Stock_Prices_Prediction.ipynb

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    {
      "cell_type": "markdown",
      "source": [
        "# Import Libraries"
      ],
      "metadata": {
        "id": "6X5Q3Ht9E9Jh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "plt.style.use('bmh')"
      ],
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        "id": "XPtSAZ6uHM70"
      },
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Import Dataset\n"
      ],
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        "id": "ReBuNeWHIZdz"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "dataset=pd.read_csv('Tata-steel.csv')\n",
        "dataset.head(6)"
      ],
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          "data": {
            "text/plain": [
              "        Date  Open Price  High Price  Low Price  Close Price         WAP  \\\n",
              "0  03-Jul-15      308.00      308.00     299.75       300.95  302.708180   \n",
              "1  06-Jul-15      294.90      299.60     292.30       298.75  295.646338   \n",
              "2  07-Jul-15      300.75      303.25     296.00       297.45  299.477691   \n",
              "3  08-Jul-15      293.80      294.00     282.00       283.40  286.875105   \n",
              "4  09-Jul-15      285.20      287.25     279.60       280.55  282.860975   \n",
              "5  10-Jul-15      282.00      284.60     279.00       280.95  281.406322   \n",
              "\n",
              "   No.of Shares  No. of Trades  Total Turnover (Rs.)  Deliverable Quantity  \\\n",
              "0        499554           6430             151219082              118810.0   \n",
              "1        663354           9184             196118181              117663.0   \n",
              "2        877207           8581             262703927              211277.0   \n",
              "3       1446189          20272             414875621              563505.0   \n",
              "4        974983          13946             275784642              330248.0   \n",
              "5        702436           9268             197669931              135447.0   \n",
              "\n",
              "   % Deli. Qty to Traded Qty  Spread High-Low  Spread Close-Open  \n",
              "0                      23.78             8.25              -7.05  \n",
              "1                      17.74             7.30               3.85  \n",
              "2                      24.09             7.25              -3.30  \n",
              "3                      38.96            12.00             -10.40  \n",
              "4                      33.87             7.65              -4.65  \n",
              "5                      19.28             5.60              -1.05  "
            ],
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Date</th>\n",
              "      <th>Open Price</th>\n",
              "      <th>High Price</th>\n",
              "      <th>Low Price</th>\n",
              "      <th>Close Price</th>\n",
              "      <th>WAP</th>\n",
              "      <th>No.of Shares</th>\n",
              "      <th>No. of Trades</th>\n",
              "      <th>Total Turnover (Rs.)</th>\n",
              "      <th>Deliverable Quantity</th>\n",
              "      <th>% Deli. Qty to Traded Qty</th>\n",
              "      <th>Spread High-Low</th>\n",
              "      <th>Spread Close-Open</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>03-Jul-15</td>\n",
              "      <td>308.00</td>\n",
              "      <td>308.00</td>\n",
              "      <td>299.75</td>\n",
              "      <td>300.95</td>\n",
              "      <td>302.708180</td>\n",
              "      <td>499554</td>\n",
              "      <td>6430</td>\n",
              "      <td>151219082</td>\n",
              "      <td>118810.0</td>\n",
              "      <td>23.78</td>\n",
              "      <td>8.25</td>\n",
              "      <td>-7.05</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>06-Jul-15</td>\n",
              "      <td>294.90</td>\n",
              "      <td>299.60</td>\n",
              "      <td>292.30</td>\n",
              "      <td>298.75</td>\n",
              "      <td>295.646338</td>\n",
              "      <td>663354</td>\n",
              "      <td>9184</td>\n",
              "      <td>196118181</td>\n",
              "      <td>117663.0</td>\n",
              "      <td>17.74</td>\n",
              "      <td>7.30</td>\n",
              "      <td>3.85</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>07-Jul-15</td>\n",
              "      <td>300.75</td>\n",
              "      <td>303.25</td>\n",
              "      <td>296.00</td>\n",
              "      <td>297.45</td>\n",
              "      <td>299.477691</td>\n",
              "      <td>877207</td>\n",
              "      <td>8581</td>\n",
              "      <td>262703927</td>\n",
              "      <td>211277.0</td>\n",
              "      <td>24.09</td>\n",
              "      <td>7.25</td>\n",
              "      <td>-3.30</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>08-Jul-15</td>\n",
              "      <td>293.80</td>\n",
              "      <td>294.00</td>\n",
              "      <td>282.00</td>\n",
              "      <td>283.40</td>\n",
              "      <td>286.875105</td>\n",
              "      <td>1446189</td>\n",
              "      <td>20272</td>\n",
              "      <td>414875621</td>\n",
              "      <td>563505.0</td>\n",
              "      <td>38.96</td>\n",
              "      <td>12.00</td>\n",
              "      <td>-10.40</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>09-Jul-15</td>\n",
              "      <td>285.20</td>\n",
              "      <td>287.25</td>\n",
              "      <td>279.60</td>\n",
              "      <td>280.55</td>\n",
              "      <td>282.860975</td>\n",
              "      <td>974983</td>\n",
              "      <td>13946</td>\n",
              "      <td>275784642</td>\n",
              "      <td>330248.0</td>\n",
              "      <td>33.87</td>\n",
              "      <td>7.65</td>\n",
              "      <td>-4.65</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>10-Jul-15</td>\n",
              "      <td>282.00</td>\n",
              "      <td>284.60</td>\n",
              "      <td>279.00</td>\n",
              "      <td>280.95</td>\n",
              "      <td>281.406322</td>\n",
              "      <td>702436</td>\n",
              "      <td>9268</td>\n",
              "      <td>197669931</td>\n",
              "      <td>135447.0</td>\n",
              "      <td>19.28</td>\n",
              "      <td>5.60</td>\n",
              "      <td>-1.05</td>\n",
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          },
          "metadata": {},
          "execution_count": 2
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Number Of Trading Days"
      ],
      "metadata": {
        "id": "Q_FGPqBrM68f"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "dataset.shape"
      ],
      "metadata": {
        "colab": {
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        },
        "id": "jQ3pxK-zNLF-",
        "outputId": "a8fab988-6664-4c44-a6b8-ddb4a677703a"
      },
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(1485, 13)"
            ]
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Visualize The Close Price Data\n"
      ],
      "metadata": {
        "id": "GE64KYqkOi5e"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(16,8))\n",
        "plt.title('Tata Steel')\n",
        "plt.xlabel('Days')\n",
        "plt.ylabel('Close Price in INR')\n",
        "plt.plot(dataset['Close Price'])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 572
        },
        "id": "Sltqi_BUOoh_",
        "outputId": "db897430-6719-48be-bc02-fcc6ff35a62f"
      },
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x800 with 1 Axes>"
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            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Get The Close Price"
      ],
      "metadata": {
        "id": "oVIuzUh1QIUV"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "dataset=dataset[['Close Price']]\n",
        "dataset.head(4)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 175
        },
        "id": "UzTn6wM4QNJ6",
        "outputId": "1fbdd417-240e-4ca3-d9fd-58267b20f115"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   Close Price\n",
              "0       300.95\n",
              "1       298.75\n",
              "2       297.45\n",
              "3       283.40"
            ],
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              "\n",
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              "      <th>Close Price</th>\n",
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              "      <td>300.95</td>\n",
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              "      <td>297.45</td>\n",
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              "\n",
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              "          document.querySelector('#df-636ccd23-2ca3-4cd1-94b8-164af3618b91 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
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              "\n",
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              "          const element = document.querySelector('#df-636ccd23-2ca3-4cd1-94b8-164af3618b91');\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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              "          docLink.innerHTML = docLinkHtml;\n",
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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Predicting For 'x' Days In Future"
      ],
      "metadata": {
        "id": "oxejxf-fbwBK"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "future_days=25\n",
        "dataset['Prediction']=dataset[['Close Price']].shift(-future_days)\n",
        "dataset.tail(4)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 302
        },
        "id": "i8wngROhcdqd",
        "outputId": "6c649eff-a3d9-4b85-82df-7a8ef3d14525"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-6-9b8e8ebf35b4>:2: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  dataset['Prediction']=dataset[['Close Price']].shift(-future_days)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "      Close Price  Prediction\n",
              "1481      1172.45         NaN\n",
              "1482      1166.85         NaN\n",
              "1483      1163.35         NaN\n",
              "1484      1135.95         NaN"
            ],
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              "            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",
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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Creating Feature Dataset(X) And Removing last 'x' rows/days"
      ],
      "metadata": {
        "id": "nuBLdmyrc8AH"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "X=np.array(dataset.drop(['Prediction'],1))[:-future_days]\n",
        "print(X)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SuEWC709dOPP",
        "outputId": "bc064382-db70-4f24-ae21-28cb5e8c88c5"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[ 300.95]\n",
            " [ 298.75]\n",
            " [ 297.45]\n",
            " ...\n",
            " [1081.85]\n",
            " [1096.6 ]\n",
            " [1103.75]]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-7-665f2d3b62cb>:1: FutureWarning: In a future version of pandas all arguments of DataFrame.drop except for the argument 'labels' will be keyword-only.\n",
            "  X=np.array(dataset.drop(['Prediction'],1))[:-future_days]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Creating The Target Dataset"
      ],
      "metadata": {
        "id": "fS58KaxGeBrH"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "y=np.array(dataset['Prediction'])[:-future_days]\n",
        "print(y)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wXIRlz1zeJse",
        "outputId": "d5de0784-15c3-42d9-9879-319cbc1a45bc"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[ 262.05  261.15  246.9  ... 1166.85 1163.35 1135.95]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Splitting Data Into Training and Test Set"
      ],
      "metadata": {
        "id": "CdOJaR1Qef3V"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.25, random_state = 0)"
      ],
      "metadata": {
        "id": "vWqv0ij1em6X"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Creating the Models"
      ],
      "metadata": {
        "id": "V02hCQ-VfD8i"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#Creating the random forest regressor model\n",
        "from sklearn.ensemble import RandomForestRegressor\n",
        "ran = RandomForestRegressor(n_estimators = 10, random_state = 0)\n",
        "ran.fit(X, y)\n",
        "#Creating the linear regression model\n",
        "from sklearn.linear_model import LinearRegression\n",
        "li = LinearRegression()\n",
        "li.fit(X_train, y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 75
        },
        "id": "sSJbmCx-fHpT",
        "outputId": "bf107e39-2e05-4e95-db9d-4df87d81f2fd"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearRegression()"
            ],
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            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Get The Last 'x' Rows Of Feature Dataset"
      ],
      "metadata": {
        "id": "BHP4Xv7EDM78"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "x_future=dataset.drop(['Prediction'],1)[:-future_days]\n",
        "x_future=x_future.tail(future_days)\n",
        "x_future=np.array(x_future)\n",
        "x_future"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "r_LO_eZZDXVm",
        "outputId": "1190fcd1-ef62-4fd8-8414-a2539cea07c1"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-11-e3b29c985b4c>:1: FutureWarning: In a future version of pandas all arguments of DataFrame.drop except for the argument 'labels' will be keyword-only.\n",
            "  x_future=dataset.drop(['Prediction'],1)[:-future_days]\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[ 925.2 ],\n",
              "       [ 940.4 ],\n",
              "       [ 977.15],\n",
              "       [ 971.05],\n",
              "       [1031.6 ],\n",
              "       [1033.95],\n",
              "       [1064.55],\n",
              "       [1064.05],\n",
              "       [1068.95],\n",
              "       [1100.55],\n",
              "       [1182.35],\n",
              "       [1216.55],\n",
              "       [1233.9 ],\n",
              "       [1178.65],\n",
              "       [1132.1 ],\n",
              "       [1150.65],\n",
              "       [1179.5 ],\n",
              "       [1164.3 ],\n",
              "       [1104.85],\n",
              "       [1112.5 ],\n",
              "       [1091.85],\n",
              "       [1104.9 ],\n",
              "       [1081.85],\n",
              "       [1096.6 ],\n",
              "       [1103.75]])"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Show The Predction Of Models"
      ],
      "metadata": {
        "id": "PEam9A1kZihh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#Prediction Of Forest Model\n",
        "ran_prediction=ran.predict(x_future)\n",
        "print(ran_prediction)\n",
        "#Prediction of Linear Regression Model\n",
        "li_prediction=li.predict(x_future)\n",
        "print(li_prediction)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "G99qSGIMbNb4",
        "outputId": "d309af38-e101-475a-86d8-23d720e2c853"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[1139.615 1118.36  1122.81  1122.07  1118.    1123.04  1108.43  1106.51\n",
            " 1113.185 1147.5   1143.34  1155.44  1148.98  1104.64  1092.72  1100.95\n",
            " 1112.56  1101.71  1139.2   1159.9   1173.03  1162.88  1166.43  1162.25\n",
            " 1135.06 ]\n",
            "[ 962.48957903  978.43402653 1016.98392426 1010.58516573 1074.10071152\n",
            " 1076.56580702 1108.66449738 1108.14000898 1113.27999534 1146.42766251\n",
            " 1232.2339655  1268.10897237 1286.30872001 1228.3527513  1179.52288084\n",
            " 1198.98140065 1229.24438159 1213.29993409 1150.93826279 1158.96293538\n",
            " 1137.30156427 1150.99071163 1126.81179618 1142.28420411 1149.7843883 ]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Visualize The Data Of Random Forest Regressor"
      ],
      "metadata": {
        "id": "V9SMNjTxeWhS"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "Prediction=ran_prediction\n",
        "\n",
        "valid=dataset[X.shape[0]:]\n",
        "valid['Prediction']=Prediction\n",
        "plt.figure(figsize=(16,8))\n",
        "plt.title('Model')\n",
        "plt.xlabel('Days')\n",
        "plt.ylabel('Close Price in INR')\n",
        "plt.plot(dataset['Close Price'])\n",
        "plt.plot(valid[['Close Price','Prediction']])\n",
        "plt.legend(['Orig','Val','Pred'])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 699
        },
        "id": "eFmPTepFeaRd",
        "outputId": "6ed00914-7511-4aa5-d401-9ff395ca63c4"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-13-554c62fc6c02>:4: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  valid['Prediction']=Prediction\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x800 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Visualize The Data Of Linear Regression"
      ],
      "metadata": {
        "id": "y2nYpupWjdCH"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "Prediction=li_prediction\n",
        "\n",
        "valid=dataset[X.shape[0]:]\n",
        "valid['Prediction']=Prediction\n",
        "plt.figure(figsize=(16,8))\n",
        "plt.title('Model')\n",
        "plt.xlabel('Days')\n",
        "plt.ylabel('Close Price in INR')\n",
        "plt.plot(dataset['Close Price'])\n",
        "plt.plot(valid[['Close Price','Prediction']])\n",
        "plt.legend(['Orig','Val','Pred'])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 699
        },
        "id": "NvClnottjneP",
        "outputId": "a9359c2d-09d1-4441-897f-f91ce1881d62"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-14-02f9ea1887a5>:4: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  valid['Prediction']=Prediction\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x800 with 1 Axes>"
            ],
            "image/png": 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wGNSePXskSbNmzdLWrVvV1tamnJwcTZgwQevXr4/73e3evVuSdNBBB2nHjh1qbW1Vdna2Jk+erLVr10qSxo0bJ5/Pp127dkmSpk+frt27d6u5uVl+v1/Tp0/X6tWrJUljx45VVlZWdE3UadOmae/evWpsbJTP59OsWbO0cuVKSVJJSYlyc3O1fft2SdKUKVNUW1urhoYGZWRkaPbs2Vq1apUikYiKi4tVWFiorVu3SpImTZqkxsZG1dXVyePxaO7cuVqzZo1CoZAKCwtVUlKizZs3S5ImTJig1tZW1dTUSJLmzp2r9evXKxAIKD8/X+PGjdOmTZskSZWVlero6NDevXslSbNnz9bmzZvV3t6uvLw8jR8/Xhs2bJAkjR8/XuFwWNXV1ZI61wjZtm1b9P2eOHGi1q1bJ0kqKyuTx+OJvt8zZszQrl271NLSoqysLE2ZMiXh+x0Oh9XW1qbq6mo1NTUlfL+zs7O1Y8cOSdLUqVNVU1OjhoaGXu/3mDFjlJ+fH50eMHnyZNXX16u+vl5er1dz5szR6tWrFQ6HVVRUpKKiorj3u6mpKfrFxLx587R27VoFg8GE73dbW5v27dsnSZozZ442btyojo4O5efnq6ysrN/MbtmyRe3t7crNzVVFRUX0/S4vL1ckEol7v7dv3x7N7KRJk+Leb6/XGz1/zZgxQ1VVVWpublZWVpamTp2qNWvWSJJKS0vl9/vjMrtnzx41NTUpMzNTBx10kFatWhXNbE5OTsL3O1FmCwoK4t7vhoaGPjM7ZswYbdmyRZI0ceJEtbS0RDMb+34XFBSotLQ0LrPt7e0J3++8vDyVl5f3+X5PmzZNGzdu5Bwxgs8RXe93Op4j2tvbtXLlSs4RI/gckc6fI8LhsKqqqjhHjOBzRDp/jigpKVFNTQ3niBF8juh6v9PtHFFWVqbq6mrOESP8HJGunyN8Pp9Wrlzp6DliX32DYrUHg1q5cuWgzxGFeTG7mnsSNyV37NipvPXtrjpH9Pc5YqDNaE8kTYe1eTwePfHEE/rsZz/b675AIKBzzz1X27dv10svvRRtVt5yyy166KGHov9BdSkrK9NNN92kr371q/rUpz6ladOm6de//nX0/pUrV2r+/PlauXKl5s6d2+v1gsGgXn75ZU2fPj1uBGJWVpY8Ho8aGhpUUlLi6OjEoWptbXXkG4yufyByc3OH/bUxfFauXKl58+Y5XQZcinzBEvmCJfIFS+QLVsgWLKVDvh56Z5ce+VdV9Lo/w6NnvnzYoJ9nX3WTHvjZq5KkabNKtWnt3l7HfPz02Vq4aFqv290qFArpvffe0wknnCCfr+/xkyNuZGUgEND555+vLVu26MUXX4w2KqXOb226vkHoEgwGVVNTo/Hjx0eP6ep6d+m63nVMXwoKCpSR0XsHp8LCQtXW1ioSicjj8ST1czmtqalJ+fn5w/qakUhEmZmZNCoBAAAAAEBaaAuE4q4Hk94NfCAb7KTl+EHHjahmZVejct26dfrHP/6hsWPHxt1/9NFHq66uTu+8846OOOIISdKLL76ocDiso446KnrM9773PQUCAWVmZkqSXnjhBc2ePbvfKeD98fv9vWoZaSKRyIj/GZC+ei7PAKQS+YIl8gVL5AuWyBeskC1YSod89dxgJxyRQuGIMryDG5wWt2alv/fAN4k1K/uSVvOWm5qatHz5ci1fvlyStGnTJi1fvlxbt25VIBDQeeedp7fffluPPPKIQqGQqqqqVFVVFV1Dce7cuTr11FN12WWX6c0339Rrr72mq666ShdccIEqKyslSV/4whfk9/t16aWX6sMPP9SSJUt055136utf/7pTP3ZaGKkjQjEykC9YIl+wRL5giXzBEvmCFbIFS+mQr57NSknqSGJH8LhmZWbiZmU4yZ3G3S6tmpVvv/22Dj/8cB1++OGSpK9//es6/PDDdeONN2rHjh166qmntH37dh122GGqqKiI/u/111+PPscjjzyiOXPm6KSTTtLpp5+uRYsW6Z577oneX1RUpOeff16bNm3SEUccof/4j//QjTfeqMsvv3zYf9500nNqPJBK5AuWyBcskS9YIl+wRL5ghWzBUjrkq+du4FJyO4LHNiK9GYmbsEwDTyytpoF//OMfV3/7/QxkL6CSkhI9+uij/R5z6KGH6p///Oeg6wMAAAAAAIB7JRpZGUhi3crYkZV9bcgcCoUVDodH9IbNFng3IEmaMWOG0yXAxcgXLJEvWCJfsES+YIl8wQrZgqV0yFeiZmUwqZGVMc3KPkZWrnn87/rT/DO17u01g35+N6NZCUnSrl27nC4BLka+YIl8wRL5giXyBUvkC1bIFiylQ74Sj6xMZs3KmGngfWzO429oUH5tjd694sZBP7+b0ayEJKmlpcXpEuBi5AuWyBcskS9YIl+wRL5ghWzBUjrkqz1Bs/Lx96t1/1s7EzYy+zKQaeCRjM6Nd4q2bxtkle6WVmtWwjlZWVlOlwAXI1+wRL5giXzBEvmCJfIFK2QLltIhX6EE61P+7+p9kiSPpC9/tHJAzxPXrOxjGnjEm3iX8NGOkZWQJE2ZMsXpEuBi5AuWyBcskS9YIl+wRL5ghWzBUjrkK9TP5s6PvTfw3cpj16yMhMM6+cx5yvB5NfuQ8d2306xMiGYlJElr1651ugS4GPmCJfIFS+QLlsgXLJEvWCFbsJQO+QomsfN3IrFrVq655VeqX/uhrrnxZJ105rzo7bHNyrrq2pS8rhvQrAQAAAAAAAAkhQa/l05CsdPAfcEOtX7rh8rweZWR0d2KC2d0Nyt3rNmamhd2AZqVkCSNGzfO6RLgYuQLlsgXLJEvWCJfsES+YIVswVI65CvRmpXJiG1WemJGWWbErF8ZO7Jy+7urU/K6bkCzEpIkn4+9lmCHfMES+YIl8gVL5AuWyBeskC1YSod8HWgaeKSfNS1jxa5ZGdus9MaMrIxtVu775zsDLdH1aFZCkrRr1y6nS4CLkS9YIl+wRL5giXzBEvmCFbIFS+mQr/422JGkpo7QgJ4ndmSlIjHNSq9HHm/n6MpIzDTw7BXvKxQa2HO7Hc1KAAAAAAAAQAeeBl7TEhjQ84RjFr/0hEMK+LOi17umgseOrMxtqNeyJ14ZTKmuRbMSkqTp06c7XQJcjHzBEvmCJfIFS+QLlsgXrJAtWHI6X+FIRAdasrKuNTig5woGuo/zhMMKxYyi9Ho723GxzUpJ2vzQkwMr1OVoVkKSVF1d7XQJcDHyBUvkC5bIFyyRL1giX7BCtmDJ6XwNZHOdjtDA1qys2lQVvewJh5XZ0RG97u2aBu7LVO3sOQpkZkqSfNt2DKZc16JZCUlSU1OT0yXAxcgXLJEvWCJfsES+YIl8wQrZgiWn83WgzXUkKRCzWU5/9q3f1n0lElZGKKj21nZJ0v6BlQrkF6l5wkwFcnIlSRltrYMr2KVoVkKS5Pf7nS4BLka+YIl8wRL5giXyBUvkC1bIFiw5na/YXmVOZuKWWXCAIysDNQ3Ry127gbc0tnTeF+jeSKdu6uEKZudIknxtbYOq161oVkKS8+tCwN3IFyyRL1giX7BEvmCJfMEK2YIlp/MVO7Iyx5e4ZRYYwOhLSYrE7OwdbVY2NHc+R0f86Mxwbmez0t/epvAAR266Gc1KSJJWr17tdAlwMfIFS+QLlsgXLJEvWCJfsEK2YMnpfMU1KzMzEh4TGODIythhmp5IV7OyJfGhOTn7j4tEG5qjmc/pAgAAAAAAAACnheKalX1MAx/oyMrYZmW4c5RlW2PiZuW++ccrkD1OOXt3afe2WuUXFwy0ZFeiWQlJ0tixY50uAS5GvmCJfMES+YIl8gVL5AtWyBYsOZ2v0IBGVg5wmnZsU3P/1O62/aMms7K8am/vfp72wjLtObys8/JLmzXjkMmDKdt1mAYOSVJ2drbTJcDFyBcskS9YIl+wRL5giXzBCtmCJafzFYp0Nxhz+xhZOdA1KxXpbkZ2TQNv3z+ycs5BWX0+LC9nYE/vZjQrIUnasWOH0yXAxcgXLJEvWCJfsES+YIl8wQrZgiWn8xU7xTt7iLuBK+awrg122ptbJUl5/pDGrH474cOyvMGBPb+L0awEAAAAAADAqBc7DTy3j2ngA16zMqbl5gkGJEmB/SMrg20BZbS3JXxcZijx7aMJa1ZCkjR16lSnS4CLkS9YIl+wRL5giXzBEvmCFbIFS07nK3Y5Sn+GJ+ExA16z0tvd7PTub1Z2NHc2KwNt7cpob+31kIzWZoWbQwOs1r0YWQlJUk1NjdMlwMXIFyyRL1giX7BEvmCJfMEK2YIlp/MVO2rS6+2jWTnQkZWxzcpAhyQp1No5ajLU1hGdGh4rq36vAs2JdwwfTRhZCUlSQ0OD0yXAxcgXLJEvWCJfsES+YIl8wQrZgiWn8xW7wY7Pk7hZOeBp4BndLTdvqHNkZahlf7OyvUNhX2avx/hamhRsDAy4XreiWQlJks9HFGCHfMES+YIl8gVL5AuWyBeskC1YcjpfsY3IjL5GVg5wg52uZqUnGJBnfxM03NYuSQp1dCi7dnevx2S2NinYyAY7TAOHJGnWrFlOlwAXI1+wRL5giXzBEvmCJfIFK2QLlpzOV+wGO74hTAMPdASiIye71quUpHDMNPCCbetUvPZfcY/ztTYp1MQ0cJqVkCStXLnS6RLgYuQLlsgXLJEvWCJfsES+YIVswZLT+QoNYGRlcAAb7LS3tCmc6ZckeULdIyUjbZ1rV4Y7OuSRNPHVp+MeF5g1XWXHLxxs2a7D+G0AAAAAAACMevHTwKWPTCjQuzsa44450DTwTR9sVKbfr4ivs1mpcPfu3pG2zpGV4fbE61J+4przNG3WuGRKdxVGVkKSNGbMGKdLgIuRL1giX7BEvmCJfMES+YIVsgVLTuer5wY73zx+ii79aKV+cvpB0dv722DnuTt+rzUnX6R/nbg4Og3co5iRmO2da1aGOzoSPj4vP2so5bsGIyshScrPz3e6BLgY+YIl8gVL5AuWyBcskS9YIVuw5HS+ek4DH5uXqc8vKFdLR/foyNg1K9fd+0d9cOfvlNnaoo/+5ofSrXd1PlaS9u8mHrepePv+aeB9jKzMzu29Q/hoxMhKSJK2bdvmdAlwMfIFS+QLlsgXLJEvWCJfsEK2YMnpfMUuRxm7ZqUvo/ty7DTwN9ZWK2dPtXxNTfrXhddFb+8aVSlJ3pjOm2d/szLS0d2snDmzs0FbVlmogqLsof8QLsDISgAAAAAAAIx6wT52A4+9HAx3dzTXtnqUaIXJcNd6leocWRn0ZcoXDMjb0TkNPBIzDXzO/BJ97JRDVTIuTx5P4k19RhtGVkKSNHnyZKdLgIuRL1giX7BEvmCJfMES+YIVsgVLTucr2Mdu4F6PJ9qwjB1Z2Z6dk/B5unYC73weKejvvO5NMLLSn5ut8spCZWZmpOAncAealZAk1dfXO10CXIx8wRL5giXyBUvkC5bIF6yQLVhyOl/hmA12MnqMcow2K2Mamh19NStjp4FneBTK7LzeNbJSge5mZVYOm+r0RLMSkpw/IcDdyBcskS9YIl+wRL5giXzBCtmCJafz1dc0cEnK3L9uZTBmZGVbduI1JmOngXt9HoX9nQ3JjK7p37EjK2lW9kKzEpIkr5cowA75giXyBUvkC5bIFyyRL1ghW7DkdL567gYeK3P/9dZA987g7VnxIytr5s6TJIUzu0dW+jK8Cmd1Ni99gYCeve1Rlby3PHq/P5tmZU+cZSBJmjNnjtMlwMXIFyyRL1giX7BEvmCJfMEK2YIlp/PV38jKrh3Ba1qD+svqvZKk9qz4kZXeyRMkSaHM7gakLzszOrLSFwzIc9vP4x6TleMX4tGshCRp9erVTpcAFyNfsES+YIl8wRL5giXyBStkC5aczlf8yMr4+9oC3buA/+zVbZKk1h7NSn/5OAUyM9U08aDobcVlhYpkJW5IBvxZyszKTHjfaEazEpKkcDh84IOAJJEvWCJfsES+YIl8wRL5ghWyBUtO5ytmOcpeG+w0tIfirkciEbV6fXG3+YvzVXXUKaqfcYgkyRMMatrccqmPZmVr8RjHp76nI94RSJKKioqcLgEuRr5giXzBEvmCJfIFS+QLVsgWLDmdr/6mgffU0B5SWPHHZBUXqHHq3Oj1vKotqpw1UcpKvC5lcGzJEKp1L5qVkOT8CQHuRr5giXzBEvmCJfIFS+QLVsgWLDmdr/422Onpc797v9dtOcWFisTsBD7+rRdUVFokTx+7hnvKSpOs1N1oVkKStHXrVqdLgIuRL1giX7BEvmCJfMES+YIVsgVLTuerv2bl8dOKD/j47OJ8RfZP687Zs0PZtdXyer3y5CQeWekbOyb5Yl2MZiUAAAAAAABGvf6mgV9+1IQDPt6XnS3tnxruDQait2eOSTxi1JORkUSV7kezEpKkSZMmOV0CXIx8wRL5giXyBUvkC5bIF6yQLVhyOl+xzcqeG+yU5ft19vxx/T4+p7ggetkb6FDtCSdIkvImVSQ8PnNscZKVuhvNSkiSmpqanC4BLka+YIl8wRL5giXyBUvkC1bIFiw5na+2YPdu5DmZvVtmBVm9R0L+4dJr1VBSqrrTT1X51Mro7aGysfrErV+TJBVPHd/rca15Bfr4VZ9LRdmuQ7MSkqTa2lqnS4CLkS9YIl+wRL5giXzBEvmCFbIFS07nqy3Q3azMTtCszM/y9botsuBgnb/yKV1w/40KdISit89YtEDjp3Q2KctmTIx7jOd71+mT7/xRRaVsWJUIzUoAAAAAAACMeq3B7mZjTmbvUZThSKTXbeUF3bt/xzYrM/3dj6+YEb/e5fSjD1V+zJRxxKNZCUnSvHnznC4BLka+YIl8wRL5giXyBUvkC1bIFiw5na/W/SMrPZKyMjy97vd6et82NjczejnQEYxe9sc0K3Pyc+IeUzYt8RqW6ESzEpKktWvXOl0CXIx8wRL5giXyBUvkC5bIF6yQLVhyOl9d08BzMr3yJGhMnjhjjDJ77BIe36yMGVnZY8p43dRpkqQOf5YKxuSnrGY3olkJSVIwGDzwQUCSyBcskS9YIl+wRL5giXzBCtmCJafz1TUNPNF6lZJUmO3TQ5+PH/1ZEtOs7IhtVvaYRn7UvT9U43lna+pDt8vrpR3Xn94rg2JUKiwsdLoEuBj5giXyBUvkC5bIFyyRL1ghW7DkdL66poHn+HqvV9mlNM8fdz1uZGV7d7M1s8fO4dMOnq5pP/9mKsp0PVq5kCSVlJQ4XQJcjHzBEvmCJfIFS+QLlsgXrJAtWHI6X13TwPsaWZlISW73OMDYkZV+P+MDk0WzEpKkzZs3O10CXIx8wRL5giXyBUvkC5bIF6yQLVhyMl+BUFiBcOdu3zm+gbfLirK7m5J97QaOwaFZCQAAAAAAgFGtLRiOXj7QyMqz5pVKkoqzfSrP754WTrMyNRiTCknShAkTnC4BLka+YIl8wRL5giXyBUvkC1bIFiw5ma+u9SolKSez/0bjlxZWalpJjuaX5ykzo7ux2dHRvWaln2Zl0hhZCUlSW1ub0yXAxcgXLJEvWCJfsES+YIl8wQrZgiUn89UW26w8wDTwPH+GTp9TqiljcuJur69piV5mZGXyaFZCkrRv3z6nS4CLkS9YIl+wRL5giXzBEvmCFbIFS07mqzXYPYU7ZxAb7HTZta1Om9d11p+b51dRSW7KahttaFYCAAAAAABgVIudBp59gGngiVTtaIhePvKEacrIoOWWLN45SJLmzJnjdAlwMfIFS+QLlsgXLJEvWCJfsEK2YMnJfLUOYhp4IuFQ9+PzC7JTUtNoRbMSkqSNGzc6XQJcjHzBEvmCJfIFS+QLlsgXrJAtWHIyX43t3ZvjHGg38ERCMc1Kb4YnJTWNVjQrIUnq6OhwugS4GPmCJfIFS+QLlsgXLJEvWCFbsORUvtqDYf3mzZ3R61PHDH5kZCgYiV7OSGJkJrrx7kGSlJ+f73QJcDHyBUvkC5bIFyyRL1giX7BCtmDJqXz99z82q76tc2RlbqZXh4wffB2xIytZr3JoePcgSSorK3O6BLgY+YIl8gVL5AuWyBcskS9YIVuw5FS+Vu1pjl4+anKRMpNoNoaZBp4yNCshiXVHYIt8wRL5giXyBUvkC5bIF6yQLVhyKl9tMZvr/PvRE5N6DkZWpg7vHgAAAAAAAEalSCQS3Ql89rhcFWX7knqeUChmzUqalUPCuwdJUkVFhdMlwMXIFyyRL1giX7BEvmCJfMEK2YIlJ/LVFgyrq82Yk8Qu4F3CjKxMGd49SJKCwaDTJcDFyBcskS9YIl+wRL5giXzBCtmCJSfy1RozBTwnMyPp5wmxZmXK0KyEJGnPnj1OlwAXI1+wRL5giXzBEvmCJfIFK2QLlpzIV1yz0jeUkZUx08CH8DygWQkAAAAAAIBRqi0Yil4eyjRwNthJHd49SJJmzZrldAlwMfIFS+QLlsgXLJEvWCJfsEK2YMmJfLWkbBp498hKpoEPDc1KSJK2bNnidAlwMfIFS+QLlsgXLJEvWCJfsEK2YMmJfLUGGFmZbnj3IElqb293ugS4GPmCJfIFS+QLlsgXLJEvWCFbsOREvtpStWZlkGZlqvDuQZKUm5vrdAlwMfIFS+QLlsgXLJEvWCJfsEK2YMmJfMVNA/enZhp4BtPAh4RmJSRJFRUVTpcAFyNfsES+YIl8wRL5giXyBStkC5acyFfcNPAhjKyMTgP3SB4vzcqhoFkJSdKGDRucLgEuRr5giXzBEvmCJfIFS+QLVsgWLDmRr7ZgajbYCe9vVmZkeOXx0KwcCpqVAAAAAAAAGJXidwMfysjKzmngTAEfOpqVkCSVl5c7XQJcjHzBEvmCJfIFS+QLlsgXrJAtWHIiX20p3g2czXWGjncQkqRIJHLgg4AkkS9YIl+wRL5giXzBEvmCFbIFS07ka0NNa/Ryjm8oG+x0Niu9NCuHjHcQkqTq6mqnS4CLkS9YIl+wRL5giXzBEvmCFbIFS8Odrw93N+mDqmZJUnG2T5VFWUk/V3j/NHAv08CHjGYlAAAAAAAARp2N+7pHVZ598Dj5hrCLdyjINPBU4R2EJGnmzJlOlwAXI1+wRL5giXzBEvmCJfIFK2QLloY7X8Fw97Tz8QX+IT0Xa1amDu8gJEnbt293ugS4GPmCJfIFS+QLlsgXLJEvWCFbsDTc+QrENCt93qG1yMLRZiXTwIeKZiUkSa2trQc+CEgS+YIl8gVL5AuWyBcskS9YIVuwNNz5Coa6m5WZQ2gyRiIRhaJrVtJqGyreQUiSsrOznS4BLka+YIl8wRL5giXyBUvkC1bIFiwNd76CcSMrk29WhmOeh2ngQ8c7CEnSpEmTnC4BLka+YIl8wRL5giXyBUvkC1bIFiwNd74C+6duS1LmUDbXiXkepoEPHc1KSJLWrVvndAlwMfIFS+QLlsgXLJEvWCJfsEK2YGm48xW3ZuUQmozrP6yOXvb6aLUNFe8gAAAAAAAARp3YaeCZQ9hg5y//syJ6mWngQ8c7CElSWVmZ0yXAxcgXLJEvWCJfsES+YIl8wQrZgqXhzlcgRRvsxGpt7kjJ84xmNCshSfIO4RsE4EDIFyyRL1giX7BEvmCJfMEK2YKl4c5XKjbYicQ8hyTt3lE/pJpAsxL7VVVVOV0CXIx8wRL5giXyBUvkC5bIF6yQLVga7nzFbrCT7JqVwWA47rovM2NINYFmJQAAAAAAAEah+DUrk21WhuKun3jG3CHVBJqV2G/GjBlOlwAXI1+wRL5giXzBEvmCJfIFK2QLloY7X7FrViY7DTzQ0d2sHFuWr/mHTxhyXaNdWjUrX3nlFZ1xxhmqrKyUx+PRk08+GXd/JBLRjTfeqIqKCuXk5Ojkk0/uta19TU2NFi9erMLCQhUXF+vSSy9VU1NT3DErVqzQcccdp+zsbE2aNEm33nqr9Y+W9hjKD0vkC5bIFyyRL1giX7BEvmCFbMHScOcrbmRlkrt4BwPdzcryCYVDrglp1qxsbm7WggUL9Itf/CLh/bfeeqvuuusu/epXv9KyZcuUl5enU045RW1tbdFjFi9erA8//FAvvPCCnnnmGb3yyiu6/PLLo/c3NDToU5/6lKZMmaJ33nlHP/nJT/SDH/xA99xzj/nPl86am5udLgEuRr5giXzBEvmCJfIFS+QLVsgWLA13vuJ2A092ZGWge83KTNarTAmf0wXEOu2003TaaaclvC8SiehnP/uZbrjhBp111lmSpIcffljl5eV68skndcEFF2jVqlV67rnn9NZbb2nhwoWSpLvvvlunn366brvtNlVWVuqRRx5RR0eH7r//fvn9fs2fP1/Lly/XHXfcEdfUTKSxsTFuZ6qsrCxlZWWl6Kd3llt+DqQn8gVL5AuWyBcskS9YIl+wQrZgabjzFTuyMiPZNStjRlb6MtNqTOCIlVbNyv5s2rRJVVVVOvnkk6O3FRUV6aijjtLSpUt1wQUXaOnSpSouLo42KiXp5JNPltfr1bJly3T22Wdr6dKlOv744+X3+6PHnHLKKfrxj3+s2tpajRkzps8aDj74YLW0tESvf/nLX9bVV1+tiooKbdiwQZJUXl6uSCSi6upqSdLMmTO1fft2tba2Rqedd01dLysrk9frjQ5znjFjhqqqqtTc3KysrCxNnTpVa9askSSVlpbK7/dr586dkqRp06Zpz549ampqUmZmpg466CCtWrVKklRSUqKcnBzt2LFDkjR16lTV1NSooaFBGRkZmj17tlatWqVIJKLi4mIVFBSora1NK1eu1OTJk9XQ0KC6ujp5PB7NnTtXa9asUSgUUmFhocaMGaMtW7ZIkiZOnKiWlhbV1NRIkubNm6e1a9cqGAyqoKBApaWl2rRpkySpsrJS7e3t2rdvnyRpzpw52rhxozo6OpSXl6fy8nJt3LhRklRRUaFgMKg9e/ZIkmbNmqWtW7eqra1NOTk5mjBhgtavXx99vyVp9+7dkqSDDjpIO3bsiL7fkydP1tq1ayVJ48aNk8/n065duyRJ06dP1+7du9Xc3Cy/36/p06dr9erVkqSxY8cqKysr7v3eu3evGhsb5fP5NGvWLK1cuTL6fufm5mr79u2SpClTpqi2trbP97uwsFBbt26VJE2aNEmNjY19vt8lJSXavHmzJGnChAlqbW2Nvt9z587V+vXrFQgElJ+fr3HjxsW93x0dHdq7d68kafbs2dq8ebPa29uVl5en8ePHRzM7fvx4hcPhuMxu27Yt+n5PnDgxLrMejyf6fs+YMUO7du1SS0uLsrKyNGXKlITvdyQSUVtbm6qrq9XU1JTw/c7Ozk6Y2Z7v95gxY5Sfn69t27ZJkiZPnqz6+nrV19fL6/Vqzpw5Wr16tcLhsIqKilRUVBT3fjc1Nam2trZXZhO9321tbQkzm5+fr7Kysn4zu2XLFrW3tys3N9cV54jY9zvdzhEzZszQxo0bOUeM4HNE1/udjueIYDColStXco4YweeIdP4cEYlEVFVVxTliBJ8j0vlzRGlpqWpqajhHjOBzRNf7nW7niPHjx6u6uppzxAg/R6Tr54isrCytXLly2M4Rza1BSZ3TjtesXpXUOWLD+s6aJKm5uVErV64c1eeI/j5H5OTkaCA8kUgkcuDDhp/H49ETTzyhz372s5Kk119/Xccee6x27typioqK6HHnn3++PB6PlixZoltuuUUPPfRQ9D+oLmVlZbrpppv01a9+VZ/61Kc0bdo0/frXv47ev3LlSs2fP18rV67U3Lm9d20KBoN6+eWXNX36dNeOrFy5cqXmzZvndBlwKfIFS+QLlsgXLJEvWCJfsEK2YGm48/WVx1dpU22bsnxePf2lBUk9x/pV1Xryt+9KkhZ9aqY+9nE2oepLKBTSe++9pxNOOEE+X9/jJ0fMyMp0UFBQoIwM1h8AAAAAAAAY6QL7p4Enu16lJAVjdgNnzcrUGDGT6cePHy+pewh+l927d0fv6xqOHisYDKqmpibumETPEfsao1FpaanTJcDFyBcskS9YIl+wRL5giXzBCtmCpeHOV9cGO74hNCsDwZg1K30jps2W1kbMuzht2jSNHz9ef//736O3NTQ0aNmyZTr66KMlSUcffbTq6ur0zjvvRI958cUXFQ6HddRRR0WPeeWVVxQIBKLHvPDCC5o9e3a/61W6XewankCqkS9YIl+wRL5giXzBEvmCFbIFS8Odr64NdnwZqRlZ6fMzsjIV0qpZ2dTUpOXLl2v58uWSOjfVWb58ubZu3SqPx6Nrr71WN998s5566im9//77uvjii1VZWRld13Lu3Lk69dRTddlll+nNN9/Ua6+9pquuukoXXHCBKisrJUlf+MIX5Pf7demll+rDDz/UkiVLdOedd+rrX/+6Qz91euhauBWwQL5giXzBEvmCJfIFS+QLVsgWLA13voIpmAYeCISjl5kGnhpptWbl22+/rU984hPR610NxEsuuUQPPvigvvWtb6m5uVmXX3656urqtGjRIj333HPKzs6OPuaRRx7RVVddpZNOOkler1fnnnuu7rrrruj9RUVFev7553XllVfqiCOOUGlpqW688UZdfvnlw/eDAgAAAAAAwFGBUGejMTMj+bF8wUDMyEqalSmRtruBp5Ou3cAXLFjg2g12WltbB7yFPDBY5AuWyBcskS9YIl+wRL5ghWzB0nDn6zMPLFdHKKLpJTn61TlzknqOV55bozdf2SRJOv//fFSTp49NZYmuMtDdwNNqGjics2fPHqdLgIuRL1giX7BEvmCJfMES+YIVsgVLw5mvSCQS3WAncwhrVgYC7AaeajQrIalzvVDACvmCJfIFS+QLlsgXLJEvWCFbsDSc+QpHpK6pxkPZDTwYs2Yl08BTg2YlJEmZmZlOlwAXI1+wRL5giXzBEvmCJfIFK2QLloYzXx2hmCbjUDbYidkNPJPdwFOCZiUkSQcddJDTJcDFyBcskS9YIl+wRL5giXzBCtmCpeHM13//Y0v08pCmgXcEu5+HkZUpQbMSkqRVq1Y5XQJcjHzBEvmCJfIFS+QLlsgXrJAtWBrOfC3dWp+S52lu6ui84JGycxl5nAo0KwEAAAAAADBqbappS/qxLU3tkqScXL8yMmizpQLvIiRJJSUlTpcAFyNfsES+YIl8wRL5giXyBStkC5aGK1+hcCTu+r6WQFLPE4lEoiMr8/L9Q64LnWhWQpKUk5PjdAlwMfIFS+QLlsgXLJEvWCJfsEK2YGm48hW7uY4knXdIWXLP0x5UKNj5XHkFWUOuC51oVkKStGPHDqdLgIuRL1giX7BEvmCJfMES+YIVsgVLw5WvtkBqmpXNje3Ry7mMrEwZmpUAAAAAAAAYNdpiRlZ+YsYYlSS5MU5zY0f0cl4+IytThWYlJElTp051ugS4GPmCJfIFS+QLlsgXLJEvWCFbsDRc+WoPdjcrs4awKU5zU/fISqaBpw7NSkiSampqnC4BLka+YIl8wRL5giXyBUvkC1bIFiwNV77impW+5FtjLU1MA7dAsxKSpIaGBqdLgIuRL1giX7BEvmCJfMES+YIVsgVLw5Wv2DUrs32epJ+naydwiWngqeRzugCkh4yMDKdLgIuRL1giX7BEvmCJfMES+YIVsgVLw5Wv9pg1K7Myk3/NRSfP1MJFU9Xc2K7C4uHZyXw0oFkJSdLs2bOdLgEuRr5giXzBEvmCJfIFS+QLVsgWLA1XvtpipoFnZyQ/stLj9Sgn16+cXKaApxLTwCFJWrVqldMlwMXIFyyRL1giX7BEvmCJfMEK2YKl4cpXqtashA1+I5AkRSIRp0uAi5EvWCJfsES+YIl8wRL5ghWyBUvDla/YNStpVqYffiOQJBUXFztdAlyMfMES+YIl8gVL5AuWyBeskC1YGq58xY6szM6kNZZu+I1AklRQUOB0CXAx8gVL5AuWyBcskS9YIl+wQrZgabjy1RbqHsGZzcjKtMNvBJKkbdu2OV0CXIx8wRL5giXyBUvkC5bIF6yQLVgarnzFrVmZQWss3fAbAQAAAAAAwKjBmpXpjd8IJEmTJ092ugS4GPmCJfIFS+QLlsgXLJEvWCFbsDRc+WLNyvTGbwSSpIaGBqdLgIuRL1giX7BEvmCJfMES+YIVsgVLw5Wv9hAjK9MZvxFIkurq6pwuAS5GvmCJfMES+YIl8gVL5AtWyBYsDVe+GtuD0ct5mRnD8poYOJqVkCR5PB6nS4CLkS9YIl+wRL5giXzBEvmCFbIFS8OVr5qWgCQp0+tRQRbNynRDsxKSpLlz5zpdAlyMfMES+YIl8gVL5AuWyBeskC1YGq587WvpHFk5JtdHAz4N0ayEJGnNmjVOlwAXI1+wRL5giXzBEvmCJfIFK2QLloYjX8FwRA1t+5uVOZnmr4fBo1kJSVIoFHK6BLgY+YIl8gVL5AuWyBcskS9YIVuwNBz5qmsNKLL/ckkuzcp0RLMSkqTCwkKnS4CLkS9YIl+wRL5giXzBEvmCFbIFS8ORr5qW7s11xjKyMi3RrIQkacyYMU6XABcjX7BEvmCJfMES+YIl8gUrZAuWhiNf+/ZvriNJJbk+89fD4NGshCRpy5YtTpcAFyNfsES+YIl8wRL5giXyBStkC5aGI197mjuil8cwDTwt0awEAAAAAADAqLB0S3308tTibAcrQV9oVkKSNHHiRKdLgIuRL1giX7BEvmCJfMES+YIVsgVL1vmqbQ3oXzsbJUnl+X7NLc8zfT0kh2YlJEktLS1OlwAXI1+wRL5giXzBEvmCJfIFK2QLllKZr3d3NOj5tfsUCkeit+1q6FDX1SMnFcrr8aTs9ZA6NCshSaqpqXG6BLgY+YIl8gVL5AuWyBcskS9YIVuwlKp87ahv17ef3aDbXtmqv6zeG729JRCKXi7MZnOddEWzEgAAAAAAAK7x17X7opfvfn179HJLR3ezMjeTlli64jcDSdK8efOcLgEuRr5giXzBEvmCJfIFS+QLVsgWLKUqXzl9NCKbA+Ho5Vx/RkpeC6lHsxKSpLVr1zpdAlyMfMES+YIl8gVL5AuWyBeskC1YSlW+sn2J213xIytpVqYrmpWQJAWDQadLgIuRL1giX7BEvmCJfMES+YIVsgVLqcpXZkYfzcqYNSvz/LTE0hW/GUiSCgoKnC4BLka+YIl8wRL5giXyBUvkC1bIFiylKl+BUDjh7YysHBloVkKSVFpa6nQJcDHyBUvkC5bIFyyRL1giX7BCtmApVflq76tZGbtmJc3KtEWzEpKkTZs2OV0CXIx8wRL5giXyBUvkC5bIF6yQLVhKVb46gpG4623BziZl3MhKpoGnLX4zAAAAAAAAcI2OHiMr61s718JsDjANfCTwOV0A0kNlZaXTJcDFyBcskS9YIl+wRL5giXzBCtmCpVTlq73HyMqtdW1qDYbU0hEzDdxPszJd0ayEJKm9vd3pEuBi5AuWyBcskS9YIl+wRL5ghWzBUqry1XNk5ff+uiHuelaGRz6vJyWvhdRjGjgkSfv27XO6BLgY+YIl8gVL5AuWyBcskS9YIVuwlKp89WxW9pTHqMq0RrMSAAAAAAAArtFzGnhPOaxXmdZoVkKSNGfOHKdLgIuRL1giX7BEvmCJfMES+YIVsgVLqcrXgUZWjsvPTMnrwAbNSkiSNm7c6HQJcDHyBUvkC5bIFyyRL1giX7BCtmApVfk6ULNy5tjclLwObNCshCSpo6PD6RLgYuQLlsgXLJEvWCJfsES+YIVswVKq8tVxgGngs8bRrExnNCshScrLy3O6BLgY+YIl8gVL5AuWyBcskS9YIVuwlKp8tR9oZGUpzcp0RrMSkqTy8nKnS4CLkS9YIl+wRL5giXzBEvmCFbIFS6nKV3uw72blCdOLVVHgT8nrwAbNSkhi3RHYIl+wRL5giXzBEvmCJfIFK2QLllKVr0Co9zTwTK9Hz/7bYfreidPk8XhS8jqwYdas3LRpk9VTAwAAAAAAAAklGllZmO1Thpcm5UiQ8mblihUr9IUvfEGzZ89O9VPDUEVFhdMlwMXIFyyRL1giX7BEvmCJfMEK2YKlVOUr0W7ghVkZKXlu2PMN5uAPP/xQv/zlL7VhwwaNGTNGn/vc53T22WdLkt59913dcMMN+utf/6rMzExddNFFJgXDRjAYdLoEuBj5giXyBUvkC5bIFyyRL1ghW7CUqnwlGlmZnzWoFhgcNODf1BtvvKETTzxRbW1t0duWLFmiO+64Q8FgUNdff70KCgr0zW9+U1/72tf4tmWE2bNnj8aNG+d0GXAp8gVL5AuWyBcskS9YIl+wQrZgKRX5CoUjSrBkpXIz2bZlpBhws/I///M/lZ2drSeeeELHHXecNm3apC9/+cu68cYb1draqq9//ev63ve+p6KiIst6AQAAAAAAgITqWhOPzsz1Mw18pBhwW3nZsmW68sordcoppyg3N1fz58/XHXfcocbGRl1zzTW69dZbaVSOYLNmzXK6BLgY+YIl8gVL5AuWyBcskS9YIVuwlIp87W7qSHg7IytHjgH/purq6nqFpuv6iSeemNqqMOy2bt3qdAlwMfIFS+QLlsgXLJEvWCJfsEK2YGmo+eoIhnXXa4mfIzeTkZUjxYCblZFIRBkZ8b/YruvZ2dmprQrDLnYtUiDVyBcskS9YIl+wRL5giXzBCtmCpaHma8mK3dpYk/g5cpgGPmIMaiukv/zlL6qqqopeb2lpkcfj0f/8z/9o+fLlccd6PB5dd911KSkS9nJycpwuAS5GvmCJfMES+YIl8gVL5AtWyBYsDSVfkUhEv323qs/785gGPmJ4IpFIgj2SevN6B/dL9Xg8CoVCSRWVboLBoF5++WUtWLCg1+hSt+jo6JDf73e6DLgU+YIl8gVL5AuWyBcskS9YIVuwNJR8balt1WWPr+7z/q8fN1mnzh6bbGlIgVAopPfee08nnHCCfL6+x08OeGTlpk2bUlIY0tP69es1b948p8uAS5EvWCJfsES+YIl8wRL5ghWyBUtDyde2+va46+X5/rjNdnL9jKwcKQbcrJwyZYplHQAAAAAAAEBSAqFw9PK4vEz98JTpujxmpCUb7IwctJUhSSovL3e6BLgY+YIl8gVL5AuWyBcskS9YIVuwNJR8BULdqxxeeNh4TR0Tv/4lzcqRY8AjK6+55ppBPbHH49Gdd9456IIAAAAAAACAweiIaVb6Mzy97mca+Mgx4Gblz3/+8wEd5/F0B4Jm5cixe/dujR3LQrOwQb5giXzBEvmCJfIFS+QLVsgWLA0lX7HTwDMzejcmGVk5cgy4rRwOhw/4vyeeeEILFixQJBLRjBkzLOsGAAAAAAAAJMWPrMxMMLIy28fIypEiJb+pP//5zzriiCN0zjnnqKmpSQ888IBWrVqViqfGMDnooIOcLgEuRr5giXzBEvmCJfIFS+QLVsgWLA0lX7EjK7umgZ8+p3OU5tjcTOVnMbJypBhSs7KrSXn22WersbFRDzzwgFavXq1LLrlEGRmEYCTZsWOH0yXAxcgXLJEvWCJfsES+YIl8wQrZgqWh5Ct+ZGVnu+vyIyfomydM1h2fmSmvp/doS6SnpJqVTz75pD7ykY9ER1I+9NBDWr16tS6++GJ5vQyrHYlaW1udLgEuRr5giXzBEvmCJfIFS+QLVsgWLA0lX3EjK72djclcf4Y+OXOsKgqzhlwbhs+gOotPPPGEDj/8cJ1zzjlqbm7Wgw8+qFWrVumLX/wiTcoRLjs72+kS4GLkC5bIFyyRL1giX7BEvmCFbMHSUPIVCMeMrGR9yhFtwLuBH3bYYXr//fc1a9Ys/fa3v9UXvvCFuJ2/MbJNnjzZ6RLgYuQLlsgXLJEvWCJfsES+YIVswdJQ8tURjGlWeulXjWQDbjWvWLFCkUhEW7du1Ve/+lUVFRWpsLCwz/8VFRVZ1o0UW7t2rdMlwMXIFyyRL1giX7BEvmCJfMEK2YKloeQrEO69wQ5GpgGPrLz44osZSQkAAAAAAIC0k2iDHYxMA25WPvjgg4ZlwGnjxo1zugS4GPmCJfIFS+QLlsgXLJEvWCFbsDSUfMVusJPJyMoRjVYzJEk+34D71sCgkS9YIl+wRL5giXzBEvmCFbIFS0PJVyBmZKWfkZUj2oBTUFNTM+gnLykpGfRj4Ixdu3ZpzJgxTpcBlyJfsES+YIl8wRL5giXyBStkC5aGkq/4aeCMrBzJBtysLC0tHfSalaFQaNAFAQAAAAAAAIMRNw2c3cBHtAE3K2+88UY22HGx6dOnO10CXIx8wRL5giXyBUvkC5bIF6yQLVgaSr66RlZmZnjoX41wA25W/uAHPzAsA07bvXu3pkyZ4nQZcCnyBUvkC5bIFyyRL1giX7BCtmBpKPnqGlnJqMqRjxVHIUlqbm52ugS4GPmCJfIFS+QLlsgXLJEvWCFbsDSUfAXCnSMr2Vxn5OM3CEmS3+93ugS4GPmCJfIFS+QLlsgXLJEvWCFbsDSUfHV0jaxkc50Rj2YlJLHuCGyRL1giX7BEvmCJfMES+YIVsgVLQ8lXILpmJa2ukY7fICRJq1evdroEuBj5giXyBUvkC5bIFyyRL1ghW7A0lHx1bbDjZ2TliEezEgAAAAAAACNagGngrkGzEpKksWPHOl0CXIx8wRL5giXyBUvkC5bIF6yQLVhKNl+hcET799dhgx0X8A3lwY2NjdqyZYtqa2sViUR63X/88ccP5ekxjLKyspwuAS5GvmCJfMES+YIl8gVL5AtWyBYsJZuvrs11JEZWukFSzcp9+/bpqquu0uOPP65QKNTr/kgkIo/Hk/A+pKedO3equLjY6TLgUuQLlsgXLJEvWCJfsES+YIVswVKy+WoNdDcrsxhZOeIl1ay87LLL9PTTT+uaa67RcccdpzFjxqS6LgAAAAAAAOCAqps6opfH5fkdrASpkFSz8vnnn9d1112nW2+9NdX1wCHTpk1zugS4GPmCJfIFS+QLlsgXLJEvWCFbsJRsvmKblWUFmakqBw5Jamxsbm6upk6dmuJSDiwUCun73/++pk2bppycHM2YMUM//OEP49bLjEQiuvHGG1VRUaGcnBydfPLJWrduXdzz1NTUaPHixSosLFRxcbEuvfRSNTU1DfePk1b27t3rdAlwMfIFS+QLlsgXLJEvWCJfsEK2YCnZfO2OaVaW5zOycqRLqll50UUX6Yknnkh1LQf04x//WL/85S/185//XKtWrdKPf/xj3Xrrrbr77rujx9x6662666679Ktf/UrLli1TXl6eTjnlFLW1tUWPWbx4sT788EO98MILeuaZZ/TKK6/o8ssvH/afJ500NjY6XQJcjHzBEvmCJfIFS+QLlsgXrJAtWEo2X3EjK5kGPuIlNQ38vPPO08svv6xTTz1Vl19+uSZNmqSMjIxex33kIx8ZcoGxXn/9dZ111ln69Kc/LUmaOnWqHnvsMb355puSOkdV/uxnP9MNN9ygs846S5L08MMPq7y8XE8++aQuuOACrVq1Ss8995zeeustLVy4UJJ099136/TTT9dtt92mysrKlNY8Uvh8Q9oYHugX+YIl8gVL5AuWyBcskS9YIVuwlGy+dsdNA6dZOdIllYJFixZFL7/wwgu97rfaDfyYY47RPffco7Vr12rWrFl677339Oqrr+qOO+6QJG3atElVVVU6+eSTo48pKirSUUcdpaVLl+qCCy7Q0qVLVVxcHG1UStLJJ58sr9erZcuW6eyzz+7z9RsbG+X1dg9GzcrKUlZWVkp/RqfMmjXL6RLgYuQLlsgXLJEvWCJfsES+YIVswVKy+drTHJAkZXikkhzWrBzpkmpWPvDAA6muY0C+/e1vq6GhQXPmzFFGRoZCoZB+9KMfafHixZKkqqoqSVJ5eXnc48rLy6P3VVVVqaysLO5+n8+nkpKS6DF9Ofjgg9XS0hK9/uUvf1lXX321KioqtGHDhuhrRSIRVVdXS5Jmzpyp7du3q7W1VdnZ2Zo0aVJ0Dc2ysjJ5vd7o686YMUNVVVVqbm5WVlaWpk6dqjVr1kiSSktL5ff7tXPnTkmdi87u2bNHTU1NyszM1EEHHaRVq1ZJkkpKSpSTk6MdO3ZI6hyBWlNTo4aGBmVkZGj27NlatWqVIpGIiouLVVBQoJUrV6qgoECTJ09WQ0OD6urq5PF4NHfuXK1Zs0ahUEiFhYUaM2aMtmzZIkmaOHGiWlpaVFNTI0maN2+e1q5dq2AwqIKCApWWlmrTpk2SpMrKSrW3t2vfvn2SpDlz5mjjxo3q6OhQXl6eysvLtXHjRklSRUWFgsGg9uzZI6nzZLV161a1tbUpJydHEyZM0Pr16+N+17t375YkHXTQQdqxY0f0/Z48ebLWrl0rSRo3bpx8Pp927dolSZo+fbp2796t5uZm+f1+TZ8+XatXr5YkjR07VllZWXHv9969e9XY2Cifz6dZs2Zp5cqV0fc7NzdX27dvlyRNmTJFtbW1fb7fhYWF2rp1qyRp0qRJamxs7PP9Likp0ebNmyVJEyZMUGtra/T9njt3rtavX69AIKD8/HyNGzcu7v3u6OiIrvcxe/Zsbd68We3t7crLy9P48eOjmR0/frzC4XBcZrdt2xZ9vydOnBiXWY/HE32/Z8yYoV27dqmlpUVZWVmaMmVKwve7sbFRCxYsUHV1tZqamhK+39nZ2Qkz2/P9HjNmjPLz87Vt2zZJ0uTJk1VfX6/6+np5vV7NmTNHq1evVjgcVlFRkYqKiuLe76amJtXW1vbKbKL3u62tLWFm8/PzVVZW1m9mt2zZovb2duXm5rriHBH7fqfbOSIcDis3N5dzxAg+R3S93+l4jnjzzTeVn5/POWIEnyPS+XNEY2OjpkyZwjliBJ8j0vlzREdHhyZPnsw5YgSfI7re73Q7RwQCAVVUVHCOGOHniHT9HLF27VplZ2cP+hzR3NG5l0l2hrRzx3bOEWn6OSInJ0cD4YnE7k6T5n7/+9/rm9/8pn7yk59o/vz5Wr58ua699lrdcccduuSSS/T666/r2GOP1c6dO1VRURF93Pnnny+Px6MlS5bolltu0UMPPRT9j65LWVmZbrrpJn31q1/t9brBYFAvv/yypk+f7tqRlStXrtS8efOcLgMuRb5giXzBEvmCJfIFS+QLVsgWLCWbr/N/977q2oIqz/frtxfMN6gMqRAKhfTee+/phBNO6HfK/4habOKb3/ymvv3tb+uCCy6QJB1yyCHasmWL/uu//kuXXHKJxo8fL6mzqx3brNy9e7cOO+wwSZ3f7HR9y9AlGAyqpqYm+vi+FBQUJFyb0w1KSkqcLgEuRr5giXzBEvmCJfIFS+QLVsgWLCWbr9ZgWJKUnZnUPtJIMwNqVv7bv/2bPB6P7rnnHmVkZOjf/u3fDvgYj8ej++67b8gFxmppaYkb2ShJGRkZCoc7Qzlt2jSNHz9ef//736PNyYaGBi1btiw6YvLoo49WXV2d3nnnHR1xxBGSpBdffFHhcFhHHXVUSusdSXJzc50uAS5GvmCJfMES+YIl8gVL5AtWyBYsJZOvcCSi9q5mpY9mpRsMqFn54osvyuv1KhwOKyMjQy+++KI8Hk+/jznQ/ck444wz9KMf/UiTJ0/W/Pnz9a9//Ut33HFHtHnq8Xh07bXX6uabb9bMmTM1bdo0ff/731dlZaU++9nPSuqcV3/qqafqsssu069+9SsFAgFdddVVuuCCC0btTuCStH37dobywwz5giXyBUvkC5bIFyyRL1ghW7CUTL66GpUSzUq3GFCzsmtBzb6uD5e7775b3//+9/Xv//7vqq6uVmVlpb7yla/oxhtvjB7zrW99S83Nzbr88stVV1enRYsW6bnnnlN2dnb0mEceeURXXXWVTjrpJHm9Xp177rm66667nPiRAAAAAAAAkKS2QHezModp4K4wojbYcUrXBjsLFixw7ZqVzc3NysvLc7oMuBT5giXyBUupzldHKCyvxyOfN/UzUDDycP6CJfIFK2QLlpLJ166Gdl3yh87dsT8+vVjfPXGaRWlIgYFusEPLGZKk2tpap0uAi5EvWCJfsJTKfO2ob9eFj36gi5d8qIa2YNx9W2pbde1Ta/XLN7aL75FHD85fsES+YIVswVIy+WqNG1npzgFmow3NSkjq3IgIsEK+YIl8wVIq83Xna1vV2B7S3uaA/vh+tSRpX3NAz6zaq5v/vlkrq5v1xAd79H5Vc8peE+mN8xcskS9YIVuwlEy+2liz0nUGtGYl3M+t09uRHsgXLJEvWEplvtbsaYlerm7qkCTd+vJm/WtnU9xxH+5u0qEV+Sl7XaQvzl+wRL5ghWzBUjL5aguGopdpVroDv0VIkmbPnu10CXAx8gVL5AuWUpmvjphv/bP2f5Du2aiUpF0NHSl7TaQ3zl+wRL5ghWzB0uzZs7WpplU3/32T/rGhZkCPiZ0Gns0GO67AbxGSpFWrVjldAlyMfMES+YKlVOYrFLMU5bNr9qmmJZDwuLV7mQY+WnD+giXyBStkC5ZWrVql7z+/Qa9sqtN//WNL3BTvvjAN3H2GNA28vb1d7777rqqrq3XssceqtLQ0VXVhmLGYPyyRL1giX7A01HxFIhG9vLFOHaHeH7T/+6XNCR+zuylxExPuw/kLlsgXrJAtWIpEIqqO+SzU0BZUdr6/38fENivZYMcdkm4533XXXaqoqNCiRYt0zjnnaMWKFZKkvXv3qrS0VPfff3/KioS94uJip0uAi5EvWCJfsDSUfFU1tutrT63VLf/YrNte2drr/uUJpoBLUjDMH4GjBecvWCJfsEK2YKlnvhraggd8TNw0cEZWukJSv8UHHnhA1157rU499VTdd999cd+slJaW6sQTT9Tvf//7lBUJe4WFhU6XABcjX7BEvmAp2XxFIhF9+9n1Wh2zqc5AhWhWjhqcv2CJfMEK2YKlnvmqH0CzMm4aOGtWukJSv8Xbb79dZ511lh599FGdccYZve4/4ogj9OGHHw65OAyfrVt7j/gAUoV8wRL5gqVk87W3JaCdMRvlTCnO1pxxuQN6bDAcYYrdKMH5C5bIF6yQLVjqma+G9gE0KwPdu4HnMLLSFZL6La5fv16nnXZan/eXlJRo3759SRcFAAAwkm2ra4u7/p1PTNVdZw1899QQvUoAAADVt4UOeAwjK90nqd9icXGx9u7d2+f9K1eu1Pjx45MuCsNv0qRJTpcAFyNfsES+YCnZfG2vb49evnbRJE0fmyNJuviIigE9nnUrRwfOX7BEvmCFbMFSz3wNZBp4e0yzMouRla6Q1G/x9NNP1z333KO6urpe93344Yf6zW9+ozPPPHOotWEYNTY2Ol0CXIx8wRL5gqVk8xU7snJiUXb08oULyjV1THaih8QJJtg9HO7D+QuWyBeskC1YamhoiLs+kGZlR8yUFH8GzUo3SOq3ePPNNysUCunggw/WDTfcII/Ho4ceekgXXXSRFi5cqLKyMt14442prhWGEjWegVQhX7BEvmAp2XzFjqycVJQVvZzh9ei4acUJH1Oe749eZmTl6MD5C5bIF6yQLVjaV1sXd30gu4F3xI6spFnpCkn9FisrK/XOO+/o1FNP1ZIlSxSJRPTb3/5WTz/9tC688EK98cYbKi0tTXWtMOTxeJwuAS5GvmCJfMFSsvnqGgXg9UjFOb64+/L9Gb2Ov+HEqZpZmhO9zsDK0YHzFyyRL1ghW7AUjMTna0DTwGM+OPl95NMNfAc+JLGysjLde++9uvfee7Vnzx6Fw2GNGzdOXi9d7JFo7ty5TpcAFyNfsES+YCnZfLUGOj805/kzev1RV5DV++NXTmaGMrzdxwXCdCtHA85fsES+YIVswdLUGTOlZR9ErzcOYDfwjiDTwN0mJb/FcePGqby8nEblCLZmzRqnS4CLkS9YIl+wlGy+WgKdO1fmZvYeRZmf1fu2XL9XvphmZYhp4KMC5y9YIl+wQrZgadW69XHXmzsO/AVuR+zIygxGVrpBUt3FG264QYcddlif9x9++OG66aabkq0JDgiFQk6XABcjX7BEvmAp2Xy1dHQ1K3t/1CpIMA08NzMjrlnJmpWjA+cvWCJfsEK2YKk9EJ+v5o4D562rWZmZ4WGZApdIqln5xz/+Uaeddlqf959++ulasmRJ0kVh+BUWFjpdAlyMfMES+YKlZPIVCkfUvn9XypwEIytL8jLjrns9UkluJs3KUYjzFyyRL1ghW7Dkz8mLu94SCCkc6f9zUddu4Gyu4x5J/Sa3bt2qGTNm9Hn/tGnTtGXLlqSLwvArKSlxugS4GPmCJfIFS8nkqyVmRECuv/dHrYqCLC0+fLzK8jM1dUy2vrZosoqyfTQrRyHOX7BEvmCFbMFSVl5B3PVwpHst8L60798NnM113COpZmV+fn6/zchNmzYpOzs76aIw/DZv3ux0CXAx8gVL5AuWkslXS8zaSnkJRlZK0iVHVOh3Fxyse86dq9Nmj5UkmpWjEOcvWCJfsEK2YGnbzqpetx1oKnjXyEo213GPpH6TH//4x/XrX/9aO3bs6HXftm3bdM899+gTn/jEkIsDAAAYaeJHViZuViYS16wM0awEAACjRygc0Ye7m9Qc6P0ZKFGzsr4tqPve2qlXNtVG16xkGrh7+JJ50A9/+EMdeeSRmj9/vi699FLNnz9fkvTBBx/o/vvvVyQS0Q9/+MOUFgpbEyZMcLoEuBj5giXyBUvJ5Ksl5gN1ToINdvqSwcjKUYfzFyyRL1ghW7Dwmzd36E8f7El4X0uCZuXvl1fp8R7HMw3cPZJqVs6ePVv//Oc/dfXVV+unP/1p3H3HH3+87rrrLs2dOzclBWJ4tLa2qqioyOky4FLkC5bIFywlk6+WmHWVcvuYBp6IL2Y0QOgAC8nDHTh/wRL5ghWyBQt9NSolqTnQu1n5t/W1vW5jGrh7JP2bPPTQQ/Xyyy+rurpab7zxht544w1VV1frpZde0qGHHprKGjEMampqnC4BLka+YIl8wVIy+Up+Gnj35QDTwEcFzl+wRL5ghWwh1SIH+JJ26Zb6Xrcl6kvSrHSPpEZWxiotLVVpaWkqagEAABixIpGIIoqfqpQ3iGngPm/MyEqmgQMAgFHiQBvo/O/qfTptdqmeWbVXfp9Hl360UjUtwV7HZTEN3DUG1Kx8+OGHJUlf/OIX5fF4otcP5OKLL06+Mgwrpu3DEvmCJfIFSwPN14Z9Lfr2sxs0qThLh1UURG/PGcw0cNasHHU4f8ES+YIVsoVU29McOOAx//eFjdrX0nmcR4mbkoysdI8BNSu/9KUvyePx6IILLpDf79eXvvSlAz7G4/HQrBxB1q9fr5kzZzpdBlyKfMES+YKlgebrf1fvU31bUPVVQX1Q1Ry9Pdc/mJGVNCtHG85fsES+YIVsIdX2NHcc8JiuRqUk/Xll4vUt/T6alW4xoGblpk2bJEl+vz/uOtwjEDjwNxlAssgXLJEvNLQF9eHuZh0+oUDZKf6QOtB8ra5uTnj7+IKsAb8WzcrRh/MXLJEvWCFbSLVlWxt63ZbhkQa7hLc/g2ngbjGgZuWUKVOilwOBgOrr61VSUqKJEyeaFYbhlZ+f73QJcDHyBUvkC9c/u14b9rXqhGnF+t5J01L63APNV6I1JqeNydbk4uwBvxbNytGH8xcskS9YIVtIpV2N7Xp61d5et588s0STi7P1mzd3Dvi5spgG7hqD/k16vV4dccQR+tOf/mRRDxwybtw4p0uAi5EvWCJfo1tzR0gb9rVKkl7eVKfNta0pff6B5ivRWksnTB8zqNfKoFk56nD+giXyBStkC6nU9Tmup6ljcjR7XO6gnotp4O4x6N9kRkaGpkyZovb2dot64BCm9sMS+YIl8jW6VTfFr3H0/NqalD7/QPLV0hFSU4JdLI+aXDio18qkWTnqcP6CJfIFK2QLqRQIhRPeXpKbqexBbFQoMQ3cTZJqO1999dW65557VFOT2j8IAAAABqNns3Ld3pZhr2F7Q+IvcKeV5AzqeeJGVg52kSYAAAADm2padeWTq3XXa9sUiaT+80l7MPFzluT4lDPIkZJMA3ePAa1Z2VMoFFJWVpZmzJih8847T1OnTlVOTvwHco/Ho+uuuy4lRcJeZWWl0yXAxcgXLJGv0W1LbVvc9XV7WxSOROT1pOab9QPlKxyJ6Lqn1/a6/ZyDxw26BtasHH04f8ES+YIVsjW63PnqNq3b26p1e1t13LRiHV5ZkNLn7+hnZGXuIEdWZjEN3DWSalZ+4xvfiF6+7777Eh5Ds3Jk6ejoOPBBQJLIFyyRr9FrzZ5m3ftW/KLrLYGwdjW0a0LRwDe26c+B8rWroUOBmFGQ3/nEVBVmZejQisFvPuCLmbqUaMMeuA/nL1giX7BCtkaXldXN0curq5sNmpV9jKzMzRz0cxVkDa65ifSVVLOSNSrcZ+/evSorK3O6DLgU+YIl8jW6RCIRBcIR+TO8+t9V+xIes6m2LWXNygPla1XMB/gFFfn6xIzBbaoTK3ZkZYBm5ajA+QuWyBeskK3RK9GGgkPV15qVuZleDfbjUGF2Ui0upKGkfpNTpkxJdR0AAAD9amgL6qo/r1FTe0j/fdpBWru3OeFxNS2p/yCdyNIt9br15S3R60NpVErxzUpGVgIAgHRQmpupvfs/W+1pSv2o2r5GVno8Hg12vxyale4xqAn999xzj+bOnavs7GxNmDBB1113HbuCu8Ts2bOdLgEuRr5giXyNHs+t2aeqxg41dYT0w79vUlVj9wfmU2eNjV7eN8BmZSQS0b7mgJrag30e01++fvPmjrjrFYVZA3rdvvS3ZuX7VU26Z9kO7W5k6p2bcP6CJfIFK2RrdBmb1z0de09z6j+HtAcTj6xM5JDx/S+zU8g0cNcYcLPyySef1BVXXKHt27fr0EMPVTgc1l133aUrrrjCsj4Mk82bNztdAlyMfMES+Ro93thWH728u6lDLYHOD7cfm1yoz84fF71vICMrWwMhXfPUWl342Ac697fv69dvbE94XF/5Wre3Rdvr47+wrSywaVaGIxH98G+b9Mf3q/W9v24Y0msgvXD+giXyBStka3SJne1R3WQ7DfzoyUUqy/Hq5lOmJzx2UnH/n7WKGFnpGgNuVt5xxx2aMWOG1q9frzfffFPbtm3T+eefr0ceeUQNDQ2WNWIYMEIWlsgXLJGv0aE9GNbK3YmnfU8vyVFJbveH050NHbr9lS369rPr9Y8NNQkf8+a2Bq3Z0yJJikh6/IM9WvLebn3h0Q90X8ymPYny1dge1Df/d12v20vzBr8QfKyMPpqVrYGw6to6R39urWtjdKWLcP6CJfIFK2RrdIkd+djUEdJlf1yl//rH5l6zQJIVOw38Swsr9N3DM3XkpKKEx04u7n9N8mx2A3eNAf8m16xZo6985SsqLy+XJPl8Pn3nO99RMBjUqlWrzArE8MjLy3O6BLgY+YIl8jU61LYG+lxkffa4PBVm+6LrGr1f1aS/rq3Ruzsa9ZOXt6qhrfc07x31vf/Quu+tndrbEtCS93arNRCSlDhfb21riI7q7HLWvNK4ZmMyMvtsVobijntlU+2QXgfpg/MXLJEvWCFbo0t7jw1wttS16R8bavXov6pS8vwdMc/vz/D0m6/KHkvu+Hp89vJ4hvZZDOljwM3KPXv2qLKyMu62CRMmSJJaWlpSWxWG3fjx450uAS5GvmCJfI0ODe2hPu+bPS5XXo9H3gTNwmA4ouoEi8Hvaux/VEjXVPJE+fqgKn6E58HlebrymEn9Pt9A9DWysmdjdN1ePne5BecvWCJfsEK2Rpf2YOJvi3/3r6o+Z7Ak+/x+n7fffFUU+OOuj8lh2rdbDWqMLF1q99qwgTWwYId8wRL5Gh1iR0ceXlkQd19Jbuf060Afu0le98w63fTCRtXGrGW5o6G7WXnQ2Jxej9nb3Hlsony9t6txEJUPXGbMlpdtMQ3KniMrN9e2mbw+hh/nL1giX7BCtkaX/jbA+evaAzcr9zUH9IvXt+nljYlnhgTiRlZ6e+XruuMmyyPp0PH5vaaB5/vZUMetBtWGvu222/TYY49FrwcCnR/kv/e976m0tDTuWI/Hoz//+c8pKBEAAIx2jTE7dn90YoHqWgPaVNumcw7u3ljnxBlj9OKGzg/CWRkete9vXrYHw3ptS7221rXp3vPm6o2tDdHRkcXZPh01uUjr97XGvV7PHcVrWgIqzPYpHInENTolqTBFi7kXZfuU5fOqPRjWjobuhmTPkZXb6toUCIWVmcG6TAAAwE4kEum3WdkWOPBO3o8ur9LTq/bqzyv3amJRlmaMzY27v+c08J5Omz1WH5tcqKJsnzwejz42uVBvbG1Qls+r8w4t009e3ipJKs0d2trhSC8D/nQ9efJk1dTUqKYmvnM+ZcoU7dq1S7t27Yq7nVGYIwtD+WGJfMES+RodGtq6RxcW5fh0+2dmanNtm+aWda9rdPERFcrM8GjhxEJ5PNLNf98c9xzb6tu1ra5dD7zdvYFOZWGWjpxUqEd6rLu0L2Ya+DOr9uqu17ZpVmmu/uP4yXFrZ3o90hc/kpoMej0eTSnO1tq9LdrV0KG2YFjZPm+vkZWhSOfI0Kljeo8IxcjC+QuWyBeskK3RIxCOqL9tdNr6aWR2eXrV3ujlx5bv1g0nTdOO+jat39eqoycXxU8Dz0g8DXxMTncj8oYTp2lldbOml+SoMNun+tag3tnRqMuPmjCwHwojwoCblZs3bzYsA04Lhw98kgGSRb5giXy52z82dG6UE6swy6f8LJ8OHp8fd3tlYZb+4/gpkjo32Ulke0Ob9jR3j5pcNLVIc8vy9K0TpuiljbV6c1uDJGnv/mZlS0dQd722Q5K0dm+L3thaH33sZ+aU6oLDylWWH79+0lBMHdPZrIyocwTlzNJctXT0zvi2OpqVbsD5C5bIF6yQrdGjv1GVUvyoyL5UFPi1q7Fz/fAVu5rUEQrrG/+7vtcsFq+nc/3uA+XL7/PqsJglgc47tFznHVp+wDowsjB/CJKk6upqp0uAi5EvWCJf7rWvJaD//scW/XVtTdyaSAOZdl3Sx4Lrm2ra1NzROVKxJNcX/XB78swSXXn0xOhxNfsbmn9bvTvu8cu2NkQvL6jMT2mjUpKmjOlei2nL/rUpe46slKTdB9ggCCMD5y9YIl+wQrZGjwM1KwcysrIjZk3xuragXtpQ26tRKUlZvs72FPmCRLMSAACkqX/taEw49agw68CLqRfnJF636IOYEZeH9BiZWRKz1lHXh+jtzfEVrKzu3gl8UlH8Iu+pUFmYFb28p7lzFEJrgvWgqhLscA4AAJAqje1BPbdmX7/HdBygWRmJRFQfs0miJN32ytaEx/pZixsx2OcdkqSZM2c6XQJcjHzBEvlyrxW7Ek/lLsg68MeX3MzEH3hjp4eP7bEQe5bPq4KsDDW2h6LTwBuULalZPXkkTSjK6nX7UOXF7GrZtbFOS4KRlVWNNCvdgPMXLJEvWCFbo8N//2OL3tre0Ot2jxT9Mrk9GFZHKNxno7ElEFYw3N+ql90y92+uQ74gMbIS+23bts3pEuBi5AuWyJd7raru3ST0eqT8AYys9Hg8mlnae03H2KlIJQl2jexqYO5rCSgSiWjTvpaEz19e4I9OV0ql3Nhm5f7p6olGVu6mWekKnL9giXzBCtkaHXo2Ks+eP04PnT9P9543V3PGde7o3R6K6KwH39NP/5l4tGRdazDh7Yl0NTzJFySaldivra3N6RLgYuQLlsjXyBSJRHTfWzv1/b9u0L96bKDTpbG99wfckpxMeT2eAb3Gf35qhj49Z6wWTixQUYJ1LnuOrIy9LRCK6NvPrld9R+LRABZTwCUpL2ZEaNfamglHVjZ1KBIZ2EgFpC/OX7BEvmCFbI1OWT6vKgqzNKk4O+4L21BEenbNvoSb7dS19V6bss/n3z+yknxBolmJ/XJy2FEUdsgXLJGvkWljTauWvLdby7Y16Ppn12tTTWuvY1oTrIM0sXjgU6/H5mbqa4sm65ZTD9IZc0t73d/fyEpJ+tfOxNPQJWnSIOoYjNzM2GngXc3K7vdhwv41LduD4bjbMTJx/oIl8gUrZGt08sc0KBPNLun6kjVW7HqVM8b2n5uu5ydfkIbYrGxvb9fSpUv15z//WXv37k1VTXDAxIkTD3wQkCTyBUvka2Ro7gjpL6v3akd957flW+vivzXfXBvfrAxHImpL0IybWJjciMbDKvN73VaW13sn77F5iTfm6WlSsc3Iyvhp4J0/f+xu4GNyu0eIHmhRe6Q/zl+wRL5ghWy5X6LZG9kZ3TNbEq1R2dSeoFkZMw3803NKE8506dK1ZiX5gjSEZuVdd92liooKLVq0SOecc45WrFghSdq7d69KS0t1//33p6xI2Fu3bp3TJcDFyBcska+R4Revb9PPXt2mb/zverUHw9rVEL/mYs91GduD4YQ7gVcU9m4wDsScsjz5vN0fsrMyPBpfkKBZmWC0pSRNGxPfnDxyUmFSdRyIP8MTrbNrZGXsSIXimA/5bQmmW2Fk4fwFS+QLVsiW+yXaFCd2E8BsX+8leZoSjKyM/QxTkJXR5+csqbsBSr4gJdmsfOCBB3Tttdfq1FNP1X333RfXdS8tLdWJJ56o3//+9ykrEgAAjGx/W18rqXPjmh+8sFHPrd0Xd3/PZmWiUZWSlD+AncAT8Wd4o1OoJWlcvl8Z3oGtfSlJH5tcFL08e1yuxiUYlZkKHo8nupN5V7OyuqlzvafibF/cHwod+3fg/NHfN+nf/mdlwqn0AAAAgxUI9W5WHjGx+4vagU4Dj12yJifTq9J+ZrCMyUnuMx7cKalm5e23366zzjpLjz76qM4444xe9x9xxBH68MMPh1wchk9ZWZnTJcDFyBcska+R550djarqsZt1W48pzYnWq8zN9OrYKUW9bh+o7JjNaxJ9CJekj/YxYnL++DxddPh4HV6Zr29/fErSNQxE11Tw5o7OZuS+ls5m5fgCf9y0q/ZQRI8t362XN9Vpe327/rBit2ldSD3OX7BEvmCFbLlfz81yPjmzRGX53V/U+hM0KxNNA49dyiY3M0Pj+mlWdn0RTL4gSUm1rtevX69rrrmmz/tLSkq0b9++Pu9H+vEMcGdVIBnkC5bI18iQ7fP2akjGauux43Xsh9tTZ43V8dOLVVHgV2E/ax0dyLFTi7RmT4sk6bhpxQmPqSjI0s2nTNcNf90Yd3thlk8XH1GR9GsPRtcmOy2BkKqbupu65QX+uJEM7cGw/rK6e83wv6+v1UcnFuqjkwpVkOQIVAwvzl+wRL5ghWy5X6DHNPCrjolfRzI70ZqVAxhZObmfNb+7GpnkC1KSIyuLi4v73VBn5cqVGj9+fNJFYfjt3s1oDNghX7BEvtJfIBTut1Ep9R5JGTsNPM/v1cKJhZpQNLRNbT47v0wLJxbo4PF5umBBeZ/HHTmpqNeGPENpkg5Wrr/z41kgFNG2uvbo7eMLsno1K3v+YfDfL23RLS9uHpY6MXScv2CJfMEK2XK/jmB3s/LEGWOUk5kRd3+ikZWJpoH3HFk5dUzfO32P2z9yk3xBSrJZefrpp+uee+5RXV1dr/s+/PBD/eY3v9GZZ5451NoAAIALxE4LOmJCQcJjeq5RGf9NfEbPw5OS7fPqllMP0h2fmXXA5uOUHt/8F2SlpoaByIv5eTfGrEPZOQ28e7RBWyCccDr7OzsabQsEAACuFjsNPNHO34nWrEw0srK1x8jKqWP6/uK5zGg9cIxMSTUrb775ZoVCIR188MG64YYb5PF49NBDD+miiy7SwoULVVZWphtvvDHVtcLQjBkznC4BLka+YIl8pb/GmA+vY3J8+uTMkl7H9BxZ2RrsfkzsWpPDZfrY3LjrsRvbWMv1J25Wluf7lR3zx0Fje7DP5wgl2MUT6YfzFyyRL1ghW+4XOw08M6P3tOysBLc1J1izMvbL59zMDBX3s4nOuPzOaeDkC1KSzcrKykq98847OvXUU7VkyRJFIhH99re/1dNPP60LL7xQb7zxhkpLS1NdKwzt2rXL6RLgYuQLlshX+osdWZmf5dMVH5ugq46ZqNs+PTN6e2uPNStjR1rmJPj23tqMkvhpSt5hXD8pN6Y5u25vS/RyRYE/btpVQ4I/CrokmoqF9MP5C5bIF6yQLfcLBGNHVvb+DNSeYHmfpo7eX6J2fb7L8HQ2PT0ejy7+yHh5PdJ5h5SpKGamS/7+L2vJF6QkN9iROndouvfee3Xvvfdqz549CofDGjdunLze4f+DAkPX0tJy4IOAJJEvWCJf6S/2w2u+P0MFWT6dOW+cAjFTjHrtBm4wDXwwpvQzTcnapJgp6F27pnvUuZZTVkbikZVHTSpUTWtA6/Z2jsRsaA8O6zqbSA7nL1giX7BCttyvI2aZmUTTwBNN+e5vg51cf0Z045yLPlKhcw8pU05mhj4+fYwe/6BaJx9UEr2ffEFKcmRlT+PGjVN5ebmCwaCam5tT8ZQYZllZWU6XABcjX7BEvtJfQ1v3h9fYtR8zM7zq+rK+55qVTk8Dz/J5de7B4+TzSF/92IRhfe2PTizsddvY3Ez5M7xxa0TFva/ZPs0vz094H9IX5y9YIl+wQrbcLxDu/lyWaBr42NzMXrc1Jpjx0TWyMqfHZ7muL6JnjcvVdz4xVR+d1P3Zh3xBSrJZ+fvf/17XXXdd3G033XST8vPzVVxcrLPPPltNTU0pKRDDY8qUKU6XABcjX7BEvtJf7DftBVnxo/26Pqy29mxWOjwNXJK+8rGJ+tMXD9bZB5cN6+tOLMpSRUH8IvPl+69n+br/YGiIGVmZneFVYUwjuL/1LJE+OH/BEvmCFbLlfrG7gScaWXnKrLGaPS5X5fndn1cSffboGlk5mFky5AtSks3K22+/PW4E5euvv66bbrpJp5xyiq677jo999xz+tGPfpSyImFv7dq1TpcAFyNfsES+0l9TzIfX/B67aneNmoydBv7wO7v02PLd0eu5w7i5TU8b168b9tf0eDy6+thJcbc1tHW+h7HTwGOblX6fJ64R/IMXNiZcTwrphfMXLJEvWCFb7negkZV+n1d3nTlLD39+nioLOxuWPWd1hMKR6GeR3EHMkiFfkJJsVm7YsEGHHnpo9Pqjjz6q8ePH64knntCtt96qK6+8Uo8//njKigQAACPXltq26OWe04a6drfumia0s6Fdv/tXVdwxPacOjQYLJxbq4iMqote7pkfFbrDTGPNHQZbPq8Ls7qZuKCK9tLF2GCoFAABuE7tmZWaCkZVS55erHk/3l6VNHSGFYnYRj/0i2on1xzGyJfXpv729XdnZ3Yu/P//88zrttNPk83WGdN68edq+fXtqKsSwGDdunNMlwMXIFyyRr/QWiUT03q7OpWFyM72a3mOX7ZyYkZWRSESba1vj7p9SnK3Jxc5tduNkvj53SJk+OrFQM8bm6Oz5nVPRs32JR1ZmZXh7TbF/ZWPdsNSJ5HH+giXyBStky/06DrAbeKzCmM8fsVPBWwLdX6oOZmQl+YKUZLNy2rRp+tvf/iZJevvtt7V+/Xqdeuqp0ft3796t/Pz8vh6ONNTVaAYskC9YIl/p7Y/vV6tu/xTmQ8bnK8Mb/4E3x9f5TXs4Ij354R5trGmLu/+Hp0yX19P/h2RLTuYry+fVj06doV+ePSe6ZmXsulFdU8OlzhGX+T2my8eOtER64vwFS+QLVsiW+wXCBx5Z2SX280ZDzCY7NS2B6OXBjKwkX5CSbFZ+5Stf0R/+8Acdeuih+tSnPqWJEyfqM5/5TPT+1157TfPnz09ZkbC3a9cup0uAi5EvWCJf6WtnQ7vufXNn9PrRU4p6HRM7xfuXb+zQw+90/z5//tnZGl/g7I6Q6Zav2JGVMTO0lO3zqrIw/r3a2xwQ0lu65QvuQr5ghWy5X0couZGVy7bWRy8/s2pv9PJBY+Nn1vSHfEFKsll59dVX69e//rVmzJihs846S88//7xycjrDV1NTo6qqKi1evDilhQIAgJGhsT2oZ1bt1Zf+sFJd/bRFU4t16uyxvY4tzun72/OJhc42KtOR35f4DwZ/hkeF2T794JPTordVN3UMV1kAAMBFAnFrVvbfrCzI7v4s95s3d2pnQ7sikYj+ualOkpTnz9Aps3p/BgT6k/T42ssuu0yXXXZZr9tLSkr09ttvD6koDL/p06c7XQJcjHzBEvlKL6FwRFc9uUa7GrsbZTmZXn39uEkJp3OX9Nhwp0t5vt/RXcC7pFu+svqYitU14vKYKcWaXpKtjTVt2tMcUDgScXQaPfqXbvmCu5AvWCFb7he7wY7/QNPAs+I/r729vUHHTytWS6BzdOaccbmD+kxHviAlObIy1sqVK/Xss8/q2Wef1cqVK1NRExxQXV3tdAlwMfIFS+QrvexoaI9rVErS90+apvysxN+P9twdvMtlR1amvLZkpFu++hrdELtL+Li8zvUtg+GIaluDCY9Heki3fMFdyBeskC33i58G3n/bKHaJGqlzze2qmM+C4/evuz1Q5AvSEJqVf/7znzVjxgwdcsgh+sxnPqPPfOYzOuSQQ3TQQQfpqaeeSmWNGAZNTU1OlwAXI1+wRL7SS8+pxweNzdHCiYV9Hp+oWfmfn5qu46ePSXltyUi3fHk8Hh06vvcmhlkxfyiU5Xf/UbCHqeBpLd3yBXchX7BCttxvMNPAx+TEf5Zr6QjFNSsrBrn+OPmClGSz8i9/+YvOPfdcSdItt9yiJ554Qk888YRuueUWRSIRnXPOOXruuedSWihs+f2D+7YDGAzyBUvkK71U9RhV+cWPVPR7fGle/AfcO8+cpY9N7r0Rj1PSMV83nzqj122x08PH5Xe/p9XNNCvTWTrmC+5BvmCFbI18jy2v0pf/sFJLt9T3um9nQ3vc5jgH2mDnIxMK4q43B8La1dgevT7YkZXkC1KSzcof/vCHOvTQQ7VixQpdf/31OvPMM3XmmWfq+uuv14oVK3TIIYfopptuSnWtMMS6ELBEvmCJfKWX3TEj+T53SFnCHcBj9RxZOZjdIodDOuYr2+fVoqnFcbdlxWy8U5bX/SG/uokdwdNZOuYL7kG+YIVsjWytgZAeeHuXdjS06/++sLHX/Xe/ti3uek5m/+tNZng9uv0zM6PXe46sHD/IDRPJF6Qkm5UrVqzQJZdcory8vF735eXl6Utf+pJWrFgx5OIwfFavXu10CXAx8gVL5Mt56/e26Bevb9PK3c1a8t7u6O2nzTnwzo89pw5lHmBdpOGWrvmaUBT/wZ9p4CNTuuYL7kC+YIVsjWxbatvirgdi1qfcUd+md3Y0Rq9/fHpx3OeKvuRmdn8Oae4Iaf2+luj1ykGOrCRfkJJsVmZnZ6umpqbP+2tqapSdnZ10UQAAYGSIRCK65R+b9eeVe3Xt02vj7osd4deXDK9Hs8flSpKOTqPp3+mu57qVsYvfx/5R0XMNUQAAMLpt6tGs3FbXPWV7Y033fV/8yHh998RpA3rOvJjdvqsaO7R+b6skaXpJTp+bLAL9SapZeeKJJ+rOO+/U0qVLe923bNky3XXXXTr55JOHXByGz9ixBx79AiSLfMES+XLWzoZ2ba9v73X72NzMuB2q+3PjydN03aJJuu64Sakub8jSNV8LJxaofH9T0p/hUWF29x8CY3Mz5d0/K5w1K9NbuuYL7kC+YIVsjWyba1rjrm+o6R4FubWuu1k5pXjgA9ByY6aK/2tno7q25zm8svemgAdCviBJSbW4b731Vh199NFatGiRjjzySM2ePVuStGbNGr355psqKyvTj3/845QWCluMhIUl8gVL5MtZ78ZMFYr1o1N6bwLTl3F5fp02pzRVJaVUuubL4/HoZ2fM0qPLq3R4ZYGyYxrDGV6PSnIztbc5oL3NrFmZztI1X3AH8gUrZGtk29ijWbliV5M+OXOsWjpCeuidXdHbJw2mWelPvK7l3LLeSwceCPmClOTIymnTpmnFihW65pprVFtbqyVLlmjJkiWqra3V1772Nb333nuaOnVqikuFpR07djhdAlyMfMES+XLWyurmXrfNKs3V9DTbKCdZ6ZyvsXmZuvrYSVo0rbjXfQX7/2ho7ggNc1UYjHTOF0Y+8gUrZGvkikQi2txjGvg/N9WpPRjWb9/dFXd7z/Wx++PzeuLWz+7SVxOzP+QLUpIjKyWprKxMP/3pT/XTn/40lfUAAIA0Vtsa0E0vbFJ+Voa+d+JU7Umw23TsQu1wRtfOnR2hiGpbAyrI8snn9RzgUQAAwM1qW4OqbwvG3dYSCOuDqiZ9uLv7C+iJRVlx62EPRF6mV+3B+M+AOQNcEgjoiZVOIUmMhIUp8gVL5Gt4/WX1vuhoyseW79belt7NygsPGz/cZZkZqfnK9Xf/cfD5Rz7QhMIs/eqcOQlHPcA5IzVfGBnIF6yQrZGr5xTwLs0dIe1o6F6D/NpFg19HPNefoZrW+EZodubgP3eQL0gDbFb+27/926Cf2OPx6L777hv04+CMmpoa5ebmOl0GXIp8wRL5Gl6vb6mLXv79e7ujlycXZ+vUWSUKhCM6LsG05JFqpOYrJzN+2tWOhna9ta0h4ZRxDJ/2YFh7mwPRqXUjNV8YGcgXrJCtkWtTTLNyzrhcrd7TubnO3paAGts7l45ZUJGvQysKBv3ceQmmfGcn8SUp+YI0wGbliy++KI9ncFOHBns8nNXQ0OB0CXAx8gVL5Gt4BUORhLePzc3UeYeWD3M19kZqvhJNu4odMTFcPqhq0m2vbNGCigJdc+wkZYziqeihcETXPb1W6/e16itHTdC5h5SN2HxhZCBfsEK2Ro5gOKK9zR0aX9D5Jdm/dnZvjHjI+PxoszK2iVlZOPC1KmMVZfduLyUzo4N8QRpgs3Lz5s3GZcBpPh8rAsAO+YIl8jV8guGIttUnbniV5mUOczXDY6Tmq+fISqnvqV+D0dAWVJ4/Y8BNx8ffr9bOhg7tbNin4hyfvrywcsg1jFTLttVr/b7O38Fv3tyhcw8pG7H5wshAvmCFbI0MtS0BfeN/12lbfbv+/eiJOmVWid7b2SRJGpeXqdll3aMX/7q2Jno52Wblp+eU6s1t8Y3GZEZWki9ISe4GDveZNWuW0yXAxcgXLJGv4bOzvl3BcOfIyp5TfUpy3dmsHKn5yk2wRtSGfUNrVr61rUEXPPqBvvKn1QPeROm9XU3Ry39bV9PPke6yt7lD7+5oUCjcPRL5lY110ctdN4/UfGFkIF+wQrZGhv+3dHv0S+a/r6/Ryt3NCuz/B+ioSUV9NhInF2cn9XpHTylSfo/Ph9kJvjw9EPIFaRDNyra2Nl1xxRW6++67+z3urrvu0le/+lUFAr0X3Ef6WrlypdMlwMXIFyyRr+FT19b9b/tps8fG3Zdo6o8bjNR85fh7f8TbXt+mjmDyO7X/4G8bFQxHtLWuTa9vqR/QYzIzukdg7msJRJvdbtYWDOuKP63Wt5/doD99UB29ffmu7ql3BVmdf7yN1HxhZCBfsEK2RoauDRElac2elrjlYA4qzVG2r3cjMSfTq49OKkz6NYtzuj8P+rwe+ZJY/oV8QRpEs/Kee+7Rgw8+qE9/+tP9HvfpT39aDzzwgO69994hFwcAAJz31Mo9+tUb21Xd1N2szPdn6KefmanMDI/8GR4dNYQPtki9nAR/gIQjQ1u3MhCzXmltj90+EwmGI6qLOS4c6Rxx6Haba1rVsH+Tgt+8uVPr97boxy9tVk1L93vR3BFSOOL+xi0AwBmRSER1bfH/Vv9rR/eXZuML/AlHVl50+PikGoxdYkdWxn5hCQzWgIdB/OEPf9C5556r6dOn93vcjBkz9LnPfU6PPfaYvvrVrw65QAyPMWPGOF0CXIx8wRL5srV2b4t+/vp2Sd2jwaTOaeDzx+fr4fPnS57ODXbcaKTmKyfBNHBJ2lLbpmklOUN+/oFMA69pCahnO253Y/ci/27V3BGKu/7vT67pdUw4IjW1h0ZsvjAykC9YIVvprzUQjvuSUZJei5kVUZ6fpWC497/lhUOcKZMf81kxnORsCvIFaRAjK99//30tWrRoQMcec8wxWrFiRdJFYfjl5+c7XQJcjHzBEvmy9c727oXSG9u7mzBda1aOzct0baNSGrn5yu1jjaitdW0pef66AYys3Nvce0mg3U3uH1lZ33bg96bruJGaL4wM5AtWyFb66+/fIo+kcfmZCaeBF2YNsVkZM7IykGSzknxBGkSzsqOjQ36/f0DH+v1+tbcnP80Iw2/btm1OlwAXI1+wRL5s+TMSf1ToucGOW43UfPU1sjJVzcp9LQdem3xvS+/GZDXNyqj/WVGtn768UTvq+cwMGyP1/IX0R7bSX88p4LHG5mXKn+FVlq/3NO3YWTTJyI9pdia7TDX5gjSIZmVlZaU++OCDAR37wQcfqLKyMumiAABAemhsT/xhNy/BBi5IHzk9RlZ2LT+1cxBrVn5Q1aQnPqhWS0cobldraWDNyg17e+8+7saRlWv3tugbz6zTH9/v3EynoT2U8LhMr0dZMeuDPbd2n16tCuuBt3cOS50AgNEjdgbEeYeUxa1DOb6gcxBaop26hzqysq8dxoHBGnCSTj75ZD388MOqrq7u97jq6mo9/PDD+uQnPznk4jB8Jk+e7HQJcDHyBUvky1ZfG6mMlpGVIzVfPUdWlud3/mGys6FdkQFs7FLbEtB3nl2vX76xQ0tW7FZTj3UY39vVpKY+GtmS1BEK69k1+3rdPtBRhyPJz/65VSuqmnTPsh2qbupQfR//zdxz7hz9+8cm9LrdjQ1cpIeRev5C+iNb6S/239vKwiwdPaVIUucXZ2fPL5Mk+RNsgFOQPbTPd6nYVId8QRpEs/L6669XW1ubTjzxRC1btizhMcuWLdNJJ52ktrY2ffOb30xZkbF27Nihiy66SGPHjlVOTo4OOeQQvf3229H7I5GIbrzxRlVUVCgnJ0cnn3yy1q1bF/ccNTU1Wrx4sQoLC1VcXKxLL71UTU1NJvWOFPX19Qc+CEgS+YIl8mWrpo8RdLmjpFnplnxVFHZuatMSCPc58i/Wa1vq1b5/Yf7Hlu9O2GT89bIdfT5+w77W6BS0Y/b/gSRJDW0Hfu2RZv2+7hGkq/c0qz5BEzfDI5UXZKk4p/f6ri0d7ntPkB7ccv5C+iFb6S/23+2ibJ++ftxkXf/xKbr3c3N13LRiSZLX41FWj+ZiwRBHVmYOYSfxLuQL0iCaldOnT9cf/vAHbd26Vcccc4xmzpypc845R5dcconOOecczZo1S8ccc4w2b96s3//+95oxY0bKi62trdWxxx6rzMxMPfvss1q5cqVuv/32uN2ibr31Vt1111361a9+pWXLlikvL0+nnHKK2tq612havHixPvzwQ73wwgt65pln9Morr+jyyy9Peb0jCScEWCJfsES+bPU5srKPDVzcZqTma3Jxtir3NygvO7JSFQXd647vGsBU8A37WuKuNyRoVr5flfiL3nV7W/S1p9ZGr88ty4suuD+QkZWRSERb69oUTHaxKwetrm5J+F6V5fvl83o0s7T3TuytwQPvrA4kY6Sev5D+yFb6q2vt/rK5KNunPH+GTjqoRBUFWXHHxU4Fz830xk0XT4YvBSMryRckaVBt809/+tNasWKFfvzjH+uZZ57Rk08+Gb2vsrJSl112mb71rW9p+vTpqa5TkvTjH/9YkyZN0gMPPBC9bdq0adHLkUhEP/vZz3TDDTforLPOkiQ9/PDDKi8v15NPPqkLLrhAq1at0nPPPae33npLCxculCTdfffdOv3003XbbbeN2rU2vV7WloAd8gVL5MtWbWvikZWjZRr4SM1XhtejX3x2trbXt2lWaa7+5/3uZXx2NbZrTllev4//oKo57vq2BBvz7GzoUFN7MG4xfUm6+e+b4q6Py8tUYbZPTR2hATUrH1m+Ww+/s0vTS7J126dn9np+JwXDEe1saNekoix5PB51hOIbjU98UB23LmWXcXmdzeLSvN6bVbYGaFbCxkg9fyH9ka30F/vvbXFO3/+Oxm6yU5g99H9vfZ6hNyvJF6RBjKzsMnXqVP3yl7/Utm3bVF9fH/3/7du361e/+pVZo1KSnnrqKS1cuFCf+9znVFZWpsMPP1y/+c1vovdv2rRJVVVVOvnkk6O3FRUV6aijjtLSpUslSUuXLlVxcXG0USl1rsfp9Xr7nN7epbGxUQ0NDdH/uWnH8zlz5jhdAlyMfMES+bITiUT6HFmZkYJpPiPBSM5Xnj9Ds8flyePxRBfTl6Sqxv7XSIxEItrZGP8Z5+/ra6OX82Ma1bFToKXOZt6uHs8/Lt+vov1rYDV1hA44YvLljZ2vtbGmTfe/tavfY4dTJBLR9X9Zr//zx1V6ZPluSVJtS/x/H6FI51T7nsbld0//7jnlrjUQGtA6osBgjeTzF9Ib2Up/sbuBF/fThIz9wmxsbu+lSgbrqMndS798/tCypJ6DfEEa5MjKngoKClRQUJCqWg5o48aN+uUvf6mvf/3r+u53v6u33npL11xzjfx+vy655BJVVVVJksrLy+MeV15eHr2vqqpKZWXx/9H4fD6VlJREj+nLwQcfrJaW7mlRX/7yl3X11VeroqJCGzZsiL5WJBKJbkQ0c+ZMbd++Xa2trcrOztakSZOia2iWlZXJ6/VGX3fGjBmqqqpSc3OzsrKyNHXqVK1Zs0aSVFpaKr/fr507O3eMnDZtmvbs2aOmpiZlZmbqoIMO0qpVqyRJJSUlysnJ0Y4dnWtJTZ06VTU1NWpoaFBGRoZmz56tVatWKRKJqLi4WAUFBVq1apXy8/M1efJkNTQ0qK6uTh6PR3PnztWaNWsUCoVUWFioMWPGaMuWLZKkiRMnqqWlRTU1NZL0/9m77zA36mtv4F/1Lm3vvXl33TDYgGmmd0INoYWEFFJM8obcJNz0hIQQkpuQe29IIRUuobcAoYZiio0xNq7rbd7e+6r3ef+QNJqRRlrtrmZV9nyeJ09URtpZcTw7OnN+56C1tRWdnZ3wer0wGAwoKChAb2+guqKsrAwulwvT04Fm+83Nzejp6YHb7YZOp0NxcTF6enoAAKWlpfB6vZicnAQANDU1YWBgAE6nExqNBuXl5eju7ub9tx4fD3xpaGhowPDwMPt5V1VVobMzsBStsLAQcrkco6OBLz51dXUYHx+HzWaDUqlEXV0d2tvbAQD5+flQqVS8z3tqagoWiwVyuRxNTU1oa2tjP2+tVouhoSEAQHV1NWZnZ2N+3kajEQMDAwCAyspKWCyWmJ93Xl4e+vr6AADl5eVwOBzs593S0oLu7m54PB7o9XoUFhbyPm+3242pqSkAwJo1a9DX1weXywWdToeSkhI2ZktKSuD3+3kxOzg4yH7eFRUVvJiVSCTs511fX4/R0VHY7XaoVCpUV1cLft5WqxUbNmzAxMQErFar4OetVqsFYzby887NzYVer8fg4CCAQAPm+fl5zM/PQyqVorm5Ge3t7fD7/TCZTDCZTLzP22q1YnZ2NipmhT5vp9MpGLN6vR5FRUVxY7a/vx8ulwtarTYrjhHczzvdjhEAoFar6RghwjHC5WPYxJJSCrg5OZi2trakHSNCn3c6HiP27NkDnU6X8ccIP8Lna/0jE3CsMcU8Rqj0OfD4+Mmzg5wl39esL8Lf9wb+u+3rGUO9AeznfdARfV5oGR+E1BNOYO492AaDUhLzGDEwG67i3N03jbY8S1qcR+hy8tml7w/uHcU1LTk43DMU9fsKyVFKMDg4CIvFglualfjDkXAy2M8AU7PzmBwLHE8y6RgBrMx5BJC+x4h0Po/weDyorKyk8wj6rpH0Y4TX60VJSQkdI9L4GDE+G/h7JZUAkyMDGHI6Bc8jLJw+1s0FavT39y/7GPHVE3Ix6QI2aubQ1ja/6GNEV1cXVCoVHSMy+BgR7zxCo4luiSNEwmTQpVylUonNmzdj586d7GNf/epXsWfPHuzatQs7d+7EqaeeipGREZSWlrLbXHvttZBIJHjsscfws5/9DA888AD7jy6kqKgIP/7xj/GlL30p6ud6vV7s2LEDdXV1vJJklUoFlUoVtX0mamtrQ2tra6p3g2Qpii8iJoov8UzZ3LjhkSMAgOPLDdg3bGGfe/Vzm1K1WysqW+Kre8qOLz8bOPc5rzEP39xWHXPb/lkHPv9Uu+BzVTlq3H56JW5/PvBF57KWAkglwITNgxs3leC2ZzuiXvPiZ47Df787gFc6Aye391/djJrc2CeqV//fQfbLk1wqwfOf3pgWlbyjZhc+9Xgbe//Vz23C272z+OnrfQu+dvvWCly+tpC9P2F145c7+nFgNPBl8rEb1iE3CRUthHBly/GLpB+KrfR34yOHMWnzIEctx+M3rY+53fl//oi9/YNza3FaTc4K7F18FF/Zzefz4cCBA9i2bRvk8tj1kxnVDKC0tDQqaFtaWtiscElJCYBwVjtkfHycfa6kpIS9qhPi9XoxMzPDbhOLwWCA0Whk/5ctiUogsFyeELFQfBExUXyJx8qZUlyoU2BbcHrkTZvi/73MJtkSX9weo691zeDedwZibjsTY+k/AJxYaUSxPryk/PmjU/hn2xR29c/jNzHeUy6VwMjpOzkf5/39DAMrp8rD62cwZRPum7rSIvttMgyDiQWW1IdolfxT7iK9Enmc5CQN2SFiyJbjF0k/FFvpjWEY9m9WvH6VANjJ4ACwvkQv5m4ljOKLABmWrDz11FOjKiI7OztRXR2oDqitrUVJSQlef/119nmz2Yzdu3dj69atAICtW7dibm4Oe/fuZbd544034Pf7cdJJJ63Ab5Ge6IBAxETxRcRE8SUeGydZqVXK8J2za/DI9etw8wmlcV6VXbIlvrQRA5Fe6piGw+PDtM2DHT2zcHjC/61n7OHk4GUtBbzXXdKcjzytQnBaaGT/SgBsgtvE6Zc174qdrLS5fYhc8hPZPzNVzBH77fD4sZdTbXzRmnz2duQAqhx1dNWkRhE+Ded+/oQkS7Ycv0j6odhKb06vH+5gOxfTAkNzPrO5DBc25eMH59YuuO1KofgiQIYlK2+//Xa8//77+NnPfobu7m48/PDDuP/++7F9+3YAgEQiwde+9jX89Kc/xXPPPYdDhw7h5ptvRllZGa644goAgUrMCy+8EJ///OfxwQcf4L333sNtt92G6667btVOAgfAVqcSIgaKLyImii/xcJOVeqUMEokE+brVtVQ1W+JLaHr7mMWN77zcjbve6MNvd4Z7L3KTletL9PjExkA/pivWFqLcpIZUIkGRPn4cfP30KnznrBp87fQqAPzKjrk4lZXcqsqQUXN6JCsjKyuHzS7sHwkkK4v1Snzx5HKc05CL8xvz8NvL1+AH59ZCKgHq8tQ4vjy6l6dWEf5vIjSUZ6l8fgY/fq0Hn/jHIXz9+U683Tu78ItIVsqW4xdJPxRb6S3R4ToAUG5S4etnVKXF8u8Qii8CLHPAzkrbsmULnnnmGXz729/GnXfeidraWvzmN7/BjTfeyG7zrW99CzabDbfeeivm5uZw2mmn4eWXX4ZarWa3+cc//oHbbrsN55xzDqRSKa6++mr8z//8Typ+JUIIISRtcZOVQskukjnkUglUMglcnME5B0et6A0Os3mtawbf3FYNhmHw6IFwO508rQLb6nLwyU0lUHCmWBfplRgxx14C3ZCvQUOBlvc+IdP22Mu6Le7oZOVI2iQr+fu2q38eoY/z5CojNAoZ7jizhn2+3KTCYzeuh14pE+y5qZaLU1m5Z8iM9/rnAQCzDi+6ph04qdIElTyjahQIIYQsEfei4ELLwAlJVxkXuZdeeikuvfTSmM9LJBLceeeduPPOO2Nuk5eXh4cffliM3ctYlZWVqd4FksUovoiYKL7EY+OM/9av0mRlNsWXVCoBOMnKd3rnorZ5u3eONxk0XyuHRCKBUs5PtnH7VgrJjxgWw70/Ey9Z6YyuuhyYcwpsKb4Rswv/9XY/6vO0+PLWcpgj9i1UVQkATYXayJcDiL/8TstbBp68ysrDnMntAODy+jFl86DclD291klisun4RdILxVZ6464ESJel3YtB8UWADFsGTsRjtVoX3oiQJaL4ImKi+BKP1R0+2Y3sebhaZFN8eX38bpAHI5JafobBe31z7P1CnQJlRuEEV4VJLfh4iCmikiM/wcpKq0BlZaqSlfe+M4DDYzb8s20SbeO2qGXgh8dt7O3aONPNY9Fw/k3d9UYf+mcdYBgGb/fM4j9f6sYBTjJ0MQ6P2aIee/PYDBgmshsoyXbZdPwi6YViK71NWMMrH3K1mde+h+KLAJSsJEGzs9TPiIiH4ouIieJLPNzKytW6DDyb4svjj5+ssrh82McZGPO3a1shkUQvXwaApgLhSsIQacTrDCoZFMGl0NNxpntbBHtWuuFKwbTsA6PhL0u9s86oysoQqQSoyomfvBXCrawEgM8/1Y6H94/jp2/0Yd+wBd98sXtR7+dnGLzWNY22iehk5YP7xvBK58yi95Fktmw6fpH0QrGV3npnwgPvapbw9ynVKL4IQMlKQgghhMRgc/EH7JDs9vGHDsEc/G9+SrUJSlns08TGgtiVhPX50c9JJBK2b2VkZeWM3cNWgVg4E7dDCXIGwND8ylZXun385Oj9u4fZPpCRKkxqKJfQD1IujX7Ng3tHF/0+AGB1efGzN/rwyx2xhxL85l0aWEAIIatB70z4b2ZN3uIr/wlJB5SsJACA1tbWVO8CyWIUX0RMFF/isXlowM5qja+KBfob6lWxe2DdelK54OOhpeBmlw9vHQtUTfTNOvDZJ4/i04+34cMhMyY5VZfrinXs7aH5lR2y0zfLT44641R2ruXs52K0FunYatOQpSzU9vkZfPW5Trwd0YN0fYmed3+BwlqShVbr8YuIj2IrfTEMg77ZQGVlsV6ZkedvFF8EoGQlCers7Ez1LpAsRvFFxETxJR4rVVau2vgyxElGhnxzWxUMKn5cnNeYh01lBsHt83Xhvln37RrCm8dmcOtT7bC5ffD6GfxyRz86J+3sNidVmdjb3P5bK2HvkDnhbY+L8fsuJF+nwHdOUOO7Z9fE3OaZwxMYt7jj9ps8OGYVTOZuLOUnKzNxyAJZntV6/CLio9hKX+NWN+zBoW01uZm3BByg+CIBlKwkAACvV7gPEyHJQPFFxETxlXwMw8Dh8dGAHWRXfC1ULcllVC383/u8xnw8edN6XgVkbZzlZmfW5bK3vX4Gf93DX/I86/CicyqQrCw1KFGbF/6StdLJyh09iffLOq5Mv/BGMeQq/NhWl4uL1uQLPv/794fxyceO4A/vD/Mef+vYLG55vA3PtU3inZ65hPZLp6TT/tUmm45fJL1QbKUv7hLweH+T0xnFFwEoWUmCjEZjqneBZDGKLyImiq+lGZxz4oG9oxiIWO7KMAx++FoPrnzwII5OBBJHBpUMcqnwoJVsl03x9e2zamBUyeL2mwxJpLISCPSi/MqplTCp5ajNVeOyloKY255em4NSgxIAYHP7MB4nAVmfr0WxXsnej7dtss06POiZSaxHZp5WjlzN0iethuKrkPO7CnnmyCTv/s/e7MOw2YXf7hzC4fHAIKDIf6IN+VqUc6a5Cw0vItktm45fJL1QbKWv0BJwIHOTlRRfBKBkJQnKy8tL9S6QLEbxRcRE8bU0P3qtB//4aAz37OjjPX5s2oH3B8y8/nZ5y0jGZLpsiq/GAi0evXE9fnv5mgW3jVzeHU9tngaP3LAOf7iqGaoFBs2EhuxwKWXRifDGAg3ytAo2Sf7+gBlHBaZcR9rVP49/d83A52cwPO9Cx6Qt7hJqIXOOxCs6rlpbtKj3jhSKr2L90v+Nhfpr5mkV+ME5tcjTynHdxmJolTL84NxadjuLK7Dcnqwe2XT8IumFYit99cxwk5WZuQyc4osAlKwkQX19faneBZLFKL6ImCi+Fs/h8WEw2OOua8rBS+ZEDukAgBzN6u11l23xJZdKIJEsXCVrXGR/w0TfVyiZeXx5dM/HE8qNkEokvOTaz97og08g2dY5Zcctj7fh4r/uxw9f68EvdvTjmSOTuPWpo/jKPzuxZxH9JwH+RPKTKqOrOy5uzkdLkRan1+bginWFi3rvSKH4Kl6gshIID/mJlXzNUctxWm0OHr1hPT6zpQxAIJHM/R0sTlpat5pk2/GLpA+KrfTVH7yAJZdKUGHKzGQlxRcBKFlJCCGErDr9EUu/LS4fdvTM4ldv9+Oljumo7YWq4Uhm46YVL28twHfOquE9v5jKysUQTlbyE4K5GjkagkvVN3H6Lo5b3Xh/YD7q9b/bOYRhs4uX2Lx/9zA8wfv3vjO4qH00O8PLpdeW6HBqtYn3/GUtBfjvj63B98+phVKWnFPpMuPC/UTNwURjrMnksS4qcAfrzLsoWUkIIdkstDogn7M6gZBMtHpLJQhPeXl5qneBZDGKLyImiq/Ezdg92DdswazDw3t8cN6JX+zoh8cnXLGVu4orK7M1vr5zdg3ueqMPUglw1foieLz8//aJ9qxcLJXAku+WIi3v/vHlBkiDVZrXbijGRyNW9rn/2zeGI+M2XNiUj6rglNO2BZaHz0XEuxCb24eDo1ZsKNXDzEnoGVVy/PC8Osw6PHjq0ATKjCrU52vjvNPihOIrP4ELAmanF0V6Jaxu4d6TOTHaNXCrZM1UWbmqZOvxi6QexVb6snsCfyO0isytS6P4IgAlK0mQ0+mEyWRaeENCloDii4iJ4isxDMPg+68eQ9eUI+q5I2O2mIlKAMsaIJLpsjW+Tq/NwZ3n1yFXI0epQRWV0Fuo9+RSCb1v5DK11qLwdPETKox44dMbcfkDB+BjAr24emYceH9gHvddsQYahQxKmQTuOPErTaCy5K43evHhkAUnVRqxtiT8843BpG2uRoHPnZj8L0+h+EpkCX0oiWqNMSgnJ8bSfW5l5ewi+nGSzJetxy+SehRb6cnrZ9i/h1qlOCskVgLFFwFoGTgJmp6OXvZHSLJQfBExUXwtrG3chvt2DQkmKgGgfTJ+ZZpCoBputcjW+JJKJDi5yoQ1hYHEnFiVlJHUEclKhUwSVf3RWqzj3VfKpVETTYfmXbj8gYPonLIvWJW40Mmuz8/gwyELAGD3oBmzdk5lpVrcL3uLia/54PL02JWVwv8NizjDe8YtKzdVnaReth6/SOpRbKUnO+fvgyaDKyspvghAyUpCCCEkq01Y3fjWi114rm0q5jbtE/a47yFW/0KSPmRSCTuVuypHvIb8kZWVJpUcEokEm8rCQ3ZqcjWRL0NjgfDS65+90RczeRfi8jH45KNHsFug3yUATNj4CTzusvKVSuICwLbanLjPW5ZYWVlqCPfDHLW4lrZzBADgZxjBIU+EEJIOHJ5wT2Odgs7dSGajZCUBADQ3N6d6F0gWo/giYqL4iu/9gfm4S2QBYMoe3dNvS4URBpUMdXlqbKvNFWv30t5qiq/fXNaET2wsxo/PqxXtZ0QmK0P9FLdvrcDHWgvwX5c0QCawbDuy2jJkxOyChZO8izWoZtzqxpOHJgSfG57nJ/A6JsPJe6PIyUpufH3x5Ao05EcnakNC/SYtMYbkxKqsLDVyk5VUWblU03YPbnrkCD79eBu6puJf4EkXq+n4RVYWxVZ6CvWrBABNBicrKb4IQMlKEtTT05PqXSBZjOKLiIniK7a9Q2b8ducQ77E7zqzGT86vw7e2Vcd97eYKAx67cT1+f2UzlCL1L8wEqym+Ggq0+OyWMpSbVrCyMrjMuipXjdtOqcSGUoPQy6Imcgs5odyASlPsqdqHx6yCj4+YY1cbGkReBs6Nr3ydAr+7shm/u2IN+5ie03Psta4ZMAwTs5K0WK8UfNyokrFL7ceosjJhNrcPfiZ8oeetY7OYsnswbnVj+7MdcMeYyp5OVtPxi6wsiq30xE1WapWZe+5G8UUASlaSILebrrQT8VB8ETFRfMX2x93DvPu/u2INzmnIw0lVJpzTkBt3ua9WKYNcKklo8Ec2o/hKrsielcYYS5cj6VVyXNiUH7itlOHbZ0Un241qedxhUKUxqi4jKytDJACUMnFPlYXiq6FAi89sKcW2uhz8/OIG9vFRixsfDJpjLgOP9e9ZIpGwv/u4xU3LmAU4vX78dc8I/tU+hXmnF99+qRtXPngQ33+lB0wwYRmZ6O3MgOpKOn4RsVBspSe7O3wRRZvBlZUUXwSgaeAkSK/Xp3oXSBaj+CJioviKNmF149WuGfTNOtnHvnBSORo4ff8kEgmuWFuI/3lvUPA9VCInaTIFxVdyRVdWJn4q+sWTy1Gfr0FrsS5qKA8QqCA8ocKIV7umIZdKcOtJ5fhYayGuf/gwpu0euAQq4Tw+P97tm2PvryvR4fBYoGflmfXitz+IFV/XbSxhb1+5thDPHJkEAPxlzwjv33XIpS0FcS8slBqUODbtgI8BJm1ulBhiV6CuRvftHMQrnTMAgAMjFuwdDgxc2jNkxrTdgwKdEmMRS+g7p+xYV5Lexwc6fhGxUGylJ15lZQYP2KH4IgAlK0lQUVFRqneBZDGKLyImii8+n5/Bt1/qxiCnWuxzW8pw9froz+n02hxesrLEoMSE1Y1CnRJbE1h2uxpQfCVXZBJ8MT0htUoZLl9bCCAQ5wqZBB5OP1aDSo6Tq0z4x3XroFZIoQsuoVbJA0k8oWTl7gEzJm2Bnq0nVRrxkwvqwTAMBudcqMgRP6GXSHxduS6crIxMVG6rzYFaIcXnTyyL/3M4S8QnbR5KVnL8Zc8Im6gEgLd65njPD867hJOVk+lfWUnHLyIWiq304/b6cdcbfex9rTJzKyspvghAy8BJEPWFIGKi+CJiovji65yy8xKVALCtTrhCLLKq7aZNJXj8xvX468dboirgViuKr+SKjKtYQ2EWIpNKUJPLX/Yciud8nYJNVALhBKlQsnJgLpz8O68pD0Cg6rgqVw3pCrRASCS+ivRKaAQqZAp0Cnz3nFr8xxnVCw5S4CYrJ6y0vC7E4fHhiYPjcbcZnneBYRiMRXxumTBkh45fRCwUW+nn2eBFrZBMHrBD8UUASlYSQgghWeWDQTPv/mk1OSg2CA/eAICvnloJIJDo2VptglEth4KWgBORRPasjDW9OxHrI5bgrinUCm4XSpC6fAzbfzBkyu5hb8caUJNqUokElQJDj64IVpkmokhHyUohcw4vFmrhOTjvxJzDG5XsHrO4eQN4CCEklR6LuPCiy+ABO4QAtAycBJWWlqZ6F0gWo/giYqL44jswamFvlxtV+MJJ5XG3v6Q5H3V5GhTrlTAsYknuakHxlVxKOb9asTp36ZPH1xbr8fThcCVJ0wLJSgBw+xh2WTgATHOSlfna2MN5xJJofK0t0fEGulzSnL+oZGWhPvy7TVo9cbZcXeac3gW3GZ53YdYRvZ3Hz2DW7kW+buXjJlF0/CJiodhKL14/EzV8LZMrKym+CEDJShLk9S58skbIUlF8ETFRfPENzgWWgOdrFfjbta0Lbi+RSNBarBN7tzIWxVdyRVZWFiwjQbixVA+tQgq7x4+r1xXGXLbNTVa6vH7e/ZlgslICxJ0kLpZE4+vG40qgkUtRl6fB6bU5cYfpCOFVVtqosjJkPoFkZd+sAw6v8AT2cas7rZOVdPwiYqHYSi/9sw5E1nnLpeK3MhELxRcBaBk4CZqcnFx4I0KWiOKLiIniK8zs9LJfvitMNEAjGSi+kksC/penxSbduIxqOX5xSSP+32mV+NTm2ANmeMlKH38p73RwuE6uRg5ZCr7YJRpfRrUcn95chjPqcpf0mZk0cihkgdeNcwbFDMw5ce87A/hX+9Si3zMbcJOVTQXClbkTVg8mONWooc8RAMatLqGXpA06fhGxUGyll9CFaq7yZbRZSTWKLwJQZSUhhBCSNYY4g3UoWUnSUalRCbVcCqfXjwuCA22Wo6lAGzPJFKLiJJe4fQd9fgYzjkASKi8FS8BXklQiQZlBhf45J0bMLvZ3/9yTRwEAL3dM48RKIwp16dm3UyzdnKX1WyqNvKX2XEfGrezt6hw1uqcdAAKVlYQQkmpD8+FhcSUGJT53YhmMakr1kMxGEUwAAE1NTaneBZLFKL6ImCi+wrgnqxUCAznI4lF8JZdGIcPdF9ajbcKGi9bkr8jPjFwGHvKv9il2uEoq+lUCKxtfVblq9M854fEzGDG78PThCfY5BoHBO6slWfnI/jH87cNR3mMbSvT4R4ztD4+Fk5VVnGTlmCW9k5V0/CJiodhKL4Oci9V3nl+HmlxNCvdm+Si+CEDLwElQf39/qneBZDGKLyImiq+wYTNVViYbxVfyrS3R4+MbiqFfoYFO3GTl3z8cBcMEpoL/dc8I+3hpipbLrWR8VeeEL2Dc/nwn/tU+zXve5hbuy5htzE5vVKISCCSsW4vC/XsNqvBwip6Z8IWghnwNQh0DDo/ZxNvRJKDjFxELxVZ6CV2slkqAsgxe/h1C8UUASlaSIJcrvXvukMxG8UXERPEVNsOZbFykXx0VUmKj+Mp8Kln4dHf3oBn7R6wYs7ph94SrLK9al/hk7WRayfjiTl43u6ITk5GTZLPVRIyl2yaNHP9xRhXbNuBTJwhPo83XKdESTGoOBJfVpys6fhGxUGylD4Zh2DZAxXollLLMT/FQfBGAkpUkSKuN3++JkOWg+CJiovgKm+YkK7O9B99KofjKfKqICeT7hs04FlzGCwA3HFeMEkNqKlFWMr6qcuK3hrCuksrKSZtH8HGDSobKHDX+5/I1uPvCelzWUsCrrgxRy6U4ucrE3v9wyCzavi4XHb+IWCi20seM3QtH8OJbtrQAovgiAPWsJEGlpcJXjwlJBoovIiaKr7BQZaVcKoFR4Es2WTyKr8wXmazUKmXo4SQr6/NT96VoJeOr3KSCVAK2T2ckocrKJw9N4JWOaZSZVPjaqZXIzbCLIF1TdvTMOHBmXS4bB9yLOkBg2eRV64ogDU5Zr83ToDYv0O+txKCExeXgba9WSLGhVM/e75wUHsqTDuj4RcRCsZU+Brj9ynMyfwk4QPFFAqiykgAAjh07lupdIFmM4ouIieIrbNruBQDkaeWQSCQLbE0SQfGV+SKTlQqZFMdmwgmourzUDSJYyfhSyqRRvcw2cpJukZWVE1Y3/rR7GP1zTuzqn8dfPxxBupuxe7CjZxZ2tw+7+ufxlX924FdvD/CGCU3ZwsvAf3pBHV78zHG49aRywfcTqrhVy6Woz9MgNGS+I8YE8XRAxy8iFoqt9DE0F05WVmZJZSXFFwEoWUkIIYRkrEmbG+8PzMPrZ+Dx+THvDCQrUzXZmJB0pJLzE/dOj4/9cqeQSVBqXD39XasjloKfUZvD3o6srPx31wy4RZhvHJvFnCNQlehnGAzPO8EwMco0V1BoH3x+Bne81I273ujDr98ZwD1v9bFVpPuGLez23MrKAq2SragUUizQ+1ejkEIpl7LVl4NzTjg8q2MJPSEkvTzXNon/3TnE3qfhiiSb0DJwAgAoLi5O9S6QLEbxRcS0WuPL4vLiq//sxLTdg2vWF+GKteEBIXkaSlYmy2qNr2wSmU+zuH0YtQSq68qNqrjJKrGtdHxV5qiB/nn2/gaBysrheScOjdnw5rFZ3ms9PgYvtE/jpk0luOuNPrzTO4fLWgrwlVMrV2bnBbzePYPfvDMAj59BbZ4G/bOBJPTbvXO87UIXcgBgitOzskAX/1jJnQ4eog5W6jYX6tA97YCfAfaPWLG12hS1barR8YuIhWIr9cYsLvyWk6gEgsf4LEDxRQCqrCRB6XBlnGQvii8iptUaX88cnmQrhJ48NMGbcJu/wBdwkrjVGl/ZJHLydd+MA95gyV2qhxGsdHydVGlkb3/jjCoUcSoHrW4vfH4G33yxG79+ZwD9nKWF0mA+94W2STg8PrwTTAY+f3QKvlhNMFfAU4cm4PIx8DPgDU2K1DfrxM/f7MMXnz6KvcEqS6VMIjhAh+vUGhMqIyqVQsnKk6rCn+U7fXNL/A3ERccvIhaKrdQbnONPzC7SK7JmZQ3FFwEoWUmCJiYmFt6IkCWi+CJiWq3xFfnl+OWOafb2QtVCJHGrNb6ySeTS566pcFIr1UvmVjq+1pbo8d8fa8L/Xt6E85vyoZZL2USk1eXDrMPDqzwEgBPKDTipMlA1OOPw4vVufsVlz0zsJKHYuuMkKCO9cWwWPTPhBGyBTrFgb1+JRIJPbORX+KgVgQTnpnIDtIrAV6l9w+k5EZyOX0QsFFupx4Cf0CsV6LGbqSi+CEDJSkIIISQjzURMtH21a4a9nS0N1glJhs0VBpzO7c3IGSST6mRlKrQU6bCmMLC8WSKRwKAKdIWyuX0wO6N7L1aY1NhcYWDvP3ZgnPf8kXGbiHsbm59h2CE3S5GvTaxXaV5EpZIq+EOVMik7gMciMEmdEELE5PT4effXl+hjbElIZqJkJQEANDY2pnoXSBaj+CJiyqb4SnTZi8/PxP1ynC09i9JBNsXXaiWRSHDHmdWCz5UYUjtcJx3iK7QUetruwTinnURIZY4Kx5WFk5WR2/QsoroxmcxOL3zLWCmYaAV65LJKbjWmJlhZ6fExbGuBdJIO8UWyE8VW6jm8/GQlt3d5pqP4IgAlK0nQ0NDQwhsRskQUX0RM2RJf9+8exsceOIgfvtaDQ2PWuNtyh0VEkkqA0hQnYLJJtsTXaqeUSSGXRpfhFehS+28lHeIrNGTH7WPwaud01PPVOWpUmFQoMwpXoVpcsY9HYpqOqC4XsqZQG/O5ggR7u8VLaoaSlUBgyryQtnEbbn++E08eWtqyRo/Pj7eOzeKljmnY3D44PD58NGyBOyJRISQd4otkJ4qt1LNzVgl8a1s1jOrsmZ1M8UUAmgZOghyO1PUbItmP4ouIKRviy88w7BfZXf3z2NU/j99dsQYNBfwv2ja3DwdGLdArw0MhSgxKjFnClU5lRhUUMroWmSzZEF8kQKuQRg3bSTRhJZZ0iK+z6nLxYnsgSfkeZ1I4ABxfbsD6Uj0kEgl+flE9bn6sLer1qVoCHS9ZubXKhK+cWgG9So5fv90PmVSC206pxJUPHmS3SbSyknu8jaSWh59zeP3QC+Rz/753BEfGbTgybsPWKhPKF9l64L5dQ+x/nz2DZvTOODBsduHy1gJsPyX+JPZ0iC+SnSi2Us/JuWChVWbXeR/FFwEoWUmC1GpaMkjEQ/FFxJQN8RXZdwgA3uqZ5SUrj07Y8JPXe6OGX2yuMOKFo1Ps/aaC2JVEZPGyIb5IgEYh4yUrTWo5lPLUfsFLh/haV6JHqUGJUQt/efdZ9bn45rZqSIPLnktiDG+wulNUWWkTTlae25iHb20LL/v/ztm1gtvlahJLVkokElzQlIdXOmdw7YYi3nPcykqHwHEcAPaPhCvld/TM4oZNJQn93JADnNe/yxms9sLRqQWTlekQXyQ7UWylHveYo1HEvqiSiSi+CEDLwElQZWX8kx1CloPii4gpG+LLLrB8sI0ztGLE7MI3/9UVlagEAgNCivThL91XrS+K2oYsXTbEFwnQRVSeJFpZJ6Z0iC+ZVIJrBI4bV6wtjFo6f/Px0Ym2laysZBgG7/bN4danjuLedwfZxzdwBkuc15CX0HstphLp66dX4ZHr1+FzJ5bzHucvAxdOVqo4U4B2D85HPe/0+nHX67346eu9sLn5n6WfYTBhi+4jCiChfp3pEF8kO1FspR4vWZniC2/JRvFFAEpWkqCurq5U7wLJYhRfREzZEF92d/SX3PZJO7vEZ0fPLNwxvpnmqOX49AllMKpkuHpdIVVWJlk2xBcJiKw8SfUScCB94uu0mpyox0wC/c+uWleEs+pz8bHWAnaS+komKx89MI47/92Lvlkn7/GvnV6JGzeV4MtbK3BcWeyJuD84txYSBNplbOIMDVqIRCJBvkBym5sgcMToWalXhT9HoQFG7/bOYUfvHN7uncNv3hngPTfn8MITJyu5UN/KdIkvkn0otlLP6Q0fc7gXTrIBxRcBaBk4IYSQLOb2+mMu8/xwyIxfvz2ALZVGfO20St6EV65DY1Y8sn8MFzTlY1tdrij7aRP4kuv1M+iasmN9iR7dcabt5mjkOL7ciHMbE6smImS1KtYrcYRTsVyY4uE66SRXq0BVjhoDc+EkoFCyUquU4dtn1QAAvvZcJwAXnF4/PD6/6L1yLS4vHjswLvhchUmNT51QuuB7nFaTg4dvWAeDSpaU/VUr+D0rhXCTmHMOL3x+BjJOxWrPTPj4vqN3DucMzGNjqR77hi287YTMOb0o0lMcp8q4xY0fvtYDg0qGuy6oT3lbCbK62LN4GTghAFVWkqCiIlo2SMRD8UXEFCu+7nqjF5c/cAAvdURPt3V7/fjOy8cwZffgpY5p9M44Bd4h4PuvHMOHQxbc9UYffP4E1t0tAXfpX542nCA4GkysHJu2s4/lavgJhFh95Ehy0PEre5xYaeTd3xinAm+lpFN8cSsNFTIJtAtU6hhU4S/H1hWorny9e5b35TyEuwQ8EflaBZRJSqyq5fF7VvoZhrfPfgaYcfDbeUROU//zByP49TsD+PG/e/GDV3vYxzeW6nH7aZW4pDmffWzWEX8iejrFVzb6r7f70TPjwIFRK97rn0v17qwoiq3U414IybbKSoovAlCykgRJpRQKRDwUX0RMQvFldXmxo2cOPga4N2JZHQC8wxlSAAAvdUxFbQMAHp+f90VzzCLcO2y5uD0rN5eHEypHJ2ywuX0YMQd+bkuRFr+7shlfPbUSZ9Xn4vMnlqHMSMlKMdHxK3tsruAnK0+pNqVoT8LSKb4+sbEIJ1YaoVfK8PH1RTGrzUO4yUqLeyWSlTPs7f+6pBGFOgUUMgk+e2KZ6D87Fl7PSoHKSqE+lhNWNz4cMuPVzmm4fX5MRvQiHp53YkfPXNTrLm4uwEXNBcjntC+YsccfbpRO8ZVt5hweHBgNDz/i9pleDSi2Uo97fFFnWVUvxRcBaBk4CRobG0NeHi0hJOKg+CJiEoqvOSf/C9yu/nls5SQmRswu3vP/bJvCoTErvnBSBTaVh6uLBuf42/33ewO4+8KGBZfmLRa3Z2VzkQ7v9s3B7vHj6ISNV1VZn69FvlaBS1sKcGlLQVL3gQij41f2MKrluGVzKV5sn8ZntpSKvmw5EekUXwU6JX56QX3C23N7MYpdWTlj96BjMnAsbMjXYEOpHg98Yi1cXj90ytQtf+QP2In+DISGp337pWNsYnPa7sFERB/LWC0qi4PLvXM4U8znFqisTKf4yjZPHprg3f9n2xSu21gi2Ns0G1FspV6o9YRCKkmLv2fJRPFFAKqsJIQQkoXmHPxk5Q9f6+FVPQgNhOiZceI/X+rGkTEr5zF+r8j9I1a83Bm9rHyxPhicx7+7ZsAwgW+l3C+0OqUMzUU6AMCMw4v3+sLTYxvzNcv+2YSsZtcfV4L/u24tzqqnL0HLxausdMWv8FuuzqnwRZvQcnW5VJLSRCUAqOWcnpUCVZRCy9a5FZgdk/aoyspYQslKbquQWYe4nzsR5vMzeOFo9IqMn7/Vt/I7Q1at0DLwbFsCTkgIRTYBANTXJ34lnZDFovgiYuLGV2gyamRlJQD8+p0BNjkY64s1A+APu4fZ+5HJSgB4s3t2ObuL/lkHvvdKD36xox8vB/tpcntW6pRStAaTlQDwzJFJ9nY9TfpecXT8ImLK5PgycCorzS4vdg/MY2f/HHucTaYuTrKyqTB9joPcJIHQgB37Asvjj0074FpgojcAyCRAbjBJmcuprFyoZ2Umx1c6G7e6BRPRB0atmE4w+ZzpKLZSL3SBJBuH61B8EYCSlSRobGws1btAshjFFxFTKL4e+mgMl/39AH63ayiqshIABuacbBLT7BQeaBPaLqRXIFk5bl1e38qd/eFKyXvfHcTNjx3B/+0L/xvRKmRo4SQrQ2QSoCZXvayfTRaPjl9ETJkcX9zeia91zeD7r/bgR6/1Yv+INc6rlqZzMpysbEyjizYLLQMXqrbkSvTviVwmhTTYQzRHk3hlZSbHVzrrnw2fJ0QO7tq5SgbtUGylltvrZ1cJLTQMLRNRfBGAkpUkyGZbXU2hycqi+CJistkCQ2ge3DsKBsCzRyYxaQt/AeR+oQ4NyOFWVuoirkg7PH52aU2sZOW8QOVmorhVMdx9YvdHKcOGUj3KIwbnnFBhTNoEW5I4On4RMWVyfBVyevNxE5TPCyyPTYTD48PjB8dxYMSCP7w/hD++PwSvP1ClORzsM6yWS1FqUC5jr5NLs8AycJtAAjMWkzr2KAFutSr3b0jkZPGon5/B8ZXOuBc1z67Pxf98rIm9z21ZkM0otlLryLiNPT6mU7V5slB8EYCSlSRIpaJpskQ8FF9ETCqVCm/38Jdmv9YZnhrbUhQ+iQsN1gldjdYrZbj5hNKo95x1eDHr8GAmWLVyXJkeV64tZJ/vmY5OYibK44tfaaNVyKCSS/GHq5rxpZPLUahTYGuVCbefXrXkn0mWjo5fREyZHF9FeuGkoUK2tAFkv3l3EH/+YATffLEbTx+exFOHJ/F8W6ANRugCUa5GvuCU8pWk5lQ0CS0LdnCSleuKoyvmuU6KqNDj4q6sV8ulbCWV0CoCrkyOr3Ti9Pp57Vr6OcnK6lw1SjkXF6ftq2MZOMVWan00YmFvh/r4ZhOKLwJQspIE1dTUpHoXSBaj+CJiqqmpQdsE/wrsFOfLQjNnSfVoRGWlQSXD6bU5+NyJZeB+/X2jewZv98yx92vzNKjMCS/BHo6YJr4YC/Un0yoDf5pVcimuXFeEf1y/Dj8+v45XIUpWDh2/iJgyOb64y5G5FkqgCRm1uPDmseh+wL9/fxg+P8NOGzfGqT5MBb1SeMjQmMUFm9vHq7a8qDkfNx9fArU8+utXsV6JqjhtPk6uNvHuhyaCL7QMPJPjK12YnV588tEjuPahQ3iubRJeP4N9Q2YAgfYsFSY1jCoZ5NLAWcSM3YNZuyfrKywptlKrg9MaY2MWJispvghAyUoS1NHRkepdIFmM4ouIqaOjI+6XY27/xzGzC36GgdUd/uIrlUhw7YZifGZLGbvdg/vGcN+uIfb++mL+suyRZSQrnb5wiYzQBMdUT7clfHT8ImLK5PiSxqhwnFhCX989g+aYzz24L9DiAwCMqvRKVmqVMjb5GEocfjhkxs2PteHmx45gnNPmQ6uQ4abjS/HMzRvw1VMree+ztdoEbURLkmK9EpvKDKjLU+OLJ5fznssNJoptbh87WE5IJsdXutg3bMG80wuPn8Fvdw7h6cMT7KqLrdUmqORSSCQStv9174wTX3q2Hbc92yE4MTxbUGylVqjdkVouRV6MC0eZjOKLAJSsJIQQkgXMMaZ7q2QS1Odp2Psj5kC1S7DNDwyq8JfDyEE7IXV5amytNqHcFE5WDs8vo7KSsyzwzvPqsH1rBXv/W9uqYyYACCEkEwybXdjFGSSWiHgXnB7ZP87eNqrT72JO6G9HaDL3r98ZABBoN/LEoQl2u9DfG5lUgjNqc3jvcVpNTtSQjFyNHPdc3IA/XNWCQp0y4jnuRPCl91AmC5uL6FH92IFwPF60poC9nRf8b8IAmLEHXvNSR/YmK0nqMAyDqeDU+UKdIq1aYxCSTJSsJACAgoKChTciZIkovoiYCgoKMM+d7s25wvzJ40uhVcrYL5OD8y62XyUAGDhVOpGDb0Iuay2ETCpBgU7B9mJbVmWlN1xZqZJLcWlLAT53YhnuOLMa5zTkLvl9iTjo+EXElOnxdeW6QC9fqQRYwxny8MPXeuDzM7FeFiXRoWXptgwcCP/tsLh8cPv8bBIhEneAjlEtx0/Or4NJLce22hysK9FBE1FZqVfFTszm8iaCx+6RmOnxlQ7mIj7f0DmEBMC6kvDKDaFWLW5v9L8Br5/BP49M4sOh2NXEmYBiK3Vsbh+cwYrqAl36DBxLJoovAgDp9xefpIRSmZ0HOpIeKL7IcvTNOvDnD0ZwcpUJl7ZEn7wolUqYg190y40q/PaKNfjbhyMoN6pwRXAoTnWOGjN2K+adXnRx+khxlxTmxUhWnhLsFSaVSFBmUKF/zokRS2A5+VKqIJ3ecLJUrZBCJg0sQyfpiY5fREyZHl83HlcCvVKG1iIdOqfsvD5qh8esWFeih0wqfJxkGAZvHJuF0+tPeIJ4ui0DB/gXuuYcXsgkgE8gT5sT8TfmpCoTnrhpPXs/srLSEOd3zeUkxrgDXR7aN4pDYzZc1lqA02pyMj6+0kFkZWVIhUnFSzDn66LPIZTy6Nj/w/tDeK5tCnKpBH+6uoW3aiOTUGylziTngkihQNxlA4ovAlCykgSNjIwgJycn1btBshTFF1kqP8Pgrjf60D/rxJ5BMzaV6VGoU0LJGVAwODTM9qA0qeXQKWW47RR+P7CqHDU+GrECAK+HVFNheIl4hUkFk1rOVvhIJcBlLYW8L6JFeiX655zw+BjMO70xqzHj4Q7YUQkMWiDphY5fREyZHl9GtRyfPL4UALC+RI/dA2Z24Nk3X+yGSS3Hl7eW46z6vKjXvt07h3ve6o/53iq5NGogmTFOtWGqcFuIzNg9UMmlUZPBpRJ+2xEh2oh+xfG2L9aH//aEBscNz7vw4L4xAIFJwb+4uAHKucyOr1Qas7jwix39ODxmE3y+oUDLuy90wZO7kgMIDJJ6ri1wDuL1M9g/asnYZGWmH7sy2b3BVhMAUJClyUqKLwJQspIQQkga+3DIjP5ZJ4BAH6hbnjiKfK0C91zUgH+1T2Hc6ka5LPylMFY/syrOJO8Do1b29sbS8ARFpVyK3125BkNzLhxXpofbx0QlE7knhdM2zxKTleGSG7WMkpWEkOyglEvxzW1VuOWJo+xj804v7n6zH14/g5OrTLxqwR090dO/udYW67Bv2MJ7zJTGy8ABYMLm5k0ADzGq5AtW4kdWVurjDFsrN4b/po3Mu9A/68Dnn2rnbXNw1IrNmshXkkT97cPRmIlKADip0si7v7FUH7VNZLKyfYI/Ibxz0o5Lmpexk2TV6Z1xoJ1TwV6opwpEkr3S7y8+SYna2tpU7wLJYhRfZCl8fgaHOInFkGm7B5976qjAK2J/ka3Ojf7GVmJQoijiJK9Qp2QHGagElm9xe1JN2T1oiL37MUUuAyfpjY5fREzZFl9lRhXytHJ2wEjIL3cMQC2X4uHr10IfTFhyly8LWSeQrDSkYbKS2yd5V/88hDp1mhKY1hu5TDzexbAK7sA3sxMPc4YQhfTPOfHx1uyKr5Xi9TN481jsZPptp1TgrHp+j+m1JXr87MJ6PHFwAh+NBOLW5vbB52fYVgg2Nz95yW2bkGmy7diVKSKPmzWci/HZhOKLADRghwRNTk6mehdIFqP4IguZd3oxZgkMrRkxu/D5p47ikr/tx2MHJxZ4JV+sfmatxToURDS/31JhFNw2Hm5lZawhCgvhVlYqqbIy7dHxi4gp2+JLIpHgYy2Fgs85vX4cDVaW+RkGfcGq+VgaI5bZAvzEYLqozw/v5+vdwgkuWQLtjXVKGb5xRhUa8jXYVKbHGXU5Mbc1quXsMvGPRqyCibX+WWfWxddKea9vTvDxy1sL8IuLG/Cx1kLBCcybK4y45+IGnMipurRyEpQWFz+J3z/rAMMkPogqnVBspYaTU7mdp5GjtVgXZ+vMRfFFAKqsJEFWa3T1EiHJQvFF4pmyufG5J4/C7vFjU5kBxXolu/Sb656LG7CjZxYvtk/HfC9DjGXgcqkEl68txF/2jLCPnVxlWvS+8paBL1AVFEuoslIhk8QcPEHSBx2/iJiyMb6uWFuIj0YssHt8+NppVdj+bAf7XOi4OW4VXi4d0lqki5qubFLLUZmGVURNhVqcWZeDt3rmYm6T6MWt85vycX5TfkLblhlVcSvzhuedmDP7UZXQu5EQp9eP3+4cEnxue0Q/7Fi4/UYtLi+76iOystLHINhyJvPOBbLx2JUJHJzVOTdsKhFMmmcDii8CUGUlCVIosrM5L0kPFF8kngOjVnYYwUcjFrzcGZ2MLNYrsanMgBqB5dxcx5fFrpa8cl0h1pUErkAX6BSC/aUWwlsGbnMv+vUA4AxWVqppuE5GoOMXEVM2xpdWKcMvL2nEfVc0o7FAix+cG17O98GgGT4/gwlL+PgZ+VX71pPK8e2zalBq5A8eOa5Mv2Dfx1SJTDBWmFS4tLmAvS9GQuH4MkPc530M8I333fhwyJz0n53NPhq2sIP21hXr2ETjlWuFK4aFcHuzcvtWWiOSlQBgF3gsE2TjsSsTcCsrs/k8kuKLAJSsJEENDUvpvEZIYii+SDyTCST9So2BPpJlxtiNxD+zpRRNhdHLBkOUMil+fmEDvnNWDX51SSNvoniiCnThn390wg7/EpZvhabb0iTwzEDHLyKm1RBf3BYc7/bN4U8fDPOSNms5yxgrTCpcs74IxQYldEoZPreljH1uWx2/R2A6aY742/P106vwiY3FUATXf3/x5PKk/8xPbS6NemxjqR43n8B//Iev9ST9Z2crr5/Ba10z7P1rNxbjV5c24htnVOHTAp93LJGVlSE2l0Cy0pOZycrVcOxKRw4vJ1mZxX3PKb4IQMlKEnT0qPCwCkKSgeKLxJPI8rhSg4r3/0JOq8lZ8H2UcinOrM+NqthJlFElQ6khkLAcmHPijRj9yeJxBk80s/mKeDah4xcR02qIr7yI5dxPH57EsWkHe/+s+lxsrTKhQKvAHWdW87b9+IYi/OT8OvzgnFqcWr341h0rRa+S8yrvmwq1KDYo8b8fW4O7LqiPGsaSDFKJBNtqc3iPbak0oiaXv1Te42OieiWSaPNOL7Y/0453g/0qVTIJNpUZUJWjxvlN+dAoYk9nj8StrDQ741dW2uK0Q0hnq+HYlY64lZUaeeIxmWkovghAyUpCCCEpNO/04rm2qajH6/I0KA5O6pYA2Br8klpsiF1ZWRInkZksEokEn94crvQ5Mr74njouSlYSQlaRyGQlADx9ODw8zaCS48fn1+Ef16/FmkL+sAiJRIKTqkw4rTYn7XuzffusamwqM+A/z6xmh6fV5WuwpdIo2vL1fB3/s60wqVAt0Nczcqo6ibazfx69nH7Zn9lStuQVECbO1Po5R/iCbDYtAyep4VwllZWEADRghwTl5eWlehdIFqP4IrH8+u0Bwce3VptwfmMe9g5bsK5Ex/aqVMqkWFOoRcekHRtL9VDJpfhg0IxNZQbIV2hYzaaycK/Lcevi+lZ6fH54/YGl47QMPDPQ8YuIaTXEl9Cx2c6pDtIHl8ymezJyIRtKDdhQGr+PZLIVRCSCmwq0yNVEJ4cH510rtUsZa5Lz9/wbZ1QlPOhISC5nav2sI1zVas2iZeCr4diVjhyceNFk8XkkxRcBKFlJgjSa+EMrCFkOii8Sy66BecHHmwq0KDWqcKnAcu3vnl2DXf3zOK02Bxq5FO91j2NrfbHYu8oyqeVQyaVwef0YMbswbnGjSK/A4LwLcw4v1hRqYyYiHz8YribS0BXxjEDHLyImii9Ar8zepYxiy9fxVxvkaxWQSCTYXGHAh0PhasrpJQ6EW01Ck+oBoD5/ef8u8zgJ41knJ1kpWFmZmcvA6diVGtzKymw+j6T4IgAtAydBw8PDqd4FksUovogQR5xqgjVxBuWUGFS4cl0RCnVK6FVyVErmYVSv3LU3iUSCkuAS9RGzG5987Agu/ut+fO7Jo/jGv7rw252DMV/7Rne4cf+5DXTVOBPQ8YuIabXE1/atFYhV/K5XUbJyqbQRyYpQdeodZ9bgcyeGW5Yk0ht6tZvhJCuFWhcsRg6nsvLQqBU+PwOGYWATSlZmaGXlajl2pRsHbxp49h47Kb4IQMlKQgghKTJpFf7ytKlMv+wvCmKL7J3p4wwFf6d3DkyMKeHzwQqLPI0cZ1OykhCySly+thDP3LwB16wvinpOR5WVS3ZcmYFdCv7ts2rYx01qOa5eV8R+0eNWDRJhoc9IJuH3nFwKg0rGtj8Yt7rx87f64PIxbBsYrkxNVpLUoJ6VZDWhZeAEAFBTU5PqXSBZjOKLRPL4/DgyYWPvF+kV+NPVLZiwulFuih4OEE8q4is0/EeI3ePHU4cno76U+/wMLMF+VYVxXk/SCx2/iJhWU3xpFDI0FkQv7aNl4Eunkkvxl4+3YNbhRVlE2xSZVIJcrRzTdi8lKxMQ+ozytIplD0SSSCTQKqQwB//m7+iZw0Vrwj0w9UoZuyTc4vTBzzCiDWESy2o6dqUTJ6+yMnuTlRRfBKDKShI0MzOz8EaELBHFF+HyMwxuf74L974THq5zw3El0ChkqM7VLHpQTiriq7VYF/f5+3cPY2f/HO8xq9uHUE2FUUXXCjMFHb+ImFZbfNXn81t8qORSKGT0dWQ5NApZVKIyxBhcpDDn8ApW9ZEAr5/BXHAQTn6SVnaYI4bpPHpgnL1dYQr/93ri0AS+8HR73NY46Wi1HbvShdMbiBOlTALZCg2WTAWKLwJQZSUJMpvNqd4FksUovgjXmMWNzik777GiZVQapiK+zqzLhQSAUS3HxlI9xixuHB6z4t53w/0qH9o3hlOqc8L7yWmyb1JTJVGmoOMXEdNqi69yowpquZRdyqijZYyiMsgCnzMD4Iev9uC2UypQGiOxuZp1TNjYi4nJSlZG2j9iZW9XmFRonwyfB/XPOrGzfx7nZFB7mNV27EoXoZ6V2VxVCVB8kYDsjnKSMJmMvjgT8VB8Ea5Q9UKISiZZ1uTNVMSXTCrB2Q152FxhhEImRWWOGi0R1Zbd0w683j0DX7CahZusXMmBQGR56PhFxLTa4ksmlaCBc7w30LFQVPma8Fe9PUNm/H3vaAr3Jn39ec8Ie3uhlROJum5jccznygTa3XQHL+K+2D6FLz/Tjt0D80nZD7GstmNXughd6NEosvvzp/giACUrSdCaNWtSvQski1F8Ea45Z7h3VlWOGv91aSNyNUuvZEiX+KrJ1eD64/hfTu55qx8vHJ0CAIxa3OzjtAw8c6RLfJHstBrj68ZNJexQnfXF+hTvTXY7vbmSd//NY7Mp2pP0NWVz48h4oId2mVGFy9cWJuV9P7GxGLdyJrJzVeWoELmCt2vKAZ+fwW/eHUT3tAPff7UnKfshltV47EoHbGVlllelU3wRgJKVJOjo0aOp3gWSxSi+CBe3svKqdYVYU7i8KoZ0iq9bNpfhrx9v4T327+4ZDMw68Ysd/exjVFmZOdIpvkj2WY3xdUKFEQ9c24pfXtyA7adUpHp3spraMhL1GMNQ70quPUMW9vbZ9blQJqmHqk4pwzUbinFBU/TS7hKDCjcdX4rqnHCFZeeUHRM2d9S26Wo1HLsYhsHhMSu6IloXpcq0zcNpoZHdlYerIb7IwihZSQDQiQsRF8VXevH5GXw0YoHF5V14YxFwk5U5muUn7dItvipMaqzlLCMbMbvwy7f7eduYKFmZMdItvkh2Wa3xZVTLsbHMkNUDItKBVg60FvEvCFpcmTXIRWwHRsLJyi2VxqS/f6XAku88jRw3bSrBn65pwRm1OQACy3v/L4OW6a+GY9feYQu+/kIXtj/bgd+/P5Tq3cGO3nBl9PHlhhTuifhWQ3yRhVGykgAAcnJyUr0LJItRfKWX+3cP444Xu3HHi90pORmY4/RuzFEvv5F9OsbXD86pZW9bXD50TPKvyuuV2X1FPJukY3yR7EHxRcSUk5ODb26r4j02bs2c6r2VMOMIt6bhVjomS+RAIwmAHE7rm+ZCLXv7392Zs0w/G45dfoZB15SdrVaMtG84nMh+5vAk5p2pucgfsnsgPHRmW11O6nZkBWRDfJHlo2QlAQAYDNl9dYakFsVXennmyCSAwACYWcfKn3jNcb4YJKOyMh3jK1erwLmNwlM9FVIJavOS/4WIiCMd44tkD4ovIiaDwYBykxqfPqGUfWzcQslKrtDwO4VMAo0IfQDztPzzHKNaDjmnonhNUexWOG6fcBItHWTDsev3u4aw/dkOfOelbvgFLt4PzTt596dtnqhtVtKI2QUAMKhkqM5d+mDKTJAN8UWWj5KVBAAwODiY6l0gWYziK30NB098EsEwDF44OoUnDo7HvAqdCH5l5fKTlekaX5UmVdRjt55Ujl9f1sirqiDpLV3ji2QHii8iplB8FRuU7GN3vt67KgbtTFjd+M+XuvHbnYOCiaiQ0DmJSSWHRJL8tgR5Wv7f+0Id/35DvgaKGO0QQsNU0lE2HLv+2RYYgHh43IYL/7If/bMO3vND8/xz5FlH6pKVXj+DyWBP02K9coGtM182xBdZPkpWEkJIlljKku7h+cSTlYfHbfif9wbxpw9GcMeLXfD5l7aEPNSzUilSFUO6WBsx5faM2hxcs75o2QOFCCGEkMWITJjd/Wbfkv+GZ4qnDk9g37AFz7VN4a0YyVmvn8GMPXBOItbgu/yIi5OFEYkmjUKG207lT20PsXuov6hYHAKf7eefasex6UDbHq+fwWjEBf25FC4Dn7C6EfonG9lagJBslb3fEsmiVFVVLbwRIUtE8SUuj8+P77zcjY8/dAgvHJ1aVNJyOGKJSzz9s+Ftj07YcXDMuqj9BAL9gcaCS9DytYqkVDGka3xtKNXj22fVoC5Pg/Mb8/CNbdWp3iWyBOkaXyQ7UHwRMYXiy6SKTsTNpLBKbCU8e3iSvf1K53TU826fHzc9epi9L9bgO6Wc/3W7SBe9suKiNfn441XN0EX0s3a407eyMtOPXSMxVhZ968VuTNs86J1xwBdxOp2K1kkhY5bw/pasgsrKTI8vkhyUrCQAALPZvPBGhCwRxZe4Htk/jg+HLDC7fPif9wbxh/eHE35t5BKXeMwRV5SPLCFZOWn1sEvIq5LUyD6d4+us+lz84apmfGNbNdRy+pObidI5vkjmo/giYgrFl1AibiLLB+2UGsMJne5pR9RS8L1DFraqEgBM6pUZfFeoE0401eZp8PiN63Dl2kL2MaHqv3SR6ccu7soiLWeVj8Xlw/WPHMb2ZzuiXjOXwgT/v7tm2NurobIy0+OLJAd9cyIAgLm5uVTvAsliFF/ieeHoFB76aIz32DNHJmM20I+supy2J37iNe+KSFaO2xJ+bUj/XLgfUE1ucpKVFF9ETBRfREwUX0RMofgyCCTisjlZ+Zc9Ixgxh38/i8uHwbmIYSkR5z9iVVZG0qliJ0UVMimvutKWxsnKTD92DXKSlV8/vQrHlenjbB0gdmXllM2ND4fMUS0aBuacvEnxZcbsr6zM9PgiyUHJSgIAojSUJiSE4ks87/bNCT4+GGN5tydiTctiBuVYIiorD49Zo6otF8JdSp6sSYYUX0RMFF9ETBRfREyh+FLKor/yTVizcxn48LwTjx0Yj3q8bcLOu89dVgsAshhDbpLNoIxfwanlPN8esc/pJNOPXd1T4c+2KleNbyXQque1rpmoITzJ4vb58dV/duI7Lx+Lit8BTqJdLZdifcnCidVMl+nxRZKDkpUEANDS0pLqXSBZjOJLPNzKgK9yGrTH6sUTmZxczKTJeSf/Cr/Lx+DBfaMJL1OyuLx4tTO8jKUqSZWVFF9ETBRfREwUX0RM8eJrPEsrK3cNCC8fbRvnt66JbIMzJ2LV3HfPrgEAFOgUOKnKFHdb7pLkhz4aQ++MOMmx5crkYxfDMGibCKwO0iqkqMpRo0CnxOWthbzPX0hogniydU85MBU8p//73lHec1ZX+Dz71pPKoRC4+JBtMjm+SPJkf6SThHR0RPflICRZKL6Sy88wODIeqGqctgVObMqMSlSYwj1sQhMMB2adeLljmk1SRiYrE62s/HDIjD1D0V8Anmubwk2PHlmwwtLj82P7sx3oD14drjCpUJ+XnMpKii8iJoovIiaKLyKmePGVrcvA9wwKJysH5/jJyeGIZOUlLQWi7dO2ulw8cG0r/nJNC1QL9K/WKPiVl/+IaPWTLjL52DVmcbNLuluLdZAGq/i2n1KBZ27egJuPL4n52kNjVrgXsSopUVZ37PNoC6cNkzFOG4FsksnxRZKHkpUEAODzpW9PFJL5KL6S64G9o7j9+S58+dl2WN2BzzZPq0AZp+H2iNkNt9eP//hXF379zgDu3x0YuuNaZLLS52fgZxj85PVe9jG9UobTa3PY+xaXD+/FWI4e0j/rZKeAA8DXTqtM2pIrii8iJoovIiaKLyKmePEVawVGpuMu7777wnq2Uo6b8GEYBqOc7b65rQrrinWi7lepURWViBSiU/K/nh+bTs/Kykw8do1ZXPjuy8dw+/Od7GMtRfz/7hKJJGqAzf1XN7O3+2ed+NIz7fBG9JVcrlDxgRBuZaV+lSQrMzG+SPJRspIAAIxGY6p3gWQxiq/kemR/oJcNt99UgVaBfK0CimACcMTiwojFhflgxeMLR6fg8PiikpUurz9qQmbIQ/tGcfkDB3Dnv3t5y8Wtbh+u31jM23Z3jEqGkCnOcvWz6nOxodSw0K+ZMIovIiaKLyImii8ipnjxNWZxRw3yyAbmYGKn3KjCCRVGGFSBwTkWTsLH4vLBHezhvbnCgPMa89OmR17kKdmw2RU1HCgdZOKx66F9Y9gzZMYMZ8n/8WXR56NlEcnK6hw1DJwk4eC8C21LGDIZz2REstLjC593W9zh2A3Fc7bLxPgiyUfJSgIAyM3NTfUukCxG8SW+fK0CMqkEhXoFgMAV2qmIE5+3e+dwWODkKjKBCQROkh7cNwa3j8HO/vmo5xsKtPjDleErzXuHLXGXgnP3ZWNpchuDU3wRMVF8ETFRfBExcePr5Cr+l3+vn8GELbuWgvv8DGzBxI4xOAE9lGSyuLxggpnASc7vXaBNr8nKTQVayCNWnjwnUp/E5cjEY5dQO6PmouiK2hIDPyYkEknUtPjJJP/biTxn504e51YFr5bKykyML5J8lKwkAID+/v5U7wLJYhRfycM9YeHK1wVOrHLUgWSl1e2LWuL1q7cH8LtdQ1GvdQoM2emcjD2BMtQbsy5fg4+1Bno8ubx+PHc09sk0dxBQgU4Rc7uloPgiYqL4ImKi+CJi4sbXV06txJYKfsIysm9jOvP5GTbZyGV1efGPj8bwweA8zLzefoHkUii542PCrW+4VWyhi7zpIlerwD0XN+BzJ5YhlLPcOxx/9UoqZNqxa8rm5iUAAeDcxjzBlkQ5ajm7Uik0eTsnIlmZ7GrXyOTnF59ux+MHxvGXPSOYtYf3e6Fp8tki0+KLiIOSlYQQkkFGLcJXckv0gWRlriZ8MtU1FTvhyBXZt3LG7sGD+0YFty3UKXhTx69eX8SeTL/bOxfzZ3B78eRr0+uLASGEEJLtCnVK3HVhPW4/Lfw3PFP6Vo6aXbjp0SP4/FPtUas4njw0gQf2juJ7r/Tw+jsagskl7rLZW55og9vr51WxFejSq7ISCCTIrt1QzF7ctbupf99yHR4LryxqLdLhk8eX4AsnlQtuK5FI8OvLGvGJjcX4jzOqACAqqbl32JLU/YsceGV1+/DnPSN47MA4Do4FJtlLJYB2lSQrCQGA1dH0gCyooqIi1btAshjFV/KMcb5YbKvNwazDC61SihODy7tyNeFEYKLJSm4/Srvbh88/dZTX2ylkU5kB91zcwHus1KBCdY4avbNO9M064PT6oY6YdHlw1Ir3+ufY+8n+YkDxRcRE8UXERPFFxCQUX9x+fJlSWfnogXFM2z2YtnvwyP4xfOHk8O/1cLCPNwD8u2uGvR2amsztNThj9+JbL3ajbSKcuCpM8mqPZNLIZQA8cIgwfXq5Mu3YdXjcyt6+cVMJtlTG74m4plCHNYXhJeJuH/+/QcekHTt6ZrGtbvnLla0uL4YS+LeoU8rYyeXZLtPii4gjoysrf/7zn0MikeBrX/sa+5jT6cT27duRn58PvV6Pq6++GuPj47zXDQwM4JJLLoFWq0VRURG++c1vwuuN3WttNbDbE0tqELIUFF/Jw52ofWpNDv7r0kbceX49lLLA4TyHU1nZM5PYEhVuZWXHpF0wUQkATYXauI/7GeDLz7TzBvZ8NGzBN/7Vxb6nQiphv0AkC8UXERPFFxETxRcRk1B8lZvCycpMqazkDjN56vAk+meFJ2T3c5bmhpaBRy6b5SYqgTRPVgYnmTs9sYchpkqmHbtClZVSCdC6hMnvLm/053/XG3349ONt+GiZVZZHxm1I5L9urPPzbJRp8UXEkbHJyj179uCPf/wjNmzYwHv89ttvx/PPP48nnngCO3bswMjICK666ir2eZ/Ph0suuQRutxs7d+7EAw88gL///e/4wQ9+sNK/QlqZmZlZeCNClojii693xoH/fKkbTx4cX3jjCDMOTp8lgRNsbrIyUU5v+ORncD58oq+QSvCHK5thUMlgUMlw8Zp8wddzrzwPzbtwYDR89Xr3IH84T7FBmfSJmxRfREwUX0RMFF9ETELxla9VQBVcATGcIclKWcQ31tv+2Ykj49aoHpbcZeBGgWXgkSQAivTptww8JJSsZCA8DDGVMunYNe/0oncmEBt1eRrolrCU+qQYlZgjZhd+saNfsJ9qog6Nhc+bb9pUsuT3ySaZFF9EPBmZrLRarbjxxhvxpz/9iTcpan5+Hn/5y1/w61//GmeffTZOOOEE/O1vf8POnTvx/vvvAwBeffVVtLW14aGHHsJxxx2Hiy66CD/5yU9w3333we3Orol4hJD09Ku3B7Bv2IL7PxjBmGVxXxTmOM3BhRKT3GXgieJWVnIbht99UQPq8jV49IZ1+Mf161DKWTrGdUK5gXefW6nhjrgSfc36okXvHyGEEEKSQyKRoNwYSNANzbvwRnd6JwV8fiZqiazL68ftz3fhjpe6Y74utIpDrYj9dfeECgM0ivTtAajm7JtDYBgiScxLHVNs5eKmMkPcbWP5xMZinFRpxGk1Jtx7WSM7gAcIDJEcWMbAHe5rL1yTHzV5POTS5oIl/wxCMlFGJiu3b9+OSy65BOeeey7v8b1798Lj8fAeb25uRlVVFXbt2gUA2LVrF9avX4/i4mJ2mwsuuABmsxlHjhyJ+3MtFgvMZjP7P5crM65GJqK1tTXVu0CyGMUXXyenl2Rvgku1Q+ac3GTlwpWVeVo5HrthHc6uz8WaGMu4uSfAA3Ph41plTiA5qZBJo/pQcpUaVfj0CaXsfW6TcG4l6GUtBbgoRnXmclB8ETFRfBExUXwRMcWKr0JO7+ifv9UPjy99E2ETVjfcvkCqSRaxMGP/iFXgFQGhikpbjOE0WoUUt8YYsJIuNJxzr3RLVmbKsYthGLzUPg0gUEl7ScvSEn5apQw/uaAePzi3DmuL9fjbta24vDX8XtxVRYsVOm+WSyUo0Clwdj2/D2Z1rhrf2laNL56c3vGaTJkSX0RcGTdg59FHH8W+ffuwZ8+eqOfGxsagVCqRk5PDe7y4uBhjY2PsNtxEZej50HPxrFu3jtc/4ZZbbsFXvvIVlJaW4tixY+x7MQyDiYkJAEBjYyOGhobgcDigVqtRWVmJrq4uAEBRURGkUin7c+vr6zE2NgabzQaVSoWamhp0dHQAAAoKCqBUKjEyMgIAqK2txeTkJKxWKxQKBRoaGnD06FEAQF5eHjQaDYaHhwEANTU1mJmZgdlshkwmw5o1a3D06FEwDIOcnBwYDAYcPXoUer0eVVVVMJvNmJubg0QiQUtLCzo6OuDz+WA0GpGbm4v+/n4Agca3drudLdNubW1FZ2cnvF4vDAYDCgoK0NvbCwAoKyuDy+XC9HTgj0VzczN6enrgdruh0+lQXFyMnp4eAEBpaSm8Xi8mJycBAE1NTRgYGIDT6YRGo0F5eTm6u7t5/+1CfUkbGhowPDzMft5VVVXo7OwEABQWFkIul2N0NDDluK6uDuPj47DZbFAqlairq0N7ezsAID8/HyqVivd5T01NwWKxQC6Xo6mpCW1tbeznrdVqMTQ0BACorq7G7OxszM/baDRiYGAAAFBZWQmLxRLz887Ly0NfXx8AoLy8HA6Hg/28W1pa0N3dDY/HA71ej8LCQt7n7Xa7MTU1BQBYs2YN+vr64HK5oNPpUFJSwsZsSUkJ/H4/L2YHBwfZz7uiooIXsxKJhP286+vrMTo6CrvdDpVKherqasHP22q1YsOGDZiYmIDVahX8vNVqtWDMRn7eubm50Ov1GBwcBABUVVVhfn4e8/PzkEqlaG5uRnt7O/x+P0wmE0wmE+/ztlqtmJ2djYpZoc/b6XQKxqxer0dRUVHcmO3v74fL5YJWq406RnD1TttQ4p9J+BgxMR84BsklgErKsJ9L6BgxE/wMQ6q1fkwN9+GOMwPHiDe0MjzXzz9xN9udGBoagtlsRu9U4IRJKwdGejrhyM2FwWDgfd5Cx4gSXzgp2TU8iTbtHCoqKjAW3F8JgC9tDcRSso8RUqkUSqWSjhEZfIwIfd7peIz48MMPodVqV/QYkYnnEQsdI+g8QvgYYbVaUVVVRceIDD5GpOI8ItFjhNfrDfwtjjhGmBh+38YPDx1FfVlhWh4jOgZn2f28cl0RPuybQp9l4cSdQSlFd3c3jC7+RWGlFPjBtlIYFQzso71oG03fY4TTGm6lMzVnxvxwID7S4Rjh9/tRVFSU9seIN/a2YdQSOEddV6TB3NAxzGH5x4iZoR40yMMFBP9uG0YDJhd9jHA4HBgJtmAq1CnQc+wYTjW4gAYNhh0ynFngQpmOQWmBBPOz06vmPKK7uxtKpZLOI7L0u4ZGo0EiJMxyGiyssMHBQWzevBmvvfYa26vyzDPPxHHHHYff/OY3ePjhh3HLLbdEVTyeeOKJOOuss3DPPffg1ltvRX9/P1555RX2ebvdDp1OhxdffBEXXXRR1M/1er3YsWMH6urqIJWGr3CpVCqoVMLLIjNNW1sbXcEgoqH4CnP7/Lj0bwfY++c05OKOM2sSfv11Dx/CjN2LAq0CD9+wLup5hmHw2SePskumvnBSOa7mLL32+hm80jmN9gkbXumc4W0zbnHjk48FKsw3lurxy0saE94vu9uHKx48CABYX6LHry4NvPbGRw5j0uZBjlqOx29an/D7LQbFFxETxRcRE8UXEVOs+Jqxe3Ddw4fZ+3+8qhm1eYl9eVxp7/TO4SevB778fnZLGYr0Stz9Zt+Cr3vipvXsctrHD47jyLgNBVoFttXlYEPp0pYCr7T7dw/jyUOBhNOvL23EuhJ9ivcoLFOOXf/4aAwP7A0khrZvrcDlawuT9t4+P4NPP96G8WBl5F+uaUFljjrh17u8ftzzVh/e7QskpTeV6XHPxYmfe2ezTIkvsjQ+nw8HDhzAtm3bIJfHrp/MqMrKvXv3YmJiAscffzz7mM/nw9tvv43f/va3eOWVV+B2uzE3N8errhwfH0dJSaBZbUlJCT744APe+4ay4KFtYjEYDJDJ0revyXIYDJnxR5tkptUSXwzD4NCYDQU6Bcpi9Hecsnl49/tmE18G7mcYtmdlrEE6EokEv7y4Eb98ux8+P4MLI5Zdy6USXNJcgHytgk1W/nH3MMqMKljd4SvEG0oXd0KsVQaG8FhcPoyYXXjq0AQ8fj8mg79vnla8aZurJb5IalB8ETFRfBExxYqvPK0C124owuMHA4mweU6LmXRjdoX3zaiSYVtdDiyuCvx251DM18ilErZnJQBcu6E45rbpTJ3Gy8Az5dgVGqwDBHqUJpNMKsFlLQX4855A5duHQ+ZFJSt///4Qm6gEgGJ9dhRBJUOmxBcRV0YlK8855xwcOnSI99gtt9yC5uZm3HHHHaisrIRCocDrr7+Oq6++GgDQ0dGBgYEBbN26FQCwdetW3HXXXZiYmEBRUaDa6LXXXoPRaFzV2fuCAmrYS8SzGuLrkf1j+NuHgSu3GoUUf7mmBQW66AmTk5x+jkCguiERDMNg75AF/mAtfLyp3/k6BX5+UUPc94tMHv7szT5srQpPOtywhKv3hTolLC4Hpu0e/HE3fzn6UqaUJ2o1xBdJHYovIiaKLyKmePFl5AzxMKdhstLu9uGhj8bwSuc0+5hRLYdUIsHHWgvBMMB9u4QTlrkaOSQSieBzmUTDGQ7k8Ar33kyVTDl2WTk9S5cyhHIhdfnhiuTFJv3f6Z3j3VfKMz9mkyVT4ouIK6MG7BgMBqxbt473P51Oh/z8fKxbtw4mkwmf/exn8fWvfx1vvvkm9u7di1tuuQVbt27FySefDAA4//zz0draik9+8pM4cOAAXnnlFXzve9/D9u3bs2ZJ91KEegsQIoZsjy+z08smKoHA1e9Q1WKkyYjKSovLh0S6cfzfvjF895Vj7P2cGJMCE9WYr8HxnCneLq+fd3W3KcYwnnjiVWMW66MTt8mS7fFFUovii4iJ4ouIKV58cScOm13plQgDgH93z+DJQxOwcPaNu8+n1JigCE7cObnKyDunkWZBohIAb1K5M80qKzPl2GUNxo9Uwk/+JouBU8FrjTHMSYjPz7D7FnJipTHG1qtPpsQXEVdGJSsTce+99+LSSy/F1VdfjTPOOAMlJSV4+umn2edlMhleeOEFyGQybN26FTfddBNuvvlm3HnnnSnca0JIJhuzuKMe2z9iEdz2wCj/ca+fgdO78Anom8dmeffzl7msWiKR4Pvn1PJO3LzBsk29UsY7QU7Up08ohUIq/AVBjCnghBBCCFkaoyqc+EvHZeBC51HcfS7UKfHT8+vxmS2l+PZZNZBxEpQMMmYkQ1zcZeD/9fYAfhejkpTEFkog6pQyUZLYemU4Ji2LSPpb3T5elN5+WiU2V1CykhCujFoGLuStt97i3Ver1bjvvvtw3333xXxNdXU1XnzxRZH3LLOUlZWlehdIFsv2+Bq3RicrD4xa8f7APE6uMrGPubz+qCUfQODkJl5y0O4O9IEMqclV44IkJP90ShnuuqAeX3+hi/f4UhOhWqUMawq1ODwenjKqU8rw0HVroVOK1+832+OLpBbFFxETxRcRU7z4MqX5MnCDKvprqlHNP5fYVG7ApmBFJfdaaeaMj40vshLw2SOTOK8xD40Fi1/9kmyZcuyycZKVYuBVVi4iWWnh9GI9pyEXFzXTsmeuTIkvIq6sq6wkSxM5QZ2QZMr2+BJKVgKBPpZcx6YdsAss4+GesAjpnXWwV18vWpOP+69uQYUp8Qbe8QhN/1zOMJxyE7+dxm8uaxQ1UQlkf3yR1KL4ImKi+CJiihdf3MRfOlZW2j3RiR+hBGZIDed8pikNknnJILRsuX8RgxnFlAnHLoZhYA2eY+tFOhflnuPGOp93CMSy2Rl+zBgnrlerTIgvIj5KVhIAwPT09MIbEbJE2RZfuwfm8f7APNtrcoKTrPyvSxpREUzYdUzaedUK49bwH145pwRgoV5Rx6bDkwzr86OTi8uhU8qQFzH8Jl+39GRlZKKzOje5+ysk2+KLpBeKLyImii8ipnjxxU2QmBe4aJoKdnf0xV1ZjFYzAPCJDUUoN6qQr1XgiydXiLlrK0Zo1U26JJYz4djl9PrhC17tF+vCuUwqgTaYVBbqWflS+xSufPAgfvhaD69HPfffHLc6kwRkQnwR8VEanxBCFmH/iAXff7UHAHB5awG2n1LJq6wsMShxcpUJTx6agJ8B9g1bcGZ9LgB+BWZ9vgYdk3YAsa/E7h6Yx98+HEHPjJP3umQr0Ckx4wjvQ8EyKiuVMroGRgghhKQ7vUoGqQTwM8CcIz0SYFy2RQwrAQC9So6/fLwFDBM/qZlJhCorhfqkE2HcGBKrshIIVPzaPW7BnpX3vjsIANjVP4/eGSc7PZxbzGBc5tBMQrIVfaskAIDm5uZU7wLJYtkUX7sHwhOz/9k2hc4pO4bnAxWTMkmg3yN3IuXhcSvufWcA//FCFw6Nhns5NnCSjpEnN67gwJ3vv9rDS1RKANSKUKkYWUm5nOE95zbkITicE1/eujKVDdkUXyT9UHwRMVF8ETHFiy+pRII8TeDv/Yzdk9Sf++GQGfe81YeuKTuvmmwxIpeBn1Gbs+BrpBJJ1iQqAcAksDyY28M8lTLh2MWtdNSLWL0Yem+ryxs33ncPhr9DcFdVxWtvsFplQnwR8VGykgAAenp6Ur0LJItlU3y1B6shQx7cO4qBuUBCsaFAC5lUwuuV9FzbFF7qmMahMSv2DJnZx+vzw9twKysf2T+Gyx84gP99bzDqZ5cZVdCKcGW4MCJZWbCMZeDFBiV+dlEDvnZaJS5uXpkJ4NkUXyT9UHwRMVF8ETEtFF+hi5WzDi98/uRMpfEzDH70Wg9e757F9mc7cMMjR/Df7w4s+n24VXFfPbUSXzm1Min7l0mEKu72DJnZi+SplAnHLhsnIShm//RQ1aaPCSw9j2X3QOB7gM/P4P7dw+zjRloGHiUT4ouIj5KVBADgdtOSAiKedI8vn5/BkTEr7AssOfL6GXRN8ZOVHwyGE5Dbglf9jWo5ivSxE35KmQRVOeFBNH/dMwqvnwHDMPjbh6PwM8DzR6eiXifGEnAgOjnZVLi8xvSbygy4uLlgxZaEp3t8kcxG8UXERPFFxLRQfIX6TDMAZh3Jqa4ct7jh9oUTn9N2D/7VPo1Ry+ISbKGBhBUmFS5tKeBNL18tZFIJ1PLoc6mnDk2kYG/40vXYZXF58f1XjuHuN/vwTt8c+7i4y8DD733fziH2ttvHT1y2Tdjw6IEx/Lt7hvc4LQOPlq7xRVYW/csgAACdTpfqXSBZLN3j64+7h/HskUk0F2rx3x9rgkQivIRoxOzinYBHOrUmh71dn6fFhHVecLtivTLqpPvNYzNYV6KPu59iJStzNfxkZaFOKcrPEUu6xxfJbBRfREwUX0RMC8UXt+3LtN2DgiT8/e+ddQg+bnH6UGoQfCqKn2HYC8hiVsRlAoVMgsiZOhO21Cdy0vXY9czhSezmFBKEiBlH3GXcr3bN4OtnVEEqkQgOQ/rrntGox3I0lJKJlK7xRVYWVVYSAEBxcXGqd4FksXSPr2ePTAIILPG+4sGD6IyongyZ5fR0UkT0RCrQKVBiCJ/kr4lTnfiJjcWoylHzrsQeHbejc1L454a0FInzh5s7EVSomXu6S/f4IpmN4ouIieKLiGmh+IpMViZDL6fXNtecM/H3d3r8CF0a1gpMxF5NZAIX0Bc7fEgM6Xrs2tk/J/h4oV68C/FbKo28+7MOL144OoXPPnF0wdee25CbcUUCKyFd44usrMz7VkpEQX0hiJgyKb4cHj++8UIXzE4v/m/fKJ49Msk2y57lTMs8tzGP97q1RTpeReZFa/KhkkWfYH77rGqc35QPiUSCBz+xln28a9qOw2O2qO254iVAl2NzhQG1uWqoZBL85Px6UX6GmDIpvkjmofgiYqL4ImJaKL64bWCmbItPVpqdXnw4ZMYHg/M4Nh244NoXo7JyMRPHbZ6V6TWYCeQC55LWNEhWpuuxK09gSGSZUYmTIhKKyXRaTQ62VITff3DOif95bzBu/8qQb51ZI9p+ZbJ0jS+ysqjmmBCyqgldnXZ6/bjmoUPs/XKjClsqjbx+TutL9PD4Gfy7K9B3ZlM5f21TrlaBb26rxu92DeHkahO0ChlyNHKcWZfLbqNTylBhUmFo3oXOSfuCDdM1IlUXKGRS/P6qZnh8DFQCvZEIIYQQkn24lZWT1sUtLfYzDL72fCeGgucuKpkE91/dErNCc3YRyUpuD3GdcnWfl0Su5AHSo7IyXQkNivrNZU1QiNxHfV2Jjh2kuW/YEvX8mXU5cPkY7OoPt4iqyxOnvRMh2YKSlQQAUFpamupdIFksneNrOoFKgicPTeCJQ+PYP2JlH8vRyPG10ypRZlTB4/Pjgqboyddn1OXiDE5yUkhjgRZD8y4wCF8pP702B1etK8SPXuvFvNMLrUKKr59RtbhfbJGkEglUcuFenekuneOLZD6KLyImii8ipoXiqzpXzd5+7OAEXu+excc3FOHKdUULvves3csmKgEEEjED8zGHFS5mgI+VM8VZu9orKwWSlQsNhFwJ6XrsmolIileaVMjRxB56mSzcpdx7h6N7Zp5ak4NtdbkwO73Y/mwHJqxu3LCJljrHkq7xRVYWJSsJAMDrTfxqJyGLlc7xNZlAk/KPRqKvkOZq5FDKpLhpU8myfn5jvgZvHpvlPXZBUx7WFuvxxE3r2SXosYb+kPSOL5L5KL6ImCi+iJgWiq9CnRK1uWr0zgb6TE7ZPfj9+8PI1ShwZn38i61T9ujzpyPjtphLlBdTWbmTU31WImKvwUywudKIwflJ3mN2jx8+PwOZQCJzpaTrsYvbX35rtQnXrF848Z4MRfpwQrRrKroVQlEwjo1qOf50TQssLi/1qowjXeOLrKzVXVdPWJOTkwtvRMgSpXN8TXFOaq7bWIyWosT6QkZO0F6qpog+lPlaBU4oD/e9kUgklKhcQDrHF8l8FF9ETBRfREyJxNeJAr38HvpojL1YGvO9BVamHBq18qoiud48NguHJ3ZF4N4hM/7w/hD2DJrx/NEpAIGqwoWSptnu5uNLcXy5AZsrDFhfomcft8f5LFdCuhy7fH4GI2YXGIaBx+eHORh/rUU6/Pi8Ot5nJqaFEo9NBeHzfbVcSonKBaRLfJHUomQlISRpGIZhT26fODiO/3ihC0fGrAu8KrV2D4SXaqwp1OILJ1WgtUiHz2wpxSXN0Uu7Q0zq5BSm1+fzk5UXrclP6ZVyQgghhKwelTnqqMcG5pz4y56RuK8TGsgz5/TC7gkMFSnWK1Gfz+/J99iBccH3Mju9+NFrPXj68CS++8oxdjDJ2fW5Sbs4nKl0Shl+flEDfnZhA/K04XPPdBiykw6+8/IxfPrxNvzfvjHMOcPVeLmalV1Ami8w2CdEq5DSuT0hS0DJSgIAaGpqSvUukAzHMAy+90oPLvv7AbxwdAp/2TOCQ2NW3P5CF3LKalK9e4J6Zxx4t28OACCVAA35WrQW6/CbjzXhuo0lKDdFn8CHJOukQ6eUsdWcBToFPr5hZZarZBM6fhExUXwRMVF8ETElEl+xkixPHprAvDP2Uswj4+GL0UKJoQqTCr+/shmtRTr2sYMxLmC/2zcHl49fyVlqUOLLWyvi7vtqw52Mnuq+lelw7Jq0udlWTQ99NIZRc7iHqtBUcDEp5VJoFdGpFQmAH51Xt6L7kg3SIb5I6lGykgAABgYGUr0LJMONW93YM2SG28fgf94bBHcY39P7+lK2X/F0T9vZ2+c15qHYwF+Swe0/w7WtNiep+3HHmTX4zJZS/OayJtEmfmczOn4RMVF8ETFRfBExJRJfBTrhcx0/Ezi3E/L+wDx29Myx9xvyo1vo6IOJtbsvqmcf65txCi4vf6d3LuqxK9YWrvrhOpH0nM8j1nL7lZIOx66jEzbe/Q8Gw6ulmhNs65RMORFJ+9NqcvDoDetwXJlhxfcl06VDfJHUo2QlAQA4nc5U7wLJcGZn7JOmIXPiEyBX0ow9XDGwRaBnU1FEP5lzG3Lxq0sbccdZNUndjzKjCtdtLGGbb5PFoeMXERPFFxETxRcRUyLxVRBxrlNmDN+fCfb1jkww7ujhDwZsiFjuDYSneGsUMmyuCCRrrG4fr1d46L07Ju1Rrz+vMW/BfV9tuJWVthT3rEyHY9fBUX6l7uMHJ9jbm1KQIMxR8xP/LUVa5K5whWe2SIf4IqlHyUoCANBook8yCFkMiyv2UqF9U/6oidfpYIZzwpwv0BMpMnl4em0u1pfoIae+M2mFjl9ETBRfREwUX0RMicRX5NLVurxwRdqM3YNnj0zimocO4cmD4X6TfbPhREKFSYVSoyrqfblVgDW54f3oneFPSp60eXj9Fwt0CvzmsiboVSvbczAT6NKosjLVx67+WQdebJ8WfK4qRx2VhF8JpojKyto8Or4vVarji6QHSlYSAEB5eXmqd4FkuIUafd/9Zh/ufrMv7iTIlcZNVgpd+YxcznFCOS3jSEd0/CJiovgiSF6qSwAARTlJREFUYqL4ImJKJL4kEv4FWG6V5IzDi9/tGoLF5cP9H4QH7nCH6/zy4kbBnpU6XrIy3AN8eD7cV3De6cVNjx5h739iQxEeum4tWovDfS5JmJbTKig0yChVUn3serljGl6/8MT6tSmKn5yI4ZvcuCeLk+r4IumBkpUEANDd3Z3qXSAZzpLAFd43j83ilc6ZFdibxEw7wifbQo24pRIJrl5XCKkE+OyWMijldMhMR3T8ImKi+CJiovgiYlpKfHGrwSYs/J6Vbq8fNrePHbyzoUSPfJ0i6uIuAF4iqYTTE5zbB/PF9qmony2V0OqVWLTK8Hloqi/+p/rY1T8Xe5lwc+HK96sEopOV8SaEk/hSHV8kPdA3b0JIUsRbBs41NJ8+PUhmgz0rtQop1DESkV84uQLPf3ojPrGxeCV3jRBCCCFkRXz/nFqo5VKc25CLhoJwsvLlTv4y2+sePoxvvdjF3i8LLv/OFWilY+ck04r14WXiE5xk5VsRLYKoojI+TRpVVq60D4fMuH/3MKaDVb0DwWSlTinDv27ZyNu2uSg1caSQ8RPtkVXLhJDFoWYgBABQXEyJGLI83N453zmrBvNOL7ZUGtE748Df9wyhf94Ttd1S+PwM/nfnILqm7Dip0oQL1+QveTDNTLCyUqiqkksho+s66YyOX0RMFF9ETBRfREyJxtfptTk4pdoEmVQCjy92Eszq9qFrKtxzssIUSEJGVpQBQHNhOGFUoFNAKglMGB8LVmuOmF3o5fS+/NmF9SgxRPe+JGHc/qKprqxcyWOXw+PDnf/uhdPrx3Ntk/ivSxoxYQ2cw1flqKCQSfHJ40vwf/vGUJurRlVOapZfe3zhamJqb7889LeRAJSsJIQkCXcZeFWOGnXBnkdlRhXKlW7c+uIwAMCcYAVmJJvbhwf3jqJv1oGPRgLT/7qmHHjj2Az++vHWRS8bcnh8cASvStMyDUIIIYSsZrJgdkUhk8KklrNLveNZWxJISCrlUlzYlM9WYl60Jh9n1OXw3rtQp8S41c0uA983bGGfv2VzKTZXGJP1q2StTKysDE2SX06V4cCcE05v4Pd1+xh89blO9rlQYvLGTSXYWmVCuUnFxvJKu2BNPh47OA4/E6hWJoQsDyUrCQBgfHwc+fn5qd4NksGs7vBJrV4l4z83OwkJAAaJ9bYU8vjBcTxzZDLq8RGzG6NmF8pNi7uKyhuuI9BriWQOOn4RMVF8ETFRfBExLTW+yo2qBZOVGoUUazjVk18/owq3nVIRs793iSGQrLS4fLC5fdg3bGafO6GcEpWJ4FVWLjDYUmyJxJbD48N/vNAFi8uHX1zSgNJFVs76GQYPfDiKV7ti97sPxaBUIkFDQWp6VYaUGVX47eVrYHZ5samMhnIuB/1tJAD1rCSEJAk3CWmISFZKJRI2gZnIlXohHwyaYz7XPmlnb3dO2dE/64i5bciMI7wfCy0DJ4QQQghZLULLu+NZW6yDPKKCLd4gQm6i6vGD43i3bx4AoFfKUM+ZQE5iy7TKyh09c+iedmDc6sbP3uhbwutn8ciBcUxzCgy4SgxKnNeYt8y9TK6GAi2OLzdSv0pCkoCSlQQA0NDQkOpdIBnOGrzCK5dKoobVNDQ0wBTsZ2ReQrKyd8aBY9P8BCT36nJnMFl5cNSC257twJee6cC+YbNgP59ZhwdHxq28ykpKVmY2On4RMVF8ETFRfBExLTW+KnIWTlY2LbKKrbkovP0j+8fZ21U56pQt2800mjTqWZlIbM06wufaHZzCgkTsH7Hg7jf7427zpZMroIqTICeZi/42EoCSlSRoeHg41btAMtiE1Y2h4FQ+o1oWdTVxeHgYRlUgWWn3+GFfxNIVl9ePLz3Tznvsxk0l+M3Hmtj73cFE5o6eOQCA18/gP186hssfOMhbZmRz+/CVf3bg9ue78PtdQ+zjeQJTLEnmoOMXERPFFxETxRcR01Ljq0DLH1xoEhigU7fIashYk74rE0iMkgCpJFwQ4EhxZWUiscUw/PudMRKWHp+fl9gEgP9+d1Bw28+fWAaVXIrLWwtwchW1D8hW9LeRAJSsJEEOx8LLZgkR8viBcdz06BG4ghPwTq/JidrG4XDwloZ/6Zl2eP0Muqbs+OueEYyYXTHff2jeCT/nZOeCpjx86oRS1ORq2OmTo2YXJqxu7B+xRL3+zWOz7O1H9o+x0wO5y8BpwE5mo+MXERPFFxETxRcR01Lji7sse2OpHv933VrctKmEv03e4iorq3LU0CllUY9XLLLn+GoXWllkT3FlZSKxFTlU85dv97MDd9j38fjw+aeO4rp/HMau/kBrAK+fwbDAd4NKkwof31CM5z61AdtPqaSl1lmM/jYSgJKVJEitphMFkjiGYXBozIp/d83gz3tGeM/ddHxp1PZqtRpuX/gK8KjFjYv/uh/bn+3AowfG8d/vDqJzyo7fvz+EgVknu92cw4PvvnyM916n1+awt0uNgSv/U3YPbnr0CAbno09sRs2BqZMenx+vdAo36M7V0oCdTEbHLyImii8iJoovIqalxldtngY3H1+CzRUGfO20SqjlUtx8Qim4q7VD52CJkkokqM+LrsYs0NEF48UI9a1MdWVlIrEV2fqpf9aJqYj+k+/2zWHE7AYD4FdvB5Z9TwQnxkcKTYynJGX2o7+NBKBp4CSoqqoq1btAMsj+ESvueKk76vFivVJwqVBVVRVKR0bw0YhV8P0+GrHg9uc74fEx2NU/j79+vBVyqQR//mCEVwF5bmMeTqw0sfdLDCocnYjfA8ePwBXc3QPmmMN9aBl4ZqPjFxETxRcRE8UXEdNy4kvo4vNPL6jHI/vHcWlLPqRLSBjV5mlwcIx/LthSJLw8nAjTcCorGYZJWeIukdiad0ZXf/bOOFCoCye6j46Hz+PNLh98fgYvHJ2Kep1SJsGV6wqXuLck09DfRgJQZSUJ6uzsTPUukDQ3bffg2HTghOLF9uiTCAAo1Asn/To7O3FhUz5vKE4kT3AZ+ZjFjde7ZzBiduHVLn4l5CVr8nn3Swyxr+qHGm6HppTv6J0V3E4hk0RNLyeZhY5fREwUX0RMFF9ETMmOr80VRvzq0kacVb+0Ccw1efxqqa+eWokyI/WsXAxtsLLSzwB3vdGHH73WA6tr8cMrlyuR2IpcBg4APTP85b37R/ktnB4/OI4nD02w901qOW49sQy/vKQRJQaKldWC/jYSgCorCSEJsLi8+OwTbbB7/Pju2TVQLGHyXnORDo/fuB4KmQR2jx/PHJ7AC+1TmLFHn8g8sHcULm/08pbIk5TSGCctF63Jx54hM1xePywuL/wMg4+Go/tZAkC5UUXLSQghhBBCRFYacZH50paCFO1J5uJOBH+7dw4A8Nc9o/jqaZUp2qPYIpeBA0DPdDhZOWF1YyiihdPfPhzl3f/PM6txQgUN0iFkNaLKSgIAKCyksnoS2/4RK+zB3jh3vdGHuYiJfSHXbSwWfDwUX0q5FBKJBDqlDDcdX4qvncYv8V8XnBQ5ZfOwFZFckb0lq3PDV+iVMglOqzFhbbEO124ohjFYLWlx+dA97YBZ4P0AoCaXeqJkOjp+ETFRfBExUXwRMaVbfK0v0aPCFLjQfHsaJtcygVZgSNHO/rkV349EYit07l1iULL9Trn95YUGY0aqovP0VSndjl0kNaiykgAA5HIKBRKb18+f3PfhUPTJxf87rRJbYlz5jBVfx5UZUGJQYtzixo/Oq4PH58fhcRtvG5VMApePweWthVH9kZoLtbhpUwnGLC7cdHwpbymRXhn4mR4fg/2cqkqNQsprSl6dG93snWQWOn4RMVF8ETFRfBExpVt8KWRS/P7KZkzZ3CinKeBLolNEJysZge3EFi+2bG4f/vbhCGzuQLIyT6OABIEBm6NmF9trMzT9GwAuaynA8xG9Km87pYLX35KsHul27CKpQVFAAACjo6PIzc1N9W6QNDQ078TgnDPm87dsLsWZ9bkxl2QDseNLLZfiz1e3wOH1w6SWo3/WEbXNfVc2o0CrELySLJFIcPMJ0Q3gAfD6UB7iNHM/scKIHcFlMwBVVmYDOn4RMVF8ETFRfBExpWN8qeRSSlQug06gzzqTgmxlvNj6y54R3pCcQr0CaoUUoxY37B4//nfnEC5sysd7wWSlSS3HF08ux2e2lOHH/+5B+4QdPzm/DhvLDCvyu5D0k47HLrLyKFlJCIlpz6AZ333lWMznDSoZrj+uZFk/QymXQhnsgRnZZF2nlKHCpFrSxEmDKnx4406ePCEiWdlcSFMoCSGEEEJI+jMIXLxPRWVlLB6fP2qa9yXNBdjREx50+cLRKQzNhwshbtxUAoVMCoUM+PlFDZAA1E+eEELJShJQV1eX6l0gaSheohKAYF9JIYnGl0LGb6N7YqVxSYlKANBzrjyHln0X65U4sz4XbxybgcPjx2c2lyFfJzzBnGQOOn4RMVF8ETFRfBExUXxlH6HKylSIFVsHR628+9tqc7CxVI/2SX6bp/0j4e22VIQrKJd63k+yCx27CEADdkjQ+Ph4qneBZIgzanMW/ZrFxNeaQi17e1vd4n9WiEHgZK4mVw21XIpfXNyI/718DTaV0/KSbEDHLyImii8iJoovIiaKr+wjVFmZCrFia8zqZm9/6oRS/OdZNZBIJMjXChcHyCRAcZxWUmR1omMXAShZSYJsNtvCG5FVxeLyCj5+Zl24f8jZ9Yn1EllMfN2yuRQGlQynVJtwUqUp4ddFilxSDgDb6qj3STai4xcRE8UXERPFFxETxVf20aVJsjJWbJmd4e8P1blqyIJjwE+pzhHcvtSoglxK1ZSEj45dBKBkJQlSKmnSGuHrmLQLPn5ytQk3H1+CU6tN+MyWsoTeazHxdXy5EU/etB4/Oq+OPcFZilOqTajLC0/6Prs+F+c0ULIyG9Hxi4iJ4ouIieKLiIniK/twe7KHMCmYsBMrtrgtooycfdUpZXj6k+ujtq8wUVUliUbHLgJQz0oSRH0hSKT2iegrWlqFFHKpBDcdLzyBO5bFxlcymmorZFL89II6PLJ/HLV5GlzcnE/NurMUHb+ImCi+iJgovoiYKL6yj1BlZSoG7MSKLW5lpVHN31e9QKK1JlcT9RghdOwiAFVWkqD29vZU7wJJM+0ClZVCV3MTeq8UxVeBTomvnFqJS1sKqGF3FqPjFxETxRcRE8UXERPFV/YR6smeCrFiy8xpI2UU+N6wvkTP3s7TyHF5a2Hyd45kPDp2EYAqKwmAw2NW7Bn3obU11XtC0sWxaTs+GDRHPR55hZQQQgghhBCyMtKlZ2UsZmd4GbhQYvW6jcWYdXhwem0ObtmcWDspQsjqRMnKVYxhGPzpgxE8dWgCcilwznFOVOWqU71bJIUOjlqwd9iCR/YLT2Bbx7kauhj5+fnL2S1C4qL4ImKi+CJiovgiYqL4yj4yqQRahRR2j599zOdf+YXgsWIrVFmpVUihkEUv4txSacSWSqqQIfHRsYsAtAx8VZNIJGAYBgwAjx+4+60+Xp8RsrpM2zz4zsvHeIlKqQRQycOHiQsal/aHQ6Wi5tlEPBRfREwUX0RMFF9ETBRf2SmyutLl9cPq8uK+nUN4+vDEst9/1OLCV//ZgXve6os5vCdWbIUG7Cy1dRQhAB27SAAlK1e5T28uY6ewHZt24I+7h1O8R2SljVpc+O3OQVz/yGG4ffwTkkuaC/Afp1dBr5Th0uYC1OUvrQn2yMhIMnaVEEEUX0RMFF9ETBRfREwUX9kpR8NPBPoY4E8fjOCfbZP4w/vDODJmXdb7//KtfrRP2vF69yzeH4huCwUIx5afYTAfLHyh1lFkOejYRQBaBr7qqeRSfP+cWnzh6UAT24Ojy/vjRjKL1eXF15/vwrTdI/h8S5EOZ9bnYltdDk3SJoQQQgghJMWKdEp0TTl4j73UMc3e3jdiwdoEWjdN2dxgABTqlLzHD4/b2NtD804ApoT26+43+9jbQsN1CCFkMaiykqA2T4OanEB15bTdA3+Mcn+SfV7rmolKVBZoFQACE/pOrjICwLITlbW1tct6PSHxUHwRMVF8ETFRfBExUXxlpyK9cuGNFtA748CnHmvDJx89gmPT9pjbcdtBcUXGls/P8Kow6/KWthqLEICOXSSAkpUEAGCQB5o0e/3h8n2S3RiGwfNHp3iPnVWfi79/ohX/uH4t/nZtK/RJuio6NTW18EaELBHFFxETxRcRE8UXERPFV3YqXCBZmUiJwR93D8PjZ+BngCcOxu5zGauGJTK2huadcHnDQ39u2FSSwF4QIoyOXQSgZeAkSCf1sbdn7B7kahQp3BuyEvaPWjE07wIAbCjR478ubWSfi1wOslwWiyWp70cIF8UXERPFFxETxRcRE8VXdsrXLu8rPMMw+Gg4HBvDZlfMbW1un+DjkbHVORWuzrxlc2nUECBCFoOOXQSgykoSlMtpgjxlE+5fSLKHx+fHnzjDlC5rLRD158nldF2EiIfii4iJ4ouIieKLiIniKzuZ1PH/u45b3Xjr2Gyw32S0w+M2cAsmh+ZdbBswr59fSmmNkayMjC1uD82mAm3c/SNkIXTsIgBVVpKgNVUleGlgEADwTu8cdvbP4/LWQkgkwCud0yg3qnBBUz6UMfqWkMyye9CM7unASUWFSYVTqhNrnL1UTU1Nor4/Wd0ovoiYKL6ImCi+iJgovrJThUkd9/lXOmfwSucMFDIJ/npNK4oNgRVTTq8fv3irH+/2zfG2t7l9GLO4UWZUYc7hiXpOSCi25hwezDu96JgMD+VppGQlWSY6dhGAkpUkyDY1yt5+tWsGQCBpKZEAFlfgj9SU3YNbNpelZP9Ico1ylnt8fEMxFDJxk9BtbW1obW0V9WeQ1Yvii4iJ4ouIieKLiIniKzsV6ZX43JYyvNgxjZE4S7g9Pgb7hs24qDmwgurfXTNRicqQWYcHZUYVZh382QX2GMnKtrY2TGvKcPebfbxqzBKDEsYFKj8JWQgduwhAy8BJUKEmuhWz1e1jE5UA8Mj+cXw4ZI7ajmQeM2eIUokhuf0pCSGEEEIIIeK5dmMx/n5tK/IW6F/ZOxteCt45yZ/6bVSF24CFvvNN2yMqKz3CyUoAeLVzOmrZOFVVEkKShZKVBADQXF6A48sNC273g1d7ov6Ikcxj5iShuScqYsnLyxP9Z5DVi+KLiInii4iJ4ouIieIr+51TH/+/ce9MuJfkpM3N3q7OVeP648ITu0OFDINz/D6Xcw4vr8ghJC8vD6MWd9Tj1K+SJAMduwhAyUoSpNVq8YWTymFSy6GUSVCTq0aJQYnSiKo7r5/B0QlbjHchmWKec9KxUJPuZNBq6cSFiIfii4iJ4ouIieKLiIniK/t9Zkv8Fl19s04wDAOz04u9wQngGoUU91/VzKvKDFVWDkQkK7unHbjhkcN46tAEXmyfwi/e6sOfdg9DpdZg3BK9BL2liGKOLB8duwhAPStJ0NDQEFpbW/H4jevgZwCZVAKGYSCRSPCj13qws3+e3XbSGn0VjSwewzBon7QjRy1HqVG1oj+be4XUqBL/MBCKL0LEQPFFxETxRcRE8UXERPGV/WRSCQp0CkzZhFe+zTu9sHv8+MGrPexjxXolJBIJDCpusjLw3aB/NnqCuNvH4I+7h3mPye0zcPmYqG2bC3VL+j0I4aJjFwGospJEkEgkkEkl7G0AKI9IpA3HaeRMEvdO7xz+33Od+OIz7bxlGSshtAxcLZfShHdCCCGEEEIyVKFOEfd5q8uHNs7KuJrcwDRxbsGC2eWD2+dH97Qj6vVCHjkWvTQcAH2vIIQkDR1NCACguro65nNXrivk3R+ap2RlMjywNzCB3eHx45H94yv6s0PLwFdiCTgQP74IWS6KLyImii8iJoovIiaKr9UhXxt/WOZ4xKq4i9YEpoMb1OG+9XsGzfjac51RA3MW4z/OqFryawnhomMXAShZSYJmZ2djPlegU+KFT2+EUhaotByaj14eQBbPx4RPBtpXsA+on2HYpR5GtfjDdYD48UXIclF8ETFRfBExUXwRMVF8rQ43HFcc9/lv/KuLvb25woBNwaGq3MrKcaubrapUSCX4zlk1qMvTAAAaCzRQySQxixy+d3YNHri2FRc05S/r9yAkhI5dBKCelSTIbDbHfV4pl6KpUIvDYzZMWD0YtbhQaljZPovZJk+rwIg5cKWzf87J9ggVm9XlQ+ii6Ur0qwQWji9CloPii4iJ4ouIieKLiInia3VoKNDipxfU4eWOaXRNOVCbp0auRoGXOqajts3XhpeMaxXCdUvnNeXhzPpcbKvLgdXt4/W2PP/PH0Vtf0KFETrlyhRAkNWBjl0EoGQlCZLJFv4Ds7nciMNjgQrADwfNuKy1cIFXkHjMTh972+NjYPf4V+QP/Rx3uM4KLQNPJL4IWSqKLyImii8iJoovIiaKr9XjxEoTTqw0sfefb5sU3E7P+a4Rq0jiwmCFZOQQHgD43Ill+PMHI7zHKFFJko2OXQSgZeAkaM2aNQtus7nSyN4+OGrlPef1MxiYc8LmDjRnJmFdU3Z86rEjuOHhw3i1M3yFc87Bn9rHndAtplHOgKQSffweN8mSSHwRslQUX0RMFF9ETBRfREwUX6uXXiWc7NFHJB/Xl+gBAHKpBJc2F+Bb26rRXBR7ovfH1xfh3ksboQgOZL3tlIok7TEhYXTsIgBVVpKgo0ePoqWlJe42tblqSAAw4DdqZhgG3/pXFw6PB6ouDSoZvnpqJbbV5Yq4x5nj0QPjGLUEPq/f7hzCeY158DPhidwhc04vSo3iL60f4SQry00rs5Q/kfgiZKkovoiYKL6ImCi+iJgovlYvvVL4a74hIon5jTOq8FrXDM6sy0VVcEp4PBKJBGtL9PjOJiV0xZXYUKpPyv4SwkXHLgJQspIEMczCk98UMilyNHLMOryYsoWrAkfMLjZRCQAWlw+/3NGPrdUmKGWru3h3xu7BO71z7H2n149/tk3h6cMTUduuVGXlMDdZuQLJUSCx+CJkqSi+iJgovoiYKL6ImCi+Vq+YlZURS7ZLjSrcfELpot8/VwW0lhmWtG+ELISOXQSgZeAkKCcnJ6HtCnSBpswzDg98wSkt+yOWhAOA28dg2u6Jeny1YBgGB0ctuO7hw1HP/W7XEMYs7qjH5xdIVj5xcBw/fLUHoxZX3O0Wwq2sLFuhyspE44uQpaD4ImKi+CJiovgiYqL4Wr1i9ZGMlcRcLIotIiaKLwJQspIEGY3GhTcCUKAN9Dj0M8BssOcit39lS5GWvT1tS12y0u3148G9o3ijeyYlP//5o1P4xr+6F/WauTjJyqMTNvzpgxHsGpjHr3YMJPyeHp8fTx4cx0vtU+wVquH5QLJSq5AiZ4UG7CQaX4QsBcUXERPFFxETxRcRE8XX6hVZQRkSOTBnqSi2iJgovghAyUoSNDCQWAIsVFkJAJPBZGTHpB0AoJJJcHJVeApdKisrnzw0gYc+GsPP3+rH7oH5Ff/5uwfMi37Nnz8YiVk1+WL7FHv74JgV7RM2we0i/XbnEO7/YAT3vjuIf3w0Brvbx/bPrMxRx5wCmGyJxhchS0HxRcRE8UXERPFFxETxtXrFSlYma3I3xRYRE8UXAShZSRaJm6zcM2iG2ellp0tX52pQzJkuHepr+fThCdz9Zt+yly8n4uCoFc+1TeLve0fZx365o3/F+15wl1pf1lKAh69fCyknL3jvpY34yzUtuPP8Ot7rvvvyMbi8/GnqfobBzn5+wvXfC1SMTljd+H/PdeCljvD08X98NIb9oxb2fkO+JuHfhxBCCCGEEJIZlHLhr/mRA3YIISRd0YAdAgCorKxMaLtCXTgZ+dBHY3j0wDhCacCaXDXyteFk5rNHJrG+VI8/vD8MIFCB+fsr10CjEOeP5Msd0/j1O9FXYcwuH3pmHHD7Akm/y1sLUMD5PZKNYRhM2gLVi8V6Jb5yauCz/X+nVmLPkAVXrSvE2pLA5LzIq5tD8y7s7J/HWfXhSerD8y5YIiaHP9c2hfMb89FUqIWQP7w/hKMTdt5jPgZ4cO8Ye78+X/i1Ykg0vghZCoovIiaKLyImii8iJoqv1e3uC+vxVs8s1hbr8UrnNE6qMiJXo1j4hQmg2CJiovgiACUrSZDFYoHBsPBEt+PK9FDJJHD5AilKrz9csViTp+FVXo5b3fjuy8fY+yNmF97tm8N5jflJ3POwPUOxl16/3DGD17qmYff48diBcXx8fRGaCrU4rSYHMmlyl0LPObxwBz+fqhw1+/hFzQW4qLmAt61JLed9ngBw/+5hnFoTnqR+NMaS73ve6sNfPt4a9bifYfDRSPTQIwDomXGwt+tXsLIy0fgiZCkovoiYKL6ImCi+iJgovla3EyqMOKEi0PvvwjXJ/f5FsUXERPFFAFoGToLm5uYS2q5Ap8RXTxO+0lGfp0Geln+1LnLC9bFpB8TCXXod6Z9tk7B7wsurnzg0gbve6MN9u4aSug9WlxfPHw33lywxxK/glEkl+MqplVhXomMfm7Z78BtOhWj7ZLhCcvvWCvb2iNkVtbzd52fw2SeOwuYOV2I+8IlWKCISsnlaOerzVi5ZmWh8EbIUFF9ETBRfREwUX0RMFF9ELBRbREwUXwSgZCUJWsyglfMa8/HI9evwpZPLoZAFXndKtQkbSvXQKGS8vpWRemfESVYyDMNOueZaqGjy3d65Jf287ik7Hv5oDMem7Xhw7ygOj1nBMAy+/2oPHvoovNS6eIFkJQCc35SPX1/ahE1l4atHe4fDvSW5v9dZ9bnsdj4GsLr5y8OPjFsxzEnafv7EMpQaVLhlSxnytQo0Fmhw5bpC/O/la2L2shHDSg3yIasTxRcRE8UXERPFFxETxRcRC8UWERPFFwFoGTgJamlpWdT2+ToFrlxXhG11uXB4fCg3hZc7/+rSRtz06BHB1/XMOMEwTEIHIIfHhz1DZrQU6Xi9MoXMOLxwRgymuWZ9EabtHrx5bJb3eHWuGv2zTgDAnNOLWbsHudrE+7d4/Qy++8oxzDq87CCfZ49M4q4L63FknL9ku3ERfSG/eHI5vvB0OwBg1uHFnMODHI2C7X+pUUhhUMmQown/s513emFQce/zk5ebg0s/rllfhGvWFyW8L8m22PgiZDEovoiYKL6ImCi+iJgovohYKLaImCi+CECVlSSoo6NjSa/L0yp4iUoAKNIrUagTTv7NO72YsHrivueYxYUfvtaDyx84iJ++3odv/qsb/gWmeXOrD8+uz8V/f6wJnz+xDOVGFW+7Vz57HP50dQuuWlfIPnZskdWeXVN2zDr4y9utbh8e4EwgB4BvbqvCcWX6hN+3Nk+Dy1vD+9U/G0jsTlgDycoinRISiQQ5ak5yMmI/HJ5wsvKUahNqV3CpdzxLjS9CEkHxRcRE8UXERPFFxETxRcRCsUXERPFFAEpWkiCfz7fwRosQ2buywhROGr7XPxfzdQzD4DsvH8Ou/nn2sRGzC9P2+AnOj0bCy6Zbi3VoKdJBIpHg5GoT+/gtm0vZis46ThKvZ5F9NA+MWgQf38dZuv3YjetwXmP+okvYa/LCid/njk7hR//uZYf1FOoDn6mJk6yci+gJyu3LeVpNzqJ+tpiSHV+EcFF8ETFRfBExUXwRMVF8EbFQbBExUXwRgJKVJMhoNCb1/XI1/A4DNxxXwt6O1ydy2u7BkEDvyVB1oRCfn8HLHdMAAj0qT+EkKJsKtPjGGVW4ZXMpbxl0Y0F4efaf94zgwziTxCMdHBWetB1SrFciV5P4snKumtxwsvKd3jle0rYo2AvUFLEMHAgkax/+aAwfDIa31yrT5593suOLEC6KLyImii8iJoovIiaKLyIWii0iJoovAlCykgTl5eUl9f20Chnv/qk1JuQHqy3jTe2O9Vy8ZOXwfLjycnOFEQUR/S3Pb8rH9ceVQCELh3tNrhobS8NLtH/8717eBO3+WQe+/Ew77n1ngDdxm2EYdE0FKjFNajkeuWFd1P7U5S996XVNbuzXFgV/L25l5YFRK+54sRt3vNiNv+8dxYdD4erOyP8GqZTs+CKEi+KLiInii4iJ4ouIieKLiIVii4iJ4osAlKwkQX19fUl9PzlnDHelSQWNQga9MpA8c0QMwuEaNgsnJcfjJCsH5p3s7aaCxAbaSCQS3HZKBXvf5fVjYC78Pj99ow/d0w681DGNzil7+GfNOdlqxoZ8DfI0chhV/KRg/TL6ROqUMhTEGPZTEpwsnstJVr55bJa3BJ4rnZKVyY4vQrgovoiYKL6ImCi+iJgovohYKLaImCi+CEDJSiKS8xoDV0OUMgm+d04tAECtCISb0+OPGpgzaXPjvb459M0K94/8655RzDmE+1YOcZKVlTkqwW2EVOdq8Jktpez90JAel9fPTgsHgKcPT2L3wDwmrG58/ql29vGGAi0kEknUEJv6ZVRWxnNiZaAc3hSxxD4WjYL+eRNCCCGEEEIIISSzJJb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  ]
}