wBWGB7dJ/09iHlHZhd2CPnmrcbvFHYI+cqex+t/1axPKqR/2VEAjnd5NJ4+ml+a/ZFQ2CHkm72NnAo7hHzlfyy9sEPIV2ciDzzyDVtw4/Y2PTeucHTHKODFbG8t1zRtOYBSqi/wlKZpz5tfDwGa3f7/wkopHbADGK5p2jWl1C7gNU3TjjxsXP+1kTAhhBBCCCFEIbmfh2Xk6/eZOlzL77L4BlAu2+uy5vducwHqALuUUgDewCalVI+H7Yj91+4JE0IIIYQQQggwPeOhqlKqklLKAdMzIizzRDVNi9c0rYSmaRU1TasIHAAeugMGMhImhBBCCCGEsBFbj4T9E03TspRS44E/AD3wlaZpgUqpGcARTdMK7MY96YQJIYQQQggh/pM0TQsAAnK8N+0uZf3z63ulEyaEEEIIIYSwCXkmoIncEyaEEEIIIYQQNiQjYUIIIYQQQgibeJTuCStMMhImhBBCCCGEEDYkI2FCCCGEEEIIm9A0GQkDGQkTQgghhBBCCJuSkTAhhBBCCCGETWjGwo7g0SAjYUIIIYQQQghhQzISJoQQQgghhLAJo9wTBshImBBCCCGEEELYlIyECSGEEEIIIWxCno5oIiNhQgghhBBCCGFDStO0wo7hsbai7ODH5g982i6zsEPINyW1x2sQ2PUxuqp0Q2co7BDy1eP2EKg5R94v7BDyzaUW4ws7hHy1ItO1sEPIN49bG23/2JwJQJAuvbBDyFcuj9mksI+urX3kTwgu1Ohi0z2i+vnfHsm/yeNV84QQQhSYx6kDJoQQonBoxkeyT2RzMh1RCCGEEEIIIWxIRsKEEEIIIYQQNiF3QpnISJgQQgghhBBC2JCMhAkhhBBCCCFsQu4JM5GRMCGEEEIIIYSwIRkJE0IIIYQQQtiE8TH6tzoPQ0bChBBCCCGEEMKGZCRMCCGEEEIIYROajIQBMhImhBBCCCGEEDYlI2FCCCGEEEIIm5D/E2YiI2FCCCGEEEIIYUMyEiaEEEIIIYSwCXk6oomMhAkhhBBCCCGEDclImBBCCCGEEMIm5OmIJjISJoQQQgghhBA29P9qJEwpNRFYrmlayr9crwawDtCAvpqmXS6MOB5EWf96tHhvCEqv48LaXZxcstlquXez6rR4dwieNcuxY9xirv562Gq5vbMjfXd+wPU/jrBvyqqCDtdKn+nDqdW2ARmp6ax5bSmhgVdzlSlXpxKDPhqLfVEHzu48zo/vfQ2Ak1sxhi+eiGfZksSE3mLluAWkJiRTpXktXlj+OtGhNwE49fshfl/4IwDT9y4iPSkNo9GIMcvARz3ezvecfNvUo/N00/Y4vm4X+5Zabw+9gx0954/Bp25FUmOT+HH8IuJDowAoVaMcT88ZSRFnRzSjxhc9pmJIz2TAN2/gUsodnZ2e4EMX+G3qSjSj7R8dVKFNPdq8a8otcN0ujnxmnVvpptVpM30IJWqW47fxi7kUcKeu9Vz1Bj4NfAk7cpFNIz62degAVGtTn57ThqL0Og6t38mupZuslusd7Og/fyxl6lQiJS6JNeM/JTY0Cid3Z4YsnUjZer4c+WE3G6d/DUCRYkUZ8/10y/pu3sU59steNs+wzX5U3ZyPTq/j4Pqd7MwjnwHzx1LWnM+32fIZunQi5cz5/GzOB0Bvr6f3eyPwbV4LTTPy24cbOP37IZvkc7+mzJ7Pnr8P4enhzi+rlxV2OPdUrHUjvKaMQul1xG34g+jl31stdx/QFY9B3cBowJicRvjUhWRcCsG+TCkq//45GVdDAUg9cYGIaYttEnONNvXpNW0YOr2OA+t3sCOPujVw/jjK1alEclwSq8Z/SmzoLQDaj+1Js35tMRqM/Pze11zYcwqAoq5OPDt3FN7Vy4IG695YxvVjQdTv2ozOE/tSqkoZFvScQujpKwWaW+U29egwfQg6vY4T63ZxII82utv80fjUrURqbCK/jF9MfGgUtXu1pNmLT1vKlapZjq+ensLNs8E8+80bFCvlhs5OT8ihC2yd+rVN2uiKberRztwmn163i0Of5c6lyyej8apbibTYRDaPW0xCaBQ6Oz2d5z1PqToV0el1BP60l0Pmc4eGz3Wm3gB/UIpTa3dy7Ms/CjyP7J6dPoI6bRuSkZrO168tISSP84LydSoz/KNx2Bd14MzOY6x/byUAPV55lvodm6BpGolR8Xz92hLib8bStOcTdB7dC6UUacmpfDdlBaHnrhdoHv/V9lnkr/9XnTBgIrAauO/Oj1JKD/QCftA0bVaOZQpQmqYZCzqOB6F0ilazhhEwcC7J4TH0+nUG17ceJS4ozFIm6UY0u1/5nHqjuub5GY1f70vEwfMFGWaeavn7UbKSNzP9X6Zig6r0e38k83tNyVWu36znWffWcq4dD2L015Op6e/HuV0n6DCmFxf3nWH70o10GNOTjmN7smnudwBcPnyO5SPn5fm9iwbMIDk2sUByUjrFUzOHs2bQHBIiYnh+00wubj9GVNANSxm/Z/1Ji09mSZtXqd29Oe0nD+Cn8YtQeh29Foxl46SlRJ4LxtHdGWNmFgA/jltERlIqAH2XvUytp5sRuPlAgeTwT7n5zxrGz4PmkhQeQ//NM7iy7Sgx2epaYlg02179nIZ51LVjn/+KnaMDdQe1s2XYFkqn6D1jBCsGzyY+IpoJm97n7Laj3Lx0Z9s07deW1Phk5vlPon73FnSdPJA14xeSmZ7JHx9/j3f1cnhVK2spn56cxoKub1lev7T5fc7Y6IB4O5/l5nxeNucTmS2fZuZ85vpPwq97C56ePJDV4xeSlZ7J7x9/j0/1cnhnyweg/fjeJEUn8EG7V1BK4ejubJN8/o1eXTsysE8P3p75UWGHcm86Hd7vjiV4+DtkRkRR6ccFJO44QMalEEuRhM07iVsbAIBzu2Z4vfUCISOnAZARHM7VHhNsGrLSKf434zmWDX6f+IhoJm2aTWCedSuJ2f4T8evegm6TB/Lt+E/xqlKGBt1b8kGn13Ar5cHoNVOY03YimlGj9/RhnN99gm/GfoLeXo+9YxEAwi+EsHL0fJ6Z/YJNcus0cxjrBs0lISKG4ZtmELT9KNHZ2rH65jZ6WZtXqdm9Of6T+7Nx/GICf9lH4C/7AChZvSx9Vkzi5tlgAH7O1kb3XvYSNZ5uxrkCbqOVTtFh1jC+HzSXxPAYBm+eweVt1rnUNefy5ZOvUr17c558qz9bxi2m2tNN0TvY8U2nt7Ar6sCIPz/g/Mb9ODgVpd4Af1Z3n44hM4u+377Ble0niLseWaC53FbHvwGlKvkw1X8ClRpUZdD7LzC3V+6LpQNnvcC3by3j6vEgJnz9NrX9/QjcdYKtyzexaf56ANoO78LTL/flu3dWEBVyk4+fnU5KQjK1/f0YPGdUnp+bX/7L7XN+kUfUmxTKdESl1OtKqZfMv3+ilNph/r2dUmqNUmqpUuqIUipQKfWeedlLQGlgp1Jqp/m9Tkqp/UqpY0qp75VSzub3rymlPlBKHQOexdRpGqOU2qmUqqiUuqCUWgWcAcoppT5USp1RSp1WSj1r/gx/pdQupdQPSqnz5rhUXnEUlJJ+viRciyQx+BbGTAOXNx6gQqdGVmWSQqOIOReS51W5EnUr4ljCldDdpwsyzDzV7dSEQz/tAeDa8SAcXYrhWtLdqoxrSXeKujhy7XgQAId+2kO9Tk1M63dszKEfdpve/2E3dTs2sWH0eSvt50vstUjiQkzbI3DzAap3tN4e1Ts24uSPprzPBhyiUqvaAPg+WZeb54OJPGc6qKfGJVm22e2Du85Oj97erlAaJy8/X+KvRZJgrmsXNx+gco66lhgaRdT5vOtayN+BZCSl2SrcXMr5VSHqegQxITcxZBo4uXk/tTs1tipTq1Mjjpi3zemAg1RpWQeAzNR0rh25QGZ6xl0/v0Qlb5yLu3H1kG0uaJT3BrL05QAAIABJREFUq0J0tnxO5JFP7Wz5nAo4SFVzPhn/kE/TZ/zZ8dlGADRNI6WALlg8jMZ+dXFzdSnsMO6LY71qZFwPIzMkAjKzSPh1Dy7tW1iVMZr3bwCdU1HTfIxCVD7HvnJ88z7q5KhbdTo15rBV3aptef/45n0YMrKICb1F1PUIyvtVoaiLI5Wb1uTgetMh0ZBpIC3BdI3y5uUwbl0Jt0luOdvoc5sPUC1HG121Y0PO/PgXAOcDDlHR3EZnV6tHS85m62TlbKNt0Uh7m3OJN7fJ5zcfwDdHm+zbqSGBP5hyuRhwiPK3c9HA3qkISq/DrqgDhswsMhJT8axamvDjl8lKy0AzGAk5cJ6qXRrn/OoCU79TEw78ZDquX/2H8wJHF0eums8LDvy0G79OTQFIy7YvFXEqYtmXrhy7SEpCsulzjwXh7l28QPP4L7fPIn8V1j1hfwGtzb83BpyVUvbm9/YA72ia1hioB7RRStXTNG0hEAa01TStrVKqBDAF6KBpWkPgCPBKtu+I1jStoaZp3wHLgE80TWtrXlYV+EzTtNrm7/cD6gMdgA+VUj7mcg0wdeBqAZWBVjnjyOe/i5ViPh4khcdYXidHxFDMx+P+VlaKZtMGcXDW2gKK7p+5eXkQFxZteR0XEY2bt6d1GW9P4rLlFxceg5uXKT+Xkm4k3IoDIOFWHC4l3SzlKjWsxpu/zWP015PxrprtSpIGY799h9c3z6HlgPb5npOrtycJ4XdySgiPwcXbenu4eHuQEGbKSTMYSUtMwdHDGc9KPmgaDFz1Js//OosWo7pZrTdw1Zu8cmwpGclpnAs4mO+x34uztweJYXe2RVJ4DM5e91nXHgFuXh7EZ6tv8eHRuOaI383L01LGaN42Th73d7Lv170lJ7fsz7+A7yHX/hMebdk37pTxtJQxGoyk3iOfoq5OAHR+9RkmbpnNkCUv41zC7a7lxb3ZeRcnKzzK8jozIgo7r9wngB6DuuH755eUeuM5ImbemWLpUNabShsXUX7NBzg2zt0ZKAjZ6w3cbnc971rGtK+kUszDJde68eZ1PcuVIjk6gf4fjeGVX+fQb+6LOJhHwmzJ2duDhGzHlMT7aKPTzW10djW7N+PsRuv9/dlVb/DSsc/ISE7jfEDBj4i75NEmu3jlziUxWy4Z5lwuBhwiMyWdMUcWM+rAAo4sDyAtPpmoC6GUaVqdou7O2BV1oHLb+rj4FGyHJTt3L09icpwXeOQ4L/Dw9iQ223E2Njwa92z1s+drA5izbylNe7a2jIpl1+rZdgTuOl4A0d8h7fPDM2rKpj+PqsLqhB0FGimlXIF0YD+mzlBrTB20fuZRrONAbUydoJyam9//Wyl1AhgGVMi2PPfeecd1TdNuX+Z6AliraZpB07RIYDdwe9jlkKZpoebpiieAiveTnFLqRfNI3pE9yUH3s0q+qzWsAyE7TpCc7YD0/5r5ymPomatMbzWOD7q8wZ6vf+f55a9ZiizoO40Pu01m6fA5tB7aGd+mNQsr2lx0djrKNanGzy8v4es+M6jxVGOrK7DfDf2AT5qMQ+9gR8WWtjkZE/evfvcWnNi0r7DDeCg6vR730sW5fvQiC7q9zfVjQXR/e1Bhh/WfELtmC5fbj+TmhyspMbY/AFm3YrjUZhhXe07g5uwVlJn/Bjpnx0KO9MHo9HrK1KnEvtXbmP/0W2SkptNuTM/CDuuBlPbzJTM1g6iLoVbvrx86j0VNxqN3sKPCI95Ge/tVxmgwsqzJBFa0eoXGL3TFrXxJYi6FcWjpFvqueZM+377BzbPX0Yz/9m6MwrXxo7W81XIMhzb+RdthT1ktq9aiNq2ebcdPc1cXUnQPTtrn/6ZC6YRpmpYJXAWGA/swdbzaAlWAVOA1oL2mafWAX4GieXyMArZpmuZn/qmladrIbMuT/yGEf1qWXXq23w3c5z10mqYt1zStsaZpjZ8sVvU+vyq35PBYnH3uXAEq5u1Jcnjsfa3r1agKtYd3pP/+T2g+dSBV+7SmyVvPPnAs96P1kE68EfABbwR8QMLNONxL37nC5u5dnPgI6w5hfEQM7tnyc/fxJD7SlF/irXjLNAXXku4kRiUApukIGSmmzXJ21wn09nqKma8u3V43KTqBU38cokJ933zNLyEiBtdsVw1dfTxJjLDeHokRsbiWNuWk9DqKujiRGptEYngMwQfPkxqbRFZaBpd2nsCnTkWrdQ3pmVzcepTqOaac2EJSRCwupe9sC2cfT5Ii76+uPQriI2Nxy1bf3HyKk5Aj/vjIGEsZnXnb3M90D5+a5dHp9dw4k/sG8oISHxlrvf/4FLfU7ztlYixldHodjvfIJyU2kYyUNE7/bnqgysmAA5SpU6kAov/vyIqIxs6nhOW1vXcJsiKj71o+YctuXDqapitqGVkY4kzbKy3wEhnB4ThULHvXdfNL9noDt9vdmLuWMe0rjiTHJuZa1828bnxENPERMQSfuATAyYCDlM3RvtlCUkQsrtmOKS730UYXMbfRt9Xs3pyzm/Ie9TakZxK09RjVOjUsgOitJebRJidG5s7FJVsuDuZcavZsybXdpzBmGUiJTuDGkYt416sMwJn1u1n99FTWPzOLtPgUYq9EFGge/kM6MyXgQ6YEfEj8zVg8c5wXxOY4L4iNiMEj23HWw6c4cZG5LyYf/GUvDZ5qZnldpkZ5hs4dzWcvzCM5LilX+fwk7fPD0zRl059HVWE+ov4vTJ2tPebfR2Ma+XLF1EmKV0p5AV2yrZMI3B7PPQC0UkpVAVBKFVNKVXvAOJ5VSumVUiWBJ4F7zTXIHkeBuXXyCq6VvHEpVxKdvR7fns0J3nbsvtbdOWEpa5tNZF2LSRyY+R1BP/7F4Tn/NDj48P76divzur7JvK5vcmrrYZr+70kAKjaoSlpiimV64W0Jt+JIS0ylYgNTR7Xp/57k9FZTA3Rm+xGa9m1jer9vG05vOwJgNS2xfH1flNKRHJuIg2MRihQz9dUdHItQo3U9wi+GkJ/CTl7Bs5I37ubtUbt7cy5uO2pV5uL2Y9TvY8q7VtemXNsXCMDl3acoVaMcdkUdUHod5ZvV5FbQDeydiuBcytTZVHodVdo1IOpyGLYWefIK7pW8cTXnVq17c67cZ117FISevEyJit54lC2J3l5P/e4tOJtj25zddpTG5m1Tt2szLpm3zb349WjJic22HQULMefjac7Hr3sLAnPkE5gtn3r3mU/gn8fwbW6aWFC1VR0ig0LvsYb4J6mnL+JQsTT2Zb3A3g7Xp58k8U/rBzbYVyht+d25bRMyrpn2b72nK+hMh2D7ct44VChNRkjB3zsVcvIyJbPVrQbdW3Imj7rVJI+6dWbbURp0b4newQ7PsiUpWdGb4BOXSLwVT1xYNCUrm2byV2tVh8hsDyyylbCTV/Co5I2buR2r2b05QTnasaDtx6jTx3Q3RI2uTbm+7+ydhUpRs1szzmXrhNk7FaFYtjbat50f0ZcLfjtF5MilRvfmXM6Ry+Vtx6jd15RLta5NCTHnkhgWTXnzaJ29YxFKN6xC9CVTvXMq7gqAS+niVH2qMec2FmzbtuvbP5jV9XVmdX2dE1sP0/x/puN6pQZVSb3LeUFqYiqVzOcFzf/XhpPm84JSFb0t5fw6NibCfKz0KF2C0cte56tJi7h51Tb7kLTPIj8orZAeUaKUag/8DrhrmpaslLoILNM0bb5S6mugJRACxAObNE37Wik1ARgPhJnvC2sHfADcnnw+RdO0TUqpa0BjTdOizN/1LpCkadpHSqmKwBZN0+qYlylgHqbOngbM0jRtvVLKH3hN07Ru5nKLgSN5xfFPea4oO/ih/sDl2tWnxbuDUTodF9bv5sSiTTR6rQ+3Tl4leNsxStSvTMcvJlLEzQlDeiapN+P5of1kq8+o+kxrStav9NCPqD9tl/mvyj8z4zlqtqlPRmoGa15fSoj50cRvBHzAvK5vmvKrW5lBH43Foag9Z3ed4IfppkfROrk7M2LJRDxKlyD2RhQrx31CSnwyrYd25onBHTEajGSmZfDzzFVcPXaR4uVKWaYm6vQ6jm78m61Lfr5rbCW1B3swaJW29ek0zfTI4JMbdrN38UbavNKH8FNXubj9GPoi9vT6ZAzetSuQGpfMT+MXERdierRz3d6taDW2B5qmcWnnSf6cs5ZiJVzp/9Vr6B3sUTrFtf1n2TpjNZrh300Rcc2HKz0V29bnyemDUXodZ9fv5vDiTTR/pQ+Rp69yddsxvOpV5ukVEynq5kRWeiYpt+JZ3cFU1/r+MBUPXx8cihUlNTaJ7a+vIHjPgz0Q5obO8EDr1fD3o7v5kcGHN+xix5Jf6DSpL6Gnr3J2+1HsitjTf/5YSteuSEpcEt9NWERMiOlfHUzeu5Cizo7o7e1ITUjmiyFzLE9WfHPPAr4aMY9bD9g5ftDJPjX8/SyP3D+8YRd/LvmFzpP6EpItnwHzx1LGnM/qbPm8nSOfFUPmEHnpBh5lSjBg/liKuhYjOSaB9a8vs7q34V7mHHn/AbO5f69Pn8vh46eIi0uguKc7Y0cOoU/3zgXyXZdajH/ozyjWpjFe75gfUf/DVqKXrqfEy4NJOx1E0o6DeE0ZRbGWfmhZWRjik4h4bykZl4Jx6dyKki8PRsvKAqPGrYWrSdrxcPcarch0va9yNf396Gl+RP2hDTvZvuQXnpr0DCGnrxBorlsD54+jrLlurZqw0FK3OozrRdN+bTFmGfhl5irO7zoBQOlaFXh27ovo7e2IDrnJuteWkZqQTN3OTej97nCcPV1JTUjmxrnrLB86554xPmgb7du2Ph2mmdqxUxt2s2/xJlqb2+hL5ja6+yej8a5dkdS4JDaOX2xpo8s3r4n/m8+yqve7ls9zKuFKv69eQ+9gh9Ipru8/x/YHaKPtH+BMoFLb+rSdPhidXsfp9bs5uHgTrV7pQ8Tpq1zeZsql64LRlKpdkbS4JLaMX0x88C3snYrw1McvUrxqGZRSnNmwh8Of/wpA/x+m4ujhjCEzi10zvyP47/u7GJVdkC793oXuYsCMkdRu40dGagbfvL6E6+bzgikBHzKr6+sAVKhbmWEfjcOhqANndp1g3fQvARi19FW8KpdGM2rE3LjFmndWEBcZw5C5o2nQpRkxN0z3ZxqzDMzuMTnvAPLg8gAPCn8U2+fbPrq29tEd+jE7WPp/Nu18NAv76ZH8mxRaJ+y/4mE7YY+Sf9sJe5Q96AH+UZUfnbBHxYN2wh5V/7/uuPhntuiE2VJ+dMIeJffbCfv/4HFrox+kE/aoephO2KPoQTphjzLphOX2qHbCHq+aJ4QQQgghhHhkPUbXJB5KYd4TJoQQQgghhBD/OTISJoQQQgghhLCJR/l/d9mSjIQJIYQQQgghhA3JSJgQQgghhBDCJh7l/91lSzISJoQQQgghhBA2JCNhQgghhBBCCJt4nP51y8OQkTAhhBBCCCGEsCEZCRNCCCGEEELYhIbcEwYyEiaEEEIIIYQQNiWdMCGEEEIIIYSwIZmOKIQQQgghhLAJo1bYETwaZCRMCCGEEEIIIWxIRsKEEEIIIYQQNmGUB3MAMhImhBBCCCGEEDYlI2FCCCGEEEIIm5BH1JtIJ6yANbOLL+wQ8k26wa2wQ8g3ZTMfr//XXt4+qbBDyDd/aC6FHUK+SlCPT12b1ngKQ+3jCjuMfFNl/+LCDiFfeTSaWtgh5JvymYUdQf6qbZ9Q2CHkmxPa43Xq6K4er3zE/x9S84QQQtyXx6kDJoQQonA8PpcmH47cEyaEEEIIIYQQNiQjYUIIIYQQQgibkHvCTGQkTAghhBBCCCFsSEbChBBCCCGEEDYh94SZyEiYEEIIIYQQQtiQjIQJIYQQQgghbEJGwkxkJEwIIYQQQgghbEhGwoQQQgghhBA2IU9HNJGRMCGEEEIIIYSwIemECSGEEEIIIYQNyXREIYQQQgghhE0YZTYiICNhQgghhBBCCGFTMhImhBBCCCGEsAmjPJgDkJEwIYQQQgghxH+UUuoppdQFpdQlpdTkPJa/opQ6q5Q6pZT6UylVIT++VzphQgghhBBCCJvQbPzzT5RSemAJ0AWoBQxQStXKUew40FjTtHrAD8C8B8vc2n96OqJSqjSwUNO0voUdy904t2lImWkvgF5HzPpt3Fr6g9Vyz0FPUXzI02A0YkxOI/StxaRfCsH5CT+83xyGsrdDy8wifPZKkvefKqQs7ijvX4/W7w5B6XWcXbuLY59ttlpeull1npg+hBI1y/HHuMVcDjgMQIla5fGfPQJ7Z0c0o5EjizZyafPBwkjBolTbetSdORSl13F9zU6CFlvn4juqKxUG+aNlGcmITuDYpOWkhkYB0OK7N/FsVIXoQxc4MOSjwgg/F1f/BpR911TXotduI/KzH62Wlxj8FCWHdUEzmOpa8OTPSAsKQe/uQuXP38SpfhWiv99B6NTlhRJ/5Tb16DB9CDq9jhPrdnFgqfX20DvY0W3+aHzqViI1NpFfxi8mPjSK2r1a0uzFpy3lStUsx1dPT+Hm2WCe/eYNipVyQ2enJ+TQBbZO/RrNeK8mPX9Ua1OPbtOGotPrOLx+J7vzyKff/DGUqVOJlLgkvhu/kLjQKMrW96X3nJEAKKXYvuBHzv5xBDcfT56ZPwbnEm6gwaG1O9i38neb5JJdsdaN8JoyCqXXEbfhD6KXf2+13H1AVzwGdQOjAWNyGuFTF5JxKQT7MqWo/PvnZFwNBSD1xAUipi22efz/xpTZ89nz9yE8Pdz5ZfWywg4nT75t6tF5uqlNPr5uF/vyqGc954/Bp25FUmOT+HH8IuLN7VipGuV4es5Iijg7ohk1vugxFUN6JgO+eQOXUu7o7PQEH7rAb1NX2my/yc7Hvx6NZw5B6XRcWruLszna6FLNqtNoxhDca5Zj75jFhPxqOt54taxJw/cGW8q5+fqwd+wSQn8/atP4s3Np05Ay059H6fVEr9vKzaXW7XPxQU9RYmhXMBgxpKQR8tYS0oNM5wKlJw+1nAuEzf6apH2Fdy4w5N2R+LVtSHpqOstfW8y1M1dylalYpzKjPp6AQ1EHTuw8xrfvfmlZ1nF4VzoOeQqj0ciJHUdZN+dbAMrVqMBzc0bjaK6L03q8QWZ6ZoHlUa1NfXpMMx3/D6/fya6lm6yW6x3seHb+2Gzt86fEhkZR9Ym6PPVmf/T2dhgyswiY/R2X9wea1rHX0/O9EVRuXgtNM/LHhxs48/uhAstBWDQFLmmadgVAKbUO6AmcvV1A07Sd2cofAAaTD/7TnTBN08KAR7YDhk5HmRmjuTp4KpkR0VTZNJ+EbQdJvxRiKRK3cTcxa0wnUq4dmlJ66kiuDnuXrNgEro2cSdbNGIpUK0/lVTM413x4ISVionSKNrOGsXHgXJLCY+i3ZQZXtx0lNijMUibxRjR/vvI5DUZ1tVo3KzWDbROXEX8tkmJe7vT7dRbBu0+TkZBi6zRMdIr6c0bwd785pIZH4//7LCK2HiPx4g1Lkfgz19jdeQqG1AwqDutA7akDODJqEQBBn23BzrEIFYe2K5z4c9LpKDdrFEEDp5MZHk31LR8Rv+0QaUF36lrML7uJWm2qa24dm1Jm2nNcHvIeWnoGYR+twbF6BYpWL18o4SudotPMYawbNJeEiBiGb5pB0PajRGerW/Wf9SctPpllbV6lZvfm+E/uz8bxiwn8ZR+Bv+wDoGT1svRZMYmbZ4MB+HncIjKSUgHovewlajzdjHObD9gknx4zRvDl4DkkREQzbtMszm07xs1Ld+pXk37+pMYn85H/K9Tr3oIukwewdvwiIi+EsKT7FIwGIy4l3Xnptzmc334MY5aRgFlrCAu8hkOxokzY/D6X/jpt9ZkFTqfD+92xBA9/h8yIKCr9uIDEHQfIyNamJWzeSdzaAACc2zXD660XCBk5DYCM4HCu9phgu3gfUq+uHRnYpwdvz3w0LrTkpHSKp2YOZ82gOSRExPD8pplc3H6MqKA7dcLPvN8safMqtbs3p/3kAfw0fhFKr6PXgrFsnLSUyHPBOLo7Y8zMAuDHbPtN32UvU+vpZgTaYL/JmVuT2cPY0X8uKeExPBUwg9A/jpKQrU1IvhHN/omfU3O09fEmct85fuv4DgAO7sXo8ffHhO8+bdP4reh0lJ05isuDppEZEU21TR8Tv/0Q6dna59iNu4nOdi5QZspIrgx7F0NsAleem0XWzRiKVitP5W/f42yzEYWSRv22DfGu5MOrbcbh26Aaw2e9yLu9cs38YsT7o/hi8lIuH7/I699MoZ5/A07tOk7NFnVo1LEJb3d5hayMLFyLuwGg0+sYs+Bllk1aSPC5azi7O5OVaSiwPJRO0WvGCL4YPJv4iGjGb3qfs9uO5mif25Ian8yH/pOo370FXSYP5LvxC0mOTeTrkR+ReDMWr2plGbnqLWY3HwdAu/G9SYpO4KN2r6CUwtHducByKGxGG3+fUupF4MVsby3XNO32FeMyQEi2ZaFAs3/4uJHAb/kR139mOqJSaq5Saly21+8qpV5TSp0xv9YrpT5USh02z/kcZX5/iVKqh/n3n5VSX5l/f04p9X5BxuzkV5WM6+FkhESiZWYRt3kPrp2s64XRfKAD0DkVRTNfbEwLvELWzRgA0i8Go4o6oBwKt8/t5edL/LVIEoJvYcw0ELTpAJU7NbIqkxgaRfT5EDTN+qpp3NUI4q9FApAcGUdqdDyOni42iz0njwZVSLoaSUrwTbRMA6G/7Me7s3UuUX+fxZCaAUDs0SAcfTzvLNsbSFZyKo+KYn5VSb8WQUawqa7FbvoLt05NrcpY17Ui3K5sxtR0kg+fw5ieYdOYsyvt50vstUjiQkx169zmA1TraL09qnZsyJkf/wLgfMAhKraqnetzavVoydlsJ4u3TyR1dnr09naWnAtaOb8qRF+PJDbkJoZMAyc376dmjn2lZqfGHDPncybgIL4t6wCQmZaB0WA6xNkVsbeEnHgrjrDAawBkJKdx8/INXL09bJLPbY71qpFxPYzMkAjIzCLh1z24tG9hVSZnm3bPuSSPsMZ+dXFzLbx26l5y7jeBmw9QPcd+U71jI07+uAeAswGHqGTeb3yfrMvN88FEnjNdsEiNS7KMduXcb2y021gp3sCXxGuRJJmPN9c3HqBcjjY6OTSKuHMh/zhKV/7ppoTtPGlpywuDk19V0q/dOReI3fwXbh3/+Vzg9o6Tmu1cIO1iMLpCPBdo1LEpe3/cBcDl4xcp5loM91LWbZB7KQ8cnR25fPwiAHt/3EVj83lPh8Gd2fzZz2RlmDr7CdHxANR90o+Q89cJPncNgKS4JDRjwZ3mm9rnCGKytc+1OjW2KlO7UyOOmveb0wEHqWJun8MCr5F4MxaAyIuh2Bd1QG/eHo2f8WfnZxsB0DSNlNjEAsvhv0bTtOWapjXO9vNAU3aUUoOBxsCH+RHXf2kkbD2wANO8T4B+wChguPn1SCBe07QmSqkiwN9Kqa3AX0BrYBOm3rKPuXxrYF1BBmzvVZzMsCjL68zwaJz8quUqV3xIV0o83wtlb8eVge/kWu7WpSWpZy6jmRuuwlLM24PEsBjL66TwGLwa+P7rzynlVxmdvR3x12/mZ3j/iqOPB6lh0ZbXaeExeDSsctfyFQa2JXLHSVuE9kDsvYuTkbOuNchd10oM64rXCz1Q9vYEPTvFliH+I2dvDxLC79StxPAYSueoWy7eHiSY659mMJKemIKjhzOpsUmWMjW7N+OH5z+xWu/ZVW/g4+fLlV0nOR9gm6khrl4exGerXwnhMZTzq5KrTJy5jNFgJC0xBScPF1JiEynn50ufeaNwL1OCDa98ZumU3eZetgSla1Uk5MTlgk8mGzvv4mSFZ6tnEVE41q+eq5zHoG54PtcbZW/H9SFvWd53KOtNpY2LMCSlcOuTVaQeCbRJ3I8rV29PEsKt61mZe+w3aeb9xrOSD5oGA1e9iVNxFwI3HWD/51ss6w1c9Sal/Xy5vOsk5wJsP3Xc0duDlGzHm5TwGIo3/PfHmwo9m3N+eb5c9H5g/8fefcdHUbQBHP/NXXrvjQAJvfcOSpGuNEFBEFBQVASlg6CgoKAiiJ2iNBtgoagoHZQOoRfpNSQhvde7ff+4M52eXPLq8/XDx2R37u6Z29m5nXtmJ9Z+nmTmPm/ConCoX/C88RrUFe/neqCsrTj/VMH+2bVryV4LuPt5EJ3rcyYmPBp3Xw/izIMSAHdfD2LCc9pkTFg07n6mLzD9ggOo2qQ6T4zvT2Z6Jt+/s4yLx87jFxyApmlMWP4GLp6u7Fm3k98WrCm2erjm6nsB4sOiKVegf/bI7sPz98//qN2lCaEnLmHIyMLOxQGATmOfoEKzGkRfiWDttKUkRcUXWz1KklGVqtURQ4GyuX4PNG/LQynVHpgCtNY0Lb0oXvg/kwnTNO0w4KOUClBK1QViyZt+7AgMUkodAfYBnkBlzIMw8016p4AIpZQ/0BzYXdhrKaWGKaUOKqUO/ph4pfgqZRb99XrOtB5G+LvL8BnZN88+28rl8Jv0DKGTP7vFo/+/OPi40WHeS2wZu9BiWYkHFdi7JW51gzn/+a93LlzKRS1bz8lWLxI6axl+rzxZ0uEUqYB6FclMzSDq7PU821cOep9PGo9Ab2NF+RYFs2el0bUjF5jXcQKfdX+dNi/1wMrWOnufjYMtT38xml+nf016UunJxuYW++2vXHhkKDdnL8FreD8AsiJjON96MJd6jOTmzEWUmTsBnZN9CUf636Wz0lG2cRVWv/oZS3tPp1rnRnmyy98Neo8PG7+M3saKoP+T8yY/Ox833KqX5cb2EpyKeA+ilq/n9MMvcOPdZfjluxawq1yWgEmDufba5yUU3YPTWelxcnPmzZ6T+H7mMkZ8PhYAvZWeKo2r8/mr85jeezKNOjelZsvaJRzt7flWDqTLpP78PPlLAHR6PW4BnlwJOcvHj03m6qFzPDq7sQeQAAAgAElEQVR5QAlH+Z9xAKislApWStkA/TAlXrIppeoDC4DumqYVWQbgPzMIM/sB0z1gfTFlxnJTwEhN0+qZ/wVrmrZR07RQwA3oDPyJaVD2JJCkaVqhueLcac8+zve/imVmRDTWAV7Zv1v7e5IZEX3L8nG//Ilrh2Y55f08CVowmWtjPiTjavh9x1FUksNjcQ7ImZLn5O9BcnjsbR6Rl7WTPY8tHcfe91cRcdiy3+DnlxoWi32AZ/bvdv4epObKxPzD+6FaVH21J3sHz8FYwpnI28kMj8Ymf1sLv3Vbi137F26dbjdl2rKSwmNxyTXd09nfg8R8bSsxPBYXc/tTeh22zg75smDNOLVuT6HPb0jP5NzGQ1Tp2KAYoi8oISIW11zty8Xfg/iImAJl3MxldHodds4OBaavRF64QUZKGr5VAk3lrPQMmD+aI2t2cXLDgWKuRUFZ4dFY+edqZ35eZN2mT0v4dQfOHUzTFbWMLAxxpvqlnTxPxtUwbIICizfgf7mE8Bhc/PO2szudN3bm8yYxLIar+/4mNTaJrLQMzm87gn+toDyPNaRncnZjCFXzTaW1hNTwWBxyfd44+HuQGnb3nzcA5bs15drvB9Gyiu/+oruRGR6Nde7zxt/rtv1z3Lq/cM1164K1nydBCydzdcw8i18LtB/UmXfWz+Gd9XOIuxmLZ67PGQ8/T2Lz9WuxETF4+OW0SQ9/T2LDTWViw6I58IdpuvjFo+fRjBrOHi7EhEVxZt8pkmITyUjL4Oi2QwTVqlBsdYrP1fcCuPp7Eh+Rt20lRMRk9+H5+2dXPw8GLhjDyjGfE3PVdD2fEptIRkoaJ/4w9cvH1u+lTK3gYqtDSStNqyNqmpYFjAA2AKeBVZqmnVRKTf/ndiRM0w+dgB+UUkeUUutu8XT35L82CFuJaYTbB9OALLcNwEtKKWsApVQVpZSjed9eYBQ5g7Bx5v8Xq5Sj57AJCsA60BdlbYVbt4dJ2JR3OpRNkH/2z87tGpF+2XTTsc7FkaAl0wh7bxkpIaeLO9S7EnH0Iq5BfjiX9UZnrady92Zc2nTorh6rs9bTddEozvz0V/aKiSUp7sgFnCr44VDOG2WtJ7Bnc8I35l05y7VWeerNHsrewXPIiEoooUjvTvLRc9gG+WNT1gdlbYV794eIz9fWbHO1NddHGpF2OczSYd7SjaMXcQ/2w9Xctqp3a8a5fG3r3OZD1Or9EADVujbhyu5TOTuVovpjTTmdaxBm7WCLo4+babdeR8V29Yi+YJk6Xz96Aa8gP9wDvdFb66nbrTmnN+VtX6c3hdDAXJ9aXZtyYbdpap57oDc6valrdyvjhXfFAGLNq9n1fm8YkedD2fnVeovUI7/U42ez+zSsrXB59GESt+RdsMG6fED2z05tG5Nh7tP0Hi6gM9XLuqwfNuUDyLhWetrg/6MbRy/iEeyHm/m8qdmtGWfztbOzmw9Rt/fDANTo2oTL5nZ2YccxfKqVxcrOBqXXUa5pdSLPhWLtYItTrvOmUrv6RF24gaVFH7mIc7Afjua6le/RjOsb7+7z5h9BPZtzZU3hX8xYUsrRc9gGB2BT1nQt4N7tIRI25Z3imftawCXXtYDexZEKS6YS9t5ykg9a/lpg8/I/mNJ1LFO6jiVk435a9W4DQMX6VUhJTMkzFREg7mYsqUmpVDRPh2/Vuw0h5s+igxv3UaO56d4qv2B/rKytSIxJ4NiOI5StVh4bOxt0eh3VmtYg9FzeGQ1F6frRC3jeoX8+tSmEhubzpnau/tnOxYFnlkzg9/e+50rI2TyPOb3lEBWamVZGr9SyFhHFWAeRl6Zp6zVNq6JpWkVN094xb5uqado688/tNU3zzZWo6X77Z7w7Kv8CCP92SqnjQJSmaW2VUkHAr5qm1VJK6YC3gW6YsmKRQE9N0+KVUkOBGZqmBZgHaXHAQE3Tfr7T6x0L6vZAb7Bzm4YEmJeoj121mZufrcJ39ABSj58jYfN+AqY9j1PLemhZWRjikwiduoD0c1fxGfEkPsOfyO6IAS4OnIoh+v7nF/9pcH2QqgBQvm1dHnrzadMS9St3EPLJOpqM7c3NY5e4vOkQPnUr0HXRKGxdHTCkZ5J8M57v20+iSq+WPDLneWJyrT64ZcwCosyr2N2rwMwHv2nX95F61J5uWtr5yvfbOfvRWqpN6EPckYuEbzxEi1WTcalelnTzN2QpodHsGzwHgFZrpuJcOQArBzsyYhM5PGYRN7ff/7LB5ayTH7g+Lm0bEvjmUJReR/TKLYR/8gP+Y/uTcuw88Zv2E/jmczi3qmtua8lce2MBaWdNM3pr7l6I3tkBZW2FISGZ8wPezLOy4r3YoLu/hQwqtq1L+6mmtnVs1Q52f7qOh8b0JuzYJc5vPoTe1ppuH76IX80gUuOSWDviU+KuRQJQrll12kzsy/Jeb2Y/n4OXC08uHofexgqlU1zZc5rN079BM9xb20lQ99fWqrapx2NTTe3r4KrtbP9sLe1H9yH0+EVObz6Ela01T84dTkDN8qTEJfP9yE+IvXaT+r1a0fql7hiystCMGls/Xs2pjQcp36gqL/44jbDTV9E0U0wb31/Fme1H7jqmQdZx91WX3BxbN8J3inmJ+h83Ev3FSrxefZq04+dI2roP39dfwLFFTp8W/tYXZJy/inOnlni/+jRaVhYYNSI//oakrQ92j16lPcW7xP34ae9y4PAx4uIS8PRwY/jQgfTu1qnYXu/dhm/c82Mqta1LR3M7O7pqBzs/XUtr83lz1nze9PzwJfxqlic1LpmfR3ySfd7U7tWSlsO7o2ka57cdZcus73H0cqHf4nHobaxROsXlPafYeB/nTYXMB79nJKBdXRq+ZeoTLqzYwcmP11FnfG+ij14idOMhPOpWoPVXo7Bxc8CQlklqZDy/tTWt1ucY6EXHtVNZ3ejVIpn6XtP6wb6Ic27bkDJTn0PpdcSs2kzEpz/gN8bUPyds3k+Zac/h1KoeZGaRlZBE6BsLSDt3Dd+RT+IzvA8Zl3KuBS4MnEbWA1wLfPAAywkMnvE8dVrXJ8O8RP2l46ZZLe+sn8OUrqbphcG1KzLMvET90e2HWD7VNGVPb23FsNkvU65GMIbMLL57Zymndp8AoGWvh+k2/HE0DY5uy1m6/m6UUbb3XI+qberR7Z8/IbJqO9s+W0OH0X24fvwSpzeHYGVrTd+5wwkwf958N/ITYq7dpN2IXrQd3p2oyzkZyS8HziI5OgG3Ml70nTscexdHkmMS+GH8/Dz3nt2t9y5/X6puuCrMSv8BFh189A37tlS+J/+5QZilPeggrDQpikFYaVEUg7DSpCgGYaXF/Q7CSqv7HYSVRkUxCCtNinsQZmn3MwgrrYpiEFaaPOggrDR5kEFYaXQ/g7DSTAZhBZXWQdi/60wSQgghhBBClFrGUjkksrz/2j1hQgghhBBCCFGiZBAmhBBCCCGEEBYk0xGFEEIIIYQQFmFE5iOCZMKEEEIIIYQQwqIkEyaEEEIIIYSwiH/NsuEPSDJhQgghhBBCCGFBkgkTQgghhBBCWIQsUW8imTAhhBBCCCGEsCDJhAkhhBBCCCEswljSAZQSkgkTQgghhBBCCAuSTJgQQgghhBDCImR1RBPJhAkhhBBCCCGEBUkmTAghhBBCCGERsjqiiWTChBBCCCGEEMKCJBNWzNZoLiUdQpFJ1htKOoQic00PJ40JJR1GkXFXtiUdQhFKwUvZlHQQRWZt0pmSDqHIrAR6OlUt6TCKjHvDN0o6hCI1KWRGSYdQZNrVfb6kQyhSo9N9SzqEIrMiZkdJh1Ckmnr/e/q0/xeyOqKJZMLEf9K/aQD2b/NvGoD92/ybBmBCCCFESZJMmBBCCCGEEMIiJBNmIpkwIYQQQgghhLAgGYQJIYQQQgghhAXJdEQhhBBCCCGERWiyRD0gmTAhhBBCCCGEsCjJhAkhhBBCCCEsQhbmMJFMmBBCCCGEEEJYkGTChBBCCCGEEBYhmTATyYQJIYQQQgghhAVJJkwIIYQQQghhEVpJB1BKSCZMCCGEEEIIISxIMmFCCCGEEEIIizDK3wkDJBMmhBBCCCGEEBYlmTAhhBBCCCGERcjqiCaSCRNCCCGEEEIIC5JMmBBCCCGEEMIiJBNm8q8fhCmllgK/apr2o1LqS2CupmmnlFKTNU2bmavcbk3TWpRYoLlUbF2HTtMGotPrOLxiO7u++CXPfr2NFT3nvoR/7SBSY5P4ccQnxF+PwjXQi+FbZhN9IQyA64fPs37KYgBqPNaMh0b0QOl1nNtymC3vrrBYfaq0rkv3qYNQeh0HVm5j+xfrCtSn79zhlKkVTEpcEt+N+IjY61FUblWbzhP7obe2wpCZxfqZ33Fhz0kAhiybhLOPG3q9nksH/mbNG4vRjJZf9HTYWy/QqG0j0lPTmTf2Qy6cuFCgzMDxg2jXux1Ork48Ub1P9vaez/Wk41OdMGQZSIiJZ964eUSGRloyfFN8bw6lbtsGpKems3Dcp1w5cbFAmaBaFRg2ZyQ2djYc3XaIr9/8Kntfh2e60n5gZ4xGI0e3hrBi1tdUqFuJIbNeAkApxc/zVhKyYV+RxFutdV16TR2M0uvYt3IrWwppTwPmvkyguT0tG/ERsddN7+sjw3vQ9Mm2aAYjP7+1lDN/Hrvtc1ZqXpMeU55Gb23F9RMXWTFhAUaDkVodGtJlzJNomoYxy8Dq6cu5dPBMkdTvVqbOnECb9i1JS01j/MhpnDz2d579dvZ2fLb4fcoFBWIwGNm64U/en/ExAK+/PZZmLRsDYO9gh6eXB/UqPlys8VZrXZeeUwej0+vYu3IrWws5Tv3nvkzZWsEkxyWxvJDjZDQYWZ3rONm5OND33RfwqxoIGqyYMJ8rh85Rt2tTOo3qg0+lMszr8TrXjxdsw0Xpnz5amfvo3YX00T1y9dE/mftoAJ9qZXl01lBsnezRjBpfdn8DQ3omTy2bgLOPGzorPVf3n+H3N5aUSJ92O6/PnMufu/bj4e7Gmm/ml3Q4d+XV6S/TrF1T0lPTmTn6fc6eOFegzPMTh9CpTwecXZ3pVOWx7O0+AT5M+WgiTi6O6HV65s9axN6t+y0ZfqF829ahzgzTZ+rlb7dx9tO87a/SC10JGtAGLctIenQCIaMXkmpuf6XVh3On06VzO1JSUxk6dDSHj5y4ZdnVPy8hOLgc9eo/YsEIb2/U9BE0b9eUtNQ03rlFOxs2cQid+3TE2dWZDlUezd7uG+DD6x9NxMnFCZ1Ox/xZX7Jna9F8XorS7T81HVHTtOc0TTtl/nVyvn2lYgCmdIouM57hu8Hv83n7CdTs3hyvymXylKnftw2p8cl82nose7/6nfaTnsreF3slgoVdJ7Ow6+TsAZi9mxMdJj/F1/1nMr/DRJy8XQluWdNi9ek5/VkWP/MeczuMo273FvhUylufxk+2JTU+mdltRrPzq/V0mdQfgOTYRJYO/YB5nSeyauwX9P1wePZjvn35Iz7qMom5Hcfj6OFMnUebWaQ+uTVq24iAoACGPfw8n076hOHvvFxouf2b9zGm++gC2y+cvMjoR0cxstMIdv62i2cnDynukAuo27YBvsH+jGv9Motfm8+zbw8rtNwz77zAV5O+YFzrl/EN9qdOm/oAVG9eiwYdGjOlyxhe6zCK9QtNF9rXz1xlarfxvN51LO8PnsGQmS+i0z94d6N0it7Th7DwmXd5r8NY6ndviW++9tTsybakxicxs80odnz1G93M7cm3Uhnqd2vBex3HsWDwLPrMGIrSqVs+p1KK/nOGs3zkx7zfaTwx16No3Ls1AGd3nWB2l4l80HUS309YQN/3Cn/fikqb9q0IqlCOdk16MHnM28yYPbnQcos+W06H5o/TrW0/GjapS+tHWgLw9utzeKxtPx5r249li1aw4dctxRqv0ikez/WeNijkODXNd5weK+Q4LRw8i97m4wTQa9pg/t5xhPceGcsHXSYQcT4UgLAz11jy4lwu7s87MC2uunWeYeqjv2g/gVqF9NH1+rYhLT6Zz1qPZd9Xv/OIuY9Weh095w1n/eTFzO8wkeV938aYmQXATy9/wsIuk5nfYSIOns7UeLRpsdflXvXs2oH5c98u6TDuWrN2TQgMDuSpVoN4f+Jcxs56tdByuzbt4YVHC/bfg18dwLZftjO004u8Ofxtxsws/PEWpVPUnfUsu/q/z6aHxxPYqwXOVfK2v7gTl9nW6XW2tJtE6K/7qf3GU7d4stKhS+d2VK4UTLUarXjppYl89umsW5bt2bMLSUnJFozuzpq3a0pgcBn6thrI+xPnMm7WqELL7dq0h+cfHV5g++BXn2bLLzt4ttMLTBv+NmNLQzsrZpqF/5VWpW4QppQapJQ6ppQ6qpT6WikVpJTaat62RSlVzlxuqVLqY6XUbqXURaVUH/N2pZT6VCl1Rim1GfDJ9dzblVKNlFLvAvZKqSNKqW/N+5JyPX62UuqEUuq4UqqveXsb8+N/VEr9rZT6VilV5ItslqlXkdjLEcRdi8SYaeDkL3up2qFhnjJVOzTk2E9/AnBq/f47Dqjcy/kQczmclJhEAC7uPEm1Lo2LOvRCla1Xiegr4cRcu4kh08DRX/ZQo2OjPGVqdmxIiLk+x9fvo1KLWgDcOHmZxJuxAEScvY61nQ16G1PyNj0pFQCdlR69tRWaZvnTrGnHZmz9aSsAZw6fwdHFEXcf9wLlzhw+Q6y5Hrkd33OM9LR0c5m/8fL3Kt6AC9GgQxN2/rQdgAuHz+Lg4ohrvjq4+rhj72TPhcNnAdj503YadjRdID7ydCd+/Xw1WRmmC8mE6HgAMtIyMBpMEw5sbK2L7PiUq1eJqCvhRJvb0+FfdlMrX3uq1bER+83t6ej6fVRuUTN7++FfdmPIyCLmeiRRV8IpV6/SLZ/Twd0JQ2YWkZdMmeWzO49Tp0sTU/1S0rNfz8bBtth7+fZdWrN61a8AHAk5jourM96+edtLWmoae3ceBCAzM4sTx/7GL8CnwHN1e7wzv/z8R7HG+897GnOH43TAfJyO3cVxsnO2p0KT6uxbuQ0AQ6aBtIQUAG5euEHkxbBirdM/Au6yjz5aSB9d8eHa3Pz7KhGnrwKQGpeUne3KKNCnWaQ696RRvdq4ujiXdBh3rVWnlvzx40YATh06jZOrE54+HgXKnTp0muibMQW2a4CDkyMAji6OREVEF2u8d8OjfiWSL0WQcvUmWqaB62v24N8pb/uL2nUKQ2oGADEh57D3L1jn0qRbt058/e2PAOzbfwhXN1f8/Ar2XY6ODox+dRgzZ31k6RBvq1WnFvzx4yYATh46jfMt2tnJW7YzDUcnB6D0tDNhGaVqOqJSqibwOtBC07QopZQHsAxYpmnaMqXUEOBjoKf5If5AK6AasA74EegFVAVqAL7AKWBx7tfRNG2SUmqEpmn1CgnjcaAeUBfwAg4opf4076sP1ARuALuAlsDOoqj7P5z9PIgPyzkBE8JiKFO/Yr4y7sTfMJ3ImsFIWmIK9u5OALiV9eb59e+QkZjKtg9+4OqBM8RcDsezQgCugV4khMVQrVND9NaWOfSuvu7E3cipT3xYNOXqVcpTxsXXg3hzGaO5Pg7uzqTEJmaXqd2lCaEnLmEwX+wDDF0+icC6FTmz/SjH11s+de/p50lUWM70wejwKDz9PAsdcN1Jx74dCdl2sCjDuyvufh7E3MiZphITHo2Hrwfxuerg4etBTHjOMYwJi8bdz/QB4xccQNUm1XlifH8y0zP57p1lXDp2HoCK9Srz3OyX8SrjzfzRH2cPyh6Em69HvvYUU6A9ueYqY2pPqTi6O+Pq68GVwzlTROLCYnDzNdWjsOdMjklEp9dRtnYFrh2/SN2uTXHz98wuV7tTYx6d0A8nT1cWDXnvget2O37+PoSFhmf/Hn4jAj9/HyIjCp9i5OzixCOdHmbpwu/ybA8I9Kds+QB2/3WgWON1zXec4sJiKH+fxyk+LAZXXw8y0zJIjk6g3wcvEVC9HNePX2LNW8vISE3Hklz8PEi4iz46oZA+2iPYH02D/stN2a6T6/ayZ8Gv2Y/rv3wiAfUqcmH7UU6XQJ/2b+Pt58XNGzl9dGRYJF5+XoVeCBdmyZxlzPnuPXoP6Ym9vR2j+o0vrlDvmp2/O6m5zq3UsBg8GlS6Zfmg/m0J33rUEqHdtzIBfly/diP799DrYZQJ8CM8/GaectPfnMDceQtISUm1dIi3ZWpnObHeDIvE+x7a2eI5y/jwu/fpM6QXdvZ2jOo3rrhCFaVMacuEtQN+0DQtCkDTtBigOfDPlcTXmAZd/1ijaZrRPMXQ17ztYeB7TdMMmqbdALbeYwytcj0+AtgB/JM22q9p2nVN04zAESCosCdQSg1TSh1USh08mHT+Hl/+/iXdjOOj5q+yqOsUNs74hl4fv4yNkz1pCSmsn7KYPp+O5NkfpxJ3PapILogtxbdyIF0m9efnyV/m2f7VoHd5p8lwrGyssrNn/4/a9GpLpTqV+WnBTyUdyj3TW+lxdHPmzZ6T+H7mMkZ+PjZ734Uj53itwyimdZ9At+GPY21rXYKR3p/lr3xMzzcGMWrN26QlpaIZc86b4xsO8O4jY1k87AO6jnmyBKPMS6/X89HCd1m26HuuXQnNs69br078vm4LRuP/z/n/D51eT5lawez+ZhNzH32NjNR02r3Uo6TDuic6Kx1lG1dh9aufsbT3dKp1bkRQrpkM3w16jw8bv4zexoqgFpaZMi5urX3Pdvz+w0Z6N+rH+EGTeePj1yiGCTDFpmzvlrjXDebc57/euXApV7duTSpULM/atcWbxS8J7Xu2Y/0PG+jVqC/jBr32f9fO7odRWfZfaVWqMmH3IfdXoJZ4m3O/noFbvH+api0EFgJMLz/gniaVJIbH4Jrr23YXfw8Sw2PzlYnFNcCDxPAYlF6HnbMDqbFJAKRmmP4fduIysVci8Az2I+z4Jc5uOczZLYcBaPCUaWECS4iPiMUtIKc+rv6exEfkrU9CRAyuAZ7Eh8egM9fnnyyYq58HAxeMYeWYz4m5mvdbMYCs9ExObQqhRoeGnNt5vHgrAzw66FE6PdUZgHPHzuLl7529z9PPi+jwe5tGULdVPfqO6MukJydmT+krbu0HdaZNvw4AXDx2Ho+AnGltHn6exETk/fYuJiIGD7+cY+jh70lsuKlMTFg0B//Ya3quo+cxGjWcPVxIjEnILn/jfCjpKWkEVinHpeMFFy65F3ERMfnakwfx+eKNN5fJaU/2JMcmZm//h5u/B3Hmx97qOa8cOscnT74JQNWH6uAT7F8gpov7/8aznA+O7s4k58rePqiBQ56k78DHATh25CT+Zfyy9/kF+BIeVvB8AJg593UuX7zKkgXfFdj3WK9OTJv4bpHFeCuFvdf3e5z+OR7x4dHEh8dw9Yjpi62j6/fxyEvdi70u+SWEx+ByF320SyF9dGJYDFf3/Z3dX5/fdgT/WkFc3nUy+7GG9EzObgyhaseGXNp568UJROF6De5BtwFdAfj7yBl8AnL6aG9/b6LC736Bikf7dWHc05MAOBlyChtba1w9XImLjivaoO9BWlgs9rnOD3t/D1LDCmZcvB+qRdVXe/LX4zMwWuiz5V689OJghg4dAMDBg0cILBuQva9MoD+hN8LzlG/WtCENG9Th/Nm9WFlZ4ePjyZZNP/BIhycsGvc/Hh/cg+4DTItrnD5yBp9cU799/L2JvId21q1fV8Y8PRH4p53ZlHg7E5ZR2jJhW4EnlFKeAObpiLuBfub9A4C/7vAcfwJ9lVJ6pZQ/0PYW5TKVUoV9Nf9Xrsd7Y8qsWWw5pNCjF/EI9sOtrDc6az01uzXj7KaQPGXObD5End6mlc1qdG3Cpd2mD3AHD+fsG9jdynrjEexHrHng4uDpAphWF2s0sAOHVmyzSH2uH72AZ5Af7oHe6K311O3WnNP56nNqUwgNzfWp3bUpF8z1sXNx4JklE/j9ve+5EnI2u7yNgy3O3m4A6PQ6qrWrz80LN7CE35b/xitdRvJKl5Hs2bCXdr3bAVC1flVSEpPvaSpihZoVGDFrBDOGTifefC+VJWxe/gevdx3L613HErJxP616twGgYv0qpCSm5JmKCBB/M5bUpFQq1q8CQKvebTi0yXRKhGzcR/XmpiykX7A/VtZWJMYk4F3WJ3shDs8y3vhXLEPk9cIHDffi2tELeAf54WFuT/W7teBkvvZ0YlMITcztqW7Xppw3t6eTm0Ko360FehsrPAK98Q7y4+qR87d9TifzeaO3saLdi93Z9e1mALzK+2a/XmDNIPQ21kU6AAP4evGq7MU0Nq3fRq8nTau21WtYm8SEpEKnIo55bTjOLs7MmDK7wL4KlYJwdXPh0IHin5pU2Ht6It9xOrkphMbm41Qn13E6cYvjlBgZT9yNaLwrmAbCVVrWIuJc3kyfJdy4iz767OZD1M3VR1821+3CjmP4VCuLlZ0NSq+jXNPqRJ4LxdrBFicfU5+m9DoqtatPlIX6tH+b1cvWMqTjCwzp+AJ/bdhF5z4dAajRoDpJCcl3PUUMICL0Jg1bNQCgfKVy2NjalPiFceyRCzhV8MOhnDfKWk9gz+aEbczb/lxrlaf+7KHsGTyH9KiEWzxTyfpi/jIaNe5Io8YdWbduAwMHmFYObtqkAQnxCQWmIi5YuJxyQQ2pVKUZrdv25Oy5iyU2AAP4edlanuk4jGc6DuPPDTvp3Mf0xWbN+2hn4aERNMrVzmxLQTsrbkYL/yutSlUmTNO0k0qpd4AdSikDcBgYCSxRSo0HIoFn7/A0qzFNazwFXAX23KLcQuCYUuqQpmkD8j2+OXAU0325EzRNC1dKVbvfet0LzWDk96lLGbB8Ikqv48iqHUSeC6XNmN7cOHaJs5sPcXjldnp9+BIjdswhNS6Zn0Z8AkC5ptVoM6YPxkwDmmZk/eTFpMWbVhHqPG0gvjXKA/DnRz8Tc6N0rWgAACAASURBVCn8ljEUJaPByNqpSxm6/DV0eh0HVm0n4tx1Oozuw/Xjlzi9OYQDq7bTd+5wxm//kNS4JL4baapPi0Gd8CrvS/tXH6f9q6aMwJcDZ6GUYvCX47CysUbpFBf2nGKf+eLYkg5uPUCjto1Y9NeXpiXqx32Yve/j3z/hlS4jAXh28rO07tEGW3tblu5bxsYVG/juw+8YMmUodg52TPriNQAib0QyY+h0i9bh6NYQ6rVtwAd/fk5GajqLxn2ave/t9XN4vatpeuGy1xcybM5IrO1sOLb9EEe3HQJgx6qtPD/7ZWZtnEdWZhYLx5qWRK/SqDqPDe+FIdOApmkse30hSUUwSDEajPw0dQkvLJ+MTq9j36pthJ+7TufRT3Dt+EVObg5h36ptDJj7MpO3zyMlLomvR5piCj93nSO/7mHSpjkYswz8ONW0BLiGVuhzArQd1o2ajzRAKcWubzdx3vwnEup0aUrjxx/CkGUgMy2D5SOK90bxbZt20qZ9K7YdWEdaahoTXnkze9+v21bwWNt++Pn7MGLs85w/e5Fftn4PwPKvVrLqm9UAdHu8E7+u3lCscf7DaDDy89QlDDO/p/tXbSOikOPUP9dxWm4+ThHm4zTRfJx+mpqzVPvPby7h6Xkj0FtbEX3tJivGmZZJr92pMb3efAYnDxeeXzyB0NNXWDjo1iusPQjNYOSPqUvpb+6jj5r76NZjehOWq4/u+eFLvGzuo38299FpCSns+/J3nvtlBpqmcX7bUc5vPYKjlwt9vxyD3tynXd5zipBvincFy/sxftq7HDh8jLi4BB7p+TTDhw6kd7dOJR3WLe3Zso9m7ZqyYtfXpKWmMWtMzpcTizcuYEjHFwB4acow2vdqh529LT8dXMGv361nydzlfDZ9PhNmj+HJ53ujaRozR79fUlXJphmMHJm8lJbfT0LpdVz5fjuJZ0KpPqEPcUcuErbxELWnDsDK0Y6mi14BIDU0mj2D55Rw5Le2/vctdO7cjjOnd5GSmspzz43J3nfwwEYaNe5YgtHd2Z4t+2jerimrdn1DWmoaM8fktJOlGxfyTEfT6rnDpwyjQ69HsLO3ZfXBlfzy3XoWz13Gp9PnM3H2WJ58vg9oGu+UgnYmLEOVxKpy/yX3Oh2xNEtWpfn7hHtz0lg6vx28X+7KtqRDKDJeyqakQyhSa5OK9++HWVJPp6olHUKRctf0JR1CkZoUMqOkQygy7eo+X9IhFKnRBt87F/o/8WTMjpIOoUg19f539Wu7QreW4rugTGaVf9qi18avXfmmVL4npW06ohBCCCGEEEL8q5Wq6YhCCCGEEEKIfy9jqf4TypYjmTAhhBBCCCGEsCDJhAkhhBBCCCEs4t+zwsCDkUyYEEIIIYQQQliQZMKEEEIIIYQQFiF3hJlIJkwIIYQQQgghLEgyYUIIIYQQQgiLkHvCTCQTJoQQQgghhBAWJJkwIYQQQgghhEUYVUlHUDpIJkwIIYQQQgghLEgGYUIIIYQQQghhQTIdUQghhBBCCGERRlmkHpBMmBBCCCGEEEJYlGTChBBCCCGEEBYheTATGYQVszG9E0s6hCKTcSG+pEMoMnbta5Z0CEVK1+yRkg6hyGx57MeSDqFIvdnFo6RDKEKRfP6nf0kHUWTKZZZ0BEWrXd3nSzqEIrP16KKSDqFIDW80saRDKDKX6lYr6RCK1KAwmRQmSoYMwoQQQtyVf9MATAghRMmQP9ZsIsN/IYQQQgghhLAgyYQJIYQQQgghLEJWRzSRTJgQQgghhBBCWJBkwoQQQgghhBAWIXkwE8mECSGEEEIIIYQFSSZMCCGEEEIIYRGyOqKJZMKEEEIIIYQQwoIkEyaEEEIIIYSwCFkd0UQyYUIIIYQQQoj/JKVUZ6XUGaXUeaXUpEL22yqlVpr371NKBRXF68ogTAghhBBCCGERmoX/3Y5SSg98BnQBagBPKaVq5Cs2FIjVNK0S8CHw3v3VPC8ZhAkhhBBCCCH+i5oA5zVNu6hpWgawAuiRr0wPYJn55x+BR5RS6kFfWAZhQgghhBBCiH8lpdQwpdTBXP+G5dpdBriW6/fr5m0UVkbTtCwgHvB80LhkYQ4hhBBCCCGERVh6iXpN0xYCCy38snckmTAhhBBCCCHEf1EoUDbX74HmbYWWUUpZAa5A9IO+sAzChBBCCCGEEBahWfi/OzgAVFZKBSulbIB+wLp8ZdYBg80/9wG2apr2wOvsy3TEUk5frQG2PZ8DnZ7MvRvJ3PpTnv1Wjdth2+1ZjPGmAXnmzt/I2rcJAJvHnkFfoxFKKbLOHiFj9SKLx5+fdf0mODw/EnQ60jf9RtpP3xVervnDOE+aQfzYYRjOnwErKxyHj0NfsSpoRlK+/ISsE0csHH1eu65EM/uvsxg1jZ41AhjSMKhAmY3nIpi//yJKKap4OjGrUy0APtp9nr8uRwHwfONgOlX2tWTohdp19Czvff0rRqORXm0aM7R76zz7w6LieH3BDySmpGE0arzatxMP1atKZpaBt778mdOXb2AwGunWqj5Du7cpmUqYebetS423B6H0Oq59u40Ln+TtT4Nf6ErZAW3RDEYyohM4NmoBqdejcKlZnlrvD8HKyQHNaOT8vNWErd1bQrXIYVW7MXYDXwadjszt60n/dUWe/dYPdcKu3zC0WFObSt+0lswd69GVq4j9M6NQ9g5gNJK+7lsy9223ePwVWteh/bSB6PQ6jqzYzt4vfsmzX29jxWNzX8S/djCpsYmsGfEp8dejqNmzBU2HPZpdzqd6WRY/+jo3T12l77IJOPq4orPSc23/GTa+sRTNaPm/PePfpg6NZgxE6XSc/347pz7NWzefplVpOH0gbtXLsvOlT7n22wEAfFtUp8FbT2eXc63oz87hn3H9jxCLxp/fq9Nfplm7pqSnpjNz9PucPXGuQJnnJw6hU58OOLs606nKY9nbfQJ8mPLRRJxcHNHr9MyftYi9W/dbMvy79vrMufy5az8e7m6s+WZ+SYdzS/2mPUvttg3ISE1nybjPuHryUoEy5WpV4NkPXsbGzobj2w6x4q0lAPQY05d6HRqjaRoJUfEsGfcZ8TdjsXd2YOiHI/Eo44Ver2fDonXs/mG7Retl17wxbmNNfVry2vUkLltRaDn7tg/h9f6bhA96iczTZ9G5uuD57jRsalQl+dcNxM3+xKJx38rI6cNp2q4JaanpvDd6NudOnC9QZuiEZ+nYpz3Ors50rdo9z742jz3M4DGDQNO4cPoib4+YZanQ//M0TctSSo0ANgB6YLGmaSeVUtOBg5qmrQO+Ar5WSp0HYjAN1B5YqR2EKaVsgd8AL2AWUFHTtJn3+VxJmqY5FWV8FqF02D7+Aqnzp6LFR2M/eg5ZJ/ejRVzLUyzzyE4yfl6QZ5suqBr64Oqkzn4FAPuR76KvWAvDhRMWC78AnQ6HF0aROG0sxuhIXD5YQMb+XRivXclbzt4eu259yDpzMnuTbUfTB33Cq8+iXN1wnvo+CeNegAf/IuK+GIwa7+44wxc96uPrZMuAVQdoHexFRY+cZnYlLoXFIZdZ2rsRLnbWxKRkAPDX5ShORyayol8TMg0az60OoWV5T5xsSu50NBiNzFy2jgWThuDr4UL/qZ/TpmE1KpbJGRwuWruNTk1r82T7ZlwIjWDE7GX8Pm8Cm/YfJyMri5/efZXU9AwenziPzs3rUsbbvWQqo1PUfPdZ9j05k7Qb0bTa8A4RG0JIOpszuyDhxGV2dpqCMTWDcoPbU21qfw4P+xhDajpHRnxByqVwbH3dabXpHSK3HSMrIaVk6gKgdNgNfoXk9yagxUTiNP1zMg/twXgj73mTuW87acvzXZBkpJO64F2MEaEoN0+cZnxB5vEDkJJswfAVHWcMZsWAd0kIj+GZddM5tzmE6HM3ssvU7duGtPhk5rceS/VuzWgzqR9rR3zKyTW7OblmNwDeVQPpvWg0N09dBWD1y5+QkZQKQK/5r1Dt0aac/sWyA2alUzSeOZit/d4lJSyGzuunc31DCAm56pYcGs2eUQuo/mLXPI+N2H2a3ztMAcDGzZHuu+YQtuO4RePPr1m7JgQGB/JUq0HUaFCdsbNe5YVuIwqU27VpDz8vWcN3O5fn2T741QFs+2U7a5b/QlDl8rz/9UyebDbAUuHfk55dO9C/d3cmz/igpEO5pVpt6uMT7M+UNiOpUL8yA955nlk9Jxco9/Tbz/P1a/O5ePgcryydTK029Tix/QgbFq5j7dyVALR7pgvdXu3DN1MW0XZgJ8LOX+fT597DycOFt7d+xL41OzFkZlmmYjod7hNe4eaICRgiIvFd9jmpf+4h61LePk052OPU73HSj5/K3qalZxA/fwnWFYOwrhhsmXjvoGm7JpQJLsPTrZ6heoPqjJ71CsO7vVKg3O7Ne1m9dC3f/LU0z/YywWXoP+IpRvYaRVJ8Em6ebhaKvORY+p6wO9E0bT2wPt+2qbl+TgOeKOrXLc3TEesDaJpWT9O0lUDBnudfTleuMsaoMLSYCDBkkXX4L6xqNb27B2saWFmDlZXpn16PMTGueAO+A6vK1TGGh2KMCIOsLDL+2opNk1YFyjn0H0raT9+hZWRkb9OXDSLz2CEAtPg4tOQk9JWqWiz2/E5EJFDW1Z5AV3us9To6VfZl+8WoPGVWnwzlydqBuNhZA+DhYAPAxZhkGgS4YaXTYW+tp7KnE7uvPPDU4gdy4sJ1yvp6EujjgbWVFZ2b1WF7yOkC5ZJS003/T0nH290FAIUiNT2TLIOB9IwsrKz0ONnbWjT+3NwaVCLlUjipV26iZRq4sWYPvp0b5SkTvesUxlRT+4oLOY+dvwcAyRfDSbkUDkB6RCwZUQnYeLpYtgL56CtWwxgRihYZBoYsMvduw7phi7t6rDH8OsYI0+BTi4tGS4hD52zZD/iAehWJvRxB3LVIjJkGTv+ylyodGuYpU7lDA0789BcAf6/fT1DLmgWep0b3FpzKNcj6ZwCms9Kjt7YqkS9kPOtXJPFyBElXTXW7snYvZTvlrVvy9SjiTl+7bZau3KNNuLHtKIbUjFuWsYRWnVryx48bATh16DROrk54+ngUKHfq0Gmib8YU2K4BDk6OADi6OBIVUbL92u00qlcbVxfnkg7jtup1bMzen3cAcPHwORycHXH1znv+unq7Yedsz8XDpozl3p93UK9jEwDSzOcIgK2DbfYpoqFh62gPgJ2DHclxSRizDMVdnWw2NauReS0UQ6jpWiBl0zbsWxfs01xffJbE5SvyXAtoaWlkHD2BlpFpsXjvpGXH5mz8cTMApw+dxtHFCY9CzpvTh04TU8h581j/LqxZto6k+CQA4qJL9lpNWI5FB2FKKUel1G9KqaNKqRNKqb7mv1L9t1LqkFLqY6XUr0opH+AboLFS6ohS6gfA3vzzt7d5/jVKqRCl1Ml8y0+ilPrQvH2LUsrbvK2eUmqvUuqYUmq1UspdKVVNKbU/1+OClFLHzT83VErtML/GBqWUf7G8Uf+8tqsnWlzOhb0WF4VyLbgiplWd5tiP+xi7wRNRbl4AGK+cwXD+OI5vLsXxzWUY/j6MdvN6cYZ7R8rTC0PUzezfjdGR6Dy98pTRV6iMzsuHzJC832gbLl3ApklL0OnR+fihr1gFnZePReIuzM3kNHyd7bJ/93WyJTI5PU+ZK3EpXI1L4ZkfDzLohwPsMg+0qniZBl2pmQZiUzM4GBpLeFKaRePP72ZsPH4ertm/+3i4EhGbkKfMS48/wm+7jtBh5Lu8PHspkwZ1A6B9k1rY21rTfsQsOo16j8FdH8LVycGi8edm5+dO6o2ci7+0G9HY+d06K1e2fxsitx4tsN21fkV01lakXI4oljjvlnL3QouJzP7dGBOJcvcqUM668UM4vbMIh5HTUB7eBfbrK1QFvRXGmzcK7CtOTn7uJITlXHgkhsXgnO94OPu5k3DDVEYzGElPTMHePe/kherdmnJq7Z482/oun8Arhz4nIzmNv9dbftqbvZ87KTdy6pYSFoO9/71ngMv3aMaVNXvuXLCYeft5cfNGTluLDIvEy69gW7uVJXOW0fHxR/jp4ApmL5/JvNdLx1Sx/1fuvh7E5OrLYsOjcfPLe3Hv5udBbFiuMmHRuPvmlOk57ine2/0FTXs8lJ0V27rsD/wrlWH2/oVM2zCHFW8toQhub7lrem8vDBE57cwQEYneO287s65aGb2vN2m79lksrvvl5efFzRs51zZRYVH3dN4EBgdStkIZPlk9j8/WfUzjNo3u/KD/c0Y0i/4rrSydCesM3NA0ra6mabWAP4BFQDegIeAHoGnaTeA54C9zJuwJINX88+3mNgzRNK0h0Ah4RSn1z4jFEdO8zprADmCaeftyYKKmaXWA48A0TdP+BmyUUv/kufsCK5VS1sAnQB/zaywG3nngd+QBZZ08QMqM50j94BWyzh7B9qlRACgvf3S+gSS/NYTkt55FX7kOuuD8fwC8lFEKhyEvk7Lk8wK70jevxxh9E5c5C3B4biRZf58EY2lLaOdlMGpcjU9lUa8GzOpUixnbTpOYnknzcp60CvLkmZ8O8trGk9Txc0X/4H/zr9j9vucY3R9uwKZPJvHZ+GeY8sUqjEYjJy5eR6/TsemT11g/dzzL1+/keiHf9pVGZXq3wrVeBS5+lvc+HlsfN+p9Opyjo+aX2JTXe5F1eA+JoweQNOV5sk6E4PDCxDz7lasH9i++Ruqi2f8X9ckvoF5FMlMziDqb94uklYPe55PGI9DbWFG+RcHs2f8DOx833KqX5cb2kp2KWBTa92zH7z9spHejfowfNJk3Pn6NIvh7puIBrPngeya2eIl9a/+i3eDOANR8uB7XTl1mfJNhTO86nv7Th2LnZF/CkeaiFG6jXyRuXum9V68o6a30lAkuw6gnxjLj5ZmMe380ji6OJR2WsABLD8KOAx2UUu8ppR4CgoFLmqadM68y8s0DPv8rSqmjwF5MS0lWNm83AivNP38DtFJKuQJumqbtMG9fBjxs/nkVpsEX5v+vBKoCtYBNSqkjwOuYlrEsIPcfhVt87EphRe6KFh+dndkCUG5eaPH5pnekJILBNI87a+8m9IEVAbCq3QzDlbOQkQYZaWT9HYI+qNp9x1IUtOgo9LmyVzpPb4zROZk+Ze+Avnwwzm/Pw3XhCqyq1sB5ykzTtEOjgZSvPiNh9HMkzZyCcnLCcONaYS9jET6OdkQk5mSvIpLS8XbMOwXPx8mO1kFeWOt1lHGxp7ybA1fjTNNDnmsUzMp+TZnfoz6aBuXcSi5zBODj7kp4THz27zdj4vF1zzsNb/WOg3RqWhuAupXLkZ6ZRWxiCr/vPkKLOlWwttLj6epEvSrlOXmx5LKuaeGx2AfkZIztAjxJC48tUM7z4VpUGtWTg4M+wJiRcy+ElZM9jb+dwJlZK4kLKXhztaVpsVF5Mls6D+/sBTiyyyQlQJZpek7G9vXogyrn7LRzwHHcTNJ+WIzhQsEppsUtKTwWF/+cb+ad/T1IzHc8EsNjcQkwlVF6HbbODqTGJmXvr96tGafWFZ4pMqRncm7jIap0bFAM0d9eangsDgE5dXPw9yA1rGBbu53y3Zpy7feDaBacDpZbr8E9WLxxAYs3LiA6IhqfgJy25u3vTVR41G0endej/bqw7ZftAJwMOYWNrTWuuTLs4s7aDOzE1PWzmbp+NnE3Y/HI1Ze5+3kSF573C6648Bjc/XOV8fckNqLgl2D71uykQWfT7Qwtn2jL4T9MGabIK+FEXbuJX8X8f5u2+Bgio9D75rQzva83hshc1wIODlhXDMZn/lz8136Lba0aeM+ZgXX1KhaL8U56Du7Oog3zWbRhPtE3Y/AJyLm28fL3uqfzJjIsit0b92LIMhB+LZzrF0MJDLbc8SgJmoX/lVYWHYRpmnYWaIBpMPY20P32j7h7Sqk2QHuguaZpdYHDgN0tit/pmKwEnlRKVQE0TdPOAQo4ac7G1dM0rbamaR0LfXJNW6hpWiNN0xoNqVP+vuoDYLx2Dp13AMrDF/RWWNV/CMOJvKl55Zwz9UVfqwlG85RDLTYSfcWaoNOBTo++Qi2MESU3aAHIOvc3Ov9AdD5+YGWFzUPtyNy/K3u/lpJM3MAexA/rR/ywfmSdOUXiO5NNqyPa2IKt6XBa1W0EBkPBBT0sqKavM1fjUwhNSCXTYGTDuQjaBOedftC2gjcHQ00XZLGpGVyJS6GMiz0Go0ZcqumC+WxUIueik2heruD8cUuqWaEMV8OjuH4zhsysLP7Ye4zWDarnKePv6ca+kxcAuBh6k4zMLDxcHPHzdGO/eXtKWgbHz18lOKDgdDhLiT98AccKftiX80ZZ6wno2ZyIDXlXnHOpFUTt2c9xYNAHZETlTLtU1noaLh3D9R/+IvzX0rGqm+Hi3+j9yqC8/UBvhXWztmQe2p2njHLNaT9WDZpjuGFavAK9FY6j3iJj50ayDvxpybCz3Th6EfdgP1zLeqOz1lO9WzPObTqUp8y5zYeo1fshAKp1bcKV3Tk34qMU1R9ryulcgzBrB1scfUz3xii9jort6hF9Iaz4K5NP9JGLOAf74WiuW/kezbi+8dCdH5hLUM/mJToVcfWytQzp+AJDOr7AXxt20bmP6WOtRoPqJCUkF3rv161EhN6kYSvTYLh8pXLY2NrI/S33aPvXG5jedTzTu47nyMYDNHvctEpthfqVSU1MIT4y7/sZHxlHWmIqFeqbvnhp9nhrjmw0rcDpE+SXXa5eh0aEXzBNRY65EUW1lqYv1Jy9XPGtEEDUVctNu8449TfW5cqgDzBdCzh0aEvqnzl9mpaczI0OjxPWYwBhPQaQfuIUkWPfIPP0WYvFeCdrlq3j+U4v8nynF9n1xy469mkPQPUG1UlOTC703q9b2blhF/Wa1wHAxd2FwAplCLti+f5MWJ5Fl2NTSgUAMZqmfaOUigNGAEFKqYqapl0AnrrNwzOVUtaapt3qbkxXIFbTtBSlVDWgWa59Okzr+q8A+gM7NU2LV0rFKqUe0jTtL2AgpqmKaJp2QSllAN4gJ4N2BvBWSjXXNG2PeXpiFU3TTlJcjEbSf16A/bA3TUtT79+MMeIaNp37Y7h2HsPJ/Vg/3A19zSZgNKClJJL2/TwAso7uRl+5Dg7jPwFNI+vvQxhOHSi2UO+uPgZSFs7D+c0PTEvUb1mP4dpl7PsPIev832Tu333Lh+rc3HF+czYYNYwxkSR/WLIzQa10OiY+XJXhaw9j1KBHDX8qejrx+b4L1PBxoU2wNy3KebDnajSPf7sHvVKMalEJN3tr0rMMDPn5IABONla806EmVrqSXSPHSq/ntcHdeen9JRiNGj1bN6RSoC+f/biJmsGBtGlYnbEDujD9y9V888cuFIrpL/RBKUW/Ds2YuvAnek2cB5pGj4cbUqVcsd4ueVuawciJ15bSZMVrKL2O699vJ+nMdapM6EPc0Uvc3BBC9Wn9sXK0o8GXrwKQFhrNwUEfENC9OR7NqmHt7kRgX1Ni/Ngr80k4WXIDfoxGUpd/guP490z9wJ+/Ywy9gu3jz2C4dIasw3uw6dQL6/otTP1AUiKpC98HwLppG/RV66CcXLB5qBMAKQvfx3j1gsXC1wxGNk1dRr/lE1B6HcdW7SDqXCgPjelN2LFLnN98iKMrd9Dtwxd5ccccUuOSWDvi0+zHl2tajYQbMcRdy7mHxNrBlie+HIPexgqlU1zZc5pD32yxWJ1y1+3glGW0+85UtwsrdhB/NpQ643sTffQSoRsP4VG3Aq2/GoWNmwOBHepTZ1xvfms7CQDHQC8cAjyI2PO3xWMvzJ4t+2jWrikrdn1NWmoas8bMzt63eOMChnR8AYCXpgyjfa922Nnb8tPBFfz63XqWzF3OZ9PnM2H2GJ58vjea9j/27ju+qep94PjnJh20tIWWtrRlSBkCyigbZLVsUIaCypAlW0D2kC0giCDiVwUEB1MFcaGCDKHIkFlAkCl7tNA96E7O74+EDlqG3197U/g+b1+8THLOTZ7T3HuTc59zThRzRr1nq6Y81Ljp73Lo6F/ExMTRvNNrvNGvJ53bt7Z1WNmc2BlC1aAavLPrI1KTUlkx7pOMsmmb5jOz3TgA1k5dTt8FQ7Ev5MDJ4GOcDD4KwEsTeuBT1g9lVkTeCGfNZMvP1Pzynw30XTCU6b+9j6bBd++uISE6Xr+GmcxEv/cRXv+Zh2Y0kLBxM+kXr+A2qA+pp8+S/MeDL0r4/rQWrbAzmr09Tk0bEj58Qo6VFfW0f8dB6jWrx5o9K0lJTmHe6MwVN5dvWcqA1oMBGDS5P807NcPRyZH1h77i1683s3Lhag4FH6ZOk1p8ueMzzGYzS2cvJy5Gx/fDBgryPC09aXpOxtQ0rTUwH8vwwDRgCJYl6BcBicBuLEvRv2DNbI1VSr1g3XYelsxZSG7zwqxL2v8IlMHSYSoKzFBKBWualgAsA1oBt4FXlVLhmqYFAEsBZ+Ai0FcpFW19vrHWWP2VUpetjwUA/8HS4bMDFimlHvjjWwmjOzwxe1rqhdiHV3pMFGrxeM4fuR9D/ea2DiHP/P7CBluHkKcatbr98EqPicV/2K5znR9KF5wF1vLEUu3JuXq+47jtf9cyL71Re8LDKz0mpnk9HnN+H1Wv0IK8UPi/t/P6tgI/EXNQmZd1/W786eVvC+TfRNdMmFJqC5YfQ7tXJcgYUjjWWjcYCM6y7QTgvmcxpVQK0PY+Zbn+RphS6hjZM2ZZyxYAC3Kp3yS3+kIIIYQQQogHK9jLqunnyer+CyGEEEIIIUQBp2sm7GHuzX7lxrrsfG6D/5srpQruL0MKIYQQQgjxP07JnDCggHXCHoW1oxVg6ziEEEIIIYQQ4r8hwxGFEEIIIYQQQkePXSZMCCGEEEII8XiShTksJBMmhBBCCCGEEDqSTJgQQgghhBBCF7Iwh4VkwoQQQgghhBBCR5IJE0II9cfrIgAAIABJREFUIYQQQuhC5oRZSCZMCCGEEEIIIXQkmTAhhBBCCCGELsxK5oSBZMKEEEIIIYQQQleSCRNCCCGEEELoQvJgFpIJE0IIIYQQQggdSSZMCCGEEEIIoQuz5MIA6YTlu/MbNFuHkGfs7VxtHUKeSTocausQ8tRTlf5j6xDyzD6nErYOIU+N2RJn6xDyUBz9C1W0dRB55ln7J+m9gVEpxW0dQp55o/YEW4eQpxYfnmfrEPJMq4BBtg4hTzW287Z1COJ/lHTChBBCPJInqQMmhBDCNpRkwgCZEyaEEEIIIYQQupJMmBBCCCGEEEIXZlsHUEBIJkwIIYQQQgghdCSdMCGEEEIIIYTQkQxHFEIIIYQQQuhClqi3kEyYEEIIIYQQQuhIMmFCCCGEEEIIXcgS9RaSCRNCCCGEEEIIHUkmTAghhBBCCKELWaLeQjJhQgghhBBCCKEjyYQJIYQQQgghdKGUzAkDyYQJIYQQQgghhK4kEyaEEEIIIYTQhfxOmIVkwoQQQgghhBBCR5IJE0IIIYQQQuhCVke0kE5YAefatAYlZwxAMxqI/GYbtxZ/l6282Gtt8OrVFmUyY05M5trExSSfv4axqCv+SyfgXL08Ud/u4Pq0ZTZqQXYuTWriO20gGAxEr99KxNIN2crdu7elWM/nre1J4uakj0n551pGub2fF+W3LOb2h18R+dkPeod/X26BNSg9sx+awUD419sJ++T7bOVePVvj3bstmM2Y7iRzefxiks9ft1G0uXOoUxeXocPBYCB5068kfvNVrvUcGzehyIxZRA0ZSPq5sxiK+1Dsy1WkX7sKQPrpU8QvWqhn6ABUaFqN56f1wmA0cHjdTv5Y8nO2cqODHV0WDqFEFX8SYxL4Zth/iLkeQcnq5eg0t5+lkqaxY9F3nNpyGIBCbs68+O4AilcshVKK78cv41rIeb2bBsDkd8bQpEVDkpOSeWv425w6cTZbeSEnRxZ99i6ly5TEZDKzc+tuFs7+OKO8TYcWDBs3AKXg7N/nGDtkqm6xl2lajWYzeqIZDZz4JpiDi3O+N20/GEzxqv4kR8fz89CPibsegcHOSOv3+uNdpQwGo4G/v9/DwU8s29Z8vTXVugWCpvHX1zsJ+XyLbu3JyrVpTUpM749mNBL5zVZuL7nnHN2jDZ692oHJjCkxmWtvfULK+Wu4NArAb2IvNHs7VFo6N+esIGHfXzZpQ26KB1Wj2qxeaEYDl9fu5NzH2d+z8oPaUaZHICrdTEpkHEdGLSPpeoSNos2u6/S+VA2qSWpSCl+O/YSrf1/KUad0lbL0XTAUh0IOnNgZwjdvfwlAx9GvEtCyDkop4iJi+XLsJ8TejsbJ1Zl+HwzHo4QnRqORLcs3su/bYJ1bdn9T5izkj70H8XAvyo9rlto6nEcyfOYb1GtWl+SkFOaNms/5k//kqNNvfF9adWmBaxFX2lXskK0s8IUm9B7dC5TiwumLzB42V6/QKd+0Gu2mWc5pIeuC2Z3L581LC4fgV6UMSTEJrB/2ETFZjo8ifsUYtu09ghd9x97lmyhW1pdXPh6eUe5eypudH2zgzy9+061NQn952gnTNM0R+BXwBOYC5ZRScx5Qvwzwi1KqSl7Gkd+scT+nlMr9W2peMRgoNXsQ//SYTlpoJBV/XkDstoMkn8/slET/uIvINZaD1K1lXUpMfZ0Lvd5GpaQS+v5aClV8CqenS+drmI/MYMDv7SFc6jWF9LBIyv74AfHbD2TrZMVuDCb6q80AuDavi8/k/lzpOz2j3GdyfxJ2HdE99AcyGHjqnYGc6zaD1NBIntn0HjFbD2brZEX+8Afhqy1fEou2rEPp6X0599osW0Wck8GA65sjiR4/BnN4OO6LPyXlz72YrlzJVk1zcsLppS6knfo72+OmmzeIHtRfz4iz0Qwa7Wf25cvX5hIXFsmQjbM5vS2E8H9uZNSp/UogybF3WBg4mqrtG9B6YjfWDfuIW2evsbj9FMwmM65eRRm2eS5ntodgNpl5fnovzu86ztdvfIjR3oi9k6NN2tek+XM8VbY0reu9RPVaVZj+3kRebds3R70vF6/hwN4j2Nvb8eV3i2nc7Dl279jHU/6lGDiiD91f6E9cbDwenu66xa4ZNFrM7s23Pd4lPjSK136eyYVtR4g8fzOjTtVXLe/N503GULF9fZq81ZVfhn7M08/Xxehgx8pWb2FXyIG+v8/jzE9/4uBciGrdAlnTfjqmtHS6rB7Pxe3HiLlyS7d2AWAwUHLWIC70mEZaWCRPb3yf2O0HScl6jv5pF5FrrefoFnUpMaUfF3vPwBQdx8XXZ5N+O4pCT5em7Oq3OVUv53tqEwaN6nP7sueVuSSFRhL022xCt4YQfy7zeIo5eZmdradgSkrFv3cLqk7txsFBH9kwaIsqgTXw9vdlcuBwytaoQI93BjC306Qc9V6bPYDVby3l4tHzvLliElUCAzgZfIwtyzby08J1ADTr05b2I7qwZvJygnq2JvSf63zcfx4uHm7M3vEhB37cgyktXe8m5qpTu5Z079yBSbMW2DqUR1KvWV1K+JfgtUZ9qFyzMqPmvskb7d/MUW/f9v38sOIn1uxeke3xEv4l6D6sG8NfHElCbAJFixXVKXLLOe2FmX1Y+dpc4sKiGLRxFmfu+bypaf28+TBwDFXa16flxG58Oyzz+Ggz5TXOBx/PuB95MZQl7SZlPP/YAx9nXAx8EimZEwbk/ZywGgBKqQCl1Dog55nvyVAG6J7fL+IcUIGUy2GkXr2FSksn+ufdFGlVN1sdc0JSxm2jkyNYl/00J6Vw59BpVHJqfof5yJyqP03KlVDSrlnaE/vLH7i2rJ+tTtb2GJwLZbQHwLVlfVKvhZFy/qpuMT+KwjUqkHI5lBTr+xT10x7cW9//fTI4O1LQVme1q1SZ9Bs3MIeGQno6KTt34Phcoxz1CvftR+I3X6FSC85+BVAyoDxRV24Rfe02pjQTf/38J5Vb1cpWp3Kr2oR8txuAvzcdoNxzlms/acmpmE2WwRF2jvbc/WxwdHWiTN1KHF4XDIApzURyXKI+DbpH87ZN+Wn9rwAcP3IStyKueHkXy1YnOSmFA3stFyjS0tI59ddZfPy8AXi5Zye++uJb4mLjAYiKiNYtdp+AckRfvkXs1XDMaSbO/Lyfcve8N+Va1eTvDZb35tymg5Ru+KylQIG9syOa0YBdIQdMaemkxifhUcGP0KMXSE9ORZnMXNt/hgpta+vWprss5+hQUq9lOUe3rJetTo5zmnUHS/r7Ium3owBIPncVQyEHNIeCMTjFo0Z57ly6ReLV26g0E9d//BPf1tnfs4i9pzAlWc4DUUfO4+TrYYtQcwhoVYf93+8C4OLR8zi7FqaIV/Yv6EW8ilLI1YmLRy1Z7f3f7yLA+tmanOX9csxyrlYoHAs7AVDIuRB3YhIwp5vyuzmPrHZAVYq4udo6jEfWsFUDtm7YDsDpkNMUdnPBwzvnPnQ65DRR1uMkqxe6t+XHlRtJiE0AICYyJn8DzqJkQDnr5004pjQTJ37eT6Ucnze1OPbdHwCc2nSQss89m1FWqVUtoq/dJvw+o2HKNqxC9JXbxN4oGJllkX8eesbXNK0wsB4oCRiBWUAssAhIBPYAZYHXgTWAl6Zpx4DzgJP19t9KqR73i0HTtLVATeBvoJdSKlHTtGlAe8AJ2AcMUkopTdPeBAYD6cAppVRXa4wfAVUAe2CGUuonTdP6AJ2AwkAFYAHgAPQEUoB2SqkoTdPKAZ8AXtY2DVBKndE0bQUQB9QGfIDxSqkNwLtAZWvbViqlPnjY3/G/4eBTjNSbmQdhamgkhQOezlHPs1c7vAd0QLO355+uU/IjlDxh71OMtNDwjPvpoRE4BVTMUc+j5/N4vt4Jzd6OS69NBixfXrwGdeFyryl4DnhJt5gfhYOPR873qUbO98m7d1uKD+yAwcGOM69M0zPEhzJ6emIOv51x3xwejl3lytnq2FWogMHLm9QD+3F+pWv27X18cV/6GSrxDne+/Jy0E/oOq3Ir7k7szciM+3GhUZQKKH/fOmaTmeT4RJzdXUmMjqdkQDleem8QRUt4smH0YswmMx6lvEmMjKfzgkH4VH6Kmycu8cvbq0hLStG1bQDFfbwIvZmZ5Qm7eZvivt6E347Mtb6rmwtBrRuzavk3AJQpZ8mGf/XLZxgMBj6ev5w9O//M/8ABVx934m9mfolKCI3CN6Dcfesok5nU+ESc3F04t+kg5VvVZMjhj7F3cmDnzLUkx94h4ux1Go17mUJFXUhPTqVsUHXC/so55Cy/Wc5pmcd+WmgEzjVyntM8e7XDq39HNHs7/umW8xxdpN1zJJ28gEotGFmVQr7uJGU5npJCo/CoWf6+9ct0DyJsx/H7luvJvbgHUVlijw6LpKiPB7HhmV/Si/p4EB2apU5oJO7FMzsAncZ2o8FLTUiKT2RBt7cB2LHyN4Z9NoH5B5dRqLATy4Z9IL919P/g6ePJ7ZuZnzkRoRF4+njm2uHKTUn/kgB89MMiDEYDKxau4lCwPpkj1+IeOT5vSt57TivuTqz1nGY2mUmJT8TZ3YX0lDQaD27Pytfm0nDg87k+f9X29flr4778a0ABIKsjWjxKJqwNcFMpVd06bPA3YDmWDlItLJ0TlFK3gf7Abmsm7GUgyXr7fh0wgIrAYqVUZSwdnjesj3+slKpjfU0n4AXr4xOBGkqpalg6YwCTgR1KqbpAEDDf2jEDS8fsJaAO8A6QqJSqAfwJ9LLWWQYMV0rVAsYCi7PE5ws0sr7+u1liuNvOfOmA/RsRqzZxqvFgbs5dSfE3X7F1OP9vUat/5VzQAMLeW4HX0FcB8B7RnYgvfsScmGzj6P57t1du5kTDIVx7ZxV+I162dTj/jqbhMngoCUsX5ygyR0US0f0Vogf3J2HJJ7hNmorm7GyDIP97149d4D+txrOkwxSaDumInaM9BqMB3yplOLBmO588P4nUpBSaDunw8CezMaPRyPufvsPq5eu4fsUyPMbOaOSpsqXo1WkQYwZPYdbCybi6udg40ofzCSiL2WRmaZ3hLG84mtoD2lGktBdR/9zk4JJf6LJ2Ap1Xj+f2qSsoc8Gd6h2xahOnmwzi5rsr8Rn+arayQhVK4TexN9feynlsPQ5KdW6Ie3V/zi/+xdah5JkfF3zNhOeGcOCn3TTr3QaAZ5sEcO3UZcbVHcjMduPoPrMfhVycbBzp/y6jnZES/iUY+fIYZg2dw9j3RlHYrfDDN7SxoJGd2ff5ZlITc7+YZ7Q3UrFFLf7edEDnyIQtPEon7ATQUtO0eZqmNQb8gUtKqfPKchlozf8zhmtKqb3W22uwdHgAgjRNO6Bp2gmgGXA3l/sXsFbTtNewZMMAWgETrZmpYKAQcHci1E6lVLxSKhxLBu/u7MkTQBlN01yA54Bvrdt/iqXjddePSimzUuoUUPxRGqRp2kBN0w5rmnb4u4TLj/ZXyEVqWCQOfp4Z9x18i5F2K/cr3wDRG3dTtFW9+5bbWlpYJPa+Xhn37Xw9H9ie2J//wK2VZbiiU0BFfCb25ek/PqdY3w54vfEKHj1fuO+2ekoNi8r5PoXdv11RP+2h6D3DFW3NFBGBwcs7477BywtzROYVfs3ZGTt/f9wXLqLY2m+wf+YZisyag93TFSEtDRUXB0D6+XOYbt7AWLKUrvHH3YqmiF/m8Dw3Xw9ib0Xdt47BaKCQqzOJ0fHZ6oRfuElKYjLFny5JbFgUcWFRXD92AYCTmw7gV6VM/jYki+6vv8wPO9byw4613L4Via9f5unHx8+bW6G3c91u5vuTuHLxKquWfZ3xWFjobXb+tpv0dBM3rt7k8oWrPFVWn7mi8WHRuPplZhlcfD2IvxV93zqa0YCDqzNJ0QlU7vgcl3f9hTndRGJkHDcOn8OnWlkATq7bxZrnp7Lu5dkkxyYSfTFMl/ZkZTmnZR779r6eDzz2YzbupkiWc7S9TzHKLJvE1dGLSL2qf/z3kxwajVOW48nJ14Ok0JwZCq/GVag4ohN/9n4fsw2zeIE9WzNt03ymbZpPzO1oPLLE7u5TjJiw7LHHhEXh7puljm8xom/lbN+BH/dQs43l/Wr4chBHf7N8MQ6/EkbEtdv4lCuRH815YnXq3YHlW5ayfMtSIm9H4e2X+Znj6etJRNijD78LD41g39b9mNJNhF0L4/rFG5T01+f9iL8VlePzJu7ec9qtaIpYz2kGowFHV2cSoxMoGVCOVm91Y9SeRdR/vQ2Nh3akbq+WGdtVCAwg9ORl7kTE6dIWW1FK6fqvoHpoJ0wpdQ7LUMETwGwgry8F3/vXUZqmFcKSjeqilKqKJfNWyFr+PJahgzWBQ5qm2QEa0NmamQpQSpVWSp221s96ucGc5b4Zy3BMAxCTZdsAa1aOXLbXHqlBSi1TStVWStXu7FLmUTbJVeLx8zj6++JQyhvN3g739o2J3XYwWx3HMpn9RbfmtUm5HPpfv15+S/rrHI5l/LAvWRzN3o4iLzQhfnv2qz0OZfwybrsG1SH1smXy/qVXJ3CuST/ONelH5JcbCV+8nqjVBePK651j2d8nj46NiN56KFsdR//M96lIi1qkXCpY71P6mTPYlSiJwccH7OxwDGpGyr69GeXqzh0iXupIZI+uRPboStqpU8ROnUT6ubNoRYqAwXIqMfj6YixZElPozfu9VL64cfwCxcr44F7SC6O9kWrtG3BmW/YFXE5vO0LNzo0BeLZdPS7usywu4l7SC4PREn/REp54lfMj+noECeGxxN6MxLOs5b0r17AKt8/fQC9fffEtLzbrwYvNevD75mA6vmIZulK9VhXi4xJyHYo4YuJgXN1cmDMl++qU2zftom7DmgAU9ShCmXKlM7Jk+S3s+EXc/X0oUsoLg72RSu3rc2FbSLY6F7aF8GwXy3vzdLu6XNt3CoD4m5GUts6lsHdyxK9meSL/sexbzsXcAHD1K0aFNrU5/ZP+w3cs52g/HEoVzzhHx22795yW5RzdrDYp1nOa0a0wZb+cRui8Vdw5fJqCJPrYBVzK+uBc2gvN3kjJTg0I3Zr9eCpS5SlqzO/Hn73fJ8XGXxiDV29hZrtxzGw3jmNbD1H/paYAlK1RgaT4xGxDEQFiw2NIjk+ibI0KANR/qSnHrOds7zI+GfUCWtYm7ILl/Yq6GUGlhlUBcPUsQvGyfkRc1XkhmMfcjys3MqD1YAa0Hsze3/bSqksLACrXrMyd+DuPPBQRYM+WvQQ0qAaAm7sbJcuWIPSKPp+rN45fxKOMD0WtnzdV29fP8XlzZlsIAZ2bAPBMu7pcsn7efP7KLD5oNJIPGo1k/xe/sfuTnzi4alvGdlU7NODEz0/2UESR6VHmhPkBUUqpNZqmxQDDsGSQyimlLgDdHrB5mqZp9kqptAfUKa1pWgOl1J9YFrvYQ2aHK8KaqeoCbNA0zQCUUkrt1DRtD9AVcAG2AMM1TRtunTdWQyl19GFtA1BKxWmadknTtJeVUt9qmqYB1ZRSDxrgHg/k/wxYk5nrU5dRbvUMyxL1634n+dw1fEZ3J/HEP8RtO4hnn+dxbVQdlZaOKfYOV0Yvytj8mb3LMLo6Wzo8retx4bUZ2VZW1J3JzM0ZSymzciaawUD0t9tIOX8V75E9SDpxnvjfD+LR8wVcGlZHpZswxSZwfazNR3s+nMnM1SnLqfjVdDAYiLC+T35ju5F4/B9ith2ieJ92uDWuhko3kR6bwMWR/7F11NmZTcR/tIii8xagGQwkbd6E6cplCvd5nbSzZ0j98/4fCg7VqlO4z+uo9HRQivhFC1Hx8fetnx/MJjM/T1tBn1UTLUsGrw/m9vkbNB/VhRsnLnJmewhH1gfTZeEbjA5eSFLMHb4Zblmp6qk6FWkypAPm9HSUWbFx6pcZGbJfZqzklUVDMdrbEXXtNt+N/VTXdt21a/temrRoyNaDP5CcmMykETMzyn7YsZYXm/WguK83Q0b348K5S3z/u2WAwtrP17Nh7U/s2fknjYLq8cvudZhNZua//SEx0bG6xK5MZn6fupLOq8djMBo4sW4Xkedu0HB0Z8JOXOLCthBOrNtFu0WD6ffH+yTHJPDLMMvS+kdXbqPN+wPps/1dNE3j5Po/iDhjOYd1+HQETu4umNLS+X3qSlJssWiKycz1aZ9SdpXlHB21fjvJ563n6L/+IW77Qbx6P49LowBISyc9LoGr1nO0Z+/ncSjji8+br+LzpmWI4oWe00mP1Od9eRBlMnNs0goafm05nq58HUz82RtUHt+FmGMXCd0aQtVpPbArXIh6yy0r2iXdiOTP3u/bOHI4sTOEqkE1eGfXR6QmpbJi3CcZZdM2zWdmu3EArJ26nL4LhmJfyIGTwcc4GWz5yvDShB74lPVDmRWRN8JZM3k5AL/8ZwN9Fwxl+m/vo2nw3btrSIjW9zz3IOOmv8uho38RExNH806v8Ua/nnRu39rWYd3X/h0HqdesHmv2rCQlOYV5ozNXdVy+ZSkDWltmmwya3J/mnZrh6OTI+kNf8evXm1m5cDWHgg9Tp0ktvtzxGWazmaWzlxMXo8/7YTaZ+XXaCnqtmoDBaCBk/S7Cz9+g2ajO3DhxibPbQwhZH8xLC4cwIvh9kmLu8O3wh68cau/kSLlGVdg46XMdWiEKAu1haTpN01oD87FkjtKAIViWoL+7MMduLEvRv6BpWiAwVin1gnXbeVgyZyG5zQuzLvX+G3AYy/yyU0BP68Ics7F08MKAc8AVLHO6dgJFsGSl1iil3tU0zckaz3NYMluXrPH0AWorpYZZX++y9X5E1jJN0/yBJViGIdoD3yilZloX5vjFuhgHmqYlKKVcNE2zx9LxKwaseNC8sKOlOxbcPOi/ZG9XcFaC+v9KSrG3dQh56qlKj34FsaD78MKTNcTnu0Tb/K5YfuhfKOeiE4+zFtqTNeTnYkrBn+f3qDYXetC128fP4sPzbB1CnmkVMMjWIeSpxnbeD6/0GJl5ee0jjdqypdal2ur63XjLtc0F8m/y0EyYUmoLlg7HvSoB3O14WesGY5mTdXfbCcCEBzz35bvPk0vZFCC3pf5yrJutlEoCcpwVlFIrgBVZ7pfJrUwpdQnLAiT3bt/nnvsu1v+nYZmnJoQQQgghhBD/SsH4URIhhBBCCCHEE09+rNni/90Juzf7lRtN04oBv+dS1Fwpdf+lpIQQQgghhBDiCaNLJsza0QrQ47WEEEIIIYQQBZP8WLPFo/xOmBBCCCGEEEKIPCJzwoQQQgghhBC6KMg/oKwnyYQJIYQQQgghhI4kEyaEEEIIIYTQhcwJs5BMmBBCCCGEEELoSDJhQgghhBBCCF3I74RZSCZMCCGEEEIIIXQkmTAhhBBCCCGELsyyOiIgmTAhhBBCCCGE0JVkwoQQQgghhBC6kDyYhWTChBBCCCGEEEJH0gkTQgghhBBCCB3JcMR89rPmYusQ8oxvqmbrEPLMi1Wu2TqEPPXPiWK2DiHPGB2enP0MYE8tZ1uHkIeuMfm0t62DyDPH1JP1EfhN1C5bh5BnLlWvZOsQ8lSrgEG2DiHPbD32qa1DyFN+5draOoQ8NdPWATwC+bFmC8mECSGEeCRPUgdMCCGEsKUn6zKgEEIIIYQQosCSTJiFZMKEEEIIIYQQQkfSCRNCCCGEEELoQiml67//D03TPDRN26Zp2nnr/91zqROgadqfmqb9rWnaX5qmvfoozy2dMCGEEEIIIYTIaSLwu1KqAvC79f69EoFeSqlngTbAIk3Tij7siWVOmBBCCCGEEEIXj9mcsI5AoPX2SiAYmJC1glLqXJbbNzVNuw14ATEPemLJhAkhhBBCCCGeSJqmDdQ07XCWfwP/xebFlVKh1tthQPGHvFZdwAG48LAnlkyYEEIIIYQQQhdK50yYUmoZsOx+5ZqmbQd8cimafM/zKE3T7hu8pmm+wGqgt1LK/LC4pBMmhBBCCCGE+J+klGpxvzJN025pmuarlAq1drJu36eeG/ArMFkptf9RXleGIwohhBBCCCF08TitjghsBHpbb/cGfrq3gqZpDsAPwCql1IZHfWLphAkhhBBCCCFETu8CLTVNOw+0sN5H07TamqZ9Zq3zCtAE6KNp2jHrv4CHPbEMRxRCCCGEEELo4nFaHVEpFQk0z+Xxw0B/6+01wJp/+9ySCRNCCCGEEEIIHUkmTAghhBBCCKGLPJin9USQTJgQQgghhBBC6Eg6YUIIIYQQQgihIxmOWACVa1qN1tN7YjAaOPpNMHuX/Jyt3OhgR6eFQ/CtWoak6AQ2DPuI2OsRFCnpyRu/zyfyguWHva8f/YdNk78A4JkX6tN4WEc0o4Hzvx/l93e/0b1dACUDq9Hg7Z5oRgNnvw7m+CfZ2+ZTryINZvTEo3Ipdgz9mEu/HspWbu/iRJed87iy5TD7pqzSM/Qc7GvXpfDg4WhGA8mbfyVp/Ve51nNo1AS3qbOIGTaQ9PNnATD6l8XlzbFohZ3BrIgZPgjSUvUMP4cigTUoM+t1NIOB219v5+bHP2Qr9xnYHu/uLVDpJtIj47gw+hNSb4QDUHpKT4o2r4VmMBDzx3GuTP1c9/jLN61Gu2mWfStkXTC7czluXlo4BL8qZUiKSWD9sI+IuR6RUV7ErxjDtr1H8KLv2Lt8EwD1+7amVtcgNE3jyDc7+fOL33Rt0132taz7msFA8m+/kvTtffa1hk1wmzKLmDct+5pjUAucOnfNKDf6lyNm+ABMF//RK/QMr07vS5WgmqQmpbBi7Cdc+/tSjjqlq5Slz4Kh2Bdy4OTOENa9/SUAHUa/SvWWdVBKER8Ry4qxnxB7O5q6HRvRenAnNE0j+U4SX01ZzvXTV3RpT88Z/QgIqklKUgrLxn7M5ZMXc9QpU6Usg94fjkMhB47tDGH1jMzjomWfdrTs2Qaz2cyxHUf4Zu5qAEpVeorX5w7GycUJZVZM6zCetJQ0XdqUmw+vaIs/AAAgAElEQVQWzqRtm2YkJiXRr98ojh47ed+6P3z/Jf7+pQmokWMOu00UalCHomOGgsHAnZ82Eb8y9889p6DGeL43g7BeQ0g7fQ5DETeKvTsdh2cqcueXLcTM/0jnyHM3fOYb1GtWl+SkFOaNms/5kzmP437j+9KqSwtci7jSrmKHbGWBLzSh9+heoBQXTl9k9rC5eoX+r0yZs5A/9h7Ew70oP65ZautwHsmceZNp0aopiYnJvPnGRP46fipHnXXffYZ3cS/s7Izs//MIE8a8jdlsZvqs8bRuE0RqahqXL13lzaFvERcbb4NW6OdxWpgjP/3PZMI0TSujadr9Pz1y36aDpmkTrbdnaJo21nq7j6ZpfvkSp0Gj7aw+fNX7PRa3GM+zHRrgWaFEtjo1Xg0kKfYOHzcdw/7PN9NiYreMsugrt1jWbhLL2k3K6IA5FXWh5aRurO4+h6UtJ+DiVQT/hs/mR/gPpBk0Gs7uzW8932ND0HjKdaxP0QrZ/4wJNyLZNfpTLvy4L9fnqD2uC2EHzugR7oMZDLgMHUnclPFED+iNY1BzjKWfylFNc3LCqVMX0k7/nWVbI67jp5Dw0fvEDOxD7LgRYErXMfhcGAz4zxnAmR6zOR44gmIdG+NUoWS2KoknL3Gy7ThOtBhN1K9/8tTUXgC41K6Ia53K/NV8NMeDRuJSvTxuDfTdvzSDxgsz+7C6z3t83HI8VTs0wKt89uOm5iuBJMfe4cPAMez7fDMtsxw3AG2mvMb54OMZ972fLkmtrkEs6ziNxW3f4ulmNfB4qrgu7cnm7r42dTzRg3rjGPiAfa1jF9LOZO5rKTu3EzOsPzHD+hO/YA7mW6E26YBVCayBt78vUwOHs2bSp/R4Z0Cu9brPHsDqt5YyNXA43v6+PBtoWeF367KNzGo7ltntxvHXjiM8P6ILABHXbvP+q9OZ2WYMv360gdfmDtKlPdWDauLj78uYpkP5/K2l9Jk9MNd6fd8ZxGcTlzCm6VB8/H2pFlgDgMoNqlCrZR0mtR3NxJYj2bRsIwAGo4Ehi0bw5aRPmdhyJO+8OpX0NJMubcpN2zbNqFDen0rPNGLIkAl88vH9v7R36tSWhIQ7Okb3EAYD7uPfJHzEW4S98jrOrZph55/LcePshEvXl0g5kfmlWaWkErv0S2I+LDgdgHrN6lLCvwSvNerD+xMWMWrum7nW27d9P0NeGJ7j8RL+Jeg+rBvDXxxJ3+YD+Hj6kvwO+b/WqV1Lli6cbeswHlmLlk0oW64MdWu0YsyIqby3cEau9fr1GUFQo440rv8Cnp7udHixDQC7du6lcf0XCGzYgQsXLjNitD7nMWF7T1wnTNO0PMvuKaU2KqXezaWoD5AvnbASAeWIvnyLmGvhmNNM/P3zfiq2rJWtTsWWtfjruz8AOLXp4EM7VO6lvYm6HEZilOXKysU9f1OpbZ38CP+BvALKEXf5FvFXLW278NN+nmqVvW0J1yOIOn0NZc55lcSzahmcPN24vuuEXiHfl13Fyphu3sAcFgrp6aQE78ChQaMc9Zx79yNx/VeQmpnlsq9Vm/RLFzBdvACAio8Ds1m32HPjUqM8yZdDSbl6C5WWTuRPe3BvXTdbnbh9JzEnWdoRH3IOB99ilgKl0Bzt0RzsMDjaodkbSQ2P0TX+kgHliLpyi+hr4ZjSTJz4eT+V7tm3KreqxbEsx03Z5zKPm0qtahF97Tbh569nPOZV3o/rxy6QlpyK2WTm8oHTPNNG/+PG7ul79rVdO3Con8u+1qsfid9m39eycmzanJRdO/I73FxVb1WH/d/vAuDS0fM4uRbGzatotjpuXkVxcnXi0tHzAOz/fhcBrSz7YHJCUkY9R2dH7l5EvRhyjsQ4yxf/SyHnKepTLL+bAkCtlnXZ810wABeOnqOwW2GKertnq1PU2x0nFycuHD0HwJ7vgqndqh4ALV5rzc+LfyA91XLxJS4yFoCqTQK4duYKV09fBiAhJgFlw3ND+/atWb3W8rujBw6GUKRoEXx8vHPUK1zYmVEjBjJn7od6h3hfDs9WIu3aDUw3LMdN4radODV9Lke9IoP7Er/qG1SW40YlJ5N6/CQq1XYZyHs1bNWArRu2A3A65DSF3Vzw8PbIUe90yGmibkflePyF7m35ceVGEmITAIiJ1Pcc/W/UDqhKETdXW4fxyNo835x1X/8IwJHDxylSxI3ixb1y1EuIt5yr7OzssLe3B+viFME79mIyWS62HDl0DD8/H50itx2l838F1WPXCdM0baamaSOz3H9H07QRmqbt1jRtI5AzB5zJTtO0tZqmndY0bYOmac7W57isaZqn9XZtTdOCrbf7aJr28T2v3wWoDay1/hibU162z9XHg9jQyIz7caFRuPq431PHndiblpOsMplJjk/Eyd0FgKKlvBiw6R16r5tC6ToVAYi6HEaxsn4UKemJZjRQqXUtivjq82Ulq8K+7iSEZn443AmLorCv+wO2yELTqDetBwdmf51P0f07hmKemMNvZ9w3R4Rj8PTMVsdYvgIGL2/SDu7P/njJUqDA7Z35FP14OU4vZ8/I2IKDTzFSb2bud6mhkTj45vyAv8u7W3NidoQAkHDkHHH7TlLr6OfUPPo5scHHSP7nRr7HnJVrcQ9ib2Y/btyK33PcFM88bswmMynxiTi7u+Dg7Ejjwe0J/vD7bPVvnb3OU3Uq4lTUBftCDjwdFIDbA/4m+cXgmcu+Vuyefa1cBQye3qQd2n/v5hkcmwaREvx7vsX5IEWLexCV5f2JCYvE3Sf739Ldx4PoLOe+6NBIihbPrNNxbDfm7ltC3Y6N2bhwXY7XaPhqM/4OPpoP0efk7uNB5M3MoaxRYZG4F7+nPcU9iArLbE9UaGabffz9qFi3MjN+fJfJ62ZRtlr5jMeVUoxfNZXZvy7g+UGddGjN/ZXw8+H6tZsZ929cD6VELl8QZ84Yz8JFn5KYmJSjzFaMXp6YboVn3DfdCsfolf24sa9YAWNxL5L3HtA7vH/N08eT2zczzwMRoRF4+ng+YIvsSvqXpFTZEnz0wyI+2fgf6gTWzo8w/yf5+hbn5o2wjPs3b4bh45f7qIn133/G6Qv7SEi4w8Yft+Qo7/5aZ37f9ke+xSoKlseuEwZ8AfQC0DTNAHQFrgM1gRFKqacfsG1FYLFSqjIQB7zxb19cKbUBOAz0UEoFKKVyfOpomjZQ07TDmqYdPpyg39CfhNsxfNhgBMvbTWbrrDW8+J+hOLg4kRyXyKbJX9Dl4+H03TCNmOsRmE22zbz8W8/0bsG1Hce4E5rzCl+BpGm4DBzKnWWLcxYZjdhXqUr8vNnEjBmGw3ONsQ+oaYMg/zueLzWhcLXy3FxiufLnWMYHp/IlCak1gJCaA3BrWBXXupVtHOWjCxrZmX2fbyY1MSXb4xEXbrJn6c/0Xj2RnisnEHrqik2zEvd1d19bnnNfu8uuYmVUcgqmKznnYT0uflrwNW89N4SDP+0mqHebbGVPN3iWhq824/t3//VvZdqEwc6IS1FXZnSayNdzVjJs8RgAjHZGnq5TmcUjFjGz8yRqt6nHsw2r2jjaB6te/VnKlnuKn36yzXzJ/5qmUXTUYGIWFZwhh/nJaGekhH8JRr48hllD5zD2vVEUdits67D+57zyUn+qPN0IR0cHGjetn61s1NjBpKeb2LB+o42i049ZKV3/FVSP3cIcSqnLmqZFappWAygOHAUigYNKqYd9w7imlNprvb0GeBNYkA8xLgOWAcx8qse/evfjw6KyZancfD2ID4u+p040Rfw8iA+LQjMaKOTqTFK0ZYhBUqrl/6EnLxN95RbF/H0IPXGJc78f5dzvlqvENbsFoWzQCbsTGo1LlkxCYR8P7oRGP2CLTMVrlcenbkWe6dUC+8KFMNjbkXYnhUNzc14R14M5MgKDV+awHIOnF+aIzCvjmpMzxjL+FHlvkaXcwwPXt+cQP30SpvBw0k4cR8VZhiClHtqPXfmnSTsWom8jskgNi8TBL3O/c/AtRmouHV63xtUoMaILf780FWUdSuXRth4JIecwJyYDELMzBJfaFYk/eFqf4IH4W1EU8ct+3MTduue4uWU5buLCojAYDTi6OpMYnUDJgHI8064urd7qRiE3Z5RZkZaSxsFV2whZv4uQ9ZZhdC3GvUKsDS4CmCNy2dci79nXnsqyr7l74Dp9DvFvT8pYCMaxaTNSdumbBQvs2ZpG3VoAcPn4P3j4FeOCtayoTzGiw7L/LaPDonDPcu5z9y1GzK2cf+8DP+5h+Jdv8fMH6wEoUak0vd4dzH/6zOFOTEL+NAZo0asNQV1bAnDxr38o5peZhfDwKUb0PbFG34rCI8vwSA/fzDZHh0Zy6DdL1vLi8X9QZoWrhxtRoRGcPXCKhGjL0PHjO0MoU6Usf+/Vbwj2kMG96devBwCHDx+jZKnMkfclSvpy42ZYtvr169WiVs1q/HNuP3Z2dnh7F+P3bd/SvOXLusWcG1N4BMYsQ8KMxb0whWc5bpydsS/nj/fShZbyYh54vT+L8DFTSTt9Tvd4c9Opdwee794OgDPHz+Lt5w1Y5nx6+noSERbxgK2zCw+N4PTRM5jSTYRdC+P6xRuU9C/B2eMFo62Pm9f7d6dn71cAOHr0BH4lMjPEfn4+hN28dd9tU1JS2fzr77Rt15xdOy3z37t2f5GWrQPp3KFPvsYtCpbHMRMG8BmWeVl9sWTGAB5lRvC9HaK799PJ/FsU+v8G9/9x4/hFPPx9KFrKC4O9kWfb1+fctiPZ6pzdHkK1zk0AeKZdXS7ts5yUnT1c0QwaYBmW6OHvQ/RVy/AF52JuABRyc6Z2z5aEfLNTryZlCD9+ETd/H1ytbSvXsT5Xtz1ax2Pn8CV8XW8k3zQYxf5ZX3H+u90264ABpJ89g7FESQzFfcDODsfAZqTu35tRrhLvEPVKR6J7dyW6d1fST58ifrrlS3HakYPYlSkLjo5gMGJfrTrpVy/brC0ACcf+oZC/L46lvNHs7SjWsRHRW7OvTOlcxZ+y8wZzts9c0q1zWABSb0Tg1uAZMBrQ7Iy41X+WpCxzq/Rw4/hFPMr4ULSkF0Z7I1Xb1+fMPcfNmW0hBORy3Hz+yiw+aDSSDxqNZP8Xv7H7k584uGobAIWtx00Rv2JUblOHExtzXzAmP6WfO4PRL8u+1jSXfa1rR6L7dCW6T1fSz5zK1gFD03BoHKR7Jyx49RZmtxvH7HbjOLb1EPVfagqAf40KJMUnEnfPvMG48BiS4pPwr1EBgPovNeW4dR/0LpP5BSegZW3CLliGyLn7eTJ46Ti+GPURty+F5mt7tq/6jcntxjC53RiObD1Io86BAJSr8TSJ8YnE3M7e6Y+5HU1SQhLlalgGZzTqHMiRbQcBOLz1AM80qAKAj78vdvZ2xEfF8deuY5Sq9BQOhRwwGA1UqvcMN3Q+lpYsXUntOq2oXacVGzduoWcPyyIo9erWJC42jrCw29nqf7psFaXL1KL80/VpGtSJc+cv2rwDBpB66gz2pUtg9LMcN84tg0j6I/P4VXfucLPlS4R27EFoxx6knDxVoDpgAD+u3MiA1oMZ0Howe3/bS6sulosalWtW5k78nVznft3Pni17CWhQDQA3dzdKli1B6JX8PWaeZF989hVBjTsR1LgTm3/ZzqvdLEOHa9WuTlxcPLeyDIUFy7zJu/PEjEYjLVsHcv6cZUXVZs0bM2xEf3p2HUJSUrK+DbERmRNm8dhlwqx+AGYC9kB3oPEjblda07QGSqk/rdvtsT5+GagFbAY6P8LzxAP5MmtUmcxsnraCHqsmoBkNHFu/i/DzNwgc3Zmbf13i3PYQjq4L5sUPhjBs1/skxdzhu2GW5XNL16tE4OgumNNMKGVm06QvSI619E3bTO9J8WcsK0P98eH3RF0Ku28M+UWZzOybupK2a8ejGQycXbeL6HM3qDW2M+HHL3F1Wwie1cvS8rOROBZxpnTLGtQa3ZkNzSfqHutDmU0kfLKIInMWgMFA8tZNmK5cxrnX66SfO0Pq/vt/WVcJCSR9v56iH30KSpF68ECOeWO6M5m5PPkzKn01Dc1o4PY3v5N07holx3XlzvELRG89xFNTe2EoXIgKy8YCkHIjgnN95hL5y5+4NaxK9R2LUEoRu/MoMdsO6xq+2WTm12kr6LVqAgajgRDrcdNsVGdunLjE2e0hhKwP5qWFQxgRbDluvh3+8GWnuy4ZgZO7K+b0dH6duoLkuEQdWnMPs4mEJYsoMnsBGK372tXLOPe07msHHtwxtK9SHXPEbcvCHjZycmcIVYNqMHvXR6QmpbJy3CcZZVM2zWd2u3EAfD11Ob0XDMWhkAMng49x0jrH68UJPShe1g9lVkTdCGft5OUAvPBmFwq7u9B9tmW1RXO6iTkd8v98cWzHEaoH1eT9PxaTal2i/q53Nr3P5HaW4YUrpixjoHWJ+uPBIRzfabnotGv9DgbOH8rcrYswpaXz6Zj/AJAYd4fNn21k5s/voRQc33mEYzuO5AxAJ5s2/06bNs04e3oviUlJ9O8/OqPs8KGt1K7TymaxPZTJTPR7H+H1n3loRgMJGzeTfvEKboP6kHr6LMl//PnAzX1/WotW2BnN3h6npg0JHz6B9Ev6/PxBbvbvOEi9ZvVYs2clKckpzBudOYhn+ZalDGg9GIBBk/vTvFMzHJ0cWX/oK379ejMrF67mUPBh6jSpxZc7PsNsNrN09nLiYgrmMujjpr/LoaN/ERMTR/NOr/FGv550bt/a1mHd17atu2jRqikHj20jKTGJN4dOyijbuftHghp3wtnZidXfLMHBwQGDQWPv7gOs+MLykwnvLpiKg4MDG360/CTH4cPHGTdquk3aIvSlqQI8VvJBNE1bCsQopSZqmhYIjFVKvfCA+mWA37DM56qFZQGPnkqpRE3TGgOfY5knFgzUVkoFaprWx3p7mKZpM4AEpdQCTdM6A3OAJKBBbvPC7vq3wxELMl+TZusQ8syLz16zdQh56p8T+i+0kl82OeTpWjc292ZlfTMZ+Wny6Zwr4z3O7ijbLf+eH74JLfgLTDyqS9Ur2TqEPNUr9HEdeJTT1mOf2jqEPOVXrq2tQ8hT4bFnC/yXtcredXX9bnz69sEC+Td5LDNh1gU56gMvAyilgrF0nu5LKXUZyPWsrpTaDeRY0EMptQJYYb09I8vj3wHf/evAhRBCCCGEEP/zHrtLM5qmPQP8A/yulDpv63iEEEIIIYQQj0bmhFk8dpkwpdQpoOz9yjVNKwbkNgO9uVIqMpfHhRBCCCGEEEI3j10n7GGsHa0AW8chhBBCCCGEyK4g/3aXnh674YhCCCGEEEII8Th74jJhQgghhBBCiIKpIM/T0pNkwoQQQgghhBBCR9IJE0IIIYQQQggdyXBEIYQQQgghhC5kYQ4LyYQJIYQQQgghhI4kEyaEEEIIIYTQhSzMYSGZMCGEEEIIIYTQkWTChBBCCCGEELpQymzrEAoEyYQJIYQQQgghhI4kEyaEEEIIIYTQhVnmhAGSCRNCCCGEEEIIXUkmLJ+dJ8nWIeSZ80ZbR5B3lvxlsnUIecrPPsXWIeSZ0k/YaSkw5Ml5b+AabZz8bR1EnimqPVn7Wj2virYOIc/0Cn2yrhE3tvO2dQh5xq9cW1uHkKduXths6xD+5yj5nTBAMmFCCCEe0ZPUARNCCCFs6cm6DCiEEEIIIYQosGROmIVkwoQQQgghhBBCR5IJE0IIIYQQQuhC5oRZSCZMCCGEEEIIIXQkmTAhhBBCCCGELsySCQMkEyaEEEIIIYQQupJOmBBCCCGEEELoSIYjCiGEEEIIIXShZIl6QDJhQgghhBBCCKEryYQJIYQQQgghdCFL1FtIJkwIIYQQQgghdCSZMCGEEEIIIYQuzDInDJBMmBBCCCGEEELoSjJhQgghhBBCCF3InDALyYQJIYQQQgghhI7+5zNhmqb1AbYqpW7+i23KAL8oparkU1j0nNGP6kE1SUlKYdnYj7ly8mKOOmWqlGXg+8NxKOTA8Z0hrJ7xeUZZyz7taNGzDWazmeM7jvDN3NWUrV6e1+cOudsGvl+0jiNbDuRXE/K9PVUaVeeVia9hZ29Helo638xZyal9J3Vpz13jZo2gUfMGJCclM33kHM6cOJetvJCTI/OWzaJkmRKYTWb+2LqXj+YsBaDHoFd5sfsLmNJNREfG8PbouYRev6Vr/Pca+PYgagfVJiUphUVjPuDCyQs56vQc14tmnZvhUsSFlyt3yXi8U/9OtOrWGlO6ibioWBaNXUT4jXA9w+fl6X15NqgGaUkprBq7mGt/X8pRp1QVf3otGIp9IQf+3nmUb9/+EoAX33qNqi1qYUpNJ/zqLVaPW0xSXCKFi7owYMloSlcrz/4Nwayf/oWubbrrrXdG07h5A5KTUpj85ixOnzibrbyQkyMLl8/J2NeCt+1h0ezF2eq0eD6IRV/M5dVWffj7+BndYq/YtDodp/XCYDRwYN1Odi7ZmK3c6GBHt4VvULKKP4kxCawe9iHR1yNwLupCryUjKVWtHIc37OKH6Ssyt7E38uLbfSlX/xmUMrN5/npO/HZQl/Y83bQ6Hab1QjMaOLRuJ8G5tOfVhW9Qwtqer6ztqdCoKm0mdMVob4cpLZ1Nc77iwp9/Z7Sn49t9KWttz5b56zmpU3uyGjlzGA2a1SM5KZl3Rr3HuZPnc9QZOOF12nRphWsRV1o+/XzG48X9vJny4QRc3FwwGAwsnfsZf+7Q5zPmfobPfIN6zeqSnJTCvFHzOX/ynxx1+o3vS6suLXAt4kq7ih2ylQW+0ITeo3uBUlw4fZHZw+bqFTrlm1aj3bSeaEYDIeuC2b3k52zlRgc7Xlo4BL8qZUiKSWD9sI+IuR6RUV7ErxjDtr1H8KLv2Lt8E8XK+vLKx8Mzyt1LebPzgw38+cVvurUpqznzJtOiVVMSE5N5842J/HX8VI466777DO/iXtjZGdn/5xEmjHkbs9nM9Fnjad0miNTUNC5fusqbQ98iLjbeBq14uClzFvLH3oN4uBflxzVLbR1OgWCWTBiQz5kwTdMe2snTLGyZkesD+Nnw9XOoHlST4v6+jG06lC/eWkrf2QNzrdfnnUF8PnEJY5sOpbi/L9UCawBQuUEVarasw+S2o3mr5Ug2LbN8Qbh+9irT2o9jSrsxvNd7Fq/PGYzBmP9/+vxqT3x0HAtfn8Ok1qNYNvojBn0wIt/bklXDZvUpXbYUHZ/ryuxx83nr3bG51lu95Gs6N+5Bt5Z9Cahbleea1Qfg7IlzvNamP68278P2X4IZMeUNHaPPqXZQbfzK+DGwyQA+nvgRb7wzNNd6B7cfYHSHUTkev/D3RUY9P5LhrYex59e99J30en6HnM2zgTXw9vdhRuCbrJ20jK7v9M+1XrfZA1j71qfMCHwTb38fngkMAODMnr+Y3WoM77Qdx+1LobR+40UA0lLS+Pn9dfwwZ7VubblX4+YNKO1finb1X2bG2LlMfW98rvW+XLKWDo260qVFL2rUqUajZg0yypwLO/PagFc4fkTfCxWaQePFmX35rM885rccS40Oz1G8fIlsdeq9EkRS7B3eDRzFH59v4vmJ3QFIT0njt/e/5Zc5a3M8b/NhL5IQGce8ZqOZ32IcFw6c1q09nWb25Ys+81jYcizVOzyH9z3tqWNtz/zAUez5fBNtre25Ex3Pin4LWNRmAuvHLOHVDzKP+WbW9ixoNvr/2rvvOKmq84/jny+9Lr2TKKBRsaGAioICCiqiUUEJKpYYS4wIdmyxRmOPJXZFMdGfYCFqVFAjiigiHRErdinSOwg8vz/OnWV2WdqWuXOH5/167Wv33rkDz4HZmXvOec5zuOuwS5mZofak69B1f5q3aEafjv247fK7uOSWgUVeN+bNDznrqI3fr04bcApvv/IuZxx+DteedxMX35zZ9+TC9u+6H81aNOOUjqdz5+X/4MJbLijyug/eGsufe/bf6HyzFs046fy+9D9uIGccehb3X/tgWYecT+VEzxtO5+nTb+P+bpex5zEdaFDodbbviZ1ZtXg593S+mA8ef51ug/oWePyIq0/hy1FT8o/nz5zFgz2u5MEeV/JQz6v4ddVqPh0xPiPtKeywbgfTstWO7LdPdy4ecA233XVdkdedefoAunT8PZ0O6En9+nU45rgjAHj3nTF0OqAnnQ86hq+//pYBF52Twei3zbE9uvHQXTfFHYbLQiW6A5d0g6SBacd/kzRA0mhJLwMbD2uE63aU9LmkIcAnwG8kXSrpY0lTJV2fdt0MSY9Kmi5ppKSq0WNtJI2Nrn9JUh1Ju0oaV+jvmRb9/Nfoz/9E0iNR56830A74t6TJkqpKaivpXUkTJI2Q1CR6fltJUyRNAYq+Oy0l+3bbj/dfGAXA15O+oFpedWo1rFPgmloN61C1RlW+nhRmXt5/YRRtu+8PwKGnHM6rD7zE2jVrAVgyfzEAa1atYf269QBUqlwxYzm5ZdWe76Z/w6K5CwH48YvvqVSlEhUqZW5yt/MRnXh1WBhBnDZxOjXzalC/Yb0C16xauZrxH0wCYO2va5kx7QsaNWkAwPgPJrFq5er85zeMzsdl/+4H8L8X/gfA55M+p3pedeoU+n9KPbYw+ndPN+3DqaxetTq65jPqN6lftgEXslf3dnz04nsAfDvpS6rVrE5eg9oFrslrUJsqNavy7aQwuv/Ri++xd/f2AMwYPTX/9+ObSV9Qu3FdANasXM3X4z/n19VrMtWUjXQ54mBeHvYaAFMnbPq19vGYiUDqtfY5jZo2zH+8/6CzeeL+p1mzKrPt+G2bnZj/3WwW/DCXdb+uY/IrH7J793YFrtm9e1vGvxD+76a+9hE7HxiSDNasXM23m/i33++Ezvzvgf8AYX3BioWZGQX/TaH2THnlQ1oX0Z4JUXumvfYRO0Xt+Xn6tyyNfnfmfPEjFatUonz0ntXuhM68E0N70tv8eckAACAASURBVHU8/EDeeP5NAKZPnEHNWjWo17DuRtdNnziD+XMXbHTeMKrXqAZA9bzqzJszv2wD3oKDundg5PNvATBj4gyq59WgbhHtmTFxBguKaE/Pk45k+FMvs2zxMgAWzV9UtgGnad6mFQu+m8PCH35h3a/rmPbKWHbt3rbANbt1b8vk6HX26WvjaHng7vmP7dq9LQt/mMsvX/5Y5J/f8qA9WPjdXBb/NK/Ix8vaEUcdynPPDgdgwvgp1KqVR6NGG38GLlu6HIAKFSpQsWJFiO5bRv1vDOvWrQvP/3gyTZs2zlDk265dmz2plVcz7jCyipll9CtblXQa5AngVIBoNusPwI/AvsAAM/vdZp67M/CAme0O7BId7we0AdpKOjjtun9G1y0CekXnhwCXm9lewDTgWjP7DKgkqUV0TR/guejn+82sfZRCWBXoaWbPA+OBk82sDbAWuA/obWZto/b9LXr+YKC/me29zf9K26hO47os+HnDG+OC2fOp26jgB0fdRnVZMHvDB9yCWfOpE900Nm7RlF32243rhv+dq567kRZ77ZR/Xas2O3PLm//g5hF3M/iqh/NvOstSWbYnpX2PDnz7ycz8jlomNGxcnzk/z80/njtrLg020/GokVeDg7sdxLjREzZ67Ni+PRnzTrxpO/Ua12PerA3pg/Nnz6Ne43qbecamde/TnQnvZHaEtXajuixMe50tnD0/vyOVf03juiyateF1tnDWfGo32vim7MATuvLpqMllF+w2atSkAbN/2vBamzNrbn5nvig182pwSPeOfDT6YwB223MXGjdtxHtvfVDmsRZWq1EdFv284d980az51GpUaBCmUd38a9avW8/KpSuoVmfTNy1V8sKN/uEXn8DAV2+m3z8HUKN+rTKIfmOF27O4iPbkNarL4rT2rCqiPXseuR8/ffIN69asLdCeC169mZMz2J50DRrXZ26B97RfaNB46wdTnrjzKQ4//jBeGv8cdwy5hbuvvrcswtxq9Qu1Z96sedTfhvY0b9Gc37Rsxn0v/YN/vnwv7Tu32/KTSknNtNcQwJJZC8gr9Dqr2agOi38Oncf169azeukKqtWpQaVqlel07tGMuufFTf75ex59AFNfzvz7QUqTJo34+afZ+cc//zybxk0bFXnt0BcfY8bXH7Bs2XJeHj5io8dPOqUXb7/5XpnF6lxZKVEnzMy+BeZL2gfoDkwC5gPjzGzjxRgFfWdmY6Ofu6c9fyKwK6HzBfCNmaXuhiYAO0qqBdQ2s3ej808BqU7bUELnCwp2wrpI+iiaGesKbBgy2mAXYA/gTUmTgauB5pJqR39f6rd8s3lJks6WNF7S+C+XbemfofSVr1Ce6rVrct2xg3j25qfo/8DF+Y99PflLrug2kGuPuYyjzzueipUrZjy+bbW59gA02/k39BnUj8FXZG+udfny5bnlwev4v8eH8dP3BZcf9ujVndZ778qQB56JKbrS1fm4Luy018688PALcYdSLEf85TjWrVvHuOGj4w6lWMqXL89tD93Ivx8byo/f/YwkLrt+ALdfF+8NcWkqV748tZvW47sJX/CPnlfy3cQvOfrKk+MOa6s12rk5Rw46iRevfAwo2J57e17J9xO/5KgEtSflsGO78tqwERzXrg+XnHoF19x7BZLiDqvYylcoT7MWzRh4wsXc+JebueS2C6meVz3usLaoy8BefPD466xZsbrIx8tXLM8uh7Vl+mvxDvxtrROP/xN7/K4jlStXotMhBxR47MJLzmXt2nU8P/TlTTzbZaP1WEa/slVp5G49RlhX1ZgwcwSwfCuel36NgFvM7OH0C6ICGOnvIusIs1ib8xwwTNKLgJnZl5KqAA8A7czsB0nXAVWKeK6A6WbWocDJ0Anbamb2CPAIQL8djt+q//3DTj2Czn/oBsDMqV9Rt+mG0bq6jeuxYE7BVIkFcxZQN22Wom6TeiycHa5ZMGs+498I/duZU75i/XqjZt08li5Ykn/9z1/9xOoVq2j+u9/yzbSNiy+UVKbaU6dxPQY8cjkPX3Qvc78v+6IWJ55+PMedfDQA06fMKJDu1bBJQ36ZVXRqx9W3X8b3M3/gmUeHFTi/X6d2nDngVP503Pn8uubXsgt8E4469SgO7xty7L+c+gX102ZX6jWuz/zZ25ZOtHfHNvQ5vw+DTrw8I7OSB/c7nIP6HgrAd1O+pk7T+kAoWFGncT0WzS74Ols0ewG1m2x4ndVpUo9Faa/FA3ofwh6HtuWek24o89i35A9n9KL3Kb8H4JPJM2jcbMNrrVGThsyZVXTRk+vuHMT33/zAvx4J40/Va1Rjp11bMvjFUKSjfsO63DfkdvqfemlGinMsnrOQ2k03/JvXblKPxXMWFrpmAbWb1mPx7AWUK1+OqjWrbTYdb8XCpaxZsYppb4SZvimvjWW/Pl3KpgGFFG5PrSLas2TOAmqltadKWntqNa5Lv4cv4rmLHmDB93MLtOeTqD1TXxtL+wy15/jTfs8xJ4fiGjMmf07DAu9pDfhl9tanqx39hx5cdMrlAEyf8CmVKleiVt1aGU3jO/a0YzjqpB4AfDYl1Z5Q/KR+k/rM24b2/DJrHjMmfca6teuY/cNsfpz5E81bNOPzKV9s+ckltDR6DaXkNanLkkKvs6VzFlKraV2WRK+zyjWrsWLhMpq3aUXrHvvR/Yq+VMmrhq03fl39K+OGhFTTnTu3YdYn37J83hIy6Y9/Ool+p50IwKRJ02jabEMKYdOmjZn986Y/w1evXsPr/32bI3scyrvvhBm8P5x0HN0O70yvY04v07idKyulUZXhJeAIoD2w8Tzx1hkB/FFSDQBJzSQ13NTFZrYYWCipU3SqH/Bu9NjXhM7aNWyYBUt1uOZFf0fvtD9uKZDKE/kcaCCpQxRHRUm7m9kiYJGkjtF1pT5E+daQN7i6x8Vc3eNiJowcR8denQFotc/vWLF0BYsLrcFZPHchK5etpNU+IeOzY6/OTHwzLIebMPIjdusQ1iA0btGEChUrsHTBEhr8pmF+IY56zRrQpFUzfvlxLmUhE+2plleNSwZfxdBbn+bL8Zmp9Db0yRfp2+0M+nY7g1Gvj6bnCaEDs+e+u7Ns6TLmzd2403Le5WdRI686d/y14EzELnvszFW3XcrA0waxMIM3Ken+O+S/XHBkfy44sj8fjhhL115dQ2z77MKKpcuLXPu1KS13b8n5t5zPjWfewOJo3V5Ze+/pEdzS4zJu6XEZU0eOY//jw4T4jvvszMqlK1jyS8F/1yW/LGLV0pXsuE+YaN//+IOZOjKkTbY+ZG+6nfN7HvrTrfya4XVTRfm/wS/Q+9BT6X3oqfzv9Xc55oRwY7lX202/1voPOocaNWvw96vvzj+3bOlyOrU+gsPbH8fh7Y9j6oTpGeuAAfww5Wvq79iYus0bUL5iedoc3YHpbxZMyZ3+5gTa9Qr/d3v12J+vPpi+xT93+tsTaXVAawB2PmgP5mxi7Utp+3HK19TbsTF1ovbsfXQHZhRqz6dvTqBt1J49e+zP11F7quRV4/TBl/H6rc/y3YSCN/Iz3p5Iy6g9O2WwPS8+9R9O7342p3c/m/dGvM8RvcPg2e777sayJcuLXPu1KbN/mkO7jvsCsMNOv6Vy5UoZ7YABDH/qZc46/FzOOvxcxrwxhu69DwNgt313Y/nS5UWu/dqU90eMoU2HvQDIq5NH85bNmPXdrDKJu7Cfpsyk7o6NqR29zvY8+gA+K/Q6++zNibSJXmete+zHN9Hr7PETb+TujgO5u+NAxj7xBqP/+Z/8DhjAnsd0YNormU9FfOKxZ+jS6Vi6dDqW1199iz59jwWgbbu9WbJkKXPmFBxYql69Wv46sfLly9Pt8M58+UWorNz10E6cP+BP9PvDn1m5clVmG+JKzNeEBSqN4CQ9BCwys0GSOgOXmFnPzVy/I4VKvEsaAKTKmS0DTiF0pvKvk3QJUMPMrpPUBngIqAbMBM4ws4Vp190OtIhSJpF0E9AXmA18QUiHvE5SL+BmYCXQgZCSeC9QizBT+A8ze1RSao2YASOBHltTon5rZ8IKO+3Gs9jzkH1Ys3I1j15yf/5s1U2v3cnVPUI6Xos9W3H2nf2pWKUSU0dNZMhfQ2pL+YoVOOv2v7BD6xas/XUtz/7tST794BMOOu4Qep53HOt+XYeZMfyeoUwYmZkSyGXRnt/3783R5x3P7G82fCje1u+G/MIdmzN9Tel0PgfdfBEduoRyztddeDMzpoRZmGffHEzfbmfQsEkD3pj4Et98+S1rVoeZrucGv8DwZ17lwef+wU67tcxfvD77pzlcePqgYsXRtGLprB8598Y/07Zz21Ci/pK7+WpqKOd87+v3ccGRoXrYGVeewSG/7xzW8c1ZwMj/G8Ezdz/DTc/8jR122SG/4/bLz79w45nbPqP023LFT/fpc8OZtD5kb9asXMPTlz7A99PCB/YVr93GLT1CRcHf7tmSU+84L5SoHzU5v+T8daPupWKlCixbFBbhfzvpS5696lEAbnz/fqrUqEb5ihVYuWQ59/W7idlf/bRVMb238vtityfdVbdcQseuB7By5SquGXBTfifq+beH0PvQU2nUpAFvT36FmV98y5o1oRP57BPP88K/C6bpDH7xAe64/t5idcKOqNpiyxcVYdfObfh9qqT70FG8/c/hHH5hb36Y9g2fvjWBCpUr0veu82i2+46sWLSMf/W/jwU/hN/RK9+/lyo1qub/2z/a7xbmfPUTdZrVp+9d51ElrzrLFyzhuUsfKrBWa2uUL1ZrYJfObTg6Krn/8dBRvPPP4XS7sDc/TvuGGVF7+tx1Hk13D6XDn4na0/X84+hy3jHM+3bDWpjH+t3C8vlLqN2sPn3uOo+qUXuGFaM97/9a8myAi/52AQd03o9VK1dx80W38dnU0Fl8cuQjnN49VLY976qz6XbcodRvVI95c+bzyjOv8cRdT7Hjzjtw+e0XU7V6VTDjgZseYdx7xVsbWknF/d8paMBN/WnfuR2rV63m1ovu4IuoPY+OeIizDj8XgHOu+hOHHtuVeo3qMX/OfP777Os8dVdYdXDeX8+hfef2rF+/nn/d+wzvvDyqWHF0qrDJceVN2rnz3hz5136UK1+OiUPf5b1//oeuF/bip2nf8PlbE6lQuSLH3/Vnmuy+AysXLWdY//tY+EPBjkyXgcezZvkqxjwaCvtUrFqZiz+4h7sPvpDVS1cWqy0PLiyd9b633vFXuhzWiZUrVnLBX65kyqRQufWd0cPp0ulYGjSox7+HPkylSpUoV06MGf0RV19xS0gXnzSSSpUqsXBB6OSPHz+FSy+8tlhx/Pz166XSnk259Nq/8/GkqSxatIR6dWtz3pn96HX04WX291Ws3zLrc4DzqrfMaM9oyfKZWflvUuJOWFSQYyJwgpltvKHIdq64nTBXtkqrE5YtSqsTlg1K0gnLRqXVCcsGxe2EZavSuc3PHqXRCcsWpdUJyxbF6YRlq9LqhGWLsu6EZZp3wjaWrZ2wEq0Jk9QaeBV4yTtgzjnnnHPOuc3xzZqDEnXCzOxToOWmHpdUD3i7iIcONbN4NxBxzjnnnHPOuRiU6c62UUerTVn+Hc4555xzzrlksCwuG59JpVEd0TnnnHPOOefcVirTmTDnnHPOOeecS/E1YYHPhDnnnHPOOedcBvlMmHPOOeeccy4jsnkD5UzymTDnnHPOOeecyyCfCXPOOeecc85lhFdHDHwmzDnnnHPOOecyyGfCnHPOOeeccxnha8ICnwlzzjnnnHPOuQzymTDnnHPOOedcRvhMWOAzYc4555xzzjmXQT4T5pxzzjnnnMsInwcLfCbMOeecc8455zJInpeZGySdbWaPxB1HaciltkButSeX2gK51Z5cagvkVntyqS2QW+3JpbZAbrUnl9oCudceV3I+E5Y7zo47gFKUS22B3GpPLrUFcqs9udQWyK325FJbILfak0ttgdxqTy61BXKvPa6EvBPmnHPOOeeccxnknTDnnHPOOeecyyDvhOWOXMozzqW2QG61J5faArnVnlxqC+RWe3KpLZBb7cmltkButSeX2gK51x5XQl6YwznnnHPOOecyyGfCnHPOOeeccy6DvBPmnHPOOeeccxnknTDnnHPOOeecyyDvhDnnnHPOudhJqrw155zLBd4JSzhJO0g6LPq5qqSaccdUHJJuk5QnqaKktyX9IumUuOMqLkkDovZI0uOSJkrqHndcxSHp+CK+DpXUMO7YikPSgK05lwSSqksqF/38O0nHSKoYd1zFIentrTmXFJJulNRNUvW4YykNkg6UdJKkU1NfccdUXJIaRe/Lr0fHrSWdGXdcxZVL72nAh1t5zrnE805Ygkk6C3geeDg61RwYHl9EJdLdzJYAPYFvgZ2AS2ONqGT+GLWnO1AH6Af8Pd6Qiu1M4DHg5OjrUeByYIykfnEGVkynFXHu9EwHUUreA6pIagaMJLzOnow1om0kqYqkukB9SXUk1Y2+dgSaxRtdicwE+gLjJY2TdKek38cdVHFIehq4A+gItI++2sUaVMk8CYwAmkbHXwADY4um5BL/niapsaS2QFVJ+0jaN/rqDFSLObxtJmmapKmb+oo7PpcdKsQdgCuRvwD7AR8BmNmXSZ2dYMNr8ShgmJktlhRnPCWVCr4H8LSZTVdyG1QB2M3M5kAYRQaGAPsTOgFPxxjbVpPUFzgJaCHp5bSHagIL4omqxGRmK6JR/AfM7DZJk+MOahudQ7gBbgpMYMPvzhLg/riCKikzGwwMltQYOBG4BDib8HpLmnZAa8udPW3qm9lQSVcAmNlaSeviDmpb5dh72uGEjmNz4K6080uBK+MIqIR6Rt//En1PfU6eHEMsLkt5JyzZVpvZmtS9vaQKQFI/JF+V9BmwEvizpAbAqphjKokJkkYCLYArojTR9THHVFy/SXXAInOjcwsk/RpXUMXwATALqA/cmXZ+KZDUkUlJ6kD4YE+lU5WPMZ5tZmb3APdI6m9m98UdT2mR9BjQGpgDjAZ6AxNjDar4PgEaE35/csFySfWIPi8lHQAsjjekYsmZ9zQzewp4SlIvM3sh7nhKysy+A5DUzcz2SXtokKSJwKB4InPZxDthyfaupCsJ0/fdgPOAV2KOqVjMbJCk24DFZrZO0nIgkak7kTOBNsDMaKaiHnBGzDEV1yhJrwLDouNe0bnqwKL4wto20Yfid0CHaDavffTQDDNbG19kJTIAuAJ4KZptbQm8E3NMxWJm90k6ENiRtM8mMxsSW1AlU4/QIV5EmJWYl+DXWX3gU0njgNWpk2Z2THwhlcjFwMtAK0ljgAaETnKipL+nxR1LSUm6qKifU8zsrsLnEkKSDjKzMdHBgfhSIBdR7mQXbH+iBflnEtYdiZDj/lgSU0YklSekIu5IwRuwpL7xImkvNm7Pi7EFVExRGmUv4KDo1BjghSS+zgAknUBY3zKK8HvTCbjUzJ6PM65tFf3O3Gpml8QdS2mI1h21AiYDqdQwM7ML4ouq5CTtRki1uhAob2bNYw5pm0k6pKjzZvZupmMpLVHmyC6E94DPzSxJs/oFSDoeuBVoSGiPCL87ebEGtg0kXbu5x83s+kzFUpqidW5PALWiU4sIa8aTOivuSpF3whIsmolYZWbrouPyQGUzWxFvZNtO0muE9MNppKXtJfiN9wlgL2A6G9pjZvbH+KJyAJKmAN3MbG503AB4y8z2jjeybSdprJkdEHccpUHSDHJo3ZGknoQO/sFAbWAsMNrMnog1sGIqNHs8LvX7k0RRYYT/A54zs6/jjqekJH0FHG1mM+KOxRVNUi0AM0ti2qsrI56OmGxvA4cBy6LjqoQKaQfGFlHxNTezveIOohQdYGat4w6iNOTCKGsh5QrdQM4nuekhk6IF+cOA5amTSZxxJffWHR1BWAt2j5n9HHcwJSHpROB2Nswe3ycpcbPHaY4G+gBDJa0HngOGmtn38YZVbHOS3gGTdFlUWOg+iljbntQZ8Wjw4magqZkdKak10MHMHo85NJcFvBOWbFXMLNUBw8yWSUpcKdfI65K6m9nIuAMpJR9Kam1mn8YdSCm4jdwaZX1D0gjg2ei4D/BajPGURBVCJ7Jr2jkDktgJy6l1R2Z2vqQdCMU5fpZUFahgZktjDq04rgLaF549JmyRkjjRWqrbgNsk7QxcQxhoSlRRmzTjJT1H2KIm/XcnSe8Dqc+X8bFGUfqeBAYTfocgbIfwHOCdMOedsIRbLmnfVG5xlHu8MuaYimss8FK0zu1Xkj/bMoTQEZtN+FBMtSeJs32JH2VNZ2aXSkpf4/aImb0UZ0zFZWZJLfZSlOviDqA0KezjeDZQl7DWrTnwEHBonHEVUy7NHgMQdZD7RF/rgMvijahE8oAVhPXhKYkajDGzV6LvT8UdSynLie0QXNnwTliyDQSGSfqZcJPfmPCBkkR3ESo8TcuRNSGPEzbOLbDGLaFyYZS1gKgEcuLLIEtqDtzHhg7laGCAmf0YX1TFY2bv5tK6I3JrH8dcmj1G0kdARUIa7wlmNjPmkEoklwZjJL1D0emIXYu4PAlyZTsEVwa8E5ZgZvaxpF0JFZ4g2RWefgA+yZEOGMAvZvbyli9LhMSPsgJIWkrR++gledZ1MPAMcEJ0fEp0rltsERVTDq47ypl9HHNp9jhyqpl9HncQpUXS74AHgUZmtkdUmfcYM7sp5tCKI73aaxVCZd6kbu0AcBEbb4dwwuaf4rYXXh0xgSR1NbP/RQUTNpLEGQpJTwItgdcpONuSyBL1kh4gVER7hRyZPdpeSKpjZgvjjmNrSJpsZm22dC4JcqlqJUC07+Ei4FSgP2Efx0/N7KrNPtGVuahS3bWEypUA7wI3JLVynaR3gUuBh1MbA0v6xMz2iDey0iFpnJntF3ccxSGpMiHdNX87BEJ67+rNPtFtF3wmLJkOAf5HqPBUWOJmKCLfRF+Voq+kq0rofCV29ihXq1VthbeBfeMOYivNl3QKG9LE+hLW6yRRrq07GkTYx3EacA4hfe+xWCPaRpLeN7OORcwiJ3n2GMK+TZ8AJ0bH/QgzyEUObCZANTMbl5p1jSRy9khS3bTDckBbNuyxlUQfmtm+hO1qAJA0keR8xrgy5J2wBDKza6MCFq+b2dC44ykNqf3AJNWIjpdt/hnZLUdy9HO1WtWWaMuXZI0/EtaE3R0djwGS+trLqXVHZrYeeDT6SiQz6xh9rxl3LKWslZn1Sju+XtLk2KIpuXmSWrFh3VFvkrvVwwRCO0ToSH5DGMxIFEmNgWZAVUn7sOFzJQ9IahVrV8o8HTHBJI03s3Zxx1EaJO0BPE2oJAYwj5C3P33Tz8peuVQwIb0C5/ZA0sRo5NJliMIQfnNCUY6O0enRSVx3JGmomZ0oaRpFzyAnrkKqpKfNrN+WziWFpA+BS83s/ej4IOAOM+sQb2TFI6kl8Ahhj9CFhI7LKWb2bZxxbc8knQacDrSj4EDmUuBJX5rgwDthiSbp74TOynMU3Kh1QWxBFZOkD4CrzOyd6LgzcLOZJXHjaSS9SSiY8HR06hTgZDNLYsGEdwiVN58HnjOzT2IOqUwlqROWY539aWa2Z9xxlJSkJmY2S9LFhK03CvxfRHtUJUrh34moyMjUpG5IL6kN8BQhzU3AAuA0M5saa2AlJKk6Ia03iXvRASCpCmH9ZEfCIMZo4CEzWxVrYMUkqVdUjde5jXgnLMEkfUPRI60tYwinRCRNKbwAv6hzSZFLBRMgP7XiREKKWB6hM5bEyltbJGlSanF7tsuxzv5TwP1m9nHcsZQGSdcSfmcWEAbKhpnZnHij2jbR3kZXEta4rkidBtYQKiReEVdspUFSHoCZLYk7lpKQVJtQAGZH0paZJHHdrqShhNmif0WnTgJqm1liKwpKOgrYnVDtEQAzuyG+iFy28E5YgkmqStEjRonbsFnSS8BECt5MtjWz4+KLqvgkvU1Y6J1eMOEMM0viRq35JO1J2NS0j5klsoDKllKrJNVNymxyLnX2JX0G7AR8R5jZT/IG5/micuF9CKW2fzSzw2IOaZtJuiXpHa500b5N17Lhs/N9QnXERBa1iTJJxlJoX8okbnws6dPCM6xFnUsKSQ8R1oB1IRTm6U3YAzFx69xc6fPCHMn2FLAEuDc6Pik6d+Imn5G9/ghcz4bqgaOjc0mVMwUTJO3GhpvI+YRR/YtjDapkdk8/kFSeUIELSFw6b+KrI0pqYWbfAIfHHUsZmQvMJvy/JGqzZkm7mtlnwDBJG6XoJnit6P8B7xHe0wBOJryvJa6DHKliZhfFHUQpmSjpADMbCyBpf5JdHOpAM9tL0lQzu17SnYSteJzzmbAky7URIwBJNQmj34mujphLokXszwFDzeznuOMprlxMrZK0A6Gz34Ewov8BcIGZfR9rYNtA0gQzayvp7aTPFKeTdB5hQKwBMIzw+/NpvFFtG0mPmtlZ0brQwszMumY8qFJQ1B5aSV6TKOlCYBnwKgX3pUzMgFJaIZuKhD21vo+OdwA+S+p9jaSPzGx/SWMJWyDMB6ab2U4xh+aygM+EJVvOjBhFaW5DiKojSppHWCidyCIQuVQwIakVw4rwlZnVTFWvizuY0hAVeTgm7jhKqJykK4HfSdpoNN8SumE78BtgoJkltvS5mZ0Vfe8SdyylbKSkPwCpLV56AyNijKek1gC3A1exYZ24AUlaH95zay6SVMfMFpZ1MKXo1WjN3u2EJRdGgretcKXLZ8ISTNIMNowYAfyWsBv7WhK2lsKrI2afzZTaTuRanVSFtyRVP9wUSfdu7vEkLciXtAtwLDAQeKjw46k9BF3mSdrs5sVJK7Odtum0gOpsWD9VDlhmCd18WtJMYD8zmxd3LGUtye/fkioTUkcXxx2Lyw7eCUuwKBVpk5JUCtmrI2aftFLbRb7OkvT6gvyOsRH2ohpd+HEzS8yMkqQfCaPedQj7AhWQtAX55pPHoQAADztJREFUCpvP9zGzZ7d4scsYSYOjHxsS9qD6X3TcBfjAzLZq9sKVLUkjgWPNbMUWL064JFWvBZA0lbAG8Tkz+zrueFx28XTEBEvaTfAWzJR0DQVnjmbGGE9JJb5ggpnNir7nyuvsKGBfwmvszphjKaklwJuEBd6dCSP7iWVm66N9tbwTlkXM7AzIv8lvnXpPkNQEeDLG0EpMUh1gZwqWDX8vvohKZDkwOVq7l74mLDEz4tsgaTMHRxMKWw2VtJ4N66sTs27XlR2fCXNZIfpAvJ6C5favT1jud74cKZiQSt3Z6CFCOmJSU3camNkvccdREpIuAP5MWPPxU/pDhP+bJK0FAXJr8/lcI2mGme2WdlyOUFxgt808LWtJ+hMwAGgOTAYOAD5McKGR04o6n7QZ8a2R8HTEnYFrCEsTyscdj4ufd8Jc7KIS4W/lyuLvqD1DzOzkuGPJhKQtlJb0CpsZTU1YWuKDZvbnuOMoDdHm84UlskOZayTdT5g1Ss1U9iEUuukfX1TFF61zbQ+MNbM2knYlrEHe7Bq4bBbtG/pbM/s87ljKUtLSESF/ULZP9LWOkJqY9GwMVwo8HdHFzszWSVovqVYuLFiN2rODpEpmtibueDLgbUKaX1LMBBoD/4qO+wJzgOGxRVRMudIBAzCzFnHH4IpmZudHRTo6RaceMbOX4oyphFaZ2SpJSKpsZp9FBWISSdLRwB1AJaCFpDaEzacTM6AE+QOY081s181clqhtLCR9RCi7Pww4wcySvMzClTLvhLlssQyYFhVPSE9FSmpO+0xgjKSXKdiepJbb3pykrUc6yMzapR2/Imm8mV0YW0QOSdWAiwij+WdHqTu7mNmrMYfmyK+EmKhqiJvxY1Q2fDjwpqSFQJLXvl4H7AeMAjCzyZISN4McDWB+Lum3m0rdT2B68qm5Pjvpis87YS5b5NIHPMDX0Vc5oGbMsZS1pOU0V5fUMjUiGd2sVI85JgeDgQmEKnwQ1roNI2xA62IUzYLdSqiSKBK+LtTMjot+vC4qZlELeCP1eNJSrIFfzWyxVGA8bP2mLs5ydYDpksZRcAAzUbN6aWZLugs4ODp+lzBLmfisH1dy3glzWSHXFhD73kZZbSAwKtpbB2BH4Oz4wnGRVmbWR1JfADNboUJ3lS42twFHm9mMuAMpbWb2bhGnk5ZiPV3SSUD5aAb5AkIxqCR6HrgbSNqM16Y8AXwCnBgd9yMMOCV2/aErPd4Jc7EqYiPgApK2IXCKpN8BlxBu8PN/z5JafWsLknajnAfsAbQAjiHMvOT8JqcJsCYqLmAAklqRVm7bxWpOLnbANiNp72n9CfsGriYUTxkB3BhrRMXXkNCJnEjowIywZFeQa2VmvdKOr5c0ObZoXFbx6oguVmkbAf8l+p6+T5iZ2aDMR1VykqYADxHSq9alzpvZhNiCKiZJT5tZv02dk1Q3SXn6kqaa2V6SOhJuVO4A/mpm+8cc2nZNUnfCjWRrYCRwEHCGmb0Ta2AOSfcQitkMp+A+VLmUQp4v4WXQywPVzWxJ3LEUVzQD3h04A2gHDAUeT+Jmx5I+BC41s/ej44OAO8ysQ7yRuWzgM2EuVqmNgCV1K1R29nJJE4FEdsKAtWb2YNxBlJLd0w+iD/m2qeMkdcAiqU7xUcCjZvZfSTfFGZADMxspaQJhzyYBA8zMZyizQx6wgnBjnGLk1jrexJL0DHAu4b3tYyBP0j1mdnu8kRWPmZmk2cBsYC1hndjzkt40s8vijW6bnQsMkVSL8L62ADg91ohc1vCZMJcVoun5v5jZmOj4QOABM2sTb2TbRlLd6McLgLnASxQcOU5Mh0XSFcCVQFXCDRiED5E1hBLVV8QVW0lIepVQ9KEbYd3HSmCcme0da2DbOUlvm9mhWzrnXFlL2l5UkiZH+52dTHhPGwRMSGI6v6QBwKmEFPHHgOFm9mu0QfiXZtYq1gCLSVIeQJJnKF3p85kwly3OBJ6IRosAFgF/jDGe4ppAGCFOrSm4NO0xA5JUNvgrM6spaaiZnbjlyxPjROAIQkrIIklNKPj/5DJIUhWgGlBfUh02/O7kAc1iC8zlk9QcuI+QIgowmjBT+WN8URXfllKsSdheVEBFSRWBY4H7o05LUkfY6wLHp7JkUsxsvaSeMcVUbJIqA72I1oenag2Z2Q0xhuWyhHfCXFaI1krtneqEJbV8a2rDWUlVzGxV+mPRzWaSXEEoEb5T3IGUJjNbQVoalZnNAmbFF9F27xxCxcqmhEGMVCdsCXB/XEG5AgYDzwAnRMenROe6xRZRyeRaivXDwLfAFOC9aK11ImdczOzazTyWxOIw/wEWE97bvNCQK8DTEV1WkNQIuBloamZHSmoNdDCzx2MOrViKWtidtMXe0cbZBrQnjHwXkOB9W1wWktTfzO6LOw63sVS625bOZbtcTbEuiqQKZrY27ji2d5I+MbM94o7DZSefCXPZ4knCyOpV0fEXwHNAojphkhoTUqiqStqHgqlV1WILrHiOIqwveBq4M+ZYXI4zs/sk7UGojlgl7fyQ+KJykfmSTiGUPwfoC8yPMZ7iytUUayQdRZjhS8+48JS3+H0gaU8zmxZ3IC77+EyYywqSPjaz9ukLohM60noaofJRO2B82kNLgSeTWNJZUgMz+yXuOFxuk3Qt0JnQCXsNOBJ438x6xxmXy99K5D6gA2F2/AOgv5n9EGtg2yiVjZC0rIQtkfQQYZCvC6GYRW9CsaEzYw3MIelTQkr/N4R0RBEKQCauaIorfT4T5rLFckn12LBR6wGEPOpEMbOngKck9TKzF+KOp5Q8sblF3p6W6EpJb2BvYJKZnRGlKP8r5phccANwmpkthPwqsHeQvOJJ8yWNBFpIernwgwl+Lzsw2vtwqpldL+lO4PW4g3JAGExyrkjeCXPZ4iLgZaClpDFAA8JNWSKZ2QtFpYcktCLSTMJGrakb4r7AHMLGrc6VllVRBbS1UTnnucBv4g7KAbBXqgMGoXBFlG6dNLmaYr0y+r5CUlNCqmiTGONxETP7TlJHYGczGyypAVAj7rhcdvBOmMsWnxL21FpBSN0bTlgXlkibSg+JNajiO8jM2qUdvyJpvJldGFtELhd9LKk28Cihktgy4MN4Q3KRcpLqFJoJS9z9g5mtAcZKOjDHUqxfjX53bgcmEjJKHo03JAf5adbtgF0I694rEgY0D9rc89z2wdeEuawgaSihpO6/o1MnAbXN7IRNPyt7RWkhe6V9rwG8bmad4o5tW0maARxlZjOj45bAf81st3gjc7lE0r+AdwmVOFcBeWY2Nd6oHICkUwlVBYdFp04A/mZmT8cXVfFJeoUo9b0oCU5LTO1LVSWp27zkGkmTgX2AiWnr3af6mjAHCRzJcjlrDzNrnXb8TrSgNalyKT1kIDBK0szoeEfg7PjCcTnqcaAToQBEK2CSpPfM7J54w3JmNkTSeKBrdOp4M0vy+3NOpVhHe1CeB3QkdC7fl/Rg4b0qXSzWmJml1lVLqh53QC57eCfMZYuJkg4ws7EAkvanYHXBpEmlh9xGSK2CkJaYRHnAHkAL4BjgQGBerBG5nGNm70h6j7AvXRfgXMKaSu+EZYGo05Xkjle6XEuxHkJI40/ts3cSYd1bIjNJcsxQSQ8DtSWdRShm46miDvB0RBczSdMII3cVCTnT30fHOwCfFZodSwxJVYE/E0b2jZBilciRybSUyo7AjYSqaH81s/1jDs3lEElvA9UJ68BGE8rTz403KpeLci3FWtKnhT8rizrnMkuSgObArkB3Qnn6EWb2ZqyBuazhM2Eubj3jDqCMPEUYmbw3Oj6JMFqZxA1C10XfjwIeNbP/SropzoBcTpoKtCXMui4GFkn60MxWbv5pzm2zXEuxzrVMkpwQpSG+ZmZ7At7xchvxTpiLlZl9F3cMZSSX1rj9FKVTdANujRZ+l4s5JpdjUqlgkmoSNjwfTFi3UznGsFxuyokU60KZJB9IKpBJEmdsLt9ESe3N7OO4A3HZxzthzpWNXBqZPBE4ArjDzBZJagJcGnNMLsdIOp+QvtsW+BZ4gpCW6Fxpu8bMhkUd/q6EFOsHgaSlWG9VJkn69gIu4/YHTpb0HbCckJJoXh3Rga8Jc65U5eoaN+fKmqRLCJ2uCWa2Nu54XO6SNMnM9pF0CzDNzJ5JnYs7trIgaaKZ7Rt3HNsjSTsUdT6VBeQd5O2bd8KcK0WbesNNyeH0S+ecSwRJrwI/EVKs9yVsKTLOzPaONbAykssdzKTzDvL2zdMRnStF3slyzrmst72lWPtoe/ZS3AG4+HgnzDnnnHPbDTNbAbyYdjwLmBVfRG475h3k7ZhXOHPOOeecy10+2+JcFvJOmHPOOedcQkl6egvnDs1gOG7beAd5O+adMOecc8655No9/UBSecJWDwCY2YKMR+SQVF7SlvZr8w7ydsw7Yc4555xzCSPpCklLgb0kLYm+lgJzgf/EHN52z8zWAZ9L+u1mrvEO8nbMC3M455xzziXPV2ZWU9JQMzsx7mBckeoA0yWNI2zWDICZHRNfSC5b+D5hzjnnnHMJk9pjyveayl6SLgB+AArMeJnZu/FE5LKJz4Q555xzziXPfEkjgRaSXi78oM+2ZIWGwAXAROAJYIT57IeL+EyYc84551zCSKoE7As8Dfyp8OM+25IdJAnoDpwBtAOGAo+b2dexBuZi5zNhzjnnnHMJY2ZrgLGSDjSzX+KOxxXNzEzSbGA2sJawTux5SW+a2WXxRufi5DNhzjnnnHMJJekVYJM3c56WGB9JA4BTgXnAY8BwM/tVUjngSzNrFWuALlY+E+acc845l1wzgcbAv6LjvsAcYHhsEbmUusDxZvZd+kkzWy+pZ0wxuSzhM2HOOeeccwklabyZtdvSOedcdvHNmp1zzjnnkqu6pJapg+jn6jHG45zbCp6O6JxzzjmXXAOBUZJmRsc7AmfHF45zbmt4J8w555xzLrnygD2AFsAxwIGEQhDOuSzm6YjOOeecc8l1jZktAWoCXYH7gQfjDck5tyXeCXPOOeecS6510fejgEfN7L9ApRjjcc5tBe+EOeecc84l10+SHgb6AK9Jqozf3zmX9bxEvXPOOedcQkmqBhwBTDOzLyU1AfY0s5Exh+ac2wzvhDnnnHPOOedcBvl0tXPOOeecc85lkHfCnHPOOeeccy6DvBPmnHPOOeeccxnknTDnnHPOOeecy6D/ByS5MgvUnbqbAAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "corr.price.sort_values()[::-1]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CrDxdWcDO-PV",
        "outputId": "8a30d404-98a1-4f6c-f980-700c1ad8dcdb"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "price            1.000000\n",
              "sqft_living      0.671307\n",
              "sqft_above       0.582012\n",
              "bathrooms        0.548583\n",
              "bedrooms         0.355346\n",
              "view             0.324040\n",
              "sqft_basement    0.312636\n",
              "floors           0.305319\n",
              "waterfront       0.141863\n",
              "sqft_lot         0.085856\n",
              "condition        0.059256\n",
              "yr_built         0.059101\n",
              "yr_renovated    -0.063173\n",
              "Name: price, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15, 10))\n",
        "sns.scatterplot(data=df, x=\"sqft_living\", y=\"price\", hue=\"bathrooms\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 606
        },
        "id": "s6I2Gf4jQf_C",
        "outputId": "b680d094-b8b0-4131-ddc9-23349a2282b2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15, 10))\n",
        "sns.scatterplot(data=df, x=\"sqft_above\", y=\"price\", hue=\"bathrooms\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 606
        },
        "id": "hsD-E9MXVma6",
        "outputId": "8b989e60-fe4e-49db-93b2-02337ff9912e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Separando dados de teste e treino"
      ],
      "metadata": {
        "id": "twm6-gurfTMq"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install --upgrade category_encoders"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "k323MUccBSCB",
        "outputId": "b42e72ee-9ec6-4de2-d828-4553a630b2b2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Requirement already satisfied: category_encoders in /usr/local/lib/python3.8/dist-packages (2.6.0)\n",
            "Requirement already satisfied: statsmodels>=0.9.0 in /usr/local/lib/python3.8/dist-packages (from category_encoders) (0.12.2)\n",
            "Requirement already satisfied: patsy>=0.5.1 in /usr/local/lib/python3.8/dist-packages (from category_encoders) (0.5.3)\n",
            "Requirement already satisfied: pandas>=1.0.5 in /usr/local/lib/python3.8/dist-packages (from category_encoders) (1.3.5)\n",
            "Requirement already satisfied: scikit-learn>=0.20.0 in /usr/local/lib/python3.8/dist-packages (from category_encoders) (1.0.2)\n",
            "Requirement already satisfied: scipy>=1.0.0 in /usr/local/lib/python3.8/dist-packages (from category_encoders) (1.7.3)\n",
            "Requirement already satisfied: numpy>=1.14.0 in /usr/local/lib/python3.8/dist-packages (from category_encoders) (1.21.6)\n",
            "Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.8/dist-packages (from pandas>=1.0.5->category_encoders) (2022.7.1)\n",
            "Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.8/dist-packages (from pandas>=1.0.5->category_encoders) (2.8.2)\n",
            "Requirement already satisfied: six in /usr/local/lib/python3.8/dist-packages (from patsy>=0.5.1->category_encoders) (1.15.0)\n",
            "Requirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.8/dist-packages (from scikit-learn>=0.20.0->category_encoders) (3.1.0)\n",
            "Requirement already satisfied: joblib>=0.11 in /usr/local/lib/python3.8/dist-packages (from scikit-learn>=0.20.0->category_encoders) (1.2.0)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split, cross_val_score\n",
        "from sklearn.metrics import mean_squared_error, mean_absolute_error, r2_score\n",
        "from sklearn.linear_model import LinearRegression\n",
        "from sklearn.linear_model import Ridge\n",
        "from sklearn.linear_model import Lasso\n",
        "from sklearn.linear_model import ElasticNet\n",
        "from sklearn.ensemble import RandomForestRegressor\n",
        "from sklearn.svm import SVR\n",
        "from xgboost import XGBRegressor\n",
        "from sklearn.preprocessing import PolynomialFeatures\n",
        "from category_encoders import MEstimateEncoder"
      ],
      "metadata": {
        "id": "fDMxL2IeanS-"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X = df[['street','statezip','city','bedrooms','bathrooms','sqft_living','sqft_lot','sqft_above','floors']]\n",
        "y = df[['price']]\n",
        "encoder = MEstimateEncoder(cols=['street','statezip','city'], m=0.5)\n",
        "encoder.fit(X,y)\n",
        "X_transformed = encoder.transform(X)\n",
        "X_train, X_test, y_train, y_test = train_test_split(X_transformed, y, test_size=0.3, random_state=50)"
      ],
      "metadata": {
        "id": "WS2JO3E9g-7S"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Executando Modelos"
      ],
      "metadata": {
        "id": "ypnLDKqyDauq"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def evaluation(y, predictions):\n",
        "    mae = mean_absolute_error(y, predictions)\n",
        "    mse = mean_squared_error(y, predictions)\n",
        "    rmse = np.sqrt(mean_squared_error(y, predictions))\n",
        "    r_squared = r2_score(y, predictions)\n",
        "    return mae, mse, rmse, r_squared"
      ],
      "metadata": {
        "id": "gOrxhnvsgeqV"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "random_forest = RandomForestRegressor(n_estimators = 100)\n",
        "random_forest.fit(X_train, y_train)\n",
        "predictions = random_forest.predict(X_test)\n",
        "\n",
        "mae, mse, rmse, r_squared = evaluation(y_test, predictions)\n",
        "print(\"MAE:\", mae)\n",
        "print(\"MSE:\", mse)\n",
        "print(\"RMSE:\", rmse)\n",
        "print(\"R2 Score:\", r_squared)\n",
        "print(\"-\"*30)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DT6OVfvd2OVt",
        "outputId": "05e9ae41-51e6-459b-8bc8-cc5a5b26dafa"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-31-39bb1992f9f0>:2: DataConversionWarning: A column-vector y was passed when a 1d array was expected. Please change the shape of y to (n_samples,), for example using ravel().\n",
            "  random_forest.fit(X_train, y_train)\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MAE: 0.00865679703325118\n",
            "MSE: 0.003125145413161596\n",
            "RMSE: 0.05590300003722158\n",
            "R2 Score: 0.9887886701642729\n",
            "------------------------------\n"
          ]
        }
      ]
    }
  ]
}