Lung_Cancer_Segmentation.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/quockhanhdao/Lung_Tumours_Segmentation/blob/main/Lung_Cancer_Segmentation.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "iT5rWIF_N1Bf"
      },
      "source": [
        "# Install"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "ab46khuWW2iv",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "7977ea8e-5a85-4e6e-dae3-a0a68e5d25f2"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[K     |████████████████████████████████| 1.1 MB 21.2 MB/s \n",
            "\u001b[K     |████████████████████████████████| 259 kB 55.4 MB/s \n",
            "\u001b[?25h"
          ]
        }
      ],
      "source": [
        "!pip install -q \"monai-weekly[tqdm, nibabel, gdown, ignite]\""
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "INJs24XJt0VZ"
      },
      "source": [
        "# Import libraries"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "uthljEqLt6Db",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "6a9272cb-57c4-4d98-e067-c0a055f271b5"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "1\n",
            "Tesla T4\n"
          ]
        }
      ],
      "source": [
        "import os\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\") # remove some scikit-image warnings\n",
        "\n",
        "import monai\n",
        "# monai.config.print_config()\n",
        "\n",
        "from monai.apps import DecathlonDataset\n",
        "from monai.data import DataLoader, CacheDataset, decollate_batch\n",
        "from monai.utils import first, set_determinism\n",
        "from monai.networks.nets import UNet\n",
        "from monai.networks.layers import Norm\n",
        "from monai.metrics import DiceMetric\n",
        "from monai.losses import DiceLoss\n",
        "from monai.inferers import sliding_window_inference\n",
        "from monai.transforms import (\n",
        "    LoadImage, \n",
        "    LoadImageD, \n",
        "    EnsureChannelFirstD, \n",
        "    AddChannelD, \n",
        "    ScaleIntensityD, \n",
        "    ToTensorD, \n",
        "    Compose, \n",
        "    AsDiscreteD, \n",
        "    SpacingD, \n",
        "    OrientationD, \n",
        "    ResizeD, \n",
        "    RandAffineD,\n",
        "    AsDiscrete,\n",
        "    AsDiscreted,\n",
        "    EnsureTyped,\n",
        "    EnsureType,\n",
        ")\n",
        "\n",
        "import torch\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "print(torch.cuda.device_count())\n",
        "print(torch.cuda.get_device_name(0))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rWBxP57vuCBx"
      },
      "source": [
        "# Load data"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Ji0lKWB0uHp8"
      },
      "source": [
        "## Test data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WOy_tYvTuKWY",
        "outputId": "9cf57685-1186-4e79-9d2f-085cf04f257d"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Task06_Lung.tar: 8.53GB [04:58, 30.7MB/s]                            "
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "2022-09-06 09:43:16,773 - INFO - Downloaded: Task06_Lung.tar\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "2022-09-06 09:43:55,874 - INFO - Verified 'Task06_Lung.tar', md5: 8afd997733c7fc0432f71255ba4e52dc.\n",
            "2022-09-06 09:43:55,880 - INFO - Writing into directory: ..\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Loading dataset: 100%|██████████| 51/51 [00:00<00:00, 257412.16it/s]"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "number of subjects: 51.\n",
            "The first element in the dataset is {'image': 'Task06_Lung/imagesTr/lung_014.nii.gz', 'label': 'Task06_Lung/labelsTr/lung_014.nii.gz'}.\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\n"
          ]
        }
      ],
      "source": [
        "# Dowload data, src: http://medicaldecathlon.com/\n",
        "dataset = DecathlonDataset(root_dir = \"./\", \n",
        "                           task = \"Task06_Lung\", section = \"training\", \n",
        "                           transform = None, download = True)\n",
        "print(f\"\\nnumber of subjects: {len(dataset)}.\\nThe first element in the dataset is {dataset[0]}.\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lZr8emDxuWki",
        "outputId": "d5731e87-6846-4f8d-973a-d9188a9d7eb8"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "image shape: (512, 512, 589) \n",
            "label shape: (512, 512, 589)\n"
          ]
        }
      ],
      "source": [
        "# Load random to check\n",
        "loader = LoadImageD(keys=(\"image\", \"label\"))\n",
        "data_check = loader({\"image\": \"Task06_Lung/imagesTr/lung_014.nii.gz\", \n",
        "                     \"label\": \"Task06_Lung/labelsTr/lung_014.nii.gz\"})\n",
        "print(f\"image shape: {data_check['image'].shape} \\nlabel shape: {data_check['label'].shape}\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 368
        },
        "id": "44pLJBsTu_gO",
        "outputId": "72170440-235a-4c62-ed30-15c2bcce3f59"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "# Visualize check image and label\n",
        "slide = 379\n",
        "plt.figure(\"check\", (12, 6))\n",
        "\n",
        "plt.subplot(1, 2, 1)\n",
        "plt.title(\"image\")\n",
        "plt.imshow(data_check['image'][:, :, slide], cmap = \"gray\")\n",
        "\n",
        "plt.subplot(1, 2, 2)\n",
        "plt.title(\"label\")\n",
        "plt.imshow(data_check['image'][:, :, slide], cmap = \"gray\")\n",
        "plt.imshow(data_check['label'][:, :, slide], cmap = 'jet', alpha = 0.5)\n",
        "\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Px2OpMFwv2EN"
      },
      "source": [
        "## Load training set"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "hEav-qyYv62v"
      },
      "outputs": [],
      "source": [
        "# Set up transform\n",
        "KEYS = [\"image\", \"label\"]\n",
        "transform = Compose([\n",
        "    LoadImageD(keys = KEYS),\n",
        "    EnsureChannelFirstD(keys = KEYS),\n",
        "    OrientationD(KEYS, axcodes='RAS'),\n",
        "    SpacingD(keys = KEYS, \n",
        "             pixdim = (1., 1., 1.), \n",
        "             mode = ('bilinear', 'nearest')),\n",
        "    ScaleIntensityD(keys = \"image\"),\n",
        "    ResizeD(KEYS, \n",
        "            (128, 128, 64), \n",
        "            mode=('trilinear', 'nearest')),\n",
        "    RandAffineD(keys = KEYS, \n",
        "                spatial_size = (128, 128, 64),\n",
        "                rotate_range = (0, 0, np.pi/12),\n",
        "                scale_range = (0.1, 0.1, 0.1),\n",
        "                mode = ('bilinear', 'nearest'),\n",
        "                prob = 1.0),\n",
        "    ToTensorD(KEYS),\n",
        "])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "alnlwt6Iw5VR",
        "outputId": "05871cfd-24fb-45c4-a4ea-989fcc268ed2"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "2022-09-06 09:45:45,262 - INFO - Verified 'Task06_Lung.tar', md5: 8afd997733c7fc0432f71255ba4e52dc.\n",
            "2022-09-06 09:45:45,264 - INFO - File exists: Task06_Lung.tar, skipped downloading.\n",
            "2022-09-06 09:45:45,271 - INFO - Non-empty folder exists in Task06_Lung, skipped extracting.\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Loading dataset: 100%|██████████| 51/51 [10:12<00:00, 12.01s/it]\n"
          ]
        }
      ],
      "source": [
        "# Load data\n",
        "dataset = DecathlonDataset(root_dir = \"./\",\n",
        "                           task = \"Task06_Lung\", section = \"training\",\n",
        "                           transform = transform, download = True)\n",
        "\n",
        "train_loader = DataLoader(dataset, batch_size = 1, shuffle = True, num_workers = 4)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "oF1dgeNZ-MqS",
        "outputId": "bf0a55f8-c8f0-473f-dbb2-2291cefe7dea"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Length of training set: 51\n",
            "check data training image shape: (1, 1, 128, 128, 64) \n",
            "check data training label shape: (1, 1, 128, 128, 64)\n",
            "tensor([0.])\n"
          ]
        }
      ],
      "source": [
        "# Check transformed data\n",
        "print(f\"Length of training set: {len(train_loader)}\")\n",
        "\n",
        "check_training = first(train_loader)\n",
        "training_image, training_label = check_training['image'], check_training['label']\n",
        "print(f\"check data training image shape: {training_image.shape} \\ncheck data training label shape: {training_label.shape}\")\n",
        "\n",
        "# Trying to understand what the fucking dimension 2 of the data is\n",
        "print(training_image[0, :, 0, 0, 39])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 368
        },
        "id": "7v50x2j2BO86",
        "outputId": "9368f066-478f-401b-d8d6-9ad30c1595be"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x864 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "slide = 25\n",
        "plt.figure(\"Training Data\", (12, 12))\n",
        "\n",
        "plt.subplot(1, 2, 1)\n",
        "plt.title(\"image\")\n",
        "plt.imshow(training_image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "\n",
        "plt.subplot(1, 2, 2)\n",
        "plt.title(\"label\")\n",
        "plt.imshow(training_image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "plt.imshow(training_label[0, 0, :, :, slide], cmap = 'jet', alpha = 0.4)\n",
        "\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v6NggQftXIgV"
      },
      "source": [
        "## Load validation set"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5MvT-9Y-XIwe",
        "outputId": "a7b30af0-d8da-4199-867d-96173b525c8e"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "2022-09-06 09:56:38,976 - INFO - Verified 'Task06_Lung.tar', md5: 8afd997733c7fc0432f71255ba4e52dc.\n",
            "2022-09-06 09:56:38,978 - INFO - File exists: Task06_Lung.tar, skipped downloading.\n",
            "2022-09-06 09:56:38,979 - INFO - Non-empty folder exists in Task06_Lung, skipped extracting.\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Loading dataset: 100%|██████████| 12/12 [02:27<00:00, 12.26s/it]\n"
          ]
        }
      ],
      "source": [
        "# Set up transform\n",
        "val_transform = Compose([\n",
        "    LoadImageD(keys = KEYS),\n",
        "    EnsureChannelFirstD(keys = KEYS),\n",
        "    OrientationD(KEYS, axcodes='RAS'),\n",
        "    SpacingD(keys = KEYS, pixdim = (1., 1., 1.), mode = ('bilinear', 'nearest')),\n",
        "    ScaleIntensityD(keys = \"image\"),\n",
        "    ResizeD(KEYS, (128, 128, 64), mode=('trilinear', 'nearest')),\n",
        "    ToTensorD(KEYS),\n",
        "])\n",
        "\n",
        "# Load data\n",
        "val_dataset = DecathlonDataset(root_dir = \"./\",\n",
        "                           task = \"Task06_Lung\", section = \"validation\",\n",
        "                           transform = val_transform, download = True)\n",
        "\n",
        "val_loader = DataLoader(val_dataset, batch_size = 1, shuffle = True, num_workers = 4)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "V1W-Okb7Zzzx",
        "outputId": "ad2e0c8e-50d8-4bba-8bd3-c6ea38a16f59"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Length of validation set: 12\n",
            "check data image shape: (1, 1, 128, 128, 64) \n",
            "check data label shape: (1, 1, 128, 128, 64)\n"
          ]
        }
      ],
      "source": [
        "# Check transformed data\n",
        "print(f\"Length of validation set: {len(val_loader)}\")\n",
        "\n",
        "check_val = first(val_loader)\n",
        "val_image, val_label = check_val['image'], check_val['label']\n",
        "print(f\"check data image shape: {val_image.shape} \\ncheck data label shape: {val_label.shape}\")"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "slide = 30\n",
        "plt.figure(\"Validation Data\", (12, 12))\n",
        "\n",
        "plt.subplot(1, 2, 1)\n",
        "plt.title(\"image\")\n",
        "plt.imshow(val_image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "\n",
        "plt.subplot(1, 2, 2)\n",
        "plt.title(\"label\")\n",
        "plt.imshow(val_image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "plt.imshow(val_label[0, 0, :, :, slide], cmap = 'jet', alpha = 0.5)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 368
        },
        "id": "WdLPnzQBLExz",
        "outputId": "5844180b-9d4b-4dcb-91ee-dacfdc4b9e20"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x864 with 2 Axes>"
            ],
            "image/png": 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VamF1dRXj8Rj9fh/dbhc7Oztzqgnzk5BuFnp6zrpePzN5TZZrF6VtKdaRaCMirh40/+l4wBKLdslcxNl0nSiVSmg2m3ODeS0u6PJZhrjlFhBSla3ySSVacrYsO3lMKtYyLUY8Yhi40WiE09NT9Pv9uXt0e0mxSBr1WXgyiztEmotFiLPl+adVtyMuh2gYvwbQU2PyuCSZUqmEWq2GyWSC09NTbxAXCoWgP65Oj4rrysoKNjY2UC6Xsb6+jnK57F0PQqSq/9ekrwnSWqEsDXZppMpzOk6yzovH8vn8XBoSbA/GUX7zzTexvr6Ow8ND7O/vXzBgZV6WIZrFNURfl7VzyZKmpYREwo2IeHmwVFjNUc7N1jVwdk/yWcgw1mmSDyuVit9AqVqtepEkxIGhNEMcIkUPfa/FRaH007gqVG/ZL3CR3srKCqrVKnq9Hnq9nmloLhpYpCGLeLFsutEYvhqIhvFrAOecnw6T00EEDdVisYiVlRX0ej0cHR1hOBz6Vcdy6l+mq/+nKnrv3j18+ctfRi6X84Sdy+UwGAxSp/f0Md0RsAz5fN53CJIUGd5NqrckE+0mIg102QloZSK0ixLvq9fr+NKXvoR8Po9vf/vbOD4+vjCdSUijPYvrQkgp1gq7HhDoDimUj74+NEUYiTgi4sVBDvxDxlmSzEJIVioVjEYj9Pt9TCYTP/O3iLuYD3mz1Wrh5s2bXsDgebrSLaOSyuslt+i1ItL413wZUoStvPQx3VdpPiwWi7hx4wZyuRyePHnid0MNGZ5ZBQwLFmc/jQAR6gsuW76I5REN41cQ2rDUrgiENaWmlVNteFoEkc/n/cYbtVoNxWIR9Xrdh/GhQa7vs8orYS2400awnAaTcYbZMci6yXrJPKXBfBmSYSfGLatXV1cxHA7R6XT8rnuEDlSfZbpNlidNJQ6lsyxZsmOQHURUKSIiXgzkwJz/p33XmtuyzADJxcXcqIO/AZgCii5jlnpog1RyC8vBsrF/4W9LeLGMTKtNspRNuhJWKhVMJhMMh8MLYUKzihgWrHo8T0SefjGIhvErCPoMAxcVUOsD5zGShNzbnrsJ0fhNknNfM5JntVrF3bt3UalUsLW1hXq9jnw+by5s0MadpXzyJ+Q/pxVgpi/jbMq68T4qKCw/XSUWTWtpHzN9jD7TALC1tYWNjQ3s7+/jd3/3d9HpdOYWrVAxZ50Ji4jlM9NtJMnaGnTojlLnp6+X9+kBhByM6DQjIiKeHqGNgbIYxeRqOcvFb1cauvK+QqHgw6/V63UfZUduwyyvl+XRvBVSQq00LGOXZbbuI7/JKEVZjE1LcJDH5JbTjUYDtVoN3W4Xjx8/xnA4nONZa2tqq24hztaDE32PhUUzeFZ9LRFjGeElIjuiYfyKQRqVAOYU1cukQ5KVi9D44fH/YrGIRqOBarWKtbU1NJtNP7Un07KmyHheErv8m8TO6yVJaX81vXiO9yVJ4qNOAOeuI4sI1iI6WWZ5jP7Y9NNLksSr6DKGsoykkVX1tZQXed2LJL1ItBERzx5pM1rLpqMH1vo8cD7LJyNPSGNRppWlzPJvKxa+zl+nYfkea2M4i7G4DGczfRmjn1xtCUmhgQvzTctL//+i+TMqyc8W0TC+4qAPMEPoAJjzMdPGk6VGyr3mu92uX6kLzEiDxCW3QQZm6uiNGzdQq9Wwvr7ut1jmdFQoBI+expKKB3CuCsvFdbKsoa2Xtcor1VSmwcVySZL4clpp6Hs1GLFCLtCj4tLr9VAsFvGlL30JvV4P29vbODg4mKuHVLlJyvyR/tyWup/mPyfrmva/PraoA9TvUVSPIyIuBzlQlouD9QZEemZIiwkAPO9zFgyYdw3T3229XvdubtVqdW5TpEUGuSVcECyj5HzmL3+nKcqaG2U9ZZjONJU1jY/I0drQ5oAgn8/jxo0bGI/HaLfb6PV6F9LXhrxMQ9cn9H9WXHZwxHstY/1pyhNxjmgYX3EUi0W/cxw/djl1D9iLv4CLI/7JZIJutzu3s53e4lhOa21sbOALX/iC908DzonaIg/+zXxpGDMfqyOwyEETcyh9lofg8WKx6DcS0Z1BmkGsXSq4I6CcCmTUjWKxiHfffde7WdAwZjmYFw1jpsf809SFRdNvOh/9W1+TJX3dKev2jWQbEZENuVzOixnkbTl1H4LkKm0Y61CaltEKzHb03NjYmNvMSRvoPMb/NafquPEsRxpnh45b11mLvOViQouzQ+1mza5pRVmG69zY2PDihDaMeb/uExeVQV6Xdtwa+ITqtCxn6/8jXz8domF8hUAjSpJjLpeb2ykOWEwUmqT4NxcfSCNbG5bFYhFra2soFotYXV2dW/CWJW+SCuthlcMiUU3UGovIUvsEkwh1SDY5fSf/l2WUqnUa4VH5bTQa2NrawunpKY6OjuY6MSrwesCilei0uur2k39n6Wz1vZdBnKqLiLgIqbDKY4sGv6G0NMgf1uygzL9SqfgIFmmCRcjAsurBcyEOWZazrbLzmF5bIvlS55+mlC7iORm6tNFoYDgc+pj7soxWP5cWIi+Ey/Dus+LsiMsjGsZXCKVSCa1Wa46gut0uTk9P5wwhreJpUtYL85jeeDxGp9OZU4WpgNIor9fr+MpXvoL19fU5ZZpGoLXtpiRWqiXlchkA/H2yXKGV0VZ92DHwPqmkyHtZVvo+s6yFQgHD4dC7oWjjXBq/Ml+WNRQOSS7Iu3v3Lm7duoVHjx7h+9///tyuUQw2L58Pty/VIfKsZ6uhn7XVGbBuso3SXCMs1cU6L6+LRnJEBLzrlhzsj0YjDIdDU8HLovzxGL9hhsPU6iWvKZVKfrdOqUzL9SM6b82DcvMnyRuSJ2Xei+qgFWrrXunmIZV1YH53P6vMafmHZgRlvZrNJhqNBtrtNvb29uaiCWlfbJaVfaG1EVZWpA1OgPDAIQtC6vQyaUTMEA3jKwD64ZbLZZTL5bkpLI5mJWkAYSOSx+SHQENM+qpJcuU1tVoNtVoN9XodtVptjgTS/HG1YbxoWi10bpGBtkiBkUYzkL4Ajtdrw3IZopN+2hwMULEZDodziwBD0Kp0Wv6LyC6LYpKGZeoeFeSI6wy5hkLO8gGYiwuc9XvU35OO2U7INClCFItFvxbFUlrT8pRc/TwUSlneZzGzZfHOMlwkhQIOCAqFwoWNqdKMzKdpp8iZrwaiYfySkcvlcOvWLayvr6NQKKBUKgE494viQgFCT79LNwmmJw3oQqHgF9Dt7+9jb29vjjx5/e3bt/GlL30JpVIJ5XLZq5y8jmqCVG1prHNzEVkn6YesQwppQiakMmHtoMcOJ+SKIcvDcvC3jH4hVXQq0vqYdL9gGpKA5Tn+vbKygnfffRe9Xg8fffQROp2OGX6NAxS5UFC7y8i2120UIldr6jE02Mg6OElTMmRZIuFHXBc453yUHsktkjcYypKwvh+LD8lhXEDX7XbR7Xbn0uC1zWYTN27cmFuMLa+Ti/S0u4G1qyh5UCvEutwhQ1Fzpq6jhlS9dXQiy2C3+Ey2m1Xe0Dk+q0qlgo2NDYzHY7/plXWf9FPmYmorFnRoti0EtoHFn8+SUy0BLSKMaBi/ZJBkuUsPFUQuuKAaoRVeSSqSkDR5kGSbzSY6nc6F6SySYLPZxP3795HP53F8fOw3rtDkqY+RKOgzC5wb9QB8JAs9PWcZaNI41T7B/Jt10qujdRoS8vo04pfXWNN4lpEon0mlUkGxWESn08H29vYFYtcGN9UKa+puEUIGrtUxyLx1nfQ9WaDfwUi0EdcNpVIJtVpt7hvjWgI9GNbfCxEy7pxzfgZqOBzOXUs45+Zc7+g+ZhliFofLvobp8yfkLhcaqPPHmiFLU151GqFjaYq2PJfmehHiKM6UDodDc7Bg8aYVESkLLsPZGpflbJ1G5Ox0RMP4JcG52TRcuVzG7du38bnPfQ57e3v46KOP5nZTIzGmjdK1gSKjH0wmEwwGA7/tM++lUba1tYX19XVsbGz40bJFwtI/WIdZk8Y5R9XSjSFtyl+TjzSINfFI41sjFKEDwNwoXy5k0R2DTEMvzrOu08+F7Voul/0Cxk6n4/262XGwA6X/ICEjjVjQypLVtrpM+rpFyoR+/rozl9dHFSLiuoFc0mg0sLa2hm63i+Pj47nvVm63LKG/F/0dyx/63WrBI5fLebW6Wq2avrg6Py0WSA6R/ccio0zeb/FKmhFpIc24lGUO8a3OX5ddtnFaffhMq9Uq8vk8hsOh9+vWi875bHR5QkZv6FjaNSEV+lkatNE4Tkc0jF8S6FNcq9Vw7949fPGLX8S3vvUtbG9vYzgcolwuI5/Po9frLZxq0R+OjIIwmUx8WBppZBeLRVQqFbzzzjt46623/GKykPrMv+XOeTRUSc5aKU4jCamsABe3UrYI01IWCG1Iy3ZgW3MhnEV2APxUoiTZUPQKCak0A/A7BK6srGBnZ8fvLsjy0P+YhrFUyi11ST5fdjRW52QpKyGD2DoeSjOUj8SzUDIiIq4yyH/FYhGtVgs3btzAzs4OPv3007nZPbnYVsMSHSQHkX+ZhjTCKGasra1hdXUVSZLM+TPLNCWkUKFjKcu86c5g1Vv/bSm0oW8/xNmWwSr7Hs6mSR7PKgiE0rfqAcAvPC+Xyzg9PZ0TeaQxLP+21GUrH92nZFHRrTpq3tf3pwkWWYzziHNEw/gFQo766U/MbZgZc1cuBJBqgDUdBoQJgj+MfkBjjD64a2trqFarPnoECTmNcLQKbI3kaTAz/7TRPqEJLMtHrD94636ZrjaqLSVUL25cxsjTz4d+zpVKxRvlg8FgrqPTLh7MVz7zkBG8qGxZFYFllIPQc4nqQ8TrDMnbMnrDZDI/85QWUUbPkKWdl9EP6B7BUGzFYtHHRc/CURbvyXPkF8lDWbhYXmNx6dMglJ513FKJs0KnxedK10DnzjdGkfdYZdOcrcudtTwvirMj0hEN4xcEGpU0hovFIlZWVlCpVDAajbC7u4vBYICVlRX0ej0cHBxgMBh44gXsl1xPF/HDpSIMAKenp34BH6f5f/zHfxyNRmPOP43qg47mIBe0AfPqLkf20iBmWXmNdK/Qhh/rIEOyaejrOZpn3jw2Go3mVokzXb04RbadLB+vY6xn1l2Xy1K1tfLTaDTmQi2dnp5eWGDH3amo/LBe2piXpJ+FdC3yXjSQkumlKfMhWGpNRMSrDL7T5AW6SVG86HZPMZlMPIf3er0LG1Qs+i7ktXIzIIZ84/FqtYqtrS2USiU453x0IWt2j/9rzpKcLaMyhJTWkAAjeRiw3SUs4YLH5PoOijVWOLiQG4YuH6N3aCXXiuIUSg+AF6n4DPlMdV/I6B/kar1I3BIyFsEaOKVx8LPk7MjVF2Hv6RvxzMEPmAYYDVf6iZ2enmI8Hs9tAS23AZUfjvURaGOKHzCnozhlz0UjrVYLrVbLk3ya64IsO/OyFGZdNn7ky4R6k3VJgzYSLSJKy1f6YYfS12mEOjudrn7GMgyfbh8rxF2WacLLwkrnMqQaSjdLG0VEvCrQ/ERXiiQ533KeRnNoFi0EzdkyHy0WcDEeeWSRWmz1E9I4XlTGrMrlMt95lkF9Wr5W+bPkAyx2WZAzAhRXtNDD3/pnUbmvOiJXX0RUjJ8j5IicqiqnyarVKh48eIB6vY6joyO89957Xn0AZmqiDPkjDb+QywPPJ0mCcrmMzc1NP/Idj8e4ffs23nrrLe8+0ev15lYySz80aVgDFxehSdWBZdJRFqSiTFWUaeVyOdRqNVQqFT9tOB6P/QBBQhvMUuWVvniWgsHpsMFgMLeoUdaJYDtZq7tDnQDLElp0yLBLJycn6PV6Xp3nD5+xRfqX6QDkOZleGoGHOkpL/df36eu1WnaZKc6IiJcJGeZRztoUi0VsbGygWCyi3+9jd3cXSZJ4jszn88FYuIu+Vd5fq9UAnPNZs9n0O5ACWCiWpAkMIVXSirJgLT6msFIoMF7y1IsuoYgQso5abJDihCxT2jldJz3LpqHrqmffLAO3VCohn8/7PoNucLxH9k9ZjP1lcJn7Q2LHMmnpAdR1RzSMnyNoGNPIlCP9UqmEu3fvotlsYmdnBx999BEajQY2Nze9kRlSBqQrgWXwkMRXVlYwnU6xv8tMRoYAACAASURBVL+PXq+H9fV1PHjwwO+ANxgM5vyB+SN9rUqlkndT0IQsyVO6HEiSldNuesqpVCqhXq97dWQ4HKLX682N4HW9LUVYDxZ0PnJnJZab18t85O5Lsh6sn25r/Wz43OQ11WoV9XodzjlUq1UAswEJ25OGvX7WWVSdEKzyXXaaLaQ6hdK0pvjk74iIqwzNg3JQmM/n0Ww2/QKt4+NjPwMnjazQ4FMPJDXoR5wkCbrdLsbjMarVKtbX170BOh6PzQgTkpMld1lGNMtDWOE0gYt8OytjAaVSEUkCJMmM0/XOnrreVjvovy03N8tVTeejeVwKAtZAgGnLdtADCc4K8G8Ac7uZan9iWZ/Lqq/WIOqyaaUJE1nSjFwdDePnArpDEPIjliQmiXc8HnvfYunjCmSbGpIfQy6Xw3g8xsnJCXK5HFZXV9FsNtFsNudCAFlT+7pDkHE0NQHoerCOcgUvr221WlhZWcFoNEK32/Ukw4gZbANpmMu6yQ+b+cm8ZHswuoSEZdCFpsm0Qc77ZUdhkXTafblczi94pF93r9dDt9u9QOKyLGlYhsCWJTqtsoQM4pAqFXpnrzvhRlxNUIgg9Husv3F+19K3WEfF0Qh9z/zWOYPknPMuWBQmQtzFv2XZ0+IJW1yljVBey508J5MpRqPh2fEEoxH7puRCnybLpI1vHrPcTUK8YKm9+r40rrTaQJczdB/FDPZLjGqko45Yz+Qq4GnEleuOaBg/Yzjn/IYanIKRK4xJwPRhoj/xaDRCv9/H/v6+V1BJliE/2JBRm8vNtiTe2dlBuVzGgwcPsLq6ilKphH6/76+X5CgXz1HdliSgXSqYD9NhOaiE8ofX37lzB1/84hdxenqKjz/+GP1+HycnJzg+Pp4b7cvVwDpepDaYZQg0qdaQyKzV27Jj0EqwTF+rAVqFltfpAQbzlM+tXC7j3r17mE6nODw8RK/Xw+PHj9Fut71qETLYZZpZ1dq0Y/q4TlMrOZZBm6aMhdKV90UDOeIqgT680g1MDuzldy7DVFLQ0O902vutvwf+TCYTdDodFAoFrK+vo1Kp+KhC+j59L8smxQKthEqe0kKCLDevbzZbuHFjE6PRCEdHx2f9WR+DwXkfwt8hH2tdZun6IPlGijW6HDI9rcpaYoTMy4LVBlb9C4UCWq2WF3A408oF1bq/kL9lesviskbss+DUUP9y3fg6GsbPCIyVS2OX0GpbPp/3PkzD4dAbqqVSyf+vCdaaogl9PJwGIknymFy0YaWhycLyN5PGp76XZQ2pu0xTRrSg/xa3oZ5Op7490uoZ+mi10aXJ9zKEk1XltAxN7bLBzoN1rdVqaDabF4L5W3UMIa1jkGV5lojqQ8TrACkkWNFw5HcsB+w0VOlTrF0Olv3mZP4yT0bX0WUO/W9x+yJFVt9rDfCpFFMhlutJdP9mlTEtz6fl52cNS+lOksTXtVgs+ugVab7Ni/II4boZoFcV0TB+SnC0Xq/X8e6776Jer+Px48fY39/3frPAeczaVquFzc1NVCoVPHr0yK+AvX//Pg4ODtDv9+eCtsupeKnaWlNIzjmsra1hfX0dg8EA7Xbbp09lmkq07ghkqCA5FcdFg/IcFU45PSYhSbZSqaBQKODo6Ajf+c53MBqN0G63MRqNcHp6isFggFarhc997nMYDof44IMPvHsFIX2ZZcfBY3KxnFYfOEDQ90nFXPtDy2Oyw5IKMxUjPge9gEWXWQ48qtWqDyh///59HB8f43vf+96ceizb0WoLgoMsmbdU70NbTcuOKEvnGRqgyOdvKTyh/60BWETEi4Jzs4VkXEzX6XT8YmTpnuWc8xsxFQoFtNttz30MrSnXLxCSF/h/yPjjLnaMN8/0JadYCqe10E7OPll5W4avTpec3+/38eTJLqbTiZ/5ZDx8hv2cTCY4ODgwQ5ZZectjutzaULb6OFlumY88Fqq3NOKtNSNW3jzONuE23IPBAHt7e35RXhqH6vJLsUhfnzZD/KyQJvYsM8P4OiMaxk8JGpnlchnr6+totVo4PDz0zvraSCuXy2g2m8jn8+h0Oj6NRqOBbrdr5hH6wC2USiUfn7jX613wnbMWyrEMFjFIkqaRKafueH2obbiAbzQa4eDgwPtpUXnhjlGtVsvHjKTxro1AdhJWfE6rrSTpynpbBjDbQ1+fVXHJoiwzLSpBVMpLpRI++OCDC8/Aul8rLBy0WFOYIfcPIq3Dsq4L1UfOImRRjrK2aUTE8wC/G8YHLpfL6Pf7czuG8jrgfJaPLmo8R16zoL+DtHed6TvnvBuYZYjIAfii/OQP+dTiF+ubnbVNAdPpBL1edy6KjlyMXC6XMRqN59LQ33xoQBAyJq3j1r2yvGn5pGEZzpZuNPzJ2gdax6znmKU8Ot00WyDtvmXyuo6IhvFT4s6dO3jw4AFyuRxOTk5wcHCAk5MTT0LaiFtdXcXnP/95dDodfPjhh3MBxE9OTi7stAPANEpDERuGwyFOT09RLBbx5ptv+li6lsrM4Or8SEaj0ZxBan3UdA9gfeRv/bdzzod8o78yo2XkcjkMBgOf54cffojhcOgXn7BOMk3WQbYRCUqPtKVxS/cWHtOri3V9ZX569B7yobNUZ6n+Wm3DFd3FYhEPHjxAt9vF9vY29vb2gtN0ktjYkVqLbQjWe5GRrMv+LAcEafdGIzniRaPZbGJ9fR3OOQwGA/R6vTne0dxaqVSwvr6O4XCIo6Mjz1kAvGKoIUUM+b8Ez3FmMZ/PY2VlZc5NQd+r1WPNOyFDLDSrY5X9nFMnnkMrlcoZ30wwnU4AOBweHs25ljA9y7iVs3rsFy2jTtZZrxGxBi0aoTRDxrSFNHWU9cjn89jY2PAzoFxEvSg9ppGmCuuZzEVYZjAQkQ3RMH5K3Lp1C7/v9/0+nJyc4Nd+7dews7MzNxV3vn3oxBvG77zzDnZ2dvCtb30L+/v73hjllsF6GkdPl+lQbvKDpGG8ubmJt956y8fcpBIhR7kyfRKcc84v+rB8Xi3S0L/ltVSM6U9cqVSwubnp1ZbJZIK9vT388Ic/nPNdkwtgtMFLok+Sc98vS7mRPtalUsnHM9Zp6nrJvKyORypJMi+pBGjfYtk+Mr3RaIRSqYR33nkHSTLzuz44OPBpWh2BfCdoGMtjLHOxWPQuNNa7outlHU9Tp9JU5FBaWtWRykk0jiNeBBqNBt588y0MBn188MEHOD09DUZKSJLEG8adTgc7Ozve1YuDW8uAsQbI+puShjEHyIxZLOOpW98mhRJeI3f71GWwBq9pPEAxgekXCgXUarUzn+opkmSKbreLw8MDXzctmIS+ZSkWWIN13ifDzknXwlAbZ6kb09XXWfyUxmPcTXVtbQ3AjG9ldKUQ5GDGyhs432VRtmFafSy1/lnwaFpa10HMiIbxJZDL5bCxsYF6vY56vY6dnR0fF5iGrSZLadzSzYKO/Nz+U055ESGlQY+eueAOuBgEXv9oWNfKMut7tHENzG8PKldFc9tjTkGOx2Pv+8y2ov9ayHiTeYTIQvoGWmW2VHhZZ32djFph3c9j+t40NT10v6xzq9XCnTt30O12sb+/f6Fz1CQeUuuXxWXTytLhWgOoELlHRDwPODfz7WcozdPTjudc/c3Ke4iZQZh4w4URcaQSmgUyDz2wzmr4yXRCA9qQMR1KQwoAuVwexWLB8+ksjNzwbBA7RZIA4/EkM8fJOupzy/jTpqniPG6p1TrPUDssM0CX19A9kqH70oSDZ81zz4r/09K9joiG8SVQLpfxta99De+++y4ePXqE3/zN30Sv18Px8fGcH5Y0NEmoo9EIJycnGAwGaDQaSJIET548QbfbnVMXgYt+YFJBlenTV45O/f1+3++oJlVMqSrKPHhOGtdMWxuGloEmyY1lYyD6RqOB1dVVDIdDHB8f4/T0FKenp3NlkAZt2s5RVFGkuk2lhAvN9Apz+Txk2npjE5aZqrVWQfQiPx6TaTEN2T66rQn5TGXn/Oabb+Ltt9/Gxx9/jG9+85tzm7DI8HSWAb5odK+v0R2JTo/XhJQoPThLU5f13zqt0AxIRMSzQD6fx507d7CxsYF2u41PP/3Uh8iU753Ff7OZppkPMiMSnJ6eepeKLAas/lYsMUMv+iPSDFpr0JxlJkd/l+QU52a+07P4xRMMBrNZSAobofutv4Fzg19ylnQNtFRx3dcRlssb05cugWnl4fm0sHBZwP4IAFZWVrC6uorj42M8fvx4bhMWWQdrALYo76zGvbw2y/uYFRbv6/9fR76OhvESoCHGHduazSacczg6OvKbclhqLnA+rQ3A+9bSbYAkIeNM8uXPOg3G9EOB5hcRODC/JbS8Ryqby6gjuswkCRmpgwZfVvWBhqQ1yg/dy3vk9aFORUO2v1bSLbUjjUjSjrNtGVS/0Wj47cGZpqW4PG9kJdlFRvEyeb2ORBvx8iDXGZRKJQDwi+2sb4rvoVy4zEEp+VHzwqJZDz2A5MCbLguhb2kR31o8Zg1kL2f8zXOuTN/qY9IgXct4jx6MWPdopA0Y5PE0IediPRcblGlg5KfZdtnnftGh/K4yLlPey75fVxnRMF4C9Xod9+7dQ71eR7fbxcOHD/Ho0SN0Oh2vNvIFkUZmuVzG22+/jbW1NRQKBXzyySde8SyXy36BGnDRD1MrnbxGolAo4MaNG6hUKuj3++j3+37ELxVMrRjLF1pHn5CQRrHsKLRfL++l+4RzDo8ePcLu7i56vR6Gw6FJdlRmZb3kBh/6vLUog6F0AMz5dQPwvsxSsbCMfb0QUSONiJmnVuRlHbVKYbUFp3fr9Tp+4id+Ar1eDx999JHfCCXk920NxphXqMyha9JmCrKkIQd1aWqX/t9SjyMingYMr1UsFn1knHa77bnI+m4ogKyurvqdKjkbyHN6AbSlwFqQPFqv1/16ivF47NdLpC2oswxy6zsLGe5WWDWdRrt9gm731POmVZeQYCPLLtsh5NureZP3cxCySNiRdVvGLYN5prnChJRsDfYtpVIJt27dwmg0wvHxMfr9vtlOz0IAsO5Nc/vLkl4W8UxDC2evCy5tGDvn7gP4ywC2ACQAfiVJkl92zq0D+FUAbwH4EYA/liTJ4dMX9eWjXC7j1q1bqFarGI1GePLkCY6OjtDv9+f8UQkSYKFQwObmJm7duoWjoyPs7+/7a3heLnbgvYSebtIvIF0Wms0mTk5OAMCH8ArFl5SQi96I0McMzAe212oFVRBOOZ6cnGA0GpkGN++xjCUSHRVlXV/ep+NEW2A7sHysr1UWqWBb5bXykIMO7Zssr5FTiExf143tWi6Xcf/+ffR6Pezu7qLdbvu2kW2VRZUOqUfW+6QHUHqhyCLys9SuZcg2i1EfcXlcN97O5/NoNBqeD09PT/1iZOsbl+9/rVZDo9Hw27fLa/itW4YskD4AZL6lUgmlUsm7vYUGhNb3YxmcGvI+uoToOkujmJzINR9Zv1tpBIeMJMuATTPE9IBl0QA/jSvSBvWyXKF3QXOmFamI7ddqtTAej9Htdv1zTStXaHZg2fpaRryVh4XQwGdRWeS1r5tx/DSK8RjAv5kkyTecc00Av+Oc+z8B/IsA/q8kSX7JOfcLAH4BwJ99+qK+PNBNodlsYmNjA6VSCY8ePcLR0ZH3l9VGAH/zI6pWq2g2mzg4OMDR0dGc31G32/VEnTa1p19WacgxjFCtVkOr1fKRJbQhJhULSfCh+JgyP0Jvw1yr1XyMTx3sXhKunl6ighFSSWioSzKQLieTycSHI5MdBNOigqzbCzj3C5YGuGwf2UYyb/0ceC6kjrA8IR9aaytVpsm25GzAwcGBX5DHrbetsizq0LIoA9ovLi2t0Duadr38P3RdVI6fC64Fb3OAXi6X/fqLdruNfr8fjD2sjQ5uE93r9eZ2JE2S8wXUWd9Py7iiOwfzkTvdyTS1ISl/0qDzk98p/ZutBYRW2pYibg3SLT9gyakUJTRPMa2QYCHLFRo8aI63yiifoa5zqO10fmm8xHbmhjC9Xs+HcrPcSUJGuYWsz1s/KyudLBwcuv5ZXXuVcWnDOEmSbQDbZ3+3nXPfBXAXwM8C+P1nl/3XAP5vvMIEC8yU4kajgfX1ddy5cweFQgEffvghtre3PcnKD1J+wDT8aFR/9NFHePLkydxWohZZ6xGYRVYkovF4jN3dXZycnODHfuzH8M477/jYmHLxGUGVGpgRpBVOTOYhSYB/k0w5YMjn8zg6OvJxmeW2qZwu1H5pslysLw1W6W8dIi0q17oToSHKXeHSPnzp88zrJLnr0ELSYNPGuOXmIFd2hxQJyzCWav/9+/cBAD/60Y/8Qhjp86gNfAvWexRSpnTHFyJuKwSVVsWz5J1mHOu0Ip4O14W36fNJQSKXy+Ho6AidTmfuWya0kZYkydn9NS+AyPdQLpbTCL3vks+oXtMNbn193X/z1gBa8k7azmnWt6TT44DBuRz6/Z7naulqZrm3SeNOQq9JSeNby9CUxrPekMoC+1WZnmWU81oteuh8ZdlkO4SM31DbSx5fWVkBABwdHXmuHg6HpqGehbNDsAx+67z+37ItNOeHrs9Spledr5+Jj7Fz7i0A/zCA3wKwdUa+APAYsyk7656fB/DzzyL/5wW+MPV6HZubm6jVauh0Osjn83M7JaXdL2MO86ORbg5pnf4iNaJQKHhlmI7/aVP9TJNIc29IKwMNYhlzURu5eqGKTFeSVcjPK80gDhlsWYhEQnY00rBMG4xYRqxWF3QeaYv0spSVz5RhgRh1RJJZ6DlZSHvfshquacfS3lnrXOj6EClHPBssy9vznF1+EUW8FMhPtVoNxWLRb7OsB+dp91sDPmkYXvZ9pCgh+4YsHGwdD12v7+F5OUs4O21HcAgZa6EypZUjrTzyeFbOluKFNKjT0k7ju1AeIZ5atpzsm+lHvijvZRHi7Ky47L1Znv+rzNlPbRg75xoA/hqAP5MkyYlqmMQ5Z7ZOkiS/AuBXztK4ci3onPOrTR88eICvfe1rODo6wne+8x10Oh0/EpSGlX4R+FFUKhUMBgO0223k83kfLP7JkycX1ErrRQ0R8crKCu7duzdHFrMYnfPh0LQ/XGjRiBzxU9Wgki1J1TmHtbU1bG5uYjgc4vHjx3ORNuTCPPk+aKNdl0MSmeyQaFxyICGVDXYuenEdMD8FqRcd8jw7UcvolgoOoX1ugfnpP2sqUbYt0+BzYBnl9KImZqojGxsbaLVaODo6QpIk6Ha76Ha73q3CekfkQsOsK8mtjlh2QmmdZlrkjEVEmdbpp0UCiVgel+Htec5uXjnOBs75YmNjA7dv30a/38fu7i6Gw+FcaLaQQUBO4SzXcDhALpfzsdhPT09NxdmC9b6Xy2W0Wq05vs/n8xfCoWkeWGQQy/pYrhfAzJ2vVqthMpnMLRhnPouUdP1/mlHNNK0FjlaoNF3+EM/IfiFUDouD0kQD3YahulrvSshYZhlqtZrfchyA3wFWikga8rllGYSlDTrSjPnLChlZ8TQG+8vGUxnGzrkiZuT63yVJ8j+fHd5xzt1OkmTbOXcbwJOnLeTLQqFQQLFYRKPRwObmJgaDAY6OjnB8fOyNESKkyDLihJyyL5fLflpFbsuslYpFHwVVEW1UyV3udNlCZGMZsJIwdPmYt3POTxNJyA8/ZMykEZ/1v04rtIhO11n+tvKUBqq+j8q3LoNWM0NEa7W59N+V5U9TPrjqmdFGqEIMBgP/Lll1TFOSrOuzqijyXQgpLFkgy7CIxF9Fgr2KeJ15Wy7+rdXqmEwmPlKPNTtnvddSSKCxqGfH9PsPZONsho3TRlWaMZhFpdTfsJXWbOOOIgBnLsxepLBaeWa5dpnBsXVdqE0WDRqs9EJ9YZpRLO/Peh/fA7m9NxfYh3byy4Jl6my9288Cy5ThVcXTRKVwAP4igO8mSfKfiFN/A8C/AOCXzn7/9acq4QsGibFcLuOtt95Cq9UCAHz729/G4eEher1e6opm+SJWq1XcvXsX5XIZnU7Hqxa1Ws0HAV9klKQtihsMBjg8PES9XsfNmzdRqVTmRuOWsafVT+2DSwUjn8+jXq97hYF+rVQoZexmrmLW5ZZ5S7AcUv2Vi+oAzLUx/aH1qmpZV70gUOeVJIkfqDAtDkqYlq4D85aL57RRzLLz/7RRvqU4LDOaZ/6VSgWf+9znMBgM8OGHH3rlR6oz+v5Qpxsqd6gzSnueaXXVaep8sgyS5HXRSL4cXmfeZoi1cnnm5vHkyY5fv6EXPoVQKBTQarW8int8fIzxeOy3Vre+gTQ1UmM8HqPf76NYLPpwbYveaet71vmx3yoWS2czYJxhSzAaDc8W+/XOjk1MN8C0b5F5y29d8600tEMzPDLtkGBiDVR4vWyLkGEuBx2hayxDOQuWNQaZbqFQwNraGsbjsfdZt9pymfyzGL5paV6WQ59HmlcNT6MY/14A/zyAf+Cc+92zY38OM2L9q865fwnARwD+2NMV8cWChmGlUsG9e/dw48YN7O3t4eHDhzg9PUWv17vg+C/v5TGG3Nra2kKhUPARBarVKiqVivd7s6ANlJCxNRwOvXtGq9VCq9VCr9fDYDAIGjk8pl0qZB3oQrK6uoobN274fIbDIQaDAfr9Pk5OTnB4eHhBSZZtGAIJTi9gYZnoGkHDlaSxyNjk/czbImUao3Ia0UqT6crr0zoObdjzHbAWqC1CiPxltI27d+9iMplgf3/fu/WEVtvL+ss8eCytA7HuXbZzsJS1RXlY1y0aREZkwmvH2/yuadTWajV0u10cHBz4HTGzvNtJkqBQKKBeryOXy6HX66HX63k+1LNHGlmMrdlucrP1AeVyGeVyec7/NM04lmlrkDcrlQrq9dpZPlykO/Z5cErfSidt0ZsUM/RgXfd7i/ghdL91LiQepQ2kmZ50E1l0vaxjqDyXgVSOm80mkiTxUU6kmLFIINFluSwHL4un5ewsaVxFPE1Uiv8XQKi1/8Bl032ZoFFYrVZ9iB+GIet0Ol4Z1Yu05P3A/CiR6sP+/r6Pn9ntdi/4qqUZD/KYcw6VSmVupztJ/JahSsiP3jpP4uemI6PRCPv7+5hMJl4pl+qL9I9l3nJ0L5WMRqOBRqMxpzrLaBzyWpKa9nnTaoMkluFwiNFo5NuFxjnTZedGNZzPh6GSuErcWiBBgiakkWy1cVq7a0NePw9LQWBdZMfE3xsbGwCA4+NjPHnyZC4v6aJjIc3QTCtPiKBD6vSyBm0WtX2RIR9h43XkbRrFVF+dc3OzXKEZHODie87ZQhrGHEDTN9QyzELvojxO7tELsXU5NBbN+HDwPVt4ncd0OkG320OSTDEajS+sk7C+Xd2/8NgsznL5LK2R72t09J2sho9WnCl+yEWIMj0a+7Jf4TG6J4Q2jZJ1CS2AXlRWi7N1G4XqLe/VP9VqFcBs90W5HsiyA54VFg2srPLre7Ok/7og7nx3Bn5w1WoVa2trqNfrqFQqPhbhkydP5khGv8DyA+IHUKlUcPfuXTjn8PDhQxweHmI0GmEwGHjlgGlJhVUaPvpjyefzWFtb84HnGUhcXq/VWmsKiiDpzBaaDFGpVNBsNlGv17G3t4dPP/107h4a9/SVksQlNyrRBHznzh08ePAAvV4Pjx49wmAwwP7+Prrd7gVDjmXmxiAyhBsAH7JsOp16Bb/b7WI4HJ75Fs78rqvVqo/cwTihjOLB6dZareYjPTANKxwSO112tvK9kZD11gtELGWCqrgMmSddPKSBzwGQXGj49ttv491338X777+Pvb09TCYTH52EgwA9kJHPhW2tj1nQBkbaAhjZyTHNtCgulvGi20sjGsfXG3LQW61W/XoO8pmcrrZUOUvtopgBAAcHB+j1ep7rkiSZc/FK+/blu8l+hesC9I5yltG7yJCR4sEsNF0ZpVIR3W7Xb/JEyF1ZORhn2WU8d51+s9nCxsY6xuMxTk7amEzGXtSQfYn8TnX68ttnneVgg4Yx/a75/DjQkcfIkcViCeXyfFtaajf7E731d6it9Tn9zvB/y6XG8jvntXz/2G+sra1hY2PD939SGZczprpsoTIvQohXLWgbYdGAIq0crzI3R8P4DHwpudiuUql4w0tuKRwaeVvkK192GilcLJXF5y1kDBQKBZTLZU8y3GVuUfg4nQ5/a8OWadGIB863YdZGlsyPi16koq4HC5IoqNbKdKgC01AnSUjSoUsHDWIq2tJoJYnqLUdlHdn+8m8+J6oMektta+CxqM2lj3LaeetdCHWeLC/bsFKp+FmOFx25IU0xiYh4nuD3yHCV5EQrHrA2NkPqL3+TF6VRp6/XCHE6+wByoJ4BWrbOsnwzbkswnSZe1WWesp6h71Qu3p6/Rt6XIEnOo+fodFkXaytnAHMzm5x1lM9Jllc+A7n99uyyBM4BSQKwqFJtln2T7oslsqjbaQPv0GArC6Thz1nfF21Eht6FiBmuvWEsVYdCoYBbt27hJ3/yJ5EkCb73ve/h6OjIb8erR8eSdLWBRdXi8PAQhUIBzWYTd+7cwePHj9HpdJAkyZyBpUNpSbLRxxm4fnV11e+wM51O0el0zCkcWXaSCAmHKkutVkOlUkGSJDg4OPCDAroN6BGsdElgGVdXV7G5uelH8qPRCIeHh+j3+3j06BEODw8xHA79KJmB7Xu9nt86+uDgAMPhEDs7O9jb25tT6aVRzb85vSnVBxq2XBFcq9VQq9Vw+/Zt3L17F/V63Ssf3W4Xu7u7AOC3aK1Wq37B5OPHj/3uVExPDhJYPmm8y3dEqryWymI9f5I4lRB5TrZ5LpfDYDDAeDxGq9XCV7/6VXQ6HfzgBz9Au932z1u/o9Y3kOWYpaBkUTT0O5imDsvr0zoL6/qI6wNpFDYaDdy5cwcAsLe35+N8y2sJy6CRhtlskVrfu1Q0m02/cNpKa9HfBFVRusHxuxwOh6nvsuQKrSqSu5Nk5reaJF1vdFqcbc3wvpCkVgAAIABJREFUVCqzEG4zLptgMpn6TT/a7TZ6vT4mk7F3eavV6mg2qxiNxhgM+nOzdqenp3O7vMn2ln9LcUWKArpuFKmazRZKpeIZx8+UZrogkO9n/FzAcDjw/SvTOh88XOxbtUIaEn30s9d1kwpraGaC7x1FtnK5jNu3b2M4HGJ/f998x5aBHvCllduC/C5Cg8inwbNM63kjGsZCBWQkhjt37mAwGKDb7eLx48emUqAJ1jJASRpyS2nGoJXpaUPBMhzkPRxxMowcyXw4HM4polo50OQjf0qlEur1+tm02clceCNrCl4aXTRcK5WK3yue7g400Nrt9twisXw+j62tLdTrda+gMGpHt9vF0dERDg4O5qJe6MgTmmRlm/GZOjfboKXRaPhV4AyXNxqN5hYwrqys+DB01WrVG92criTZ0jiVhivrYE3pabK0iI9tzE6CddH+7LKTZBkmk4kn2ePjY/zoRz+aK7N+drKjWkTCmtT59zJIU+ZCeWbJ41Ui2ohnB/kN0IhqNpueW2gYyWuBxf7/fO/IT+RF+R2FONtKX/MR06vVap6fySHa91gPnmUZZZ9VLJbO1kd05taahNym9DdDPpQD/OFwNqjgQmu5rqZeb6BYLJ21U84rwVwzol1PQgOR0KCavEaRgoOIfL5wVr6p9x93zvlITLNBQhHT6flOo2xTvQBa9llWO8v2WTQ7IJ9NiFdDIgj7cIaBXTSzmBXPghez1P+yyMrvLxPX2jCWRua9e/dw8+ZN1Go1PHz4EP1+3xNs6CFqhZBotVpoNpuo1Wp48mQWDvTk5ASDwcCrunoUrT9SnSYJjIHnO52Od/cA7GkohibT5aSCTQWU0+80XOUWoXIHOx5jfkly7pNHRbXb7c5Nk9VqNZRKJbRaLaysrKDf72Nvbw/D4RBPnjzBp59+itPTUx/+7eTkxP8mUUu/vtCoPfQsAHiFYXt7G7/xG7+BSqXiXWTW1tawtbXly8hFh51OB9PpFOvr6341N0f69H0mqC7Jjo2dnbX5B5+JNehgnTQsw5/X0iiXarlWSPh3qI1CeBFKgfVMNXnqDiOtM4t4vUE+arVaqNfrKBaLfhAtt91Nu1+jXC57Q4xqJN21aITpmQzLANLvLGfmptOpFy600SF/h+Kak2OksJEkCfr9XlCh1cagHFBUq9WzdJwXAGYcM/VcPouaUfELxieTMU5POzg5OfaGMNfK8LdcFB1q7yxGF9u90+ngk08+9v3eZDJBtVpFvV4/K2MF+XwOk8nUP/tqter7IGsRN//mswiJWtY9IXsgdCzE2Xwe1qLDUHpZ8bI4e9E1rxKuvWHMaZi33noLX/rSl/D48WN897vfRa/XQ7vdTlVuJdHIj2B1dRV37txBv9/H9va2N2R1uBytdlofiTRmW62WJ4iTkxM0Gg3/gckIDCyTjBYhP+pisYhWq4VSqeTPnZyceBcKpiEX2OmFcaxrsVjE5uYmqtWqn06TbUED/O2338bnP/95nJyc4OHDhzg4OMCv//qv4/vf/75vaxllgvnJUEZUD+R1hGw7/awGg4EflDx69AjA+YKUr3/96/jCF76Aer3uy7qzs4Pj42MUi0VsbGxgOp363f2oNrDTI8FS8ZYqvfVc9LuUNnqWqrA+zjT1SvmQYRwiaF0WCyEF5DIErMthPTPdJqFr0tKOeD0hjReGk+x0Otjd3fWzSxrWu6/fYS46JlfTkJXrDOT1lgGq/6YxS84aDAYolUpz50PvuX7faajOON3BuRmvzVwo5mdz5EIwbcyRW2cueLN4x6PREMmZ/y4AlEpl5HKz3U3X19fPFkrPFiJ+/PFH2Nvb821ttYM0jOXivhAPWZx9rl4PvSsjOf/OnTvY2NhEqVT0Ze10TjEY9M+M/pki3+m050QeaYhaC/NkeUJrPnh+kcGYptjrc7rv0gMwef9V4DirXaw2sXgceLrZxxeFa2sY04igb20ul/OLzeijZvka6QeqXxLnnHcpoMEJnI+A9aKQLC8GXyS5UleSnn4BtfFuETenHWls8j750WqfXh6TeUynU78AjiRDYpmRU8crmlRiP/nkE7Tbbb9hChWHUD706U0jqixtyHozffplP378+Cz+5yx+6dHRETqdjl9Jzs6EsUwtwyykAunz+pg+bvkaa7XemnJjWjQYnHM+XmaWd2xRG6YZzk97T9ZvQP+2vr2rSrQRzwbOOe9bS8OGg2fpSrAMZwPnM3LyPNVGPQhfhrO1qCDPWQNTy3A/L08CYIp8Pgdg3l/YMth1HyN/z3yREyQJ68a8E0ynw7N8c77fOj4+wXA48OtOtKuEhuVStixYd62Gz5Tk9lk0jpm4M+9KWACQzPVDIXECWI6zreNZBl6L+ulKpQIAF97jF43L8HxaWs8r7eeNa2kY08ip1Wp+MZZzDk+ePMH+/r7f8tnyk7IWMOj/NzY28M4772B3d9e7BAyHQ5yens6NpvXIUY++5Ug7l5sFb2cIOYYeI3FrpRI4DzFmfbidTsf7ODHuLw1TGRtSLkgBLob36Xa7+OSTT+bqUC6X/e5+H374IY6OjrwfGpWG8XjsI0lY5aOhzecEYC7MUcgQDX18bE8ZFg0APvnkExwfH/uBB/0AK5UKNjY25jrier3uB06SaFlWAN59RT7PNCJNwzIqM9+DfD6PH//xH8d0OsV3vvMdvP/++2ZoKNnZp6mvFpFrNXqZcspj1nO0kHVQcdVViIjLg9zL2S5+Z9x0iYNr+V7rdzNt4MQwnTL8JXnbMi5DZZTXaDGD/Y4WGySXaINSln84HJzxUxnF4jmPJUly4RtPkotrTIjRaITj4+O5Y5w5pUsdfYvZptKNTM9gyYEE+yo+Hzm7F/rW0zhblp/tdXx87DlYzswxbJ8ckDBEnjaOLQEiDZfl7LT7+Iycc9ja2kKSJNjd3cX+/r7pirKoDFnfzUUG6tPkswhp/cFVwrU0jPnh0NjhYggSbNZRW+hjlquPCbl4DLBfEHncUsPkwgQu6NNp0TgiCdCwlR8DiZR/686EZZUREEKGUpIk3mgmCdL9ot/v4+joCIeHh2i3295nW5ZHllOrKnJQ4Jybm9KUarn1DEKGmbxGKg2yLIzjXCqV0O12554j3w1LtQfSg8lbZaH6uyxCxmI+n0ej0fCdQhbDc5k8r/qIPxrHry+kccxvkt+j9mtNS8M6NjOsiheEj5AiKtNK+8Z4TEbK0chiwM8b0/ZgW3O8lT6Py532kiTxIgrd/Sha6IGBrJOlwspySLU3VC+rvRZdQ19jWQ4u1uPMpHyOcvGg5SKRlmeIZy/Dg2nvEZVvGQ7vWeBV4eyrxtfXyjDmx0rDtdVq4Y033kCj0cAPf/hDbG9v+0VZ+oO2Rpp6FMa/uTDh9PQUh4eHwXA/mjRpVMoPmGSay+VwfHyMSqWCGzdu4MaNGyZxywVYGhz1S9/Vw8NDvzBQDgbkKF2mJxczEOykDg4O0G63vZvGeDz2O/7poPah39qtg0a8c25upyQuGNTB6xlujQMdGUZNqihyoCGn6pxz/nnxGbLDkOpMo9HAG2+84RX8YrE410GyjaS/ryRnEjjVeTmYsTo9phUypGUnITs9qlY8L9/tZdQN+Wx0nlYZ0hSiUOe9LLQKZJ2PePUhFcFyuYyVlRWUSiXPrZpb5H2APdUtj/ObHo9HnrtlTHSZjhwA8z3X35N0n+j3+37Wq16vmwKDtT5CllHm69zMRSqXG8xxny6njsSgBw000CkGsQ2m0/MwnXpjDEts0Ea3rJ/8Ie9JXucP1Wrys67Poj4XgH9eXIBJo5zXsG9YWVmZ2zBE5mUp+PJ8Ljcf01oueA9xdpqAI+uk+yBZhqeJc5w2WNPHXgRfLhKzrgqupWFM36RarYbNzU00m01897vf9Quz5PXyPosELaKTm2N0Op257Z+ttGnoaYPmPAzN7DEx4kOlUvHxf+WWksDFbTQ1OUrDmwtCtC+dpXrqmMX8W6ogg8EAx8fH6Ha7ODw89O0gF4NISNLUCoA0dpkny8jpSWmkS1WA4YcYOkgvHJTtJAlaurjQ9eXg4AAAvAHL+9bX17G1teUXxMhNQ9jJsC7SoKU6QJKVBBrqGGWZtSuIfvYA5ox45sl3yOp4ZHohI8K6Vh7X9UhTR6yOXNfZum/Za0LXRbw6kMYmDaharYZyuYy9vT2/MCt0H5Dt/ZL8KJXSUJryu9bXSCGBi2M5zc/47voe/WPxEo/ruO7ynFVey5DlObq2jUYjv5AvtI4ilJY+J41W2adIw1heJ5VS6fag09Xcog1x9je9Xg8A5urhnEO1WkWj0TDX6Whog5bChfW8rfJqg1q3nX5GlvEvBZU0HgtxduiaUBnSzi/i0aflbGvQ9TJx7QxjGjX3799HqVTCkydPsLu7i06nE3yBQ+qXPk4XB7l7XMgtQxOhBq+vVCreD5juGaVSyW/NzOsshVmqizwn/Y71qFsvgJMErw0nafQeHh76zUyo4ITaXyLtg6exqcnIKrtsRxr7knSZl4ZeSGiRsVYR+DMcDvH48WMcHR35Z16v17G6unqhzXUnyrTZ0es8ZR0tpHXY8nyr1cK9e/cwGAxwcnIyp5aH0ltEkiGkGSJpZee9y5ZhWcMn4tUFjZpWq4V8Pu83kpCbY2R9B/RxyTPSEA1xkxy8h0DhhXwrhQ9tzPJHKtA6rxAH82/JFZargDYekyTxPsR6x9BQfXV+2qCR5dRltMop05bl0nXT0G2QxfgiJpMJOp2O38CFwlOlUrkw6Am9V3IGMFRPC1k5qVwu+70AZACANFyWs7MiS9mX5exl0n4ZuDaGsTQa7927h5/6qZ/C8fExfvu3f9svNqAKaa1CliNbYH56g4oAlQwuYmBsR+lGIdPV0+dWntwxr16v48aNGygWi16JJolLlZjT+oQ07LjITkeQoEFJg5bp0XCTsYSZnnQX+fjjj73aINtEjpYtRUQvypAriKmU0wDXRKg7GOkeQhWdSoXlY2YRjhWdQ5ZfPq9er4f3339/7lm98cYb+PKXv+zjTevIETJ9hnxjzE2SINteKuZpRGyB12xtbWFtbQ27u7v47ne/e0F5Cg3WspC9VkmsjiT0XocGgzqtLNDvXMTrBX6zrVYL9+/fR7/fx2effeaFAfmNWe+tNnL090iekVs0040gVJ5QesyvVCqh2Wz6WUkaxdJfVxvFoW9c8pWVn5yZ4g/dzPRAXG7GwQXmVrtp4z+kCvOc5Ho+D9l+IW4gOEMnz+l2ssqp0w7xGf8ejUbY39+fS2tlZQU3b96cU5HThBL2TUkyr27L+zQ3LsPZ9XodlUrF78iq29nCZZXWtHbVZXvWxvdV5+prYRjzo2X4LWlwMcrAIj+eRZ1vPp9HtVr1q2Lpp6ZH2KG09Xn50pLgSOCchrfqqdVJ6xqmu+jl1CSRJImfCmS7sZ6j0ShoKIUIbpGBlDb61n5qMk/LV0yXK0uddVn1NTr0HgcKo9HIxy+VW0hbeS1qh7SFeYsW+cltv+V7ZD2HUBukqTYhpL3vacefBwFfttOIePmgESJnwCg4SHehNCx6F6WrWppBnLW8Ml9g3n84raxZ3tMsfYnF2WwzOYOp/Yd1+dOOXRYWr+r/s7RV1nyssuuF5BwoyHUeeqASQqicl+nTCDnDqK9/HsZxFjxvRfoq4rU3jKmilstlvP3221hfX0c+n8d7772HTqeDdrvt/Ue1QaWNAxpDfFGkwlmpVPD2229jZWUFg8EAP/rRj7C7u3vBd1aSuVRsNZHy4+z3+9jf38dkMsHq6qpXg6lKc6TN66X/rYziQLCOli8XP0btwkAVZDQaYXt7G/v7+3MEK41iTX5sVyrZLHOSnMcGtoxnGt/S3YCqqjSM03zY5DsgNzuR5ZPXaJ9sbXgDmFOCWWaePzo6wre+9S0UCgWsrKygXC5ja2sLN27cAHAeQ1n7JLN8svOXZbWIXnbg8jnK+tO1p1wue8VKKtKWIpQF1iAh1NEtk751nVZh0tQnfb9styxTkhFXB+SG1dVVv0vb7u4uhsPhXNzzkEEl34/Qu870K5XZ7m5HR0d+HQeh1cs0Q4hlYCjKJEl8jHzWSaqpUsgIcZesi1aAZd6WIZXP5zGZTNBut/16Czm4COXD+loKsP4G5f9MV/KtHMBorrC+Z+tcmrIZ+uZlPprXZbr9fh87OzvI5XJ+pq9er/uFkmlpsJ6WOGNxdpqQwevZN8g1NNZg4WmM1RBnP2tcRiDR978sXAvDmCTbbDaxubmJ4+NjHy1BbrohCTSEkNrJnelWV1exs7ODdrsd3FzBIm9NrtKAkTGA+dHkcrk5X15t4Op8LR9XDe32AMyHE0uSxG/fbJGrNop1PaVBKd0GLDVTkoK1+lemY7WBxNMYfjJ9TXZS5XRu5nd8cHDgFdpKpYKVlZULJKTvZ9tYPs+6Q9YEmfZ+cVCoO3f5I8uURkSLlKplofNKM4r1/1YnZyGtQ424upAcyJjo3OWNg3E5aM2ilsl3X35z5XIZlUrFR6KxxASdhvXeyW+KvKQ3PNIDNP39We2wqF5WGrp8dHsLGd66jvK3FhI0b+h79WJn1llyUGgw8zSQz8WqY4hLJ5PJWZSPWT9EES1LmdLKftl6yf4uZGu8StDv4rPuR54XXlvDmI1Pf69arYbV1VW0Wi0cHR1hb2/PuwWERntypG8RnLyP8WNbrRY++eQT7O7uotvt+gUXIQLjyFyeK5VKuHnzJqrVKlZWVry/mvSDk77QmghkOBkZaYHqbqVSwZ07d1AoFPzgoN/v+y2wWcdut4tut4vRaITT01MMh0McHh76NrMMfAmWLUnOA5mH1AKZFtuT5eA2r2xHbt88HA5xdHTkFWu94FAqLUxX76In21Ebr/J/yziXiyzlyJ7byjJc3P7+vl8Ix9jCciaB6ev3in7I1rsZKqc8Rr/xSqWCN998E71eD0dHRxf8wWW6aYMLS2lI6xg0FhF9mpJx2c4hNKCIuLrI5/N+tqNSqaBcLqPf7/sdNjX3SqQZctooy+Vmsb7L5TKOj4+9G5Tki9DgTOZFvqrX637jJfK1zjvEmZaRz2Pc6KjZbCKXy2M8Hs2FJpP1ZJ9GrqfhJ+PWp0GWMc2I1m0p2wGYj5PsnPMzV5PJxLsu6uclyxdq52XKaAkQbCe57oTpcGCUJLNQn1wIF4oExLT0eiNd3mUgn/fq6qof1KS5Di0SB9Le4afFosHBq4rX2jCmkUnDuNlsotlsYjqd4uDgwJzSkoam/IjkgjTg3OjjfSQurijlfvJZ4mtKlwqSyM2bN7G2tobV1VWsrq5iPB77aT5eLwkcODfgZYBzuZCLcXMrlQpu3bqFSqWCo6Mjv1it0+n4e+jGcXR0hHa7je3tbXPxiDbMNbFbU3cWeeiRJNuaq3OlwV6v13Hz5k10u110Oh1vdMvRNoA5ZUluWKIXuoSUDFlG7fslz9MwZrtx9TMwc68AgDt37uDOnTt+elNer5UTqRxrBWYZYmSbl0olv3BJdqay/jqdLIZ4GsEuGvjo9NPUI+v6tHqHyhaN46sNPs98Pu8XMdNwpbGiZ5b0YEoPoOQ3ay3YLZfLPryj5Fcg3cjR71Eul/MLp/hDLtaDM52uHijL91TuANpoNL2YMRoNzc2JuEEHF2jr/scafOrvguf1bJlVPv385CynbLdSqYR6vT4Xu91qW5muFDms9rfqIf+2eFynIetDt0RuWEV7QfZzofR0+13WKGSb5/N5b0vI2dNQ2WV5nhVn6/pYnJ2GZTn7KuG1Noy54O7WrVuoVqvo9XrY3t7G8fGx+XAtNUz/b7lbSOVW/+g8QmXV5ZAjRWkAa2KTxpU0oGTZSI6tVgu1Wg2lUsnHruTmG6zXeDzG6ekpxuMxjo+PfXgbawrQ8oVNkvnpKKowPK/v1x2F1a4aDD/GAQBVYKmKOOe8byI7CstYCxmFcrAhIVUd+aPbXhPRYDDAkydPfCzNcrl8IV3mJ6OaWNdkMe44cOJ7Ua/XvYIlF96EOrmseehrsxCfbMNF+aUNCKx0I15tOOf8VvWFQgHj8RjtdtsPjnkNkeXdDV0T+slaTg2quCFF2zLeNffrsnGAkM8XMJmMMZ1O5gQXfs80NhkFKbRzq2VEkb+43kNu+2xdH+JlmZ4GBQ7tHqcHzIyclBZvPc0o1H/LtC2DMVQHlvn09NSH30tbRC1nc9PSXATZHzLknzWYuWweT2usLjMAeJX5+LU1jGlgbG5u4utf/zry+Tx++7d/G5999pkPAL5IibJ2PpIGBUfHMgwOf7QLBe+1VrxqtWwymeD4+BiTycTHMQbOF8XJbYkZqYIfESFH2yS6L3zhC/jqV7+Kg4MDfPOb30S73fZ5c2HWeDzGD37wA5ycnFxw2ZBkJpVreTxJZr61N2/e9GqH3IRDXs9ycWGe/MhCRnOSJDg5OfFxpxkSiTs4sT7FYhHr6+uoVqs4ODjwG3VIo1wTvFYnSHiybvJ5Ug2iuq3fJakwHB8f4xvf+AYqlQq+/OUv4/bt2+ZAh1OOHLRo/7yQn7hlzFO5KRaLWF1dRa/XQz6fR7/fNztkCd3h6I5HtoXVQVnqgrwnNMDUddJlsvLJ0nHI/F9lwn6dwe+tVqvhzp07cM7hs88+Q7vd9oPr0Du7aLAur5P8JUNX6hk4+c1b+cp3iUYphYFSqXShXJL/NGcwP9n3JEmCzc1N3L5924s6MvQnjUzOgMr47brsaUIAAL/oLEkSdDodUzWX9ZCzp7L8Ml/Z7jTY+YyLxeKcAc5yVqtVFAqFudkBK3393GUZdX8kz1nh7Xit/O3czIVve3sbhUIBN2/e9Oqx5hspOFj9xCJe0nVk+3JRKPt8ef0yRnDWc6G00/JcRrCw+pA0vEyufi0NY462OKUloxpwy2Jet0h9yJKXJD/pA7dMR0wDi4QjDTIawaH8+Vv6FLM8wMzYosEl4yxLw5BRIBiGrdvtpnYuoXaQZGzFaZaEGvKb0qNSfZ4GHwlWl4ftKN0UWMbQs9BpsD1l3Go9tZjW0ej2YnxlusQMBgOvrGtSZ96LiC3reyXrot+X0DsaqpfMP1SOtHJbZZP5XRZXnWgjFoMLi7m4GICPBW/xz7N4lpaxtcy95Bf9vVoDP8Ia1Mk0gfOdRvP5wlycZVlW8qAUZkJI+04t419fLwfbWWDxScigZn76R5YxK9L6dGn8WoMdq5+hEk+xi2JUSAx4Fhwjy6fbIm2Av4iziafh7GeJq8zZr5Vh7JzzxPrWW2/hjTfeAAC89957GI1G3u83pARYI0Ei9BHQOKtWqxgOh37BnUxP/9b+Qvy7Wq16lfPOnTtoNBrI5/Nzi8tkPZkWSYfpyLBf5XIZX/nKV7CxsYHT01N84xvfwHQ6xdraGhqNht+9bW9vD5988gmGw6EfPMgP0VLzrPah68LOzg6SJPEqAdu1UChgfX0duVzOPw/erzs/TcbsMOXAgwY83Wb4LICZz/TJyYlXkmVa8hlazxaY7Tq4trYGADg4OPCLRvRiPfm/9k/XHeZ4PMYPf/hDbG9v4+7du/jc5z43N4vAe0jAclZCXmd1vKHY1jTKaYzX6/W59mC9rPbQ74D8ZkIGRYiwtW+3vjY04Fp0Teha67wse9ZOPuL5gu/16uoqVlZWAAC7u7tzfr8WLAPZesc019I44+ZFdCULwVIeCfIN15hw5s7yhdbfrn6vJUdubt5ArVbFcDjCo0fbSJLkLA5/GZ1O24sXJycnfvCgOWGR8SPbhwuGgYuhIBmj3znndxyU92u+CB3jcan+0+inmwLD8VEpzVIPeYxbbwPwUUwkT8nfFgdZZZ5Op35X12azibW1NdN2kHwf4ksN671zzl0wxqUARLFMtnFae8v2ycrZsiyLrrHuycrZWdNbtgxPi9fKMAbOVYeNjQ289dZbODg4wMOHD3F6empOzwA2YWijQF8rDWPGP6Qf1aKQPzIPiWKxiGaz6Q3ker3uVVySiDZ+5XSaNsSm01nQ8rt37+KNN97Ae++9h/fffx+lUgmbm5uoVqt4/Pgxer0eTk5O8Pjx4wsfXOiltAxXXssFXrrNqBhzN6jj42OzXfgc+b9lqLHOJHEaxZVKBfV6HZPJxBuzMg9ppOn218+bvo7T6XTOL90y/Pgj43jKd0Ua0Xt7e0iSBLVazVxgIjtv1lO35TIKjvQ95IIjllsaxPp5W20iy6CfTRbotNLut8pyWYVBD3oirg5oGDNyUK/Xw8HBwYWoQRLaGLCMTOv9YX4ybjjd3hbB+gbozkUDuVQqzW0UInlGGr+WMSPPtVpNrKysYHd3F/v7J8jnZzurFgpAp9P2fQ3dHkLfhS5zyEjTaxp0+WiYWTOXlvEVylMOSKVRXCqVMJ1OvTGbtfz6GfN5JEkSDJeq05UGrMUPFGAA+FCcmk/0/WmGYRbjjsYv+ZkDB6s/5N/WN/A8sAxnPwukDSyeF14rw5gbK5CgOPo8PT2dU3KlgaNH71oJDD18Xkd/OIYUkjEjQ4YU0yBpShVSjqJlyDLgPASODDlGhYLXArMRf6vVwtbWForFoh/t7u7uej/iJ0+eYDwe49GjR35BItMJ+dpZI+vQOX0dXTmkQczFc9KwJ7T6yuehDVuWs9FooNls+sU6lhKkyyjVZ31NkiQYDAbeN1kuHEkjZ72ohOW28j85OcFnn33mlelSqWSmJdtD+5FbCBnN+XweW1tbqNVqfpZADoSsQVuauqCfVxZSDL1Dy9636PiidF4kyUaEwYEad7ijzy+NYusdt56hNjY15DkKEIx6Q+M4yzshB+XyO7Bct4Dzb1Ceky5mktvK5TIajQZyuTx6vVnEidPT7ll+E5yezozgdrvtF0WHjDndPrKNQuc15E5wFBj0upm0/HhMG3JsE0Yckf7ZaUY+07D4mmB4Ov6dZeBu8VioDHTHZFg+7Se+yAhOez+t81w4XSwW/SyB7tOsgWCW7+CyeBaNWwjsAAAgAElEQVRpLHP/y+Dq18YwpvG1sbGBZrOJcrmMwWCAbreL4+PjudiJEtaHyAcvSU2THs+3Wi288847SJIEe3t7/uXNYjBKX1uWja4g0t9O7mTH9Hhcj+RZrtXVVfzkT/4kptMpfuu3fgvb29solUo+IgXjLH/wwQfY3t42DXWmp39bCkDaSBaAD6TP/erpGqBX85JoZH70hZU7x0k/6Vwu5/e839vb88r3IjJkurIuRJIkfkEfn5FePGmpGUxTDrp0vsTx8TEePnyIVqvlFW9ZT25dLvPKomxZ5MwO+f79+8jlcnj//fd9O8l7rHaQacgysC30PSHiXNQpZL0+dF3a807rTCNeHrjYjnF/aRTL2K0aIV7V76o1S5Aks0gPdJGiYKIj54RguWroyEDyu+C3IrkjtAtnpVLF3bt3/3/23i1Gsiy7Dls33s98VFZmV/VrujnsmcEMaRsGLX8IEGgLNgTasPRB8MP6kGUC/DAs0B+GJVmWZBv8kD9sml8yaBm2BBumLAGCZEEaQxJIUARMghIfY870cHp6+lXV9crKZ7wyIiOuP6LWiXV37nPvjcysnqzu2kAiMyPuPe+z9tr77HMO0jTFvXv3cHp6GhwkDIeazWY4PDzMbJy2c7AMIY45OlT0Bjautnr55TkLPKzg81zd47GbRdimnnWvngBC+AHzjhFG64AoazBPJhMcHByEVWL2pdaTGF5Esm3dvPyTJMHm5iaSJMHTp0/ddor1t4d5eV7tzxKz15XPGrM/F8SYk45nFm9ubmKxWODk5ATD4dCNC1Up46qPWX612nKJazqdYjabZQ5T9/Lgu/o/yaCSYiB+XJmCsw50XdZrNpsB9CeTCSaTSUh/MpmEkx305AOdHN4SjZ1oHsB6REoNDe0H+4xtL2/yeWUhWNPrpN+rZyavrHni1TU2jnQsqaJUJUlhbCC90br8qukpGffEbrq040tFb05kfxRJmXlRxlt8GbkO70QsretM+6WsJ+o95UbpNE1DyE8Zx0KRWIKgRJbxxXkxxnkrQ5YEF+mQmIHMNljOy2ooi548tLzU47zwKDYvrzKk2LZTGRKdl7emlzfH1BljyxrzfpbF7LJidVSevmC+3PhNTM8Ly8vL1+uD2LO6Qlqm7j9MXPs84OrnghhzWWNrawtf+cpXcPv2bXznO9/BH/zBH2SIh1qQJBp5G4Jiy9Y6mTqdDvb29jAYDPCd73wneGJtmuoJVS8CLWfGs/KMW70hyHo/LChrud588028/vrrGA6H+Na3voXJZILHjx9jMpmg3++j2+3i6OgI3//+90McH8ti66+7oWkBsx2pUAjsfE89zST7SZIEQGedFVg0DQqVBZ/RvAlOKq1WC51OJyxvKQFXz4eG0yhR1z5S69+WQdvHio4rCpcLaaBonvy/UqlgPB4HYs98GSZTr9dRqVTC7nPbTgrkHtnl2NHQHLahnivqGWKqLNWzEmsHq9jKKDvvs5hi8bxGZT0yNr11PDov5XqFm0tbrRZ2dnbQ6XTw5MmTEOKlm6aUsAC+EZZH6uzn9Xod3W4X0+k04LWe6GDx3yPXNC65CkecYLljRMmOw6VHcAubmxuYTqd4+PBR5iz5ZrOJRqOOyWQZd637ZLyxb/eY8Def9cLBbDqxEL9Y+3h5e44Ei0tc8aSOUHzR/63R7+GEjhP1TJfFBhXqHl2lZTravwwF9MJkNETQ1tuOqzzjQ9NWfLc4WFS3IoeO96xtm8u0pX7u6Y4ih4oaLGXLcB3yuSDGjFMjOep0OuEs4LJeMcC3dPI6lKSLXloeeRbbfGetciWPepQaT5ywRMXzeNn0eY00b61j3LPGnc7nc5yenuLk5CRzNJIHOJZkKih7G/74nSUuXn34vbXaNX9bT2+i8jMvxk8NCa8NFVBj/bSO2Lpo3LZVSNx5zNugVDmroUDSmuc1vozYtvbGv20HD2jX8YwUlacMUK4reWDNfF/KZyvEFpIjhhHZ/RnXJRZnqtUaqtV54eY7Dy+IJ3Qc2JCidTAbAOr12rOzy88xmYwzBivzTNM07JnxPJQqSgy1DDFDwWsjzTcPs/Paqyye5BnBMSmDO2XF4oAl1/xOjQvqURtDrmmWwbN1xRtLRW2s5SkjNwGzi9J63pj9whPjJElw584d/NiP/Riq1Sru37+Pjz/+GA8ePHBBSn8D2dgg/c56Kywp0cnBycL4YiXGlghZQpEkCW7duhWuf+ZRZiT06i211vd8Pg9EutfroV6vYzgc4oMPPsDp6WnYnPHOO++g2+3ie9/7Hn71V38Vp6enwRuheViiq/HNNgQCyHorqehIAu1Z0fa2Nf0OwIVYVw/8WQ56YdWrzjhBTYfvUwHTy639a/tI+0bbPbZcZsHTKlh6irlsy+d1BWE8HuODDz5Au93GO++8g9dffz2UlXlzM6ndWMcye+E7VpgmlW6v18ssy+oJAB64xmLbyiqAPDCLKce8NMoaL9qf+nyeAn8pz1d6vR729vaQJAlOT09xfHyM09NT91nbv3mK3zOs9b3VM2kgxTaUwsMDW552u412u41WqxWOMrP46K0yaawxPc3T6QyHh0eYTlfHlO3s7KBeb+Dp03188MEH4TxdOk28eUrstiRdyx8Lw/OwK2ag8B1vZcojaWmaZlYAaYjoj02b9bDeYvucbQPN09PbMYNARY0l1Vn67mw2w9HRUTgBq9vtZvQkMd4aOPydJMmF9vOEOpnv8PQOir3yO9Y2l5Wi9y+L+2XJ8g8Ll19oYqzE8hvf+AbG4zF+8zd/M4QOKDBZEAUuejbtUg6/tyEL1nIkqNCi98TmpeSw3+/j7t276Ha72NjYQJqmYSnN83jb/6vVKnq9HhqNBiaTSbhCdTqdotVq4c0338Te3h6++93v4nd+53eQpmnw1BBwrVLR5Xw9t9KCjiWgJMEeWOlRZvqdJdJMywNZKhYbnsAj4jwgU1C2CtQjWiresUux5z3lYseITWuxWJ4jfP/+fTQaDXzpS1/CxsZGuMZ6sViEUAoqTc1X87NGnifqlW6322HZmn0QA6yYUir7fRmJERLbR9qHRYTaS+O6vTgvZT0hsdzd3cX5+Tnu3bsX8M5zZljj06YVM3BihvUyjxUm5RmVMeOPJ0jQSAfgYqlNh7Ikxs1wMgZJMW8C3dzcRLfbxf7+Ezx48CC8w5AqpqlzQHHbbtq15bfOCRIw/Y6YpXPMI9KePtV6M2+7iVwdS7a/tE62Xz08UImR2dj7VjwnkDUizs/PcXJygmq1iq2trYw+ImfQdrV5eoZNTHR82su5tN8uSyK9NiwrRUbkdeb1WcoLS4xJKGm185xihg7o9YzWYvY+B/IHqZ0gekyLnrepAyXPE6UeBJJZAOj3+9E6k/Bo+AM3Amg82Xw+D2chV6tV7O/v4+DgAI8fPw552527nGw2rlrB3pbFiwHWuvFv/u/txraS5+Uh8C8WixA3rqBLAmnBlB5l78bDGMB7Zcoj1VpeL60YIFjrnhs40zQNV7SSXGubA/ErlMsAZKfTwe7uLiaTCQ4PD6OH9tsyFkmRt+Iy3lnP27tuucqke1nF8lLKC3fz12q1gJucmx7OAPnjOo8oW8kapH5+RZjN7/Wsdl7/7Il6QNUYtt5kGsDtdgeVyvIijfF4jOFwmHmGf+fpMNV9tiwxp1CMLNqV1LLi4aC9XMtuXLTve6GEeenbuvJ3ERH2sKUMYaXoSiRv2VXPsRofsXKWkXq9jk6nk1mFjNVpHXkemF0mr5ssLywxrlaruHv3LnZ3d9Hr9bC/vx+OfeEGBSV8wIpQ2k1HQNYbqRuU9DudbErCSMoVOPMGkxKsxWJ5egawnGCbm5uZmFTmrx7aRqORuVBEyT4t8r29Pfz4j/84zs7O8M1vfhM/+MEPcP/+fQAIsa2sLyctAZXnJGtoggVRElGSVF1+0iOJ2A/6maZjvZxeSIt6belhoWeeRgoPieeGNdYJWB21xudtv9syKXhrn9NbYy/FsPXR9NkGWqcYuUvT5UHyh4eH6Pf72N3dRZqmIVac/aIAa1dFrJJTxaxl2d7exsbGRji5hX0YUxwxUh8DUs4765lSchBrE2uEWiW1rpcirx6eIfZSno9UKhX0ej10u100Go2w6c2etKBjWOdyjAxZz6CdBx451Zj+Morfpkn84YbfGO6rI4VG/WplJgWwwo1ut4dXXtnDfD7He++9F45lY13VEWDbiZ/bq+ttO2k4A4BMmhYTbbva+ebNXVsuJYU2zI14riF56uDx2pF/eyEWdn4rfsQ84vo7T/Iwm8cLNhqNZ84MhFhxbdO8/DzMtuVstVrhGNonT56UPnu7rKje88pSltTHnr1MWfN0D79/HvLCEuMkWZ7mwIPa9RIPu5wVa1xNy7O880R305IsqbK3hMvmTwKu5xUTOIvKqjFq9Xo9eCxISkkO5/N5uOKZ5KpM/by2I/m2mxK0TF7MlAVJz3q3E9Ijnfycokt8VvHZyWwJltbLtq2nhGkI8XruGBm09b4MGHD1QM+nVkViT4awdbHGVEx42gXHhAfaee+XlXVIddl5+JK8vrhCA7ZSqQRy6i1dXwazi8SeylKETTF84Dy0DpQ8UYLMH82nWq2FtIjbPMtZy5QnFnMsJpQlPLH6axm8uas462F2nmFaVJ488YwRYKVjy753WVEHFZCgUrkYCmLF06FlxjwdQzYtfeaqUlSOMu+X+ewmywtLjKvVKu7cuYOvfOUr+Pjjj/Huu+9mLtdQcmPjgznAgIsDyb7nTexKpYLt7e3g/Tg9PcVwOLwATCwH89G0ms0mbt26hUajgddffz2EPaiHVcmmpkVSs7u7i9dffx2z2QyPHj3CaDTC5uYmer0exuMxfuM3fgOnp6d477338ODBg8yZxdzEQVGPAT3qrD+vWma783t7VTVj29RL77WFtqf1DKixYEM1tD+8KzK95SsA4Vzn8/PzcHOQti/f4SoAPeWsU61Ww97eHtrtdliV0Phm5uN5tZSo5nkFgKX35pNPPsHTp0/x1ltv4fbt25mbDW0e1uuqaVujwra9eh90BSEGiF7ZY8Q2VlfPS+wp0JgoYKsx5RkL+oy2iZ3PL+WzE3qMd3Z2cHx8HG5epLEZU/CxOaXf2362QkcKnQl6XnIsLSu1Wg3tdhvVajVcyqNj3pJDW/blZSbLfSSLxRyDwfLCjmaz9ewq6Rk++uhjTKdn4TIHPR4sj+R5K2LESN3MTVzTlTldcdQyx9rBa281FGKE0yt/zMmgG7k1TNGmrfta1FlSqaxujOOqhMY3ryt5hsLJyQnG4zG2trbQ6XSCkeNhUx7eeeNahQ401sGuIFxW8trjujEy1o9enrG5/FnIC0uMk2R5hvD29jbu37+Pw8PDcK1kGe9XnhfLBswr8PE5eqs58WKexLyJz6PleBqFXicd2+ylS/X9fh+vvvoqRqMRnjx5gtlsFi4cGQ6HuHfvHk5OTnB4eBguOqHohLWTS8kNn1OPNrCKZSZJt56C2LK8rY8tg/dj29HzTHjPaFtz44fWTf/nc/S0s435ebvdxsbGBgCE0yGoWLU8sYnsAYH37MnJCU5OTrC5uYnZbBYIMY0EJfMx0bAJLw9dcaCB5O1ujpW9TD1iokZnjFjH8tHPit7NE2/s/LAA+IsmyzjaNk5PT8NlSEVzOPa/ijWa7Gc04HktvRrvXlo2P85xHi3H0yj0bPE8o5LvN5sNbGz0MZvNMByOMhg6m01xcnKMs7MzTCaTC8Q9z6iLEVFPj+l3QPaEm3Uw2yuXxWz7Xays/F7bPrY6pmnHftim3BhJTPfI5FXJH+9K4ClPlcrKgeVtvovVPa8srBd1VJm+ui7JI7Pr4O6LhNkvHDHWwfHkyRO89957ePz4cTSuiu8A5a/TjZFmfk5Sure3h8lkgocPH2IwGGRubOI7nrcaWBIdnrvMsIzFYnEhDlfz16V0XhH6+PHjzCaQ2WwW4qxt/fkelQSBguDMZyzBnc1mODk5CW2v6akXQjd9WIBM09T1VngEWGN41UjwyLttKyo87Wt6Q71Ndpq2LlE1Go1Mmx8dHWE0GgWlpeEzHqh5McyqpPVvj+ydnZ3h8PAwMz40P4KwercpZcY5j7pjXTxvt4qnSIo+s3UtIkBlQNJL37aftq33blE9PyuF80USzrPRaISnT5+GFbaYrDMm9PnYZ5wz3W4X5+fnAa/tBqYY/rMOuslXw8vyysUxtdzMPMNgsHJSVKs1LBbzZ2ElF8+/98hsLGRNf3NFj+/Z54gjNuzQ1l29sF6b2rw9/PfKGXtP880LW+OPtoWuAidJEjbi64Ux1qmwDtEqqs98Pr9wUZOuSOpneXwlJtSh9vKb65YymJ33WV66Zd7La+fPyoHxQhJjAtPDhw/D9caeZWYnqG4Iilm5MfKln1cqFWxtbeGVV17BJ598gnv37oXjtSxAeUvgJFydTgfdbjd4MWzsmR08evYtwf3hw4chTRJjLu1ouQki5+fnGXC3ZJ7EVPOeTqcYjUZIkuVJILTCLeHVOtLDyT6IbVoj2NvNYeqdtm1igcW2kyWsvHhF2177gl5TtsXytqlG5tnDw8MLxzrp/zr2+B7bxFMudoLbOkyn03BaxK1bt0J/aV+zLXRzIvNT0s/vKLpRUm8ktOPFK5cVteQ9pZk3t7x8NJ2y4BkjxrHni+rykhxfr+h8YHiAYmWeeGOLaa6jJJNkucrX7XbDqoySDBXrJNDxS48xHQuewe6lBfCUnzMMBoNn6eFZ+NkCi8UZzs9XmwH5m3Oc4VSqy2LtxHd4MylXhvRZ1ZdKvC055feKJR5G2HljHQMxR4YtP8Ue42b7munrhnEbHskN8SrqHbeYrUaMhyVFxE7P1W+322GMUFg+PTJznfzYH7ETXK6K2TbPvM+Yz1Wx8qqE93lh9QtHjHUJGFh5A60o2bKfW8mzcK2QeHATSZIkwSqNLUnZztd4r9hZxXayKIGsVqvhWBhdigMQrOTBYIDj4+Ow85tAaK+mLrKYvTJ4JE9BRdvUxu3ad7zlfs3TtoM3kVVh2HqUIaQWJNg2+rcqKCWb+p5u9rBjgAScRkIMEPg/r6udTCZhF78SYt3syTJ4Mcf6Hctml+KsQbaOlCU366Z1GbDzAD9vTOt7Rc+8lMsL56glM7Fny3zmKfWYKLnjOPfIhVcmS/7U8PTInfcucWc1xxgOt/x/qQPm4Rx83ZComGUNQKad15YxvZbXpsQ471ImfS5PigiPFypoy1aUT0xP6Hcxg90rh4fZHp7HMJuruHSsUC95zrFYHex31kjSPC9LJq8T266a1nUQ27IGwTrywhHjWq2GjY2NsCnJXsGs3jLdvGUljxB6AEdywd2njUYDGxsbqNVqYYldl6cseGr8Kj119MJubm6i0+kE8qJEDFgRLtap1Wqh1WqFs0Dr9Tq2t7dRrVbx4Ycf4v79+zg6OsLHH38cTjmgt7bZbCJN08yGF7XyrSeWbdlsNsNSoiXIJHz2Vjn2VavVwmQyCcfoqTGgZbBlYf/RI0qDSL3PdqOetpf2nYao2PrRs0IgZD/rWFAlpZ4Jtg/bgcTV3oBYrVbR7XaRJMvj/abTqQtsTOv4+Bjf+ta30O/30e12Q3/zUo7hcJgZJ54BYEm/9cbzp9FohHT5WexM6iKvif3OIxDec176sefypIwi9RSMNepeyvUJ8cNulKJYw7dozJQVpqUbaZvNVjDUNd5USYviiH6n59Wen5+Ha6y9saPjirhJ7JzPF6hWK2i1WqhUEhwdHeHk5ASTyQTHx8fBo8424oqWV8Y8p4I6Uyw+6AqdxTieNa0bI8sYA4qfFou9z7TdPKJnHVtaTl195Gd5pzV4qwAsL3WHdwMi989w855H5FiGyWSCR48eodlshlUF9j09+F7ojk3HI8sWz+kc036J8ZzLEOiy868MZhflX6Z8eUbB88DreHBUSUmSpJokye8mSfIPn/3/dpIkv5UkyfeTJPnbSZLETz+/hNA7ygGbt4liXSVe5jkOQA54Ar1dZo8pWVsmpuedP6nv6HtKlG2aBLPJZBLOV1YFoCTfA7o8C18BrawXQt+LvR9ThBb4tPyxH33XEniv3JY8an5evHLMW6BA6407fpfnKdE0SX510yTJd56HPE+8NuZ8otFh26BMGuuU4TJl/KzluupyU+WzxmyS0rwwsecllvQpISsTiw/Ew3Y8D6C+Y+fo8ocqd/WdriByZc2SissYbnm4t857Xhpl+tBzPnltEsu7SDziZR0s9vvY/zF9VrY81Kk8ASNLyqsXSP5VROdTmXS/CJh93XIdHuOfB/AugI1n//93AH4xTdNfSZLkfwLwswD++jXkAwDhNIdWq4XRaBQsOeuBjFnXanmp5JFjTcfGelkCpSSL5dV0aOl1Op1w7WeSLDcKWLJrl7zV+p7P52i1WtjY2MD5+Tnu378fzixmWAUnKQmV56XVstnPOQG1DXhE3eHhYeZoPNZXNwfO53McHR25N+RpPurV4Q+voyZJZNn1pizmx93H29vbGAwGQfnRy812sH1rjQ2uQjDERfuYPzYchML6aj7qKeHGDPZLnpdXY6s5Vnq9XsaIYj10l70N5/HKCWTjE3kNNb0dh4eHmfYtUm46flRYl3VJu0f4NZ28vO27sTJRYmEvNu/PoXymmJ0kSfCgxW4lLXIkxIy0MkZcjNTlGeQ2D+7LaLVaAV8Vs/Rdz7vFvOg9XywWOD09CZvkNMxEsc1rI68eNj8VHlGXJNlVPVtfpjWZTFzss/kr7itukySqLlYHgxK7VqsVdJR9v+hmN/u8DcvjezHHBssX2ytCTGW/eGPT62/i9nL1cMURKHnhjLaMti58f3NzMzhP9EKzMmldt8TyWDdvD7NjaT5vXL6SGZMkyesA/j0Af+PZ/wmAfxvA3332yN8E8KeukoeVSqUSQgkUOJT0AbjwWR6oxAii95nGqVFiZBO4aAGrh67b7aLT6SBJkrAJKvae5+3gMWK1Wg0HBwfhLGNakpZAKoB4dbRtyDw1lpY7u0laraGhk2GxWGA0GuHk5CTEOusFLHzey5vASQ+p3tjEI5J4Let0OkWtVgsbGVkuEmbrYfVElZ/1NCuB8mLDlbTrJkztP4bPcCd8bLxYYrxc/m2GUArbdzyCyu6Ut/2hRpdKo9HA7du3cefOHfR6vcx140Xt5RH7vGfLpJmXR1FZvHSKyE9MQX0WCuWHIT8MzObc4oqExV7F7DwilofZMeE8jC3Le+9744lzUVcr7SqfZ7zZsVipJKjXl3NsPB5jMBhgNptdwGd997LkmHWnk8E6dGJl5GZlGjGx2Fibr7c6COACTupJSLZcxPyyeKGOKvuj5YyF7lGX2FVVvsuyxtpf24NtwDYnlqbp4sIzuvIXI3sx7KNzsNfrZW56LdNe62DxVTB7XVknr7z2ui65qsf4fwTwXwDoP/t/B8BRmqZkePcAvOa9mCTJzwH4ubIZKUkDsrtL+b1nwanEwKBIwSvIkBwDuACMHjjZCdpoNNDv90PsbavVyli7mrZXPqa1WCwwHo/D+c16xXPMSrchH7E2UK+11mmxWGAwGATPaKvVCsDiGQdemWNtxcnNiU4iaeNelTSyTAoMCrwkofZ4GwU57R/1Rts6sIz2HTtZCXaWpMbqyLzYfrbNptMpPvzwQ4zH43CKCccKL1SJjT2V2LIxDc35fH7h0hfbh/azPMJpicdlQcubz0quvHTz8isqh4cRecTrBZRrwuxmqcyKFD9lXczW/2N96s3PNC0+rsuWl8YpY285TzwilVc/Ysx4PMF8niVjeaS/yGCzOG7f59I+57jnHPHaP2/ca1upB1SJtDU41cFg201X1lRvFZXPq0veuLDY4Ol+r2/1rH4tm4fZXCllHLrGous+niKsjbV/kqxOUiobovFZYnYs/zIGbN7715FPWbk0MU6S5N8H8DhN03+ZJMlPrvt+mqa/DOCXn6VVWBO9OtkSPx10FkhMnhcGvDeJvAFqgSBNU3fJWZ9VckQQ7HQ6uH37diDHzWYT4/E4LMF7ysKLW53P5xgMBjg9PQ2bNbghgRNPiVeSJCGGjRPLq7f+b5en5vM5nj59iiRJwhnM8/kcJycnGUD0iJkFFJsf+6/VaoXb9XjWqcbgLRaL4NllO9j86EkmcKjC8bzVbDM94s4aNnZnsZZLY734Dr0eapjQu7G5uRlunePxPnqLHt+bz+cYjUb4/d//fTQaDfzIj/wIvvzlL2cuKmAbaLvqznvPSFFw5oUwbNcyitj2qzeX7HwoQ3xsWlZ52v9t3coCop1L65L/F1WuF7P7hQ2jnsMY8SujyDwyY6UIs/m3F2Jn07FjjOFMjUYjkGPdSOWNFa+MumpksVnLpH/zOeJHrM62zFrf8XiM8XgccHOxWITNfUWGYKyNdD4q1mkomeKt59SybWMv3/DaxM5dhobE9LiWVcefxwFiGwKp7+iIoB6yF7swbd5Eu7+/j+3tbWxvb2f2JHljPq9ttM35LPUf55Z9tqzkPVsG+zz8jBkXsefXyU+fu07ibuUqHuM/CuA/SJLkpwC0sIxX+yUAW0mS1NKlB+J1APevXsz15DJWQ1FjcxBySY07lGNHD9kJqoNal749AgDEz1zWZ+gZVYDmZNXD0bV8eTt9KRoq4nk1WD49CcJTREWkw7YPjQ7uiI6Fwdjy8v8isqRt7ZFzPq/Lc+wjLotpvLJXFy2LbRdVFuoZKYoPU8+3hpeo15llLUNs7fKvKt08D0xZuU4y+VkQ088T+S2QzxVml02X41vnXRFm28+J+x7ZLiJw/I51tPmrI8M+n1eu2Dy35NhikaebPEzOE0uO7ckT65KcIomVz9NtWqYkyZ6hX8YIs+lbUm0x1usrxXe76TxGGsuUS+un38V0zg9DPg94emlinKbpXwTwFwHgmffhP0/T9E8nSfJ3APw0gF8B8GcA/NtQ/lQAACAASURBVP1rKGdGOOhphdljWqSMF97TAawgxR8bQ2y/a7fbaLfbmEwm4T57L239zXQWiwXq9XoIo7ATmRsx0jTNeEcbjewmcSVXeo98tVrF0dERBoMBjo6OLoAxSZXW255VybjlarWK8XiMyWTitgWAYCAo4bQEWsmzbSerIGg0NBoNnJ+fh7y1/RV4tI/ZFgpEXuyVPcfU8+rTM8TxVavVsLW1hUajgYODg8xNi2ooKPDyuDfWS/M8OTlBpVLJ9B/T0/LwPYZ41Ot1bG1tZa46PTw8DFdHt9ttLBYLTCYTnJ+fZ4wgzxNhv18u844vzAnbbzGxysKCf8wbYsU+7yl5fa6oLPp/zMiMkQMv3xdVftiYbUnUOu/yd4wE6FjW7xgXTD3hrc7FSCjzYSiFF/uqY1S9o7HjIdXwBJZzkNc/TyaTC4SZRrnW2a56JcnqWDF7YYklqjYczBvj1gtp28T2DQ119aLadtW20v/tKqOnR/V5j1CmaZqJYSeG0ss7Ho/D6qPWTfUjgAt7fPgM9XKS+Ht0rKEBIOOsoK7nKi0xVvuW+j6vrb2+0FBBfacsOfZw8iq4542bspi9ruQZdFfF6+dxjvGfB/ArSZL8AoDfBfC/XFfCscp6AzOvYWLWlmcN6jMEIIIsL9MoGsCaBokugcwKCR+tXL2xyIpOUiqb2WwWTuuweQMIAGbJjwKE9UoqcbPtowqJgKQxYmwLj2BZC55AErsWW9vVfq7e17Igq3na/1l/9nev10O73cZgMLiQtge0sSXEJEnCLmwaN5qGbSttewBhtYHnJbOt1Mjy2itP1LigcvCUq5fmukBXFrC9fC8jsT7KS98rnx2rnzP5zDFbpUzbeoQhb4xajOIc15NbyoquFHpjw5LjvLhPD3N19dErv47XPCLjeSVtWpoe/9b2jxmQReQ4b07HvrNtYdPxyqDPWp2iG9+4sa9Wq2V0oabDMtj28uqqOF3UVvY5vdU2TS9i9WXInZYhFrO8DtbmyXWl8yLJtRDjNE1/DcCvPfv7BwD+yHWkC+DCkjaFxCJ2tFRBecPv2GS0FnWapmi1Wtjd3Q2blQ4ODsKRZUwvD7TpHTg5OUGn08HGxkYAbSU4Gm9F4CQJ4mfq8dV8zs7OcHJygul0mknXhmVwMm1vb6PdbmM4HAbv42AwQLVaxa1bt/ClL30Jg8EA9+7duxDPRWFYyO3bt7GxsYHJZBKufh2Px5nNbyq6E5t1IqnXazMtUeSGBo1pOzs7w+npafC60AoH4Ho0SH6VnNIz32g0ws/Gxgbq9To2NzfRarWwv7+fq1wtWLOs6tGm0BOlfaxp2LTUK8KVBcYas81oTHkGSkz0OVU+lBiAq1jlwjbWetjn7XdFCtbLr8gojilxbyzadzxj5fMizxOzPcNU8r3yknsRoeDfdER0u93gmRuPx26YWR6J1As39NQbu0k5z+jS/+2cpEdSvYzWO6pzi0fG0ctMHOSKJo9A494PT4i9nU4HzWYz7MugcyVGtjxDU0+v8OrL/OyeCNZb9YOunFnHADHQkk7+1lN8uPrIC7hi4TNaVtaNZfW8w7FY6Vg7LZ+vAkhwfj4HsFqBsOEWHobGxHtuXfLq4VoZUn6VPC8reWVVuS7MvtE336n1x/8VkJQY5zVCTGEqcHsD037WbDaxs7ODZrOJ09NTDIdDjEajTJo2D53UBNmTk5PwPevHvGzcsQUS1ltBQ+tBUsr6cYJrO2j9t7a2cPv2bTx69AhPnz7NxLK+9dZbeOedd/Dw4UN8+umnLrlWwra7u4u7d+9iMBjg8ePHYQMcwVs9BF7fcKOIjVezfak3wJHost66HEnAVc83n2+326jX65jNZuG4JB4dRI9+q9XC5uZmIMj8nOnacel5HbhRjrHJWi/mpTGGMcCzc4HKiEe50eBinlbBqVgSqIaYHSeXEbZNnqfLe76MxAi1/SxWFx2/1vCIEeovmrfkquI5Mew8X9dry3e9dPP6ilhRq9VwdnZ2wei26XpzeLHI3oSpGG3zVFwmjmn4giXQQHazsKYZmzPc+Kxn2BKLt7a2cOvWrbAx2+alug0AOp0O+v0+ptNpuEyIOKlljvUBiXEREVFHBPue9fZurtW+5fN0cGjMMB0FxEbdmMzfMR0YK7PuMfG4hd1bE6u36vNl3eYhPLJWq+P8fBbGla7MenPDtrmnS68ilg8VpWvHQZ5cB2bzt03jeWH2jSbGwMWGsx3oeSTyrHVKmYbje7oszstFTk9Pg7XrhQ4kyepEgrxBpPXRjva8LV7MLAGOMavaBtpeakxoHhrLu7m5ecHyH4/HSNMUGxsbQcFoenrO4/HxcbiymR5dzdNOZu1DqzjzJhGBm8qApLbVaoXzlW1feMqJ7zOshe3LGF4ep0dCXK/X0e12cfv27XCld95xaapYvUmvCsgzBGyavDJWjSkLpurRiI05O1a99i5LaoukzPvsk3XmZNFnTLfss+uk8VLyJUbG8jCwjJQdH5aAMhyKXtk8A7RMeSyB1fdjaXqf6fP2d3iu9pNIfwrABynwe+8iSR5mVr644qTv6XdcPfLmdJqm4XIR6rdYeWL45f2tz+nnFgc1ZM++azFU8+G7+qyeWqVn3+slSbqnI6/M2kb8XN+JhRV67bRcbZgYHQ8Al9+/oePbK7tXt3WkzLvr4OJ1YPY6WH4dmH2jibFnlenE4KTXJVt91sbHxohYXl78TUvv9u3baLfbePjwIQaDQbhy2XqGlTh66SuhscszSmZjZJkHpOtSPN/Xs3HZDhqDzM+SJAlegmaziTfffDNzdNhiscD+/j4A4K233kKSJOGiiadPn+LRo0eZ5bCPP/4Y9+7dw61bt/Dmm2+iXq8Hz7EHqOoBVSNExZvwSoo5DrrdLra3t8PGNm0rgiOf1zbicWVKznijYLfbxebmZgDWWq2GO3fuoFKp4OTkBO+//34wHOzkVeKqN91pneiJ8kip7b80TXFwcID3338fvV4Pd+7cCZsUgdUtXOqZUU9MbCOenm2q5abi8U4HKQKpPIKR912RovKejSmHPHDMM0Dy0rqKsvmiideXimkxRW6VflE/eONAP6Mzo16vYzAYBI+xzSOPhNm0+blXHpuONZCTJBsO4P2s3mvgtb/0Af7sL/1vwH8I/Dfv/hVg+jCUn0c/EhP5Plcxt7a2ACDoSV4oorHWx8fHODk5QbvdxubmJqrVatAJMePG4ljevFAsU71cqSyPHGu322Fjm9V16vTRNPiuil50xM1uDPHr9XpIkmX4GcMFtX9jfaX9r3W1XuQ8nBqPxzg4OECj0UCv13umf7Irv7aORenqKoSW24Z4lDHwbF5FWPg8ZR3MLvO+Z6iWlRtNjK14HflZKC0FLJ4FCayWs/MsN35GMNCwCRXdABYjIB54Wy+AfU+VkV0u58A5Pz+/sCTFz8fj8YVlKX3Gknj9saQ3Vna77G7Lp4aE1pWeYv7YMljPqafAYoCiN+wBCN4mewqH1y9WaeYtHedZ/naMT6fTcB4p+yyWRpnQBAV+D2RfEsGXclW5CZitjgfdu1EkFs+87y0xL0siksRfqVnOyTqS5MsAdvHjyT/Gbx9V8Ed+D6j8RBXJb/0E0vQBFouDDG4qAWVomK4s5YW32HJRLHG0z3kYY9vEGhcsl25m9Mh2rGz2eRtWqHpC+zpPd3r11t9WigwB/U0domE1ee+VlZgue4nZ1yM3mhjHyJJHLK21aYFR0+Hk8SZazEqjpd/pdNButzGbzTAcDsNRWTohNWifZJOXeWxtbaHf76PVagXrU0kT//bIN8upljPLy3gtz4vMzSesk26EODo6CvHSh4eHGYBRQk/iyZ2+9BInSRI2Eb766qvY2dkJF4kw9kytYbaHtjlj5ujtBFbLgGdnZxiNRuHCD40P7Ha7ePvtt9Hv99Hv9zMbWHh8GQFJjyFjPXhIOj3Iuvnk6OgI9Xod9+7dy1xTOplMwnFo9LbqmcJ6qoMl9HZcqXJhH7PPONY4BtJ0uXHo4cOHODs7w/b2dqaP7DhiGoxhtt5jO+aYry4/8r3LgK0qVQ/0103TEvUiJZCXf9m8PwsC93mXIqITw2zveW/VxebjGYi6WZd4qoY937MkihjEcKqYIcq/7cU6mpZXL8476hZiE/Cv4I/9wnfxJw7+d+DvAb/e6+Hs/0vw3//ML2L40w38wv/zn+Hsn/yTYChrmVSfEWeJT7ppmJsI+/1+OOZRcSKmQ1l+OogUw5iPbjQmplLq9Tq2t7fDkZhaJo3tpXNC62VXGHXljyud1WoVJycnGZ7AvSiK/7oaazfRFRlOOtZsG1FvE0+5mb3VaqHdbmfS8PJR3Wy9x3bM6Sq1Da27CZi1LlHPM8Q+a7nRxBjIX+7wxFqsHpDGYj6L0uTAJ4hx0lur3QJ8pbLcLdzpdMIu4NjNbQqySZK9xlmJsZJMPkOLlGSIeXMXs3pUm80mFovlmbrcca07mBU0NBSBG9S0bvTYvvLKK3jjjTdwfHyMTz/91FV61rBJ01U4A4kcy9xoNEL8MzevaWhKvV7HK6+8go2NjWCZ83vtK+9YPdZJQZxKk0YPibr2j3qNdcOHdykJ+1eft+PKEj5tJ56SQYU1nU4xGAzQaDQwnU5Rr9czIOoZkOqh8OaSzdMzPssS0CLJS69oTvN3UVny3o09Y9OIYcxLj8zl5LLKzmI5f6+D2TpPOR8t9nsEJUlWJ8oQR3SueR66onGqBMoS8WzaO/ip9/85/vnfWWJurQG8lyT4wf9dxY/+gxSdnx9g/M1suJzma8mfdzEJDWCGi00mk7BZz5bZmw8aqsD02UYk17r/hGkxTzpvLG6x3IrlWj97WgT/Jn4rUWeZbRiH5mPDxNSZ4dXb09XaTsR463ChnvZCPzXdIn5jRZ9f992y6bOsl3nvKpi5LmZfp9xYYmwVOpBtbD2GjELSGLPO9TmNX9J87CTRz3US5t1c5g34VquFXq+HXq+X8eDaOFJbbh3sXuwQ8yawMh96NgFgOBwG0GLbaWyqJWc23lmJuHpDOCB5nNHHH3+M09PT0L40IJQYcqJUq1W88cYb2N7eRrPZDEfsKIHnGZSbm5shfR5FR+84N8g9fvwYR0dHODo6CvXgLnQ1LCgkw+oVVQVlx432gx17HHckszSaSN5phKjn3/af9jc/1/OOWebhcBg8yUWgyPaMHbNHsQaDesCteIqirOQBmH5X9BzzLUvcY6J5eGQp9s5LcuxLXnsq5uaRxthnnkHnPecZmbGf2LscWzTUubpkCU1sjHrtEDN+iZPcL7DE5Tmmsxmm02zY1mKxwBMA/+niF/G3/uqfwg9+80eBf/QvAJy4bcI81XnDfIl7x8fHmQtPbB/p/5VKJRxbafUJ06fHmMeRHR8fXwhDoyNhOBxm9BRwkUxre5L8WoPAcy5oXTUNbRP+bY+RU6+tZzTFDHBNQ/OhE0PLYeum/5NE54ltH/WAX6c8D9K5Tt5l5HmU70YSYztB1WpVy9R+rxYo07CTCMhu+qIoubWDUge57mxVq9A+r7FPSZKg2+2GMIqNjY0Lz8WWPyww6udaX26w6Ha7Ic+jo6MANOo94DFhrJMlg8xPl+dZToZPqEFA4RLW7du38c4772SWlVg+plWpVPDVr34VX/va1zJLeHqDk24i5C18i8UCg8Eg7Kbudrvodrs4PT3FRx99FAgpsLphiKEQ2j88Jof9RwVFUGLddBMKx5TdwKeeei5LcozwtAySWh3L2n/apyyXPZh+MplgPB6j0+kE40LTsuBvlZr2pSdKiq33wip7S8TLkFNLbvIUjveOZ3Dq3FeJEQXPkIiV3SqFy3pPvihi20fbLm8FwmK8R0a88DlL/jxRjPaIsVcGCjdycdlfn42VU9siRlR0fiZJElYPAQSMm02nODvLruBUq1V8CuDxfzvHvzH7Ffw7f/kW/vo/+hNQYuyRftVFtszc+NbpdHDr1q2M0W/7LEkS7Ozs4PbtXaTpat/E8p0Ei0W2jUn00zQNx7LRedBoNHB4eIjj4+OM/iRuWs8qgAthakoI7UqdLbcNM+Dn1A36HT9TDI5hnfaxxx1Yf/ax58Cw40bHhmdY2ecVr21ZY+nnpXmdEsPsorLp++tg8HVh9o0kxpR1KmXJRZGHwVOoHjja9NVr6xEa/u/9ENw4EfU65xhgc/LauCg7yUhUuVHOxsMR6Dhx6SnWuGHG4XnxqraNvPJ2u110Oh30er0AhNVqFa1WKzzD/9vtdtjQZxUofyugM2a43+8Hj0O328XZ2RkGg0G4GERj5LrdLpJk6a2nYrP10vOFFZRtv9u/vXbRttPxYj/jWPDOyPQIqH5ny6OfXdVjwHJZozHm5YjNlTyx8yT2nf1MQT+PUOfJOmV9SX4vL9fhuYqNjVj/542lMmXxxrjitu4FsOLNU/vjkSn+0Chf7Z9IkZpy69L+KEkwr1bxRm2GRqOJNK0XxpXG9Au94Y1GI+BUkiQZR4KGiy0dHAnSdIURdm7q/xoexxUsEmTvYhA6bJgXy66iXmV1hK0rqhutQRHTxV4bWwK7TlmuA7OLyLbKVTF7nXfyMLus/LAw+0YTY4q1hhVQ7LI/kI0jig14S5CsVaP5knTqs17IhlcGJcT01HLzHpf5WRctlwKyEmoAgQAy3pde7PPzc7RaLXS73UAQFThIMHVJn6EXBKLZbIbHjx+HizaUkAMrC9j2S61Ww9e//nV89atfxZMnT/D9738f0+k0eHR54Hy328WXv/xl9Ho99Pv9zKYwlpfCkA8S1rt37+LWrVvBwzyfz/Hw4UNMp1M8fPgweKyTZBlD/aUvfQn9fh87OzvY3t7O5MNxc3p6isPDQwwGA7z//vshtlj7XfvbrgSot0LDNtjG7Csdh96FIxpmYg1CHZP6nJYnb7zqd5b02jaJXUEe8zRYBeIBWQzcPCOgiPRqW5TxPNixqmUuUnJWXpLl8mL7yBvL1rngKfi8sWbzsuKNJUuwvbFrSa3uR1Dy6Dk09B1iOJB1XNjP1CkRyrlYIE2z9dKNuY1GA71uF5ubW5jP+xgOh4Fw2rb0dBV1zu7uLnZ2djAajXBwcID5fB48utPpFGdnZ6jX67h161b4PKY7gezNrQDC5j7F0MFggPl8Hlb+WK5qtYqtrS00Go1wX4DXz9x0OJ1OcXh4mDkO1NP3sb5nm1pnl/2M9SLW2/A6SzYtKSzCLNUh9vMiIqtjzPtOy+T9va7E0lTxsLwIs8vKuu9fNr8XghiXlSIFHXs2JpZweGAayy/2PwFAl7W9YHz7rreRSicNiRjJt7W2dbDqu/Qu8xxIW1arrJSMWS9Ju93GxsZGJg6Y8Wiz2Qzj8RjNZhP9fh+9Xi+zhKjpa/3oyWU4hhI8XnjBa6dZLhohLM/m5iZ2dnYuGERsU8Yb200bNnbNltF7zm42sSTVjql1xCMN66STR4qZvjUmi2SdeaTjrky5PTC/TLtpOV6S28+3rEMGisaDxTfF6TLjMDbOma86LbInLgDpFnAnTTECMEgSVNMU22mKepKgniSoVioYVTZRrSYAqrnlsbpCy0Hc1zhghr1piBlJsQ27Y/o2L+KeGttJsrpQSjcqa/uyPM1mM4SMWb2eJEnGucPPY2XS/712snmUMfY/Kyk7zq4b1zwiuy5mX1c5fhiYfSOJsQcoStJ0Jyy/8zaMqcQUsgeefJZpaPypxtiqNWnf1TQXi0XYZKCnIyiJU9JqrX6tG4CMN4KWOXf5cgc1sAoT0BMubFvyzEsFHF6rnCRJ5vQMLbO2F9vje9/7Hp48eRJ2ONfrdezt7aHf74f6t1qtsOFON7RQCHgkwwcHB/jwww+DN3axWODOnTt47bXXUKvV8Oqrr4Y6tlqt4GHWcJLBYIDz83OMRiM8fPgwc+TbbDYLm/QYk2yJXMwjQGLd6/XQarUwHA5xdHQUvDHepFaPhJJxVbo2LtoCNWOuuQTK2/5U4WpMsX7H/724eOvZKEMsdGe3HRN578bAzpbTtn8ZozTPk1HWy/HDVIYvosTayxrZsXd0rq0jeeOIBM96//h9Hman6SpG1uoSz0lhnQh2vCrGMj2G1CkpXpLTP8R//fS/wut/+UP87Kd/C//v/zzHv7mX4Nf/kz+K9/BOSOvTb34JOPldpOnA3UBs57+Wh/V/+vRpOA7z7OwsnBrRaDTCyiOv1V7tP8hidppmN2mPx+Owv4VtyRXCSqWCfr+f2YhHD7PuQ9HwNl5KQiGB1/0+tu+0n+24SJIkOI+m02nY/BfDGHUGxcg4MT+2wZQ6TVePreFl+8eWO8ZptD/LYHbsO5t2mc+89GOG2GUkL0+bx3Vi9o0kxhRLLNSq9AaWB25eml7aKnxXSQtJHK1otfaLOoRL/zz711rJBLPY8rcVBVmWlRvdtG1Wu5xXS1xK9lk2Tnw9y1aJn26Os5d7aFt+8skn+Oijj8KNRlwa293dDXmTbLMftT+0LAwNOTk5wQcffBA2paTp8uSNt956C5VKJex+5iYJxhyrUhyNRmGp8N13383cVudtxIyBi+0Pgly/38fm5iaSJAnE2La5vmuPxbOKi8SYBogdM9wUcnZ2diH0QdPyyLFXz8sCipZd8ylKuwy51c/tWCtTdu2DWJ4xr1Is3R+W9+JFEq+NFEuKxpr3bl7asfc0P7v5zCM2Xnqx/QGaR9HpAbYeOn5Vv2TDKz4G/s97+CRp4R/8lX8Xr8z/MebfAP7Z//BvAUe/JoT+3Qt4rvM8ZhhrHU9OTnB8fJzRcTxXXttLwxNXTZBdgWRbnZ2d4ejoKBNCVqvVsLW1dYEMAwj4rc4EnoM/Ho+xv7+fua3OG0dl56USY4ZqqCMojxxbfPCcCLHP2D7kD7Gyad7Pyzj3xsd1p38VzC6al7H/rxOzbywxtgQ25l2wu1FtGrGG9DpNCYV+x5gnkjAgGwtr81cgsrFD9lm17DVEgcTII2mxeCRgZU3XajXcvXsXo9EoXIVKIqd5anljJEZB3CoGAql6zXlEGb2oSbK8GIMnSXBJjmcQE3ABZDw0uqSnB8V7oRzNZjNc/anH1PGUisVieWazF5MbGxNe+3pElpeQAMtrWHnmML0idkWBv+ntZRpWyfF929dUPtw174kl51qOIoMwZvB585ASCzspK0w7RprLegeKgNKmWySx+r6Ui2Lb0xs/eeOP75Qlv3l5Mi5Yj+LKU6qaty2jN3eB7P4Nvp8XfuWRK35HwtTv9zP7T5Kkjkq1ikolBZz90HljOIZjJKcWyxlSRycD93FQHyVJgl6vdyHkzttbQ+Jr20yFIRp0ggCrC634ztnZWQYbYsS1qP62LehtBpYXTNnyxrhDnsMir1zsY72x1HvG5l1E7Mrorrx8npesg9n2vat8f11y44mx/q8WpVrzatXHCCNw0ROohEw70lo8PMqm1+sFS9Y7r9CWld5CLR8/8374LpfR9egwTd/bXMWbjBi/1el08PWvfx2j0Qjf/va3MR6Pw7FDDJewJNGSX20DtXK5VE/ls729ndm1zNui0jTFkydP8ODBAxwdHeH4+DiEPDSbTXzta1/D3bt3M9dsEyB5PnG1WsV4PMZoNAp11lAIlq/b7YZ249Lg/v5+8D7Qe06gt0pJ0/JIIeuvBguNEN7I1263cffuXZyfn+Phw4cYjUaZ8WSVM29C5HIeb1FU4FVR42cwGAAAer3ehTFnRRW2km9L3PX7PEPJ8zho+pZYewajJ0WEqejzGOnIe66MaPuso5i/qGIVuyWcZRwaFK+dY2EM+jxXrXjaAnDxHHg7XizRK/OjZdIVNjufvHqSINEZUK/Xsbu7GzZA88KKpS5YpVNEDmJjXp0uvBVUfxjaQWcKw990lXY+n4eQCBvitzq1opLZNA1kV8m0j4gd3OcxGo1cPenVJ1ZX7VP2je1bGh71eh39fh+LxfIYULa55qP9Rt1GkqtOB20LK1zlA1Ynb7CMMYPP67+r4lkMI8uMq3Vl3fSuM3+tW5Fx4cmNI8YKpOsqwzzxwFdJYR44c8m+Vqtl4qbWKYMuHeURBQ2T4I/Gonr18tqLwMVYKi9koGzZtawsn8a3drvdENusS5gkpQRYXtnJfK1HgsBI0OHZv3pyh20zlokknV6IJFmdhTyfz4NHNgZCCrRFni/bdvQ+MB5bfzxDS9/3CEIZ74MaXHnPar8Vhepo3PN1gdTzJpCXBT4r15HGS4nLZcZTbK6WyYeYUrRKUpR/jER7BEN/2/CpWPrWo6blrlQSPEhexZ+8C6T/GoB/unqvjGh5FCfVm66YSiH+8sfuf1CiSozX77i6p/XzPIcsD38D2dC+y15Hb/PzRMvrYbY+Z9/Le75MnkV1Un1e9KynZ17K1eVGEeM8y0utb5IfPqeDKG9w87eSN887qgOtUlleIrG9vY16vR48e7T+YoSG5WI+3NylsbK6ZM4yccmKwKVnNuYRFiVJCmS62eHs7OwCQdTjh1gHz1vI8m1tbaHdbmNnZwevvPJKBlwpg8EA+/v7mEwmODw8DB5V9hc3ISjhPz8/x3A4xLvvvovj4+OQ1ng8xng8BoCwjNdsNkN6lgTTgzqdTnF6eorZbIZHjx5hOByGelhiTQ+wemg5BmzsHp/TPmboxng8xvHxcfhM+9UzpDgWqIjSdHW4PNuKfaTvU/kwVo9p2nhHVUB6C6F3RB7rM5vNgufHM7asWM+Y5hvz5ijw22cvS2C8/71xrOXx4jO9WGkvjvSlElpJniGnmGs37drn8giJdWToM3acET/pFVUD2Us/ZhjrMZh5Y9nGCtvnY2PF0x38m5upH//C2/irP/mXkP69FDj/9oX3bNt4bdZqtUJ7MNzMvjOdTsNK22QyyYSucQ5YBwzx4smTJ+HYNQCZ0AiGzVGX6YoYiSl1OUPmdBXOa3O2NdPwxor+trpd/6fjBkDGAxzTs+fn52GPiuKH3cugPIR/Ux/kIxZPpQAAIABJREFUYZ2W3QsvpGg99PSQIqeOp4e85/KkyHFzGYnNrzLP5X12WblxxJgDyQ5Q24neppqynWsJj4oOZvWOtlotJEkSQinylLH9nwpXNyN4wKkegxhp1/LHluns0i83GnCC2fhouxwUay/uTu71etje3sbdu3eRJNlrollPYEXglIyzLayS4rNPnz7F06dPL4Sr6BnQJITsI+sJ6XQ6YQmVXmoNG7B9nTduYiCrwKgnaXjjwvYPRY8s8sIS+NtTrPa4I+al9VKJhVnYPtA0tc7W+ImN/7KSR5bLplUWTMuWx1OwecpLy/BFFcUvb9xYwsfP9bOybVhGaXKcqoFpN9DlvW/rZLHSllmNzyJibz/X9rHfr25f+3Wc/1Pe5pklXXltwjpwUx2xk8TY6g5Lgq0xbttCn9VQN2sgE5OtTmLZiMcaD6460+Kzfh/rT69NLBldZzyo6Ht53CPv3bLktMzc8LhBLL3rlss4B543Zuc9q/kXyY0ixkCxt8cSQEtY8oiOteaAldeIk1rf50DmLWuz2QxHR0fBa2zTilntJJWMqbLxxt5E875XT7eWWd9RLzQ9sru7u9jc3MSDBw9C3Cs9grbc6k1g+v1+H6+99hparRZu374dbqCjt9aSu62tLQDLEyI6nQ4mkwn29/dxcHCQUQY8Ko2/T09PM2dcaptwM+Ht27dx69atsOFP68s4NQAhjq5er+ONN97A9vZ25gzNo6OjEM/mibYxlQtj4egd8caTVXT6nOflUEVI0dg69imVBtuPMdhKnjXvdQBL4yLpfbDEO0bui2QdD8C65DiPFHgkLdZHti/ylLE+91KWkqfcve+1f2LYGSOSNt1YP3POLhaLKKbEysvPrZfbM3IVz2KEyc7LvPf5Pzd7M+4VuHgsqFdmplGv17GxsYFarYZOpxPOB9YTh7Qs3MR7fn4ebqcbjUbBO6p4qMel8aQlj2hWKsujLDudTnBoWP2qBJx6slKpYHNzE+12Ozha2I+68hgTllePKc2LL9f20zT0M+9562Sx49HiGFfiiozFMqJ97XGFy6RZVvLqWCTrYnbe+0WGyVXI940ixloZj+DmNZRdFtXnVeF63lIP8IDVqQC1Wg29Xg8nJyeZ64fLgDsnKE9p0KNqFKxtua1Fr0CtYQgEFvU4sp4kOXt7e6jVaphMJnj48CGA1cYPJSIWbAhKzWYz3FZ369atcJORbTO+32q1sLGxgdlshp2dHZydneG9994LNx7xOR5hNxgMcHx8jOFwmAE/bcd6vY5XX30Vb7311oXLSFhXe/IGy7mzs4NGo4HhcIgnT56E49tOTk4yhFTbT/uCxpFem6rt5hll1rhg/9lxoiCu7ahLv+xzDalpt9vhSDyOBZu+Hc9F3iWOAcYVav/G5p4HjHmejzzw88hxEcDlAeU6ZDY2h/PyfEmQfa+n/T7v3dh7+r0dA3Zc6nc61xqNRjijXFegivJW3CZR88hHXpk4Ty0JtZih6TCPJFleZ08DdTAYZPCD9fR0FtOo1WrY3t4OnmK9TMkjT8TU+XyOTqeD8/NzHBwcZOKFmS9P3WHbekv9AMJRlltbW4H02vayG4BZzk6ng2q1GkI8uFJ7dnZ2oS1iPIG6QNvKYpHFe4s7Hr7EvlMdqsfJ8nndnGjHbYxgFmE209dV2OvApTKEV9vBjqnLkNLLEtmrEOCY3ChinEeEVdF5BCOvI/Vzb8nLAxgVko5KpRJudPPCGPIUBMutdbDPKfHVz+xGiRhZWSwWGYKlF4cQ8Pb29kL8rV7a4bU18+QpEvRQ2nb1ltj4PoFuc3MTe3t7wcvAsAyCpcY/235lu3AToa1XzFLWMZOmaShPu90OZ2oqeI7H44w3xIJP3nE+ltRpH+j32ldem6mS8HbTW5D1DEgtUxmQtPW0PzEpC4BeGkWfXQZoPYAuW/9YmdbJ74soRf1iDZSyYueW911e22u+XmhAGbFl90iAh+XEvjL1tmPb4mu9Xke32w24GauDlpFY6Xkoi9pOQ9OazSa63W7GyaKXcDB22zOMFcvUaGfedm56/U3jgvnSq60YqRv/YoaGphvLx/bfOmPWe9YaSdoW1y1a/uvCo7Lp5HGu50FYryplMftGEWMg39vFwaUnDxSBo07AvM1rKhY8KpVKOA6NR9nQq6YeQS0n3+eEtTuBma4KSaiWW2820zOI+duGMbAMugRI7/bu7i7u3LmD/f19/PZv/zaGw2EG6DSUJEmS4GnY3NzE1tYWut0uAGTCSOxvS/BIqt9++23cvXs3eIjTNMX29jY6nQ5OTk5CiIqSddaDXo9Go5G5LY9107AR1gNApm4s88bGRggP0c1xk8kEn3zyCUajEU5PT8P5y3pZCttbPUgK3vYzAJmzivmjm1O03XScUKFrbLqCa7vdRqfTCcfcWWDXfvG+o+hmGB13diUlNm9iBNd73j67DoiXqYutg6cIPUPWfh8rm47tdcv/eZY8zOZvkq11leVlSTWNR3qL6cyIjQFrGGq5LTm23krrCVXjne9Z49YSQ5suCWe320Wv18NoNMKnn36auQhD66plob7ipjumZ9vItpemQY9zv98PHmIAIc2zs7MLISpMg31tHTrMy666aXlsqCCwutW12WxmdBQvgNKQPJYjSZIMhtm57TkD+AwdMPq8F7aofUfnSkwfJ8ly1ZNt4omWMY/beATbjqvnRUzzDNbYs2XL4WH2dcm6mH0jiXGR8oqBZZHytpaz18leGgrqeoJAXp5e2YosRo0hVoKYt2yUlx9/c6LSAzAajcLRZjFLF0DwGnAycxNb7HmvDAQYHndHksjlPhsT7bWJLasClQ1J8QDJGke6rKceEm5QbDQamE6nUSPHG6N5E9qblN7z9nv2PZWkvpNHNIrKoW2reen7RXMwLx9PikhxGSAvIsWxMj4PBfFS1pN1CW5s7JVVzJaUltlsFUujbD4WD64inH/EP57k4zl3PGKrscTe6lSe0Mi3R6mxPJ4RoaK6zsOVvL01HmYrFtr/GZqoG6y9drR1L8JsPlPUVjFj0COnVpdfRvIwcB3Sehm5KmYXyU3C6RtHjK31yb+t1e4pa88St0Qm5nnyyAGFXstarRbO19VjzhguoPHC6mng+9z8oJureEsdAcie50gLm+mo0CrXTQwabkGwYNnoOa5Wq/j617+OyWSCjz/+OFyEoW1VqSyPedvb28OtW7cCwbVAG1MCCuxMlx7adrsdnuMB8pubmxiPx8FTS2m1Wnj11VfDOycnJyF9rbeNc9P2t32pZefver2Ou3fvZi5wGQwGePLkSWbTHp/VPtRxpkpksVhkPBmqCKy3hP3NDYS1Wi0cPM8YOy23HSueAtL6ewqS7UQvPPvIAp6NN7b9rG2pn9s55imRmNHg/e3l6z1j8yoC9CLlt86zX0SJkaMypNIjR0Xf6TN5aet+DD05RwmKR8r0fY0JVWKn8cN2DNv5Z8tl09PndJ4S+zl/d3d3cX5+juPj43DTphU6P3hUnTWovXaz41vbQPfZUIiD1Ge66RlAwC56q/UoN9WT1liJ9adHJtmOvV4v07/T6RTD4TCz0gYgs3nZjitbf4aIqMSwT7Gbce2K47bMMYM9Nodin5NHJIl/ZnYeqY9hdhkp887zIuVXIdnr4vaNIsbeJFm3kT1yrJ6DWJoWsFSUPKiHUkFWQYyDUpUD0+B3GizP/L1yeZvzWA61mD2QtRaqhhy89tprmM1mePr0KR4/fuwqoU6nE0IoOAFJ+rUtrSXPusXamUtj3LgBAO12O9RJ+7Jer4ezk9M0DWf/2qUtT/IUgG1v7uLWOj19+jRzAxSNGA09sOnzMyXs3njyiKyOIW6GYZ1tPrr6oGEkmp5XT6+8duOf/uZzlszHyKcH9rFxEHv+KpKnEDSPqygHj2x8UcVTWJfBbP2taRQRJ+85fq57EWIY6ZEX/rb4qaQur54xPWb1hdVH+gxF9czGxkY4Ho3nslvh0aIkpdZA9srF56zuUtFz0FluOoTsswyh4/feMaUxKTJ2VLiiye+SJAkb43k5iRoxfC42pvi5p1di7cXn2a9sJ+/WUkuMPXJsdZQ3rvnbGncx8r4OZueJ1wbXIetg9lVJd9ky3yhibEmdfg5k45BiAf0WVGKdWaaB7GDW0wJilpyWR8FVl7b4t3phYwSGJNS2Tex5raeSMttWJOVbW1t47bXXMBwOw3Fq/I4bP9rttqtIvM+0vF4b0XNNIbjxYg4ND0iS5RnMPLpHjQA1GFT5MT5OY9y8CxqsKCllH/N4uvPzc2xtbYUd4lRK7E/bD0XE1I4L9pWOV57BzHrF0vCUNxVvrJ6qAGNGZJnxbT/T5zwAjpXHm/NFonloWcoo3rJly0tDf3+RCbKH0yp2HsTGkGdsXLavLAFRUuw965EP70f3EuSNWa1PHum1kke89Tue+sNLo4CVcUwHDJ0wfNfLi7/LEBPFUN3nY8tJvcYTmBSL7Fhgn6g+t46XIrHeZx5Pt1gs0Gq1gr5RnVNk0MS+9/iA9qk1AvLe9/C8jKxriJbF7HXkOgiqTS9PyuB6WSmb1o0hxh7AxkDHxi8p+GkssJc2n7eDxIKp5qXvM5TCE2+JzIZV8Dxj3gKkgKZ523S1fHxWPbX2eY2FtkAErDZj7O3tYWtrC/fv38fBwUFmyZHe2kajEV16BLKeePUUe+RlsVgEDyjjjjudTig3AZ0/7XYbu7u7aLVaGA6HmWU5YEWkSR555jTBORbT5ZWL7cUbCjudDt54443MOx9++CHef//9TL/YdPVHY/Ss0tOYa37P93SDXgwMdVxoW9txaPuN/+tGQjsfYp602GfefCpLRGKAXRYwyxq5TNOb50Xv5ZXnOoH7RZWiNvRIsUeUvHc9YhV7zyMddnUuVm6dPxZvdek6lk8sXf5vPZdePT1ibMlrt9tFq9XCyckJxuNxplzEvaKNjmWMSW13YhHJrm76tc4MXrJUq9UubDQGsk4atgs3mHv7XvLKxfZiPrryRzk6OsLBwUHIz0vfGgoxfazODH6vOtWG1lmJjR9vHMYMGs+h4T3/PHHpsphd9H5M1sHs65AbQ4w98QZXXsPHrHL7mfe3HWxW6drnLNjbNC3oe5sR8iaozdPW0xoFRbtmY++TiHa7XWxtbWVOauDxOFpnT4ra24KI9YITaBmH3Ww2QxkImKqkYuElBGXdCa3hBl6Z2VcEPBuiYqXVaoXjk+jl1Thir53zyKAtvxomsWdtm5dRJDFA1thzm6cqcwV8T8oCVVlS/FI+P3Kd3p4y6a4+zzfmyuTnEZi8uRzDbK+MefPcM+QoxDTeaKr6yJ6QURazvfLZ5235dF+MnsJhT+Sw+lDTsM9b3VZUdtUlsZUyOiC4SS9NV6uCXtrrkjUtaxE/WUdixJblt/npOND/v+hG+2XkxhBj68mx5JOf0bPHAHkqbA2u93a8qqLXSarEiZsK+JmeZatHuCwWi8wVlkxfvW9KhrmsT8+rPQ9X20AnuRIlrQvBREM7zs7OMqTWgiTf5zMkxCSAzWYTr7zySmhL5jEcDjMnU9jQBWAV2mKXlrTM6pGlt4HpcWMjgOAdZp4k6zzD09aL7cWbomwsN/vUM3TsZ+q5bzabmM1m4apTPsOb/9I0DRv1PvzwQzx58iQDSvQSe5tzKCTXNEKSJMF4PA7Lfp5y0lAcHauat4ab2LGuBgCw9LQMh0PMZrOwLMu8kyQJfaPLkbYNvbLy+zzlVkT+tRz2M1uOmHjlswrEy8cjKTatlwpnJba9tH/VeLfzzRrNNj1P0VungB37fE9DH4jPeWFGmp/OFTUM+YyW0+qqWIyq4iaxydbJrnAxPeKxthtXx/S9SqUSNn55zhgP/2KiZbV4pseOdrvdzOUVDGHw6qdl0NOGVK/E5mLsM5atVquFG1C1XvReAyuv7tHR0YWN3tZ5YMckkD3SlGl6m/VUPOPKa2v+tn3E9tGwEW4Qt954IHshVIz8a55XkXXTuKwjZB3Mzku7bHlvDDGmlFGW3vOWFNhn8iaAfc6Cur5Xxqq3FrICbd6gtErD5uENBPUW2/ARS4wVLHW5kOS03+9nlMFwOMRwOMyEfOS1a+xzll0VGetoy8Aj00iOaenbTWw2BEAJsQVZr329cvMzPXXC9gE3ldDTyuPdFMRsmrHxpOXRGHRP8tL2wFPb21O2fJahLbza1YqnXGPlu26iWKS0ryoe0S0L2C9J8eXFYmjZeNJ1lWleOkXkmL9jxpIVEm+bfh4WevMzhrFaFqbP044UN3hmc4xkrisWQ205eHIH93fQe8y6qdj5pljt4eQ6mKKOMW0jAJlYZxJjG/7hlTOvTSz2xqQIs22d8/pM+1Q3F3rPlenz54HZefI88npemH1jiHHs0GuKkilap/q5fc6KJVFKpPmeHrUVs1DUq2hJiH2PJFPJqJe+AiQ9ujGS4hE763XlZ2rdazmUGA2Hw8xVyjphWQaSJ95WR2KoQGcPbSdQ8QIO1ouEkm3HDRws861bt9Dr9YI3wZ66wfKwvXhaCOtfZJ3HCKoFSbYV89fjd9RbUq1W8cYbb2BnZweDwSDEadOD7xlSOgbsMXs2xMSOLabDy040LRVLlj0FBwDT6RT37t0LV2RrXyRJkvFMePkUgU0MfMt+ZvvFGitF4hm2eUaR97/3TmxcfZGkjLHE34p/dkxov8TGV4ygep/HyIh9N2/elCE91ti3mE3yGhvXiiNe3koa+X2apmFOKiFWbyLz5moUMdJrW0/XEct1E7VimT3ykpcvqZ6zOKv5WK9zHl5rGrHvdfx4uAlkdWelUsHGxgba7XbYwMj2ssTUjknb51q+GNHl59rf3liNGVC2nvP5PHOxiX1f+68szj4P8drnqmnlfVYWjyh5zXAjiLEdzPzMPqNk04KKfVYlNjmB1SY0u+xmy2HDBjQ9/q1KW8trAc4b7Po+vb8kf0pwNA0to56lrHUkaaxUKiF+l+/P5/NwvI0H4JbM8qQG274sN8tMgk6w4RK8krE0TQMpZl0qleV5xrTo1auplrHWkeSZRFrLE1Om3t/M3/afKgE9c1qNmddeew1JkuDRo0c4OzsLt23ZODCmaZWY9rP2ncbDWUWjRkPM46b5KVhSuOz66NEjHB8fZ9qVbafKwvOge3nGPisLyJaIWoVj81kH6MuCp0cirgLsnz/xNytfeMrBQTc1Y7R4BqwlgTFMpdh5Zz/3nokRYw+zbTmLSJUV6+XUctBJsfTCUk2nmWV0T/95ZJYOA6/enPOKP7r6qGTLa7skWR2/aVfqvD0vOhY8olhGPBzQ/rVhB6p/WWZu0BsOh8Fx4+Es07Z63o4NO2a8uluOERPtB2988Iz92BXh1mFn2+d5iIfZL7LcCGKsEmtQD4D0O28Q5aWdN2DsQLZWewy8YxYMgc4DAmvpUvRvS2Y0bbtspe/xc72YQicmQa3b7QagYn4KkKrQlOR6wEwyTBKmyz1K6rSsfMezzJWc2thsKg6GUGioiG032x9aHs1Tv9dyeONPARhYxiVvbW1hNpuh0WiEuF16JGx+6qWnB4ihGufn5xngU7JsNwZ6xhv7TxWEzhH2qRoTntLTuaBEvYx4BOKyEiMz66YRI28xw6lIXnQFcB2S1wZ23sS+y0u7CGft86t5Hi9PUdnzyLElv15aSjztsxaDvTIqwV0+kyJNEeasNWB1nlripiQ3hn2KDYoFmq7WwRJfm6YS0RjuaVvGylU0N2OYHXvWpsdTPHhKFFfHYidPqd5jOzOExIb86fixHvs8ozI2ZyxPKMN3yhBx+85VsdqT2Fi/qXIjiLHXcbGBoh5EJVzejV22k61VrJ/ZcuiA1w0CXhqavpbdkhnrIfXy0s0evFWIS3R6tJeSbQVhkm+NQaKHlsRY26ff76PT6WTS4i1vFN78tlgsb2Ebj8fhdAZtZ4115gYIe7h7pbK8rUjbil5ljbdjeoyjAxDiYAn+BDXG2WkbaDsr8FrDIQ+UAWQ2MGicmu1zAOj1enjrrbfCIfzn5+f45JNPwgY+S2Z5iYeeWby3t4fd3V0cHx/j/v37Ge9Ys9lEu90Ox9vZ5VQ1PJIkCeEfaqDwp16vhxhubyxr+wEIm0dZtzIKyn6nYgmPKtK894sIrKdI9HOP1KjCzFMKHka9SGD/WYpn5MYMzLJE1xIOL69s2NrFWM4iYmzJTF6InxciR+zWsCstpzparLdW3yMxW674JQASAAsAqzAqJT423lRJGnUInQhabyXD6hCx7a0YS0Pe07msD+utG/D4nV5Zre9oeWIGR0zseFPc9AgmpdFoYGtrK4ORx8fHQX95pJ6OCerIbreLTqeDs7MznJycXCDePFfatqlNF/ANFP5wlTC2Odu2hep0j+jnYXaRFM3bIpyOPVtUljxdXVZWacSfuRHE2ErZjoqFUqyTZgxg+Z0FkJg1mpdvnuchzzq0ylwHckyJx4gJwYfxwSRNSbLyJNPq1bMklWzpkjyB0ean5NguJ+mE9d7jb2tgeKInZ1jFpOW26dh29ETb2zs+LfYO21cv7Wi1WmFDIclvXh9puSxZpHFFxRg7JSRWvqLxnTcX9Pk8704Z0fp57ZHXL9chRaCueb0kvtcr19GeRZi9kvKeMptGHmarxDDbPhObZxfLfPG9apXk156AUUGlsiKctqzqLSyKOVUi5pUhtjpo65TXv0wjFlIT66tYu8YkDwe9tLU81H9KfvPwogizNfTT7uEpo1diZWbeZTDb8gcvrcuW4arpXKdcJ2bfOGLseQeA7GYo79xEer40FioGAkxPJ7yd5Oo14GYqeiz14gVbdqvsvdg6JTIWcG34htZRPaHA6gxaXRa31jKAYO1vbGxgb28Pp6enIR52e3sbnU4nQ577/X7Gg6Fex4ODg3CKAYkxl+N5fJmGb9BbziNttD5KlG1YAq1s1lG9KfR8KDm0qwfaH7H+t59bJcL+toqmKJSAxkatVsObb76JO3fu4OnTp/jud7+Ls7OzTPiEDZc4ODjAeDzOXD/NMnS7Xdy5cwe7u7t47bXX0Ov1QrvO5/NwSga91TFlp/WwXmetgwq92uwbIHtMkTdv7RwuAuYiJVEG8GL9bSVPidi/Y3JdRP3zKoqh6lkFsmFUZZ0NHln1xhk/0yM9rRc0lr7mY7+zOoVGvIYu6HseAeS8ixFv5kOsbzaXK3NnZ1MMBoOwz6Neb0DDK5Z7R5IMji3n/2r1inij7U8nBrFC+8xih4YDqEGu39t9EZYg2nhfbUvbD9pm3uf8Tn+s51wJr5emPscxurm5iV6vh/F4jP39/QtHfupqapIsj9ikh1m9/8BS9/Z6PXQ6HfT7G+GUpTRdYLFIMZ+fZ7zVMd6i48Tq97x2Y1mtRzqvPa9binB7HSJbNH/LlL/MMzeKGOc1kA5cCyokWnYpyKZrJ7UFUi/PGMhahZ4H1rEBbEkWyRDDARSklGjbCaReXusZYNtUKsvNd1zymUwmGI/H2NzcDMSVQM8THjSMgG3Akwv0pAnWmUt2nOj0oFoFYTchWDDmMxpbbOOsadV7xCpGfq1ofpqOXVbU/sgztrS/WXZejUplp/Vl3VRodNRqtXDBCsvQarXQ6/XQ6/WwsbGBXq+HyWQSSDHzHw6HAcxjYklzzAuhioXjg8u43u2SMS/SZUixRxrKkOyrgLtXVu+zPC/SF0OK29gji7G/vTbXzz0czctT525Zz1zZcaOrWvzbjndbz9j4IWZ7GJIkCWq16rM9B/PglOF57UvsWgCoiIMgRZrSCAAWi2ogw57u0tOENGbW01l5esw+49XJcxLF+j0meRis2KMktWy/sk/1xtQy5JH9Qr2kRpSu8jF0bem00A2O88ypRzGx4ziG2fZ55RBl58JlMfsmyzqYfSOIsVV43iS0JMXGfnlLRbZzbafGSIAHYhQv7iyWR6xu/NxOPt2MpWXUMAMbO0XR2Fs+y9Mm6BVmTHCr1cLrr78evOCPHj1Cu90O5xgDyHiD1WvLw9xjwvhmlo1E2XoQLJjyf62/jcvl8ySNeSCs5VFvkeZvY/Jo9fMmO/WmWo+XpsHya74cI1R87XYbb7/9Nmaz2YVD7bXMvEhDjTEafa1WC+12O8Ql86ghxoTTMNED/mPjezwe4/j4GEdHR6GeHnBou6pXJvY8n9PvYwAam39Wyjxjy1pGPKPAyzcv3RdNOVyfFCsYnWux+VOkqMso4iLyU5ZUe897Y9Tu07DpeyTNlpO4oJ/RUZIkywuL6vXGM8/wcpVsY2MT8/mShA2Hg7BHYYWDKZIESBJuvl1iLk8lyquvxUKvX2K61e7b8OYRSaOXFp/x0rZi8YjkUvdQeAaKt0LhtYOmXavVsL29ndmA7mGRxltr3DjT4A/J8Pn5LKMXVT9645TtwQ3ZDMnzyh1rLzvWvOfKzLXLOASuw2Gxbl5XlSsR4yRJtgD8DQA/hqUL4T8G8IcA/jaAtwB8COBn0jQ9LJFWZtDaEAclPxq3w/eUeFmFp15IiqYLIJOW14H6nL15zbP0tKzeMrUFWH6uy+xaFg32tzG6SqDVk3F2doZms4nt7W3cvn07bGJrtVp46623MJvN8O1vfxuffvop9vb2sLOzk1m654Qm4UrTFP1+H5ubm6FcuoRfqVQCsePz3tmeHmljG9LDrHHMbBv+VmIcU66WeNqNDB4BpOVPssn+UE+HHZfcyawAbJ9bLBbodDr46le/CgAhRELHAsfU8fExBoMBRqMRDg8Pw0bGxWKBfr+Pfr8fiPHZ2RlOT08xGo1CW+mynMaNW6U8Go2wv78flmdjit2KNc6sEWcNH+07Tb8MgNkyWYNH8/H6v0i5Fnlc7POxsr1ocl24rfPPjgX9zWf1JzZeLAZ77ax4bomliqZRRN5svTwHh1ceO9ctcfN0j5ZNxx4xiOfFc1M0sMSM5SaxOR4/fozT09Ow6StJaPynWMYdV7BY0BMMNBqy6t8MAAAgAElEQVRNNJst0MuvS/jUNboq54Ud2D7WOlhvpLcKZ4mxvu+1fVks0TA/DRvQstp5bg0Ba9ww73q9jp2dnZCmNYj4/2QyCUd0cpM69Q09xUscXrY7HS9KpPlbb62z7cKbWOmkshiXh3c6F2LzNG/OlZU8zM5zuhTJumW7KmZf1WP8SwC+mabpTydJ0gDQAfBfAvhnaZr+tSRJ/gKAvwDgz5dJLNbJFjy8Z2LpxdLxnrUK3yNCZfO2E9OzOPVZ/rZl1jLkWXRKoL1NDpysi8XyRILNzU2cn58H8OVpA3YXNQlqnqihomcY09NMi1vBJdaP2kbW2PFuh/MmYl47WWDQdtH4tKI+i6WvS6v83hp7BObpdHoh5m8wGARiTgODZfIObqenW70ORUvINCQJ5rHQI69+VvIIaBmJlY/p5s3XPE/EVcpUJC8yKX4m14rblCJD5CpplHk2Rl4vK0VzP1aOWFny2if2vGJfq9UM+E0Mmc3OUaloGflO/rL8kkD7OpI4Ywmj1iHPcNZn80ISYnM81q+2TZRQ2mfXwew8/LC6Wa9h5nfEaQ23tPi//D+7Wqmcw9bLK486i/LG3PPEvqL08zC7bBrPQ9bFhEsT4yRJNgH8MQD/EQCkaToFME2S5E8C+Mlnj/1NAL+GEgBrJ2cZEmuVvz6vni0vLavQdQlEiV4szlUHt81f06B30JJCjwym6fJYFZuOHrGjE0QtdXshCIBwS53ddNHv9/GNb3wDlUoFDx48wOPHj5GmKT799FNUKhV0u90LGyXUk22JlHpJubSXJMtj2B4/fozRaBTirIBVmAEBRi19ehYUZLh0r6cxaJt7G0W0T3U8qUedXnUeP6be6U6nc2EMWeDKUw558WKMC37w4AE++uijzLOqlLR+lUoFo9EIk8kkxB4DS1AejUbuePS8IvxuMpng+Pg4hGHYZ+2Z1kxfFSXLlWc8xeZnGaOWvz0vh5dGWZJeRnl+DsivK9eJ215f5GG2N4eUHNm5VcY40vGhxizgn81t566OBZ1r1ij2MJvizTMv3M7WheXTfFYrZinOz1d41Gw2sbe3hyRJcHo6wHA4BACcnp4EbLREdol1CdJ0gTS9qP+SZHUD3fKdBIvFHMPhEDZkUXFTf2u7Wazg99Ql1gDII6ReWzNtrqLZtuclV14aRZgdI6QUYuRgMMDR0VF0XGmbJEmSOSqPoseZ2nLF6s0yKF7nGRBaLv1c9UBeW8TSLCN2bl0HCV63HFfF76t4jN8G8ATA/5okyb8K4F8C+HkAr6Rp+uDZMw8BvOK9nCTJzwH4Of4fmySe1X6Zho6RY34XszrtM0UEyQ5CTScGBkrYPAUT+5tE3lqgSszpXbCAxU1hGrrAExNIYEmE9Cxn/dwSDBJWvcxE/1ZvskfeAP9cafadDZ/RdvPaMi/ERdvLhnt4V5XafouVX7/zQClN0xAHPBqNcHx8nNngqEqNfadnU9PLq/nzfc8QjBF0eprtxSpWueaJfbaImGq5vPmYR4LWlauk9Xklxc/k0ridxeymm/hn0YdF42yd/PPKW5RO3ljOy4+Y7ZH01T4TAM9OneD3vHWzWs06RLj0fnFzbwIWa/k5AHCuAmnK+csQjATzeXaTnBd+6BGyGGZbHI21axkSpfnH9Ib3nRpZZfLwykec5TXMHq6qQcTyZL28qzwUq2P19D6POV1sH1yXvCiYfd1yFWJcA/CvA/hzaZr+VpIkv4Tl8luQNE3TJEncXkrT9JcB/DIAVCqV1CpX6wl49o5LUHTA84eT206UmAWlohc66Jm03JClS/weOdMyaTwpy6JeQfXM6RI8JxW/s23D8rH8TLfZbKJer6PVamFjYwP1eh1bW1tot9vBc3x4eIhvfetbAIBHjx5lloFYTpad5dcjurSesXZkH2xvb2NjYyOEDXhl5rN2Yts0WS8qCG2bGBlUg4QWt9azWq2i3+9n2jPWl2m69OgzPCQGQN7k5ruz2QyffvopTk5OMBwOXRKu5Vaw39/fx2g0wmuvvYYf/dEfRafTyRzar+OfAOqNWbY7r6+2Y1XJtpbBzhv1ePFoPdv+MfHaKG+DUJ5Stv/HDJOitPX/mwLQz0EujduK2UmyEb73FGdZJW37yiO9Xn/EnCV2znjHtXmYr3naeFKmpXnYPGPky2K2xUhiEJ0PyxMnqs9wro40XeD8fBnm9ujRIwDAYDDMrJjqfFuWvYpKJUGlstItq+5UzAaWRJn1WZav1WqFfQx6VJnOeW1rW18VOkQ8fPfa0n6uoWL63fJ4uvwVCoq3OS4mtn/YzqenpwEvVW977+o4GI1GmM1m6Pf7uHVrB0myujNAy+lht7daST1tOUBsjOWNc3KbojaJpRX7zMurrNwU7L0KMb4H4F6apr/17P+/iyXAPkqS5G6apg+SJLkL4PG6CXvEVRvZkhUVjxjr53bweEDuLXHpBoVYTKYtI7DyPmra9uxY6+3lsxaIPCLKOupGNd4It7W1hWaziV6vh0ajEW6t05vsDg8PMzek6SSrVCphR7N6e61hoP2lCqVSqYQ76Y+Pj4OlraCgBIyea9snFBJj29c6mWITK0mSEEetR5m12+3Mldi2L21f84xhABc8zVp/rQeAoGSm0yn29/exv7+f6UMb2+3V8ejoCE+fPg3hMfZdLTM9zDachGI9xgR7hrHwc1Votl2Ztnryi+LRtT88BRmTGMg+LyAtqzxfQHnuuB0zDL2/7f9KwPQ7j3SreDGxsbFfph7WGRMjxRZ/iupq0yYeJslqU3G1ujziizefrs66PUSapphMxhfCprQcF/dipFg2Z/qM/AJAVsfq38uNesDZ2cS94MKGUeTNQbtZXdulzDxSYszn9ahOj5x7bW4NCPu9957q69FohNFolHne86bb9yeTCUaj0TM9vUCSZMeAHWeWX9ixZL9Xvan9or9tmWLG4UtZyaWJcZqmD5Mk+SRJkq+mafqHAP44gO88+/kzAP7as99/v0RaucBlLdTYcrtnpcesoTITUwmhkuW8Hc7epLRLUwrctkyMMbanZJCkAsic+qDkhOBKosQ4LFrXJELz+Twc03V2dhby0+Ufkkcb/uAZGkrqYkYD86DV6wEV07MGCPtByVQMXDwFRW+/ths963rOMgllnseTXh2STm5cVEJox1ySJJhOp3j06FHYVKfjQsuqysbbmayx70qIkyQJMXbqYfHmlo7FWP62T+zqiY4Dz/MfU0Qs6zpEpUg8gl0G9K+zDC+KXCdul5FYf+Rh/lX6RfG5LAmwY1IJl1duK4pTNk1vj4qSSbspeT5fADjHfF4N/y/xZIHJZI6lB3m1+cuSbEuI03TpCV4+s/osRuSX6a7+tqF6HnlUB462Yd4KUNH81BAEtpuG5xWRYRV9R/s6RkAp8/k8nAlvV9D0HcVsL52V/l/+2O+Yl4rHI2z++p3Xn+yDWF3t/IiVv6wRc1W5SUT9qqdS/DkA/0ey3Nn8AwB/FkAFwP+VJMnPAvgIwM+USShmWWvHcYB7G9msRQ+sBlusszUfKySFJGT2CCy+r0taMbAhWSBIksDYG3T0ogbGlzItHg5eqVQyy+N8lzGpujltPB5jOp2GyzrG4zHG4zFGoxEePnwYztTVzX1A9n573tTDJXclXOq1tGSHaTEGjuEY5+fn4XgxbzmJhJztWq1Ww3E3bG/2vY4DXf6nMI3hcIjRaBQIf7VazZzrzGdZXgUM6wHnjXbsu/l8ngnP0HACNRqGwyG+//3vYzweZ4ipbkTk84wZVK8t8+eY5EZEAh+9TRozbYHOGhMk9doHngcDWF1HreWyc4BzhvMlZjB6QJsHvt648hSiVR55QL+OxMjRTQLyNeUacPti23oGquKD7Tv7HpANjbqQYwkFrU4I68ywhCBPLKHXZWdbJg290zrSSaFlsZfi2H0T5+czzOfc1Jo+O/N2GYLFoxXtCpO2G7ByQCzz0rrqBtoUS6+xtgMdNlnSTq+ttr+2nzXC1ZHBzz1iFyPaaZpm9lIQ86nf9FkvHR0jrAf1GJ/3QgK1/MDSkXRwcBCcVcpDWG9LLC0X0HZc9vVKV9Kbru/ZtrV1yZtH9jPmqRxFn/NWrmNpXSc5zqvfdRnLVy3rlYhxmqa/B+AnnK/++FXSLas0ywCcJ+t0shIyvuulFxNvc1gZIRg0m80QV8swAqbJ74DsyQ42f5Jf7mjVH/WKW2KfR/aLvDC2LsDqzF8lXSyvTgqrgFR55Ik3bjS2zKalYSi2fla0Xfku283zjLAsDB8ZjUYZz4NXb5YhZuipYWhBsgxo2voU9WFsrHtjI1Z//f8yc/WlXL88D9xeB7Oft6zjTcx7f11hPjRePWzV0AK79K35L+d6BefnKyeBGqBeWZf5LzfZscrZqpfHbNbFGhReee07Wod129I6X1gGa6hcZh8Dy2Tb0D7z/7P3Li2WZVma2Hfu+2Vm/giPCPfwSDKqichqFSRdZJElWjOVBkITTTQQAiGERA8F+gWtgYYCDSUaNNCskYRAA00EhQYNTalIKas6qYzMzurICH+7m7k9r933vUeD69++31m29j7nmpl7mGf4AsPMztln77Vfa31r7bX3plHPlbcYkFOeY+WqXM7ehLCk+y9dn2307rbkObd+qDL7Rtx8R/IGjHqlOGnUylEQob/V2tV3pNj/OhGsxW/DF2IeORUg1qvpgU2tD73JBFBffPEFfvKTn2A2m+Ho6AiTySRcG/zjH/8YP/3pTzGdTvFv/s2/wXA4DEv1wPqe9m63i48//hg7Ozv45ptvQqwv4G8yIZUJHi8kxNuQoCCKsbHahuxPbyMA+7Hb7QaPs/KrPFp+2V96jF2tVgtGhnp9vdisGNjV5zzSjTuVbfsAwKNHj/D48eNgnTMMg0YJFc/GY7QojD9tQ/Znr9crANuNN2KzbGs9trZP1FulPNj6khh2Y70kmqfXXrZM++6ygpftpb9tHa3BkSrbUwo2n6rg74dEVQwrO148mc28ypRxrK9JdjXRCylKAZ2UgRmbH9bjduvWbXz00d03q3RFZ8StW7fx6aefYLFY4PDwCLPZtGAwr4FzE/1+H+12G4eHR4UVqdi8qwJi1t9q6FQOu7T/JtcAqKlDbfupY8EDhlzxtOA4Nif5v5bFutLI8PS5BcxenZWoXz39xrTD4RAnJyehDPW6esBU87KhadRbbA9+atvGxg7HqAi0yx0bdnVvGyBu018XpWR27P/rktlV6cYA4ypWaOx9TOgx35jnq8qzmPchJhC8Mm0e+t4OEPVirlbr284ePHiA8/PzAL4IgAaDAT777DOcn5+H0yX0KC8Cn3a7jW63i1qtVliiiimBmEJLASct0xoZavmrElGvqSpFW76eBW0pFsdK4adXbTI+WL3PnkfAG4u2nVRQe3zx3Wg0wv7+ftgQqV5zTae86xnV2g48Ss/GFmtohhoclv+YIZcaA/qtdxJHVa9CLF3MA5OSB3aelQn7KoAhxuMP2WuSprhSrgrWYu9SMrtMmZaVc1VDzOPDjr92u4WdnZ03ezqKK0St1uadni6xAb7rY9M0jE9PVUjN1w2PDJUAMvEev+GWnCLP1+9rtSykWcuI9XvWzdNftu5WbqRWpMrGhA2B0Y129vuUrPDkRAyUaToepamg3IItW4cYaL4YE11sUzuuyiilj2Og8SbKrzLA+n3L7BsDjD2KARb9rUDMguQygGrLsgBOvcWM67V5KcW8lgpElVe1Qq3XksJgf38ff/d3f4fJZIKjo6MAbFutFvb39/FXf/VX4ft+v1/wXvL6yN///vdot9t4/vx5uI7Sq4sFTwzfoLeTmxF4JSWAEK9Lq1pBI4WMFxes4I7gPc/zsDFNQRgFpNf2McuQ1rK9zU5XAVIgyoJS77QFG/urSu74+Dhs+OP11cyT6W/fvo1PP/0Us9kMz549w2QycUMs+N3e3h4ePHiAe/fuhVhtXe7TuGblR9tNxzhjz5UvAneOKR0TMSWnY4bfavoqYDUGNDzaVujF8vMMGvtNSolehpcfGnnGtJ17l23DlJGXMuT0W/te5bJXns4Fq2cIBs/Pz/Hq1f6b03/GAdjW63WMRud48uQJgPU3rVYTq9XmNjXK5qOjI9TrDQyHZ1vddlarMW519aaMFZbL9ckWOvfXHkyGSagDJMdyuXoD4GoANoBPvaGUH2xnj8rmsde+Nh5WDf8qxrJSyivMfLVPeVLTcrm8EALD9N1uF4PBAMvlEmdnZ9EQRn7Xbrexs7ODfr9fwBF2/Fl+PGIalcuXBdkWh1SR2e+Syoydyzzbhm4EMI5ZwHxnB4/GWnLScEDpJiqrbPV/jTOyAk/z1Z34upxFigl4BdR6VqzWRwGN3eTF/w8ODjAcDrFYLMINbdx4tb+/jydPnqDf7+Orr75Cv9/HeDxGq9VCnufhRrTDw8Mw8bkcrnXRMAbljx5W8jefz3F6ehqW9pbLZTgWrtVqBdCuQtMKJ9ZNPaXcHMH0DDOwmxM9Yr958Wy6mVHr6oFG7T+bjwWXfK+AW8MY5vM5jo6OwuZHborT+tZqNdy6dQtffPEFhsMhXr9+HYCx56HIsgx7e3v4/PPPgwFEw0NBMfNvNpuF1QPbXuxfe06pF15jDabYXKWStADFS6vtqX+nAFMMGNj+8PK2fFt5oG3nAS6VESlA/YF8h4QFOFb28u9Un3mkfWnzThmGMeIYtuNA33u8arl0SGj4HVfvzs/PcXp6imazibt3P0Kz2cJ8vpCThNbyajxeHw2mRyfaJXsPRK1lbx15Xntj0K+Q59NCHptj4XiijoYnUo+GHN35rHpDdYdt71gbx957QLsKaIyVYcvR57rCxk3UBK7UX1YGU9/xxlGVn55s63Q62NvbexNGuEKeF08M0rS6GdrWReWTB8LL2jr2v+ZfNY+UzC771n6fytsj79tY26fkShndCGBsB6BXSSvwPMHrfRMjBdQxRe8Jco9sPnxWRrFBRUHKPKxw1IlFYUTwXK/Xcfv27bAcBAC7u7toNBo4OztDo9EIO5xtqAPrzLKzbHMahx7HxWW+PM8vhCawXur5JK96sQmwjuUaj8cYDAaFbwjYNETAto8V0h7FwFiVDRVK20wqpp3NZiH8hcfmWeIqAM9GtgDUi6Nn/hSg7BeGavD0ERoztq4k78g33eCTMvg8vrx28MpPtaXtLzsvU0K4ioBNge7U823GygdaUwoA23Rl81jTMq+YctUyq8hsL/8yHlJj3oJyNahsyBTBc62WvbmAaRWA8fqij1q4FIlGvifTivJWHS4bbzDfbzYfr6+L3uTB+mcAVliHUuRYXyedF+QaVyy1vurJLNOXKdpmXqboMuXTqaFOMEu8A8A6HTyZdRGUrrBaFfca0UnDPk6NL89zruMr1UYpMGrTbTMvyvqlijFapZxUeW9DZt8IYAyklyw5sb1gdQURFjCqgLQC2A5qHVi6YUtvWVPylnv4N0m9zjHvgh3oLJfHrtHrrEJVj3TjqRRPnjxBvV7HV199hR/96Ec4OjrC48ePUa/X8eWXX+LWrVt4+fIlXrx4gbOzs7AMT8+vtjE3u2VZFrzObG8el9NsNgMoZvwy+eTRXsorN2/N5/OQ95MnT/D8+XPcu3cPn3/+OTqdDu7cuROO1lmtNpeB2H5Ub23MKOImNM+b7FEsL0t2tUH7m6d/HB8fh6N+6EW3G1KOj4/xm9/8Bnm+9uYzP9aby3l6AQvfT6fTEAqxWq3Qbrdx9+7dwuUtTKu/NX8Nk8nzzUYNe2SdtgPnBFA81s8qBg3VKPNalAFfb+7GPAfbUArgpNJuq6T/MCntZfIAklXeZUo4BZpVZqtBqfPrAsf5RQ+gV2YM3KUMcJXzOt9Ixc116/lzenqCWq2Gu3fvYm9vD+PxBKenJ8iyGu7evYNOp4Ph8BzD4RCz2frGUsoBuz9jc7xn9ga06WpaHc0mwyzWoLjZXIfqrVacn7XCqhewCQVUeXd6eoqzszP0+/3gWaW+sDLDtlnZPNW2qwquq8555cuOwXq9HuQmnRTkwYLRyWSCg4ODIC+ZH51G7BeVoUxDXcTn67brFVYWlD8LegmkdcxTD1rsY9tI9/ak2pL8xRwqXnuWkSez9d1NpBsDjJW2sTLsd/bb2ASr+iwFqlJCQP+v4i1hOn2nHrdYe3D5RS1dTiAC11arhVarhXa7jXa7XYh71SVDClwFPxZYkTfrcfTSWQ+JxuCSZz1bWducCkS916m2T1FZWk9BXoZoxLAv9PpOD2hy+S4miFLjzgpTKkfgomchNtbtrVTaR2VU1QMR+7aq5V9WdpU0VuHYNJ635yr1+0DVyZPZfF71+1iel/2eVKXfPb7LPHiU65ufDaCv1xuo1TbytdFY/yyXxdveFBzxWXElh7yRhwy12vpUiloti6bzjFb9obOBck7rrWFybxvwXFf+KvOsl98rU+XutnLBk/P1etHASZG2sc23Ci/fJwi9bNlVZfZ1040ExoAPKj0BaoUQBYoHRpiHChe19piflq9gzi6NaXotR8M0eA2wXZ5Rj6dXH75Tj6m9npOCSnl49OgRDg4OcPv2bfzRH/0RsizDwcEBHj9+HPK8desW/uzP/gzL5TKk17IJrIGN5cv668Y9lktQm+d5sL6Pj48L9eT3k8kEr169CpZ5v9/HdDrFt99+++Y++TvodrvY2dnB3t5eQRDE+tS2Gd8pcNd+19WFsoml44pg1oJOlrO/v4+///u/x3Q6xWg0CmUr//Soc4zSo27jzlTR6Y1PTMt4ZI1h5PIr818ul2g2m4VQGI7hRqMRjpujcaRjXCnW1radNJ1eQOO1tQdCUwZxykiI8emVGTNEq5DncfpAPpV5m5R0PlXp/5hStDojFRKUGuNW3peVG3NoMC+b1j47OTnGaHSObreLO3duA1jL1JOTU+aKTqeDBw8+Q56vcHJyElbytOxajfJhDXRXK7bD8g2gA5g8y+Zv+FmfSkGZovVh/ReLBc7Pz0P4AI/dPD4+DiceNZvN4HyJOTIsxeao3WhtjYGqxO/U461lZFmG8XiMw8PD4KjRd8qjPkude68YwOpqvbyKaer1BrJsWXBmFC9oKfLA4+YUn6TkppKHney8qnKmv9bzbdNVZfZl6cYCYyXP4xOLc9Qlg1hoBeBbHgqWbcd7oFj5sxNXgbGC65iHxObtWYZalv2OeR4eHmJ/fx+NRgMfffQRgHWYxcuXL7Gzs4OdnR10u108ePAAAHB0dIT9/f3CEp3d1KheXlrMWkdOJr0VjkKWgpJtOJ/PcXZ2VthIyNADeiOA9bFGBG4Ef6mzeW1fap8qec/sMpOdiJqf3TSoy36j0QhPnjzBfD4Pm1u0nezGFLZrjBTI6xgmoNaTQChQlR97s6Ctc7vdvqAMrZFh2zcFYKzArgJOr0pV8qua5jLffSCfPBnqgVt9XgZCbX/E8rPPYsac5VPnqYLr2JhPAXwvtC/2LVfMarX1CT/AOmRhOBy+ufG0jWazgZ2dnTfpJzg/Py/I/s0PwDCXdUxrMb45y9ZgeH1qxRpMk9fFYg2W106RovNlOp0WjHA9bYl5r8/s5SbqjVFcNodsH3gU6/sqRrp+a//mhnI6LLx+0vRlK2q2Hsqnburc6PkM3Cip+iUGuvXYUtX7MZldRlamvwuZfV30NmX2jQPGKStMB499b8FznueFQZgCojaNglO9Ja2Mbx2knqVprVGSghvrPVG+7UkcXnqC09FohK+//hq1Wi2cVLGzs4NPPvkEg8EADx48QJ7n6PV6hfplWVYAqJ4nU8/XjLWpnbwEy6PRKABjHmGkXv7T01PU63Xs7e257ewBW+VP0/EyD20/L+bVCjpP6HrCkEJyf38//NBjyz7lGLIGlx0nfG43PtZqNQwGAzQaDfT7/XCLoV52UqvVQrgM8/OAqbYbrxdnGVrfmGBRj4kd095c8xSep6BIlxFoZbzatFUVR1lbfKA0pUAx//fmlOch2masqHzYtq89XreRN3yu76xR65VB+TCfz7C/v/8GsC1QrzfQarUxGPSD/AaAZvPABS5WVm/Y2OidtTe5UJPws6nDGkDTKcGTlQiEreOEGwTb7bbbvtuANbunx3MqaB1TFAPNeb4+sen8/DycV6zyy/s/VabqTxpSlK+U0/b21jXI5cphkTe+t8RVwZSxFiP9Ro03zSNWdkpmv23aRmYz/XXQjQHGqc7gb/tjQaYdWHbwKGizg8F684ANqLWCINb4thwrEJmXHsuS53nBEifo9OKd9J548meJE/Hs7Ax//dd/jXq9jo8//hiDwQB37tzBj370I+zu7uLzzz8HAPziF7+4UF/ugKaFS57VUFBvp7WKLW+r1Sqc0nB6eorDw0NMJhP0ej20Wq3CKReHh4eYTqeFfCgsbWiEbXPtB24iVF7IBzeNlBk7VhCoR13ze/z4MX73u98FoK8bEdvtdlh6tJ4oT7lqGMRsNkOj0cDe3h52dnawu7sbjurjrnC2W6fTCZsW2Q92TOvc6HQ6gS89C1zbUNtY/1YPEfuHfOgZ13ZDagyol80n20apb7z62vQxfvSZN38/kFJ8udwDltaIT30XA8c2vdenZWVVrp1TB84rnQMKimLOlVi+JMrd2WyGp0+fIssy9Pt9tFrrMIW9vT202+3gLGi3n13Ia83PAnlew2rF+lN/rb2Sa/4swEQAy3oLHuvKc/HH4zEWi0XYFK5yUDesaZtYHe3NXduH9vxgq1O27VM7h5nfyckJDg8PC6FklJ16G6jtT09msy2oE2kk8Mfux2HeGlIX0wlK1Fk2NMTW1Xtu20KdGXp5jNZLv43NzeuklMyuQimjYlu6McA4RZ634W0qK+v5SvGSykMpFjdl89ZYUp0wNk+CU0/wcoDR62tPOGAMrIZFKPC1XmmSCr5UOyhgo9DkbmYVovrD/Oih4OY1FSYab+2V6QEZrYcaG6m8LKnQYDfXCsQAACAASURBVJtzeZFnQ9Ob4ln9MeHqjS+2hYJLnj5CwygGMDXcxasD81utVm+WPZvu8iHTxXi0eaY2rMS+8wSsB3SuQtYY2Eboavp37SX5QNvTdfSVB3r0b2/cKtDQfFLGXkyfUdZrOBuwiXm2oQvWabPJ1wsx4bNY+6wBNLA5G306nYYQChtKaGWiynQFb2XOB9bDa4+ytkyRZ9hTJ3K/T9V42iplWbmvm8e1DB1HfM5wlxjpN9TPnnzcBpts2643QWZv8+1V6UYC45gngGQ3ZPE9G0YVtlJsMHmT3QoBW7bnYS4Di+r1ZFnMj547jcm1m/X0sgoFsbbtmDeX3Xlbz2w2w/Pnz8PlIMvlEq9fv0aWZeGGHp10alVyB7IK4ZjQ44YM3rp3eHiIg4MDHBwcBGDO+lDg0tPNy0N2dnYKG9MoZOzB67aNyZd6TtkWWqZa8JZszLElblR5+fIlRqPRhTOh87x4CYTn/dd3qgg2Z5vWQv/t7e2FY+wmk0kIm1CPzGq1wtnZ2QWPrTUI+LzVaqHf74dNghYE6AaQWHtrfVXJxAwD+12MYt4KL68Y6fxiO3t5xMCQlQVemg+0oTInQswRUCUfL1/rBdNvvf5KjalUOfZHn6ucJdlxpjJc56tXZ9UHjcZ6VYg3rPFykLWzYXNdsT1PeMMbQpzv+h3jj/16r0+/WK8g8Wz10WgUHCi6CVtlXJZlYcWz3W4HwMn3lGMpmc3f2n/8XsukXIr1lbalJYLi4XB44dItiyGUh5jc0zIZeqg6njqQ8dgaSqHYhaujlgcrd1l3XS209VdDJUaKjTyZmGrHy8rsqsQ+9mSwl64KH/Z5VbpxwLiq4vMGRszSiDVKrPN1gKUAmO3IqjzHlIQCOxUGVmgACEs2Ke+g5sd40vPzc9Tr9XDWLa9gVlCugs2CEruMYxUU05C39e7qE5ycnIRNDjo5bTgGwxwUzHkec7tcb4ltSBBMIaN52glmvfoeMR9eyXx+fl44viclZDXfGNizbUKPMfuGvGsMM9t6NptduGVRSVcYmG/sjG0V0DGKAZFU+9lvrwIyr+ohKBP0KSX7ARxv6LIy+7rKShkxV+UjJbPte+tc8fgsMwq1LBq1s9kctdoC8/nmnHGm40a59UUcCoL1KLaLfMh/AHJwAxidIPQWT6fTC4akeqxtvVQmWP1ZNudjbVhVzpTN2dVqc5ymp1O8Onn8eXlbuW9jim1+zEs917Y+/E7HmHd8qadTyugycvM6ZPZV6bLyfluZfWOAcazRFUR5zz1AYhvB8xxXAc4MNSAAscHzMVBmgZ8VFlzKofWrcbPq4SKoi00u8gUUD2VXHpbLJZ49e4ZXr16FydpsNrG7uxvAI0+q6HQ6yPP1xgQCVD6jVXxycoLJZFLgiYJGT5tg+oODA4zH43DcT72+2Xk9m80wmUyCJ7jVauH+/fvo9/vo9/sXPOsKGu240LaxbcDls9VqFTaosexWqxXOdLahKWrZsx95CPzp6Sm+++47DIdDnJ2dFfqF8c00QFjHTqdzwdNPj7bGbrPOGvZBY4FtzTZpt9vhJBBeUUqPvAW9bBsaSePx+ILHgvyz7TlGUuNcqapC07R2PlZRoPq3LSel3LahmCL0lNIPj8p3wtu2szKbZJ0a3rf2mSfnmUbnkBfjmqyVA/CAjTymHFKnRMoA9upi62jLXMvSU5yfDwP/6rjg3oVNbD8wn6+wjh9uvAHL6yX61WqF6XQSQuZInPPcVKd1pBzh6lOWbc5I10uTKCcGg0HY+6D7d9SQj/Uj+ynW3pR/WrbuxbFjwLZ7nm/CJ6bTKU5OTjCbzS4AfhoZlI30ALMcHUc2TERDRxTYW483QwQp/9fyvHh1uDdGVR/wuFTr7bXjPGUgWEqN1VRaL9+rysOryOsUbcvXjQHGFpToIAR8qzS2PK0DxFqtMYGq3ylP1nNr8/eEqPdb/9Y8NcjfLr8TNHmbOzzSSanA+NWrV4Wlnk6ng7t374aNb71eD51OJ+x4JTDm5SDMdz6fh6PVNARkMlkL3ufPn4dluJOTE+T5+jg2biajUCBAnE6nmM1mwXPZaDRw9+5d3L59+0Lf2jZIKVLbjzRE6CUlwKVw1J3DMWJ/0AN+dHSE58+f4/z8vDAWyCtjgql4siwLGzE0xIEee2+zCuvJtuHGQd3kwTZmnwEbQ0vHubYPv6dHyFsZYXtz3Ng8PNBTJmDLhHIVis1bTwaoUub8LRO8KQFvn8W8iD8USiny2P9lRhLTVJXZXtkWsHp5pEC7x2ssdM7yTT2WAvheuTaf8/PzQpiV3jBHObYOL2sE2bxardBsMtwgR622Dqc4P18EZwblDh0Fw+EwbKzj0Y00qFkfBaJ6Hj/lFfVHTA+XtYPXt2rc0EgnYCWPtgwvX4JJbiA8OzsrXEyivOrGZ+o/vVTFjiHP4FIdoCu/lNs0Mur1euFaaR0vMXnLfOwFIzFc4rXHtvS2gKpHFk9dh2xNyfFU1W4MMK7ihYlZ5mXCWQe0HYAxDxcnlbdj06a15Wn+LF/Bh62rAiK+IzBR3q2Hmt8oWPTAOr/tdrvo9XqF65zJG+9/1zhcljEej3FwcIDJZILnz5/j9PS0wBstYXqMNRaa+ehvCmD1VLJuw+EQWbY+eJ23whG8Pnz4MFx9GhNK+r+N7dV+1Xjl6XQaBLAlehAODw+D5/vs7AzD4TB6JXKe5wHE6tFmer1qlhXDFHT86Fiw40PHDb/zwml0bGh6NTCs8aFtqp4fy5/W0/KToqrzNEW2vcvyTfF1VcH7LpXGTaRt+rxKW20Lhr3xYg3nsnJi/Go6y4fVJ3bepHSZAiwP+Gh5BFE03O3Nd2uQyr0UxVswdQXp7OwM0+m0wDtlIzfXebJIf+v1x7ZulPcErirTd3d3L8hVOyZiRpHVxyqXaLDHgM9qtQqAnyFmuqfF0+d64gjf69/MV7+xRpKn2229bTum0lugnDI+yuZjFfnqfXPdecboXchsLSdFNwYYKxBUsgMPuOgV8CYIB7rmY8ECgMIyjQVPdtOSHdg23pbPbf46ydRDrHwxrf5tQTytcl1iUgCj+SqoZ153797F/fv3g2ChYOTVzGdnZwAQzs0FEDbq/e3f/i3Ozs7w6tWrsAlEQR6AcMOf9oleBpJl6wPVeSueClBeTrG/v4+joyO8ePEi3MgHAP1+P2wi1I1zMQNpoziKN1hx3HDZjBeOWMrzPHhmptMpfv3rX2N/f78gYPUkCq1znuehjdSzSwAe6y9+r94Qjg9rOJHsOOX3dpyxnTUP3SijddD+0DarKrBS6bQcO4/52zM2U0ol9b9VKmXKyfJZVh/PKPlhUNxbHms3K0e99rd955UR21DpgWIPdMX48sq1wMSro1dffkc5aueYV7byz3nIW0DzfONFXS4XwXNIwMtzc4H1NcOj0QwvXrwIx2QSvNo+sMes2XYlGLQXASlIPT8/x3g8xnA4DLegkiduFvM2HXp9ax0ZWqZdabOk8m+xWGB/fz+spKnn1taDfFh5DmxWzGw/2Wd2tTs2dvm919ceyLT5WEyi6SwWiLWxfrMNkT+bdxWZ/a6pTAeV0Y0BxlVpm8b20m5j3ajiji2PxSy/bcrRiWGfx9JacGUVgk4eekf5Q0FB4coj0rjkPx6P0Wg0wm5oHrV2enpaCEFQgQWgsFykXgKrXKxR49WRMbAkhl5Mp9OwFJUiNW60TBWM+s62HdMzFpnCn+3EPLw6ar9Ynrzn2hZlAs2uGlRpT68c1tNT1prW+/tt02W9ECnAdZlyLsPDB7pI73LseIqbz72/L0sx8F9mLKTK92TqZnNtDt5kR/mkoJZxv2vjexOmph5hD7SkHD/WqCyrH0M09JmWrad3pOofA8ZeGq/tqNd0o11qE7HmkeLLq3MV8gyxKsDVy2Ob794HmX1T6cYAY7tkYcla5t7EtkCW8bEKgDRwXi1IfqO86DEsjMe1gEtJQQa9tBQKXBJTnsmrAj2+87wiFgzq2ZYae6p1qtfr2N3dfXO1aCt4D3h0mt20N5vN8OzZswL4HY1GeP36dVgmY5yu9Zbp/+oBVe+lthmBOj237XYbn376KQaDAY6Pj/H8+fPQpovFAq9evQIA3L17F5988olrTJAvBf0kCkvLs72UhBvmRqMR9vf3MZ/PcXJyEt0gYY0UeorIt/U62Hag8lOPiB1nHBPWM0HFw7aMeWJZRz0knmOFGx+9+WHnXcwjoAK7DJjY9B6lPGvbkC3H8u95gzy+yryMPzyqptxjzolYm3t7Cew49OJ9NS++tysnXp/pfLZAUFfwLEjzNkV7Y8wastZY57daJ26q5crYbDbHcrkIR6cxrQLBs7OzAvidz+chvfJh2yDm7fNWnPiccopxuNx8N5lMMBwOQ1usVquwB6PX66Hf75d6UbV+bC8rsz35pg4eeol1/0TMaLZjj3zbNo61nXpRvXFm5ZjKd5Xn3ti0TjltI90gbeeHtoulmMyuQlVk9vdB29ajCt0YYGwHr6eMqwpZCjVdDiZ4tMCG3+rg87x3npC0efBvFR4kxogpUNPJzVMH7OYCb/ezgh2Ni2KeGtfaaDTQbrfD1c/cZDEcDsPGL6blxoPj42OcnZ1hNBqFY93IV6fTKZwW4QlV2xaeQmPd1CDIsgy9Xg+7u7vodDqFfChkT05O0O/3LygjW64nZLn0yO+0bbVdmY6hI97lHR6xLdUwUoPPA8bapzauV+tjeSTp2FDDCygqb+ZD3tQg0LO1bTmewE21fYzvsvrE8tQ56bXbZWgb3svSxRTuD4GqtGPsO+9/bw6UzTf7vwd0ynhQOWXHupURHni04NPjW/O1oMuTKzw9iDKEsbIq25WHyWQSNvrSgNewsZic9ChmCPOZ1dPcs6IeYdaJG99arZZbluXHtoXnhfbkB+UZQ0eqXt6h9YmFc6by8drIpveMN8Ud+iy2csyNfCrvOTZTQNyWe93gNSWzNQ2fX2c5Xpoq5WzGbzzNjQHGQPlEjSlua3HzmY0b9vKM8aFeRwJta/2r0va+53e0rhVg6YDWiR/bAGYBQoxYnoZPMM/RaBQ2JHASKug8Pj7GbDbD8fFxiD228auMTfbqakGgBWVeH6nXZDKZ4PDwELPZDMPhsJCWxgM99zEBoKC00+kUPKOeN4rxavQK6xmeNAo0b/aH5sO/b9++Ha7aZluenp5eiIfzlLfnRWJZvV4POzs7GA6HhU00FizqeLFlUYhS0Sh47vV6WC6XQaFUNQK0H1NpqoLGKoZvqrxUOVXqchnF8UMExJa2VUixcQtcBI3b8GBlawokeDKbv/mdXRm0gI1k9QLz9xwwMV501Ug9ifbcXR2rPCWIJwPZPQOsi8plbSvLlyezPSNGv2XIG0GprT+dH14beW2gl4F4fAPFGz7VcaP6WvON6Whg7ejhVdtsQx5hadvH1s2T13zP2GoaM/rOy9erp84THYfc+5LneWFDYYxfr4zroipGRBlmeRs8pKgKLzcKGAO+gLLvvG9UEJDsoE0NRgs0CKwVRNpl7FQdrDeOyzw6MdSjuVgsCqDPE+52AiqvGpMGIFjx6pU9Pz/HwcFBmLg8Mma1WuH4+BjffPNNCK/w2o2C0Co470g7KyjUk21PRlDgur+/j7Ozs7AEp3m0Wq3gmUgJWvYVPRiMt9N2Yj0Zh3d+fo5vv/22UK62gdZZede09+7dw89+9jMsFgv87ne/CwYGT/GwKw66smDPGWVZtVoN/X4fu7u7BSFrFYhtb69NgI1SIdXrdfT7fQCbeGqte1VBa+dpFWFVxQPg5XVVz4EHhMtA/AcAXE5eu5e1pwfGvN+klHfKylSrP6r2sRqr6qG1c2K1WhU2ysbGa6wsO/b0Ugg+m81mGI1GBfCsZ6ofHR1dkNe2/TyHRIxXzzDw9DDzZegCNyVbYp1S3nvypbpBQT6/076l7D4+Pi6EWsSArFfHPM/R7/dx//59rFYrHB4ehqNH7Vi2Y4PtE6vHWld1Cl7eVFhPzMnDetvn9MAToyiPVWXVZWR2FXqbMts+e1ty+cYBYyDtOUpZcPbb2OCzDWqFqy1ThZICaFuO5cHjyeOd3t3YxImV55Wt3/CYH7Wwta2Wy2U4Fo2Wt1d/SwSYqUGsINDG8MbyVw9Au93Gxx9/HLwBvMK42+0GUFhlIlN40xs6Ho/DM3rxecYln+mFGuo5sG2x2QW+8YjQ68wd2jQkdGlU+yK1/MoyyaNdUmTZ9nprHRNe/8VCWmLGhmekpqhquusUxprntum1naoK25jM+EAXKSazq/R/maz15qWm2Wbcar5V+LIbsq8qs4HiGcJe6B/loT0azSsnVbcUMPMcAvrOpiUfjUYjhLnRaNDj5qoS605nBldaCYy1Dfg/9TPTxeaxjgnWgx5irhwqkLUrehZrxGT2WucuLhgl3m9+57W3fa95lRkbml+ZjLpuObwNXVZ+vk25e6OAsSfEtGMVuFlPgAaix4geRLU8vbhODV3gJKOHVW+tsR5p8sTvdeAypEGVKYVFp9NBp9MJcWRK9rg3+1uFgnoDms1mEFI8g3e5XKLdbsvEXd+Kt7+/XwCvuqxPj4l3dTBjVVXJKQikV4Ngk8/sch/bZD6f4/DwEI1GAz/+8Y/x8OFDTKdTHB8fo16vh4153Chmx4xtJ9bh6OgIL1++xPn5OZ4/f164PajZbIa2Z5gJz3vWZUJ+o54NXl6yu7uLbreL1WqFv/3bvw03/nHzB+O8b926hXq9jtFodCFMJebVWS6XODo6QrvdDjcH6tjSjZvehk1VFhYQs90bjUZUeaWUvZcuZZjGKCW8PXmg7ZPiKwa8Yt4gm3/ZdzGef2hUVZlbisXU2zTMK9XfdlxQDllnhjVmVHZY/aNgy5bDMDU1nm17EFBpecqfHUdrGdkCkAdDnc+BzQooV9S89tA6evPZa3OV2wp0Y3pV/1+t1ucF12o13Lp1C7u7u2EfS61WC/I6todB89S/uQ+Gx2mqrPRuAiUA5zMPL6gea7fbQR+9ePECq9XmYivqZt78mmVZKMfqLa8e5J8nQNnYZdWlVgZpnik84+1j2pbKwHiKUrrAy6+qw6GqzK5Kl/3uRgFjpVjjxJYv7IAqyzfWAbFvCEaq8u0JWlu2Amm7UfAqg8um1zAOBfWMUeNSXYrXsvraZ9agUYOCpMfH0SCgAKrX6+h2u8iyLGz4o/DTzX/KoydU6HE4Pz8P1zcTsK5Wq1AGDQwaPxS8nrFm66k30/Hqa26G0ZhBGkcMrfHa2xL5t1eYkjTExxsfdhUgRtvMhauAwW3mXaz8sv8/gNWbQzHlrvO1an9dZuxUSV91TCmvlKVVPHHbyWwgz4vOG2so27A8S1dpp5iOUrBNOU6DQD3bdD5xBdQ6bcr0itZzPp+HEA297Y2bjJmHOqKqjCmm5Woq43QZp6y6W/P2QhpiBrSGOHjla3vbPFKA2ObzLui6Zbb3/qbJ7BsDjHXiKQC2QNPGaerf1krU7zSt5pMCPTGrUyeMFWBajrXcYx4PvZfeev04yQjAbN6aRnmfzWY4PDxEnudhqYiewfPzczx9+hTj8Rjj8TgATZZJwUM+lF/1oqiXWdt5tVoVNolx01y73S6cafnVV1/h/v37ePr0KX7/+98H4bdYLPDdd9/h9evXoZxOp4Nutxuuk/YAK/vDhm4wtlrjx1SIM//PPvsM7XYbr1+/xunpaciHaXlqB/t8Op2iVqvh5OQkHGzvlc+0x8fHoW80LoxGQK1Wc3eV8xxlbujQscZ21qPvtFz1bKhhZ0M5qghnzyi17Z+imMdoGyXg5eF5wK7CZxWqqrx+CKTAjf/ru5QHKAWcqzzzKOYRVV7L8iwzuDjPPYdMTP+ok8A6ebIsC6FelIFqrM9ms3Cd8Xw+L4TdARc33CoQ5Y/Vq3YO2qNL1UGQ52sv6t27dzEYDHB2doajo6PC6uXJyUngnzJej5FMAXk7dhi7rBuFbVs2Go1ws954PA4OD6a1chDYnLXPm161X7R89oHe0mr7y4bGKdF40T0++o5tbHVZamzaNoqB8tT/lraR2dvku23adyGzq/IC3CBgDMCdwDpwdEDEFLn3rkz4pSasZyV6nj7P4i6rq5ahHl0rgIFiHCvrqAJWwyq4qY5eRnphCa6XyyUODg7C0hEtZ03DZ7Y+VYSsBYf0lrZarSAwGo0GPvvsM3z11VcAgCdPngSrPc9z7O/v49mzZ2E5q9fr4fPPP3fj7mx7KqAFEI5e03Ob7RJro9HAw4cP0e/3MZ1Osb+/X8hbjRLviDx6grmcZ9tpsViEjX023ptCVs/J1jFAD7RnEKhQphKz8cZee9mlzRjFBLYChbftufBAtOWh7NtYO1yGriufPwSKGTgeEEop7SpgVd9VAVnet6nxsq2yV++ifk8evKVu9TzauFX1MtoNzXmeF0Kw1BhRR43VWXasxuasJ8+pS+hwqNVq2NnZwd27dwEAp6enhe/Oz89xdnYW5H2z2cTu7m6ldlV9D2yOzEw5nmq19ZXTzWYznKpj21r7Q8cGga86erStWS+9MVDbTr3hMSfCYrEI4Nm2tRo0rIvl1da5irxLUVWj8G3StnX4vmT2jQLGCgoUNHigswr4jYFU738PaHFSZllWiJNKCd8YL1XSKqizHm0v1o3feJakChR6Rs/OzvD8+XNMp1N0Oh00Gg2Mx+ML14XqZj27IdDGNyuvmgfBGUE2T1ZYrVYhNIIxxdwYZ+NtmS8VxnA4xMnJCfI8D7FfXnvyO/5ut9vo9/thM4fGONMoGY/HePbsGdrtNo6PjwseXc3T9pm2t/KuY0oVDdvOenImk0kIp9G+zrKscItTGRi1XmHWOTVm1SCJURnIqUIpoVgGWLz6VuVhGwB/Hd6NHxJ5MslzHHjt6o2Hqo6FmMzWcW43lF6XzLZ82PEVA+/KnyezLWACNifqcMWPq0oauwrggtzxjI4yvaU6hzqPe1L0tCTGP6sBb+tD/cCTbuw5x5Zsm9GR4h0fqXKbt7PaozW99ldiXqk6eEaP5klgbcci24l9FDtH2uNTMYCW6/FfNUyuLK8UXRWMX5WH65K12+Zzo4Cx3TTE3x5I9gQLSS0wzdd6MaxQt42ng5vB+nzuCX/7zFrwllcLfgkAFYh7+agnQgGqEi3iLNvE6H733Xf4u7/7u+B9bTabeP36dagjJ7QuSWnYBH97xwPZepF31uP27du4f/9+YblwOp3i+fPnODo6CiEEOtnJE70HR0dH4fne3l6hHdSY0g1qBOV37twpbKSjsmE7camS/WDDEFgP288s23qR9dYt8qxjWgF3nufh3OZOpxOUEevD2GVuOtR6p+LedSnQhujwGZWXnt1p62hBvDVetU46DjyKzb8yqpJnmeKvmmcM0Hygi5QCxiljKgWKNa2XRxngYRo91nHbcVE2NqwTAigCcQvSbd1SRip5z7IMJycnePXqFZrNZpB5DBvQ+Ub5Y3mrCop1jus58Ds7OwXDmQ4Knu7jhS6yHip/mF+ZM4M8NJtNdLvdwiZl6zzhyifL07pqPWz7az94+sa2if2efUuHEsNFtB2oZ3RlLsULie2m6bx5o3rYtqX3t84Lm1cZvW1HQKoOZWmrfHMZulHAOEYxb0OMdABu41XyhLAFsWXpPaVqvRZWSMUAeor3lKfCLqVNp1NkWRZibPVqZD2OzAp7jauNHXjO+ilo0mckgluNp86yLIQJqMcjphRJGt9nwwusgGee3FjheR/42+4ub7Va6Ha7AFAA0pZYnrfk56VlPLG2hVVgyqO2jZKGuyjw1V3sKVIlEzOwqgqcWLu8a0B51TLfthL4IZGniN9m/vr8KuV5ThLPCeDVjc9Tnj6mj+kAdWrokWSUTzbWVeWFyuKql1QoT1ongjQbT+2tMJXNOdUNXvuyfOvQSgF7NUpIjIsGEJXXWh7zKZPZeguhl2/Z/5qXZ8BU0fn63sMRtl5ldFOM/Zsos28UMPYmjPXOcvJ7HjCCoRi4ik1ILUvTqtdQvaDWcxYb2LT8dRnKAyAqNOyRcgr8CHgI8oDNRQ/02KnA4kkJT548CScycAPc06dPL5Sj8WTL5RK9Xg+DwSAAWgWWXCLSjWO6q1f7Z7lc4uXLlzg4OCi0Gz0sdtexZyjUapsb4Gq1GobDIer1erjEpNVqhT5ge+vFJi9fvgyeYhWonmJgPvfv38fPfvYzLJdL/NVf/RWePn1aOHaPfdDpdEJsMb0aGvuriqrVauHLL7/Exx9/jEePHuF3v/tdQaHRY08edDOqtou9CEAVigX4SnZDCje58DSNFHn9YpWrvtff9nttl+smnYspkJR6pvO6qtL7IVIKRFoQEJORNq0+13cpEKz/a56eQ8MjfsdvFGDGAIh1muiYsfPSCz1TPUKiscsbM2ezWZDxXNGy5Wg+3KBrV9+YnvVSoKeAlWlXq/VtqNxUbIG3XVWzxPx40VSWZeGUHr2dVdtp/c26bXj7qQJR68zQskiDwQAPHjzAarXCkydPQswz02h4oe7R8fpZ+/fOnTvo9/s4OTkJm9q1vexqm5efXSG2RkiM7Lyxq55VKTbXbgJdRWYrVZUTZXSjgLFSzLLmszKFa/OoUp6XpwqXMjDgkfWcxmJzNb2Wa5fOAX/zlgoYu/lsOBzi6OgoxERxo4KCUwAFDyv/bzQawXvhKToKOjVI+Jz/c7ne3tCjfFthYvtMy8rzvCBk6dVmfmwzlkXwp14XJatkWHa328Wnn36K+XyOZrMZ2o/Gi9ZDD+ZnH2m+Ol52d3fx0Ucf4fDwsFA/5qnGYFkcmeXZ1iv2jabRa2dj4ERBYqqsmDCzCtqrty3L47msLSz/26bfRmncNOXyfZMdAxakltFVFbYHapjvNnl7QL+KsrbAzcr92Li2chXY3EJJWUAZqt94m/sU2PN/m7d+7wFs/uhlF6n2YZ1jdeNze7GRBZfrbwBgE0OcSj38RQAAIABJREFUMkqs/gDWJyoNBoNwdr4tz/Km33qyg8/a7TZ6vR7G47HLS+p/j6rMB5te81XDJEYxw97yua3MTpV1VbqMDHgbQP/GAmMFevq/B0pjFpqXtmwgaVn2nXp87fK2B+RpSSpQ1TN4NRaW5C2T6fE8/E53N6vVaz3Seu6lvS2IHgDls1ar4fbt2wFs8pB1PWaNfPHZaDQK/Chgt9a4HcC6q9fGgavXhn/z+k8KBd60RPCuoFwB7JMnTy7EAGsfE2B3u13U6/Ww4eXo6Aj/6l/9K6xWKwyHQ/e6btvP9uIOptEb6h49eoTDw0McHR0VvPTMi/3CcUElSWFveY8BY6uYmZ6/2Vca0mHHnp0D3lj3hKKn9KqSB5xTVJZ/LI9tFdpFJX7zPC/fJ6VAcJly1jwuAzT8vP3QpJgRxjTWGaKy1uqjGH92pVMdBfY777muOlnPrBrNLIfHWBJA29U9mzdPQfLmry0rBii95/aHckt54WVCVt6oLuSJFzFgzLSMI+dq5Xg8xsuXL5HnG+dJrI1VX2pZij3IF4+im0wmLtC2QJ1617a/bcMUeQYNn3khHVXnTgrnpL5L0XWA4svml+L1sjroxgJjIO0N0zSe0PMmsIKi1KYMBXF2AulE8sgDTExrN13pxLOCgvzpuZXkncIgy7IC4PNCNRgPpsCYfJFH/r9ardBqtXDr1i10Oh0cHBzg5OSkkCe9yORLNwxqn3j9pAJdBZsNO9BytK1OTk7CrU8EqrxN7vz8PBxpRvDI5UL1hqpBYEE0QTbDGU5OTvDrX/8aeZ7j/Pz8QviONQDYzp6yZ7gHADx9+jQcWaeGhvabjiM9ukjTq6Fkx46Gx2je6k3nCoE98UL7Qeu4rdDdFuB4iiCVpopXY1uBHWsDj78PoDhOl5XZ+l7fleXpkQXFVWS2fmd5sbrIA43ABrRYYGzDomK8xfSNbRM+q9fr4ZSh0WhUOEuYfFEmeHHKyrtHNNxVV3lA3XqqCYyn02lY+q/VaoXb5HQ1knmrXrOA1aZttVoF5w6P2iQwjs1dbedYOAJlK7A+0YmOIw17s32nY6AMGHug1mtfTWdDFD2eNb8qlALK28rssjRvQ2ZX+XZbmX3jgLEnpIA4SI4JUf1fAam15DUf79vYhPK+jZUf6wzywgnqCV5+b4WtvWxCwRq9nmdnZ0EwWRBlPahqADDelDGxNp7MLuMonxTU9NZq7LDtKy3fM1S0rzQPDS8hnwr01RNqhazXl/yGsdRqPEynU9Trddy5cwfNZhNnZ2c4Oztz+7rb7WJvbw+r1SqcgLG7u4vBYID5fI7hcFhoDxVu3jhnPXmWs168khIe1gioQl59rNKuIlyu6jkoA8WxeejN36vy4pXzgS6S19b67DL9UEWBpvhZ53HxWeqbKmDCAlhPH+l7DYUgOI3NK8ob3c+h72MAP8/zgvFPGW/BVZlhYMP4WLYHyC1fXvswL9tW1GN21ZXpPUPcm/d5vjmLWGUen9kVQK/dms0mOp1OaMM8z9Fut4Pei22O9tpB+VZvdhWq0k/b5lOVrktmV3n/rmT2VelGAWMFh3ZnPb1rdilZv1ViI+uE15tuvA6yE12BmXrf7LfMXwEYJ7714LJuBF7Ku91EprxywmdZFq5FjgGrRqOBw8ND/Pa3vw3Wuk5WLp3ryQ78djab4eXLl8iyDP1+Hzs7OyEty6Pgjm20azQa6PV6yPM8gEG1FllfLZ+gTwG7lz/57HQ6WK3W99szD9uuGtPsgWJVVqvVCsfHx4X0DGHo9/v42c9+hgcPHuDrr7/Gr371qwvWep7nuH37Nv7BP/gHWC6XePz4MUajEb788kv80R/9EV68eIFf/OIXmEwmF8aH8qWepcVigXq9jt3dXdy6dQu9Xu+CgagKhnWxxoIlNSzIu3qS2YYKrrXMmIFRZlzqN14eNo3Np+yZzVvTeAqqLI+bJKhvKpX1bSrUxwMqOq7VKxejVJ+r9y31nQV2MRmvskvraHWSfk/ZZ/dcWOLtba9fv75w25t6exVskxjyRt1gz//V1SLrgNG532w2g9zz2oR5WL2qbeblT+ImQuphmy4FsPU59YiVcXy2WCzQarVw//597Ozs4ODgAC9fvnTz63Q6uHPnDlarFU5PTzGfz3Hnzh3cvn0bw+EQz549K1ztrPrFjlVty3a7XXBmxGSafld1JVrby+oz23ZVnBmx8mwe74KuWu51yewbBYyB4sCvUsFUGlXoOnm9CbmN1eO9Kxt4niVorUS7ISGWh7ccZoEGl995woGnnLQN9G+bv37PchTMxuoXswhjwsLyFGsnPZEhBdzst1W8O/pOBZZ6ALx+pELQuHGNK1YA7ile+9uCOsblVSHLn6eIbf35XQzAXGV+bJPGK7sKvQ3h/QEUvx1KyUtPZl+hpEvxoLyk0lTVUQoaPdnEPOj8iJ0nnipbHUix79ThZHmIlcdyymSPbU9rqFhZa8uLGb9l7Rv7TvlOGWUK8vVv/u8ZSlUoVXaVesTKu06ZXYXeNxl4XfzeOGAMXPTwcYCq0FAr3LNe+Xds6SrlaSDZfIHiYd6xya/xqwpUrefU8qT8UoBp3Bbry+ue6R0Aisdv6UYtxmBlWYbpdBp2OhOsaf00jjjLsrD8rx5JvtvZ2cGdO3cwmUzw5MkTTKfT8B5A2L1LIEz+er0ePv30U9TrdRwdHYVb77jjmgDQE7SsP3mnoFdvhpINE7ECMGUoKIhfrVb4+uuv8d133+Hw8DB4PHRz3Gq1wqtXrwIv5+fnWCwW+M1vfoNHjx5hNBqFa6m9ccYjjdQzxDJarRZarVYBHNsNnToG6ElRj7T1urOvvNuo7NyKgYiqCq4snr9KHmVk56DNy3rg1ACP8aP56LurA7Y/PPLa3wOD6vSIgSXvO83bA2BeOmAzh7zNUprejhug6GGNfcdnKrNtfpyTTMN06oCw8aj83m7isoBH5QTzUo+v6rB2u41ut4vFYoHT09OCNxtAwZOr7cWTHrJsHTOsN4gCKIBty5vVidbgSc2/2JwuI+oE7pFhWJvmwfHF05lY/9VqFb5LHYmmThBPl6tTxI7bGP6wTpPYdzEjRdvnKrLU5nUd6bbJy8NVVQzZFG377ZWAcZZl/zWA/xJrCfQrAP85gPsA/jmAuwD+XwD/aZ7ns23z9gZRaqkhZbF6y1868WNK0hNA/DblhVOrU4mhAXrcl1160mNmuNGKQJwTlKcfqMBXUEUDguUoMKbwU3CpbavgkXG3Wi9+NxgMcO/ePQyHQzx//jxsTKBQUvCoQrvVaoV43clkEkC8hol4S3QqHLUP7IYWS57FTyXjbSKxY4L14U5nL4SERs9wOCwotzzPw6keOg4tKFBBqlc4M416na1i8SgWwsP+UGUfE2weMI4pMc+Lkcq7jDzwYXlI5a0C1utTm9aODa9/ysDY+0RvW25buVlVZit5MrusL5luUzYK32p+MX68saxz2vJEXu18UZmn4FjlOWWs/njA2Bp1ljdbP+tx5k+r1UKv1wu3fNpvPflEMK9n1VO/xORIbI6qUVTWF7F+9sCiTctnvE3UxkzzmRoRWoaCYU8WkexGQU2jerSKzPb0VMzIiMm+KgbEu5TZl817WxBcRa5vS5cGxlmWfQbgvwLwb+V5Ps6y7H8B8B8D+A8A/Pd5nv/zLMv+RwD/BYD/4QrlRIWVWlgeCPDy4vcc+Nab5SlJLcsDVHaSekCNgMqeEuAJ7eVyGeK9lHc96o0g1HrNh8MhTk5OcH5+fmGCE2yn2kjLtOC/0Wjgk08+we7uLmq1Wji+hu2iwl/bI8syfPzxx7h37x4WiwVOTk6wWCzC7mkNU2D8NHcse4ObcbSWX5I1SBQkMr3tT1tfTWcnGftMPeysA7/RmGz9TvlTJWqFGstkvFqv1yvEn3shHdyQ6fWdtgVJTzdRfrR9yoDENs+3Ja9NgHKF6o0//d7GdXt5KA/vOxBWehdyOyaz7e9UO3vg2spMr19UZlvg6KW3wMrmZWPvLX8KcD1Pns5TO9f5jFey614O5aEsjCEFNrMsw2AwCCtSBLa2DrY9smy9x6Tf72O1WoWVRnssJn/XarULvHtt6fGovNhvYnWy7R/T2/Y7PlPe+Y2HJSx/Hvj0QFmj0Qi6zPKspE62mJzR5zZm3zNIboLMts+2laEx+REjC46vKrOvGkrRANDNsmwOoAfgOYB/F8B/8ub9/wzgv8EVgHFsIFgAZ4WmChNviZ2CjGBDLWALeikQ+A0BSErQWo8dvbxahxjg9zyZbIs8zwu33al3maDzyZMnIcY4z/PAO0MrVAjYH21bBfd5vt7B+/nnn+Pzzz/Hy5cvwwYzFUR6pI1++/DhQ/zpn/4pXr58iX/xL/4FTk9PC8CMnmKGfnjta6197W+W44WeaJ20bvzeXthhDSLtH44tNa6azWbw7jPv6XQa2oI8WgBKXjWmTccQ69DtdrGzsxPyVh74TL/3QIcdZzS0NF7bA8YeKW/2WUo4pUCIp1zs76rCzgPD/DtVL5vHHzC9VbldxaDxxmhq7CjI1RUtm6f+vVoVL9lJ8euNSyvDbf20LFtHO+6sMQxsQNF0OsXp6WnQMyxb52lMjlkebLvWajXs7u5ib28Pw+EwbDCzBooaD+Rvd3cX9+/fx3A4xKNHj0K4HN/bG+xioJjleAap7R9rvNo8VO9pO+m3tg3sO7aLDXNQ0G+/s7Lbk+nKR6PRCGGOMdl4GSBnDSuvbh55PGxLVWW2/n9VOWrHdIr/66gj6dLAOM/zp1mW/XcAHgEYA/i/sF6CO87znNs4nwD4zPs+y7J/AuCfxPK3EzU2YMsmgPdO/491nL6zsZqxkzFiZVEoxCas7XgFXbbelgcbR6sbvGz9PGXk1d9+w+PCOp0OZrMZjo+PcXp6itFoFM6K1LhrFZyDwSAICH6nl4wwndZH28sjK8wV5CmVrSKkBCnfe4I6pviZbhsAp/3ugQNVBPw7FTaiv2PkCXabj3fEXUzpVxlD29B1CDaPbgof3yddRW4XZXbbzf8qMjtGVfLQsvlex2tq3njE76uCDcosbyWHaWK8a1nefKois206rmDxnHg9T9iGgmk/0TlBWcrvvPhXb7W1at+mZE+KqoBAL41tt8uA0lg5StaAs316FaDo6Ruv7DJerwOwpvK/Tvq+ZPZVQiluA/gPAXwB4BjA/wrg36/6fZ7n/wzAP3uTV7T2VNLqnVIQFLMSbMwsUPRwcXColehZf8pDnucBHPJSBI+HGOhQa1Xjs3STB8vWzWg8xYF88pxFTaeCi+nsJkEu7fOdFSAxMD8YDPDll1+iVqvh6dOn+O1vfxuW/7Jsc0SQnr+Z5+tzff/kT/4Ed+/exePHj/GXf/mXmM/nGI/HyLIsxBZzI99iscDh4WHwdKeMHu3bWq0WjsZh/gqwtS1sftqGtu+8MaUeVgXibFcdO3YJ1ONf217jiOk94pFtNC6ybL0cOplMLvBmx4HWwW4gqdfrwdNtlxP1uChdRamilKoKsm1BUkypXYYPbyWB+cYMqOtQbDeBriK3izJ7J9kQdnx7ni7vGztuDe8FuVQlPwABHMZW+Zh3iuwc8HjQcDk791X+2MuVPDCl401XicqI33IvR5ZlODs7w+vXrwt7OXS1UZ0rjUYD9+7dQ6/Xw8nJCb755ptC6BrTtlotdLtdrFabM9urGMgqW3n8qm4wLBsD2tbaNym5oXo5FqMdwxGenMrzvIAp1Gmiq9GqHyjPPceHrbd+Y3mxe4OYj13dfZvgdxvj0n571bK9fKvKgW3oKqEU/x6A3+d5vg8AWZb97wD+HQC3sixr5Gvvw0MATy+Tue0EO8BJsQHtfet5HqoIWQ48oLrHWL/VH1KZB4Pv9NQAteqBjSC29bXpbb4xAesJBQLfXq+HWq2GyWSC169fh/II2uyh8uS93+9jd3cXy+USBwcHAFAIXWDb6znGvK7U9nfMIqbA4K11MY9BTFh4ho1+F3vv8XUZoRH7RsvVpVh7JbimTS1nkmLhHSRvTqSUR6qOlxGI2wpg+22V72h8KF2W3/eM3prcjs07S2XjSN97MqnKGNc5GTN0q5CtSxWjMCajyHvZ+LR8ptLHDAju16AhPRqNCu9tCBWJHuN2u408z8N3FlCqYyDPi3tLLF+x9rAhd7G6bSsHvH6KjcNtAeQ239h2LdM/ZXnFQDvzSMnsqvR9yOxtyOb/tmT2VYDxIwD/dpZlPayX5P4CwC8A/N8A/iOsdzj/ZwD+j20ztkDUVlyFCy1O3UzHAaGCyoJkXebQcoGLgIdgLc/X3lMA4dgaL0TCggzGkdE7x5t2rKWnPKjHLtZGtn70CNvrNMmDegZ0kxZ5oHAj8Lp161aIbf3mm2/CQfIa88ZNBrVaLWyY63a72N3dRaPRwDfffINvv/02gGkFYmqc8CIQLvWxH+nZBDbH6fB7WuHkm9+zr6yw8MYV68F+0Xpoej2aJxYrFxsHOuZYX5ueXnStjx4Sb70PnvLkeKwKjjU22psLeV48YcNTNt7zKoquqkFrv60KTmLll5Wdophh9p7RW5XbQLpPgY1TwNtMZ+crf2uaKmOA8izP87DaYle0YkqV73iDWpYVV5xi473MOPa+sz/ec5INm+MzBbjdbhft9jrM5ejoKMgFBaC6p4H90Gw20W63UavVcHR0hOPj4wCKPYeAyhvrLbYbmnVcWJ3H72Ohhna+WgOd8ks3/um4sh54r0/KZIam1d82HhxAcNB4l77YcatjtCo4tqcTeXqgDKR6z6uUX3V+v026jMy+DF0lxvj/ybLsfwPw/wFYAPgl1sts/yeAf55l2X/75tn/dJn8LfjwhIi3G9bzhlqBY3cKazrvf93JyxvXFKzYo1283zx7uNPphHJTE8IDNyzP3sSjdbOCipPP8mhPq+DvLNvcrLe3t4cHDx7g4OAA3333XTg7WQWfHiVGvpvNJm7duoXVaoXvvvsOZ2dnFzaYaV8xBk6PAuJ7Cj9gA4wt0OX/DAHQG+9i7Wq9JfSUUAEqMKaArdfrhTADT4grkLYUEyjL5TIci8c8GJ5CntQY0THONqLxllou1jZgfTw+Y22XSpMSwpe16GOC2APw9nkKBF+Wpz8AUPxW5bZnyOhzBbj6vEzReu1ujU5Nq4AP2IQxKFjx5rDNh7JET/Ip2/tgSeVi7BuVG6ln9r0+15CynZ0djEYjHB8fF5wMuvxvN+uqw+b4+DjsHYnNPbaNOl00TwuMFRRqn6nu0fqkHFbKi57M5IWRWSMs1gde/qn0VnezDVUfxnAGebNnzZeVqXW6rnqkyroMVeWhyty/Dpl9WbrSqRR5nv9TAP/UPP4GwM+vkq9HFsgA/ukEXrqUYuX/nqXFfLgUNZvN0Gq1sFptzhj2hIfyxxhRFah2+YiTOhWHZ08t4HcKktX7y/+rWIcUHupFyLIMo9EIR0dHF06eUOHDOurSvoI06wmgMLPtTOVjT0pQockNJbE6KV/aTvres7D527vxTz2mKeue/Nqzo2moaL5WGVueCNJ3d3cxGAyQ53lYceCFI6pYqmwssgpaVxdsPaoKtxQ4sWm8/D2y31YBo1Xm91XoDwEQK71LuQ2UGzL6276zYDqVt/7PuFg9IjPlaVP+NK5e842B0214s0DIA1hVgLfWQ+Uy91h4FwmprLN1tPLN6kC70c4Cbcuzl87jp8zotc/s9ylADVTbDK1haszLGh4pmcZn9Xq9sP+HelGdGjbPFG8Wj3gGU+ybKnRdMvsyaavqlu+LbuTNd5Z0clrwyIGvS+8KqDxLzeZNspOAZU4mExwdHSHL1mc70pOnfHkCjiEUnCQUPLHNd4AvZEicwIyl5dmXAC5MPgXJntDiMwWhanmvVqsAihmaoO81r8lkglqtFrysi8UC5+fnATTbdqVRwXM7s2wdNsCwCZs/Y451w4jnpbdnU6tlbm8+YhvpMypS9pOOF88Tq9/neR6AK3llHe0SnxpIVhiT936/j/v376PX64VQk8FggF6vd4EPvenOAxLq4ScfNF7s5tMqAilmeNj3+s6bh57SseV4ysGWYdPE+LA8pdJVNQ4+UJxiY8oDxmqQ2zy8fDUf+3eWFTeocgXMnikbk4u6WqRzit964DHVBgAKOsKTRVp+TGaTVL5Z+UdQrDLMk1vcCKayyV5ExHwV3KocpO6IOXrII3WTN9+tDPbAaawd+L1Nq3q17HvdJOfpizKZomOj1WphZ2cn3EFAR1qz2XL704L2FFZheivnmdYzMjyqKiurGi1e/mXzvSqPlt6lzH4vgHGMyoRTTIGn/ve+z/O8cAWzp+iZzvKnS03Wo+vxnbK2PMFiJwh/p6w+KyyVf33Hq5pVkHsGgMeTZ9mm2sneHrQtSGM+3tFvKWND+feEVVWqOhlTeWv/NRoN9Hq9cONUbPxchldgc3WsnmlKJadlVBW4VcmOO2/+XrZOVcuOjcMq336gq1EM8GybRxWZzdW6WLhQChx7P7aMt8F/jD9PZseAo70trwrIjAFyqxti32vaKvWy/1uPtJd/jO9U2m34uAxZB4Tdt3Ed451k+5ble86DtyWzld6FzLZlvSuZfeOBsVr3tOT0VjEdfLT2SLr7HihuWtKGjoEhfjuZTHBycoJerxdOWKBXwvKoE0Ev9ZjNZuESDgWaDA/QjR6eVWy9pPzhN7RS9exK1k0tSjth7G5j/W151fayeWkfkR89CkzL0GPusizDfD7H6elpqBNPumi1WiH+1nrAbX3Ic7fbxUcffQQAIVaOy6nWg608KV/a7nYsaP9az3Se5yE2T2N/bft6XhENL8nzHL1eD59//jk6nU6I5eNVrl4Muc1bQ1u0Hvz7/Pwcx8fHIQ5R+2yxWISrUj2+bX2UPGHpKVer9LUNvbz0e223FLj2xoeXr+WR7Rer4wdKk+1LO28BH5Tpt/pO89X0KYXNC464qYwyy3ooPVmgIWFemJIakCnvVqy+rKOGeNjVOJXZtv4p0GPDC1Ngie9ZD71ZNdYmqtu4GgpsPK+6oud9p/zzGa+qBtab2u1lW14eli99FivHth3/Vh2nY8QjzcvKiGazGTadc8ysnUvTZPiM8hObH8B6RXMymYRbCMkDx2LqhKqy5x4vKf6sHE+NSU9mX5bKyrkuuvHAmMSGjU04r/Ft7JAFiHaAesKZQnYymYRjyexVzF6HKL+6QZAD2IIq9Wqo4FUevcmloALYxOh6vMV4jU1IFfwewNXvlScAF45O07JtyINnBfPmIG5aJD+2v2xfNhqNEJfLky68vrH11vb1AJZ9rmR3eMfaKcWHCmXWY3d3F+12G2dnZ5jNZhfOweS4suNYY/88cAyshexoNApnPquR9jbBYAwc839LnqFYpvC9svTbsnJtf38Ax5cnBYiejLH/e3OtTPHab4Hi/g7K17I8yKOCaPtMy7Iy0RurnjzwZLLO1VS9Ynx7f9uxXtaOqtNsuZ5BYWWrhiXEQhFi5eq5/LpvQusV07NlFJMhKQxQlbQ9arUa2u02Go1GuPnUAlYtMzbuY/MkFv6mevRtU5k8rpKm6nwuK/cq6croxgNjCiWNIdYftdqsMLXCjMBFYy49C9LmwSs76cUkgPC8rcxHB2uWrb2inPTWO6jpVRhoncl7lq3jnNvtNk5PTy9cTjEYDHD37t3g5Vavh/IZC3PQ+tCDaD2ttp1t29fr9XB6R0oh6Xe2/WiMeN5QCw75O8/XIS/7+/vI8zzERzN/Fe4xYyklLGMTzrPUyxQD+9yLjWd9vI2IWhbjAq1hwTHOfLwxNZvNcHR0FIwHD8BYivW/TRMDN7Fv9HkMNMWMGVtmKn8vv1j6qvl9oIvkzVcd6yl5wL7UfvLGnfe/5kOPps4huz/F9qvqEnViEPTE+CkDOACCU4WASYmXZdDLrd5SWy+vrvq3d0pDqq2UbxrF24IWEvWELdczBpS4JwXY7POw9YvxVCaLYlTVULPl6PiNbUhUXQJcdGh5zgwrNz0Dh6c36TGxVep6XVSmF7bhZdtxVhUUb5M+Re8FMOZvPXbGBv57YM2z3j3Ln7/tRGEek8kEeZ6H6401TMATlLo0xkk+m83QbDYLB6HzW10OsXkp+Gc4xs7ODnZ3d5HnOU5PTwt1GQwGyLL1bUfj8bgAaDUcwW4m8/7mLlseo6YA0tv0QGJ8LEMYyshTNLqBRN9bUKv8AMB0OsWrV68KY8B6TjzgpuA0FqbDvrUCzxtXnrK0f/PMSxWouqznGX/0GjMfxoFb4yoGjlnOdDrF69evwzF5KfAfs8JTgtIDMR7wieWVEmweIKkKAJg2Vk/PQCzj5wNdJDXwdJ7GgHEMJHjytQoY4pi2q3we6FAZAWzmNZ0KqXEWk/86P+kRbbfXR3VyBYzfcCP3dDoN89szDFKrUcqDvdHO49US42NVbqTIm2/WQNc6poDxcrkMwNjrG5sX08WcGd43VmZ4bRFrGztGvBA6DxxrOXbMeiGKMXCswHg0GhWODI3xHZPZl6EUiN2mDMvTdYDjyxpxZfTeAGMdkKkJruntRPG8BkqeUszzvGAJp7we+sx6aL3JYOtiJ4ZVJAp0eIJDp9MphGnwtjl7Li550lAUO0g9JWA3cpA0xs4CegX6asR4SkXbLmbgeELNS58iOxZ0HKSMqlhfK882D/3fgnJgY+zY8Zznxc2DPJifu+q5jGbrtC1l2SYGU2OJdYOf0nUI2G3yuEp5V+X1MmPrAxXJghY+S6UH4svIZXPQy19lXFk/pvLw5neZga112fxfQ61WDFcij5zjev66BXApY85SWVoL5vhMf2Lg2JPRMWMy9V0VioFi+7dXl6uQ931M77NelNl0fKmhkYpZ3oaov61HfRuQ/4dM1ymz3wtgrGBGA809K1EHhPXo6m5RC/Ys6NM03L3PpTla+HZQUpjo7WXkl15Xhhfot97xYKyrLo2RTx4L1u/3Q9jE69cFlV2xAAAgAElEQVSvMZ/P0e/3C2CZl2KwPjZGm3lyIgPFQ9ftVaIaT8s2IAhXEMe2bjabUQHhgVTPotT6pwSg5qeGiAXXzNOGtGi9qbB4LnHsDGPlT+uoKxrsb44J3ma3XC6DZ4te38FggG63i1arhePjY/T7fdy7dw/dbjfcSBVrA9senveHaXgEoW6w1POWvfauSh6I8NJ4wCNWtyr9X/Y8xlNsHKUAyQdKkzUsY8a4JWtEqpc3ZoQynaYhgNCzZGPOEiB+Q1sMXPO9nX8qI1W3rOV5PWw049n4q9UqrEDm+fpyDV2NiwFjC2C1XrqJOGac6MZxa6jriqc3P62u8gyblDz3KGVAeYaW8mL58sISY3Pe098q0xU72BAV5s9V5Hq9HvYi9Xp9NJsNjMfjcGxglXp7bcT/F4tF2BNi9468SxmVmodldFngWiazNd11tEX5mskNouuwBrbJQwetF+tKigkLKxQsGLXprDLx+NHnBOk8OzfP8wBObf46oWMK3/Ny2iU578czNMoUmW07y0tsgHugpWwiWCUVq0vqW1vfmFK33pZYm3ne4jzP0W63MRgM0G63C4qdt9957bbtmFYDThWkB162pSqg2Et7XWliY67KfPpA7z/F5G/Z/OY3lmLPtpHZxf9rF8I6CE5j+afmkZVrKdnuActYXS8zL8pkdiqNR7Zu/Nt7nvq+LI1tF09X6G/b99woTgeIbmZObVrfhtSA8xxMN8l433bsbAO035XMvvEeY5KCNAvWdGBYC18bkl6EbQSEWo4W2GTZJh41Nlm10zlR9MSG2KT36q1xqPP5HLVaDYPBAPV6PXgSuZFBN66xTeg5oQcbWF9x7R3RpW2p9VCrXOOi9flisQjHgOk5ubaOGu/M9uDmRu1nL943Bsh1TPAZj7Bj+wCbcIbYhR42Hyou8sO/tZ9arVa4VlXbX8FtlmXBS6t5kac/+ZM/wU9/+lNMJhOcnp5itVrh9PQ0HNND0pUAkp72YduH+fOKaY5BPrd1S4GFFKUUoze+PeXjjbltyraK2NIHMPxuyBp9sX5MGXgxA9um3wYEe3sCYqTyvqrR5cuqFVarZZBxWVYLe1dWq1U4dcZ6ALVsvqP3UmWj116Wt5jcZJsoP6n2tP2l3nivv2P6NWZIUFdZz6/q3CpOAc+RYXnh6ibltO07r0zr4Lp37x4++eSTEJ6W5zmm0wkWi2Lom7fqaPvBvtdVYx2DdqPodVMVmV327TbllH33rmX2ewOMgU3D6RKXfe8JYA4iDkw90iylfMsGhAI86wX0+OY3NpY3ZrFqnTQdgS3jjPN8fYIEN6wtFosAnHTZh15H5gEgnPM5mUwwHo8LwiYmfFRwEairEuBmCoJeKwgV/Kgi8G5Ssn3Nsq0g9sIxmJfeqOdNeCt4PZBsN+5446xer4eb6uzmQYJrBcY6dvj+4cOH+Ef/6B/hxYsX+PWvfx2ueNVjjPQsb5arxgXrrf1CUu+GHX8KGMoEkbZFirYRklYxeGWkwMm2IP46v/9AaYoBY08Ge8azt3GuTJGmgFMKnHl5x0BcjLxxu55bNdTrDeQ5gpOCoEzBF7/x9kLQyKacr0KeTNN6UGZ5wI+/bT9pnlZneP1UxdhW+WV1tK2PfuP1p8q1WD5ZtrkDQB0DCoyBoqfW6pfd3V3cv38fZ2dD7O+/CvrZ3j6oPKhTSdvQ41FDgSzvVQwEr51SdFWZHcvvfXJIvDfAWON0gYubp2xMkEfaManYnFQear1pHLB+q8snzIsb5fTwb69cOyFVUFEgdrtdDAYDzGazEHP06aefYrlc4vDwEKenp+j1erh//36IJZ1Opy74pjDktcsK4Aji+Ez51KspWRcCUACBL3uhRsqAsJ4RC+KtZ4L5ecDd8kpDQY9fUqEJbI7W0+91nMQEsAf87ZgkHzZPpmec4enpKZ48eYLxeIydnZ3CNdVaBtvJtq0dM7Zt9JIcfmvj57x2jNXZkmecpKgsT9sfb0vwxgD4B7B8eeJ4io3FKuNJ0122TzTmV+emLUPlEmWed/qQraPNx8qntdxuhguL5vO1TBwMBlitVhiPx+Eykp2dnRBLGjuXVoGXlTna3t4yvidzmU6BsVcv5m9DxTSt3d9hHR18FiOmUxmpetG2r37j/V9maKcMbJWHnvHGtptOpzg5OcViMQ8hcF65ntFQxVjwvrNOnCpUdd5sI0er5JnK7zrB8nXK6vcGGOvJC1bQAcXBF7MQPWBs38eEr04ECsxYzKfeAKQhC4PBILlTVQWKbhQkERjzrOKDgwPs7++j3W7jiy++QLvdxm9+8xuMRiPs7e2h2+1iPB7jX//rf31hslJYTadTjMfjQv2azeYFw4Ob0LxzJjk5G41GON6NYQAeMNZ2sx5Ktg2X++kVYf7WU5KaWGr9e6dxxAC1LlvZTQ4xr4sS62jDLizP2h+MFd/f38dvfvMbDAYD3Lt3D3me49WrV5jNZheuu04pTpJ6PKyRwPcMX+Fqg7ZFGeiMCeYygW8NG688z1uVyt9r17KybT10HH6gq5HOOwtMY+n52+v7MsUXA3Mq22Ixnx7osrGjsfJjQJT5co51uz2MRiPMZudoNBq4des2Go06Dg4OMJ/Pw+UQ9B4ztEHzAjZH0dn62Xb1vJ1a7w1oXztrGAZg02qfeSElbBsNr1MeNDSujBQYe4Awlt7rv23kkgXwiiW8Minja7UaRqMRDg720Wq10O/3kefA+fmwsAGf38XawOPb8qDv1Unk9W2s/sr/VaiKkXGdlJLZb4PeG2AMpAerktdp25LtAJarE1xPLGA6j2eCOl3CthPBKgxPGbBs3lqmXl56AbvdLm7duoXJZBJuTKtylrAKV89rYPnx+GdYBoDCtZWxNtG/LRDV9o6VC1zctW4Vif3Oq1OZRRuz8mMeMCoJexqF590B1qsJt2/fRr/fR7fbDfX2Lu7w+KlKVH6z2axwMUxq9eT7oKoehhi/V53/N6Ud/lDosuN1W/Jktp33dtNrKq/YErYtS8mTMWtZRoOUXl7GHa+9ybz6nVfYV1X4VeZDSuZ5K55lpKDcpq/S1zFjOMX3NrQNQNay2OfeCoenr7rdbuFEkXU/+/1/WaL+8I5p09/fN71NUPx90HsFjIENOLQxWSmwTEBBUpCiAywWK8x33Ni2XC7DecHj8TgsQXmTjXn0+33s7e2h0+lceE/hFAvO1wkxnU7x+PFjvHz5MgDRWq2GFy9eoFar4ZNPPsEf//Ef48mTJ/jlL38ZvA52smrsHr0GrVYrLO15XmHbJjy8np7Mvb093LlzBycnJ+HAds+LwvwI/DQGmEuEGtbAfmGf84c37HHDH/PTkxYs4LeK0o4LHU/q3dZzrL1lWBI32nETnhowXAXQWOP5fI7bt2/jL/7iL/Dxxx8Xjvc5ODgAgPC9jV2OkcZ+W2D96tUrDIdDHBwcBGNkMpmE9NrHtm5VFE0Z2GAaaxzxtzeHvDxiYSQpYv96aW3Yywe6PtI55cmS2DeWvDGmIM17t1qtCvH5PC9Yl/o9cAds9l/QAaJ18fYc2DSk5XKJk5MTDIfDN7JyLQeGwyGyLEO/P8C9ex/h5OQUL148v7BqY/lSuUbj2176APgXgmh7Zdn66MhutxtuVNN29sq2eoNlq8zUcqznV+Wgp789p4Nt4xR/2j4qIzw9pO1EvvI8L6yK2tVp6uNut4svvvgC/f6gsMluNDovtL32TZlstDzzezq4RqNRaF+GOMZWvt8GeTK7Clm5b59vk0fs2XXL7PcOGKsFZeOQSJ67vWrDxTy3/JtxzvSQqjDRsiw/DAPQDRexcj3AQOLtN+PxGLu7u2+WbvIQDtFut3Hv3j0Mh8NwtmIMnGrZBMd6WkLMgOBvFXb8vt1uhzhjrYtXtraTXW6KGRk2FILKgWDZs/K1f8rIlmuX11LfKI9UppYHXdJl2k6ng08//RQPHjzAy5cvQ0iDKnS76S61xKe86zIvN0WenJwUbt9KrXik8q9K234T84pfpmyrTMsE+wdQ/HbIzl1PRl5H29t8WK7uU7CgOFa2naveeIyBNcsDL+dZy8cWgFwM5vWm3el0VgBiZfWkPIkZ+zHQrnmoY0OfV6EUeOXftm09vlP5X2ZMbCsnVAfZtldQrLyvQxp3sLOzg/PzYWGVT40PzyC0Zcf0FP/mHQr2cqcqRvxlZfa2dF3zF6i2kuulv05674DxcDjE119/jWaziePj4wvAxbM4lVLePv7vDdQsyzCfz3FwcIBer/cmRuwW8jzHycmJuxxN72CtVsN8PsdsNsPZ2VkBdOqNOR64Vw8FhRdjgAeDAW7fvl04zP7Fixc4OztDrVbDn/3Zn+H09BTHx8eYTCaBB41H46Tl9c/L5TLs0vUEKr9ju+vkJ5gjoFMvAC8lUQ+O9gfrbze7qDeBRA+z7uxlHXQMKNhWDziFmye0LfE77yQTkvKnQpH9SkNBgW2tVsOtW7dw584d3L59G4eHh6GswWBQ8OBoOfTOaPyg9g/bS8c5x85iscBwOAxXQVvDUudOynCzz7X8qhQDElUEfSyPVDkfAPH3R7PZDPv7++EChFhfxJSrJ6P5vc41fUZardaXFFFecCWH8bQeH7oxd7lcYjqdFoxuO/dipHxRzq9jjTtYrfI3PysMh0NMp+sLfh48+AzT6TRc1a6rZyQFcowPthvcNJ0H9PiedfSOxFSjwDtdSHWT9l3MiLCheqyDtqPtO9svVchztsTmtz25h/2uR1gyryzbeNg7nQ7G4xHynJd8tLFYFPffsGzrDY/1kxLbi/qSV0FXlZOaT5Vnl82LlOLnsjL7+6T3DhiPRiP8/d//fRi4Co6UYsLUe8dnVvnbicXzeSeTSQgd4BFnMW+lnpc7nU6DEKrX69jZ2akU38XnBI30BPd6Pezt7WE+n2M4HIal8ul0ih//+Mf4x//4H2M0GuGXv/wlXr58WZhcFHjciMUNIvR22nN2U0pI24eWrQXGzJ9p2F783gJQ9Yx6xkar1Sp8p94dFXIEp1b46iY25cUKeColtr090UH7h6EOStxUt1wuwznRbP+dnR18+eWXwcg7Pz/HvXv3cPv2bdfSZxuznVhvBbhq8GibsF2GwyEODw8LeWpd1OCxY9IqRPu/prF/b0MpQZqa51UFcMwjUcUD84G2p/l8jsPDwyBPU96lWL9VVfB2PKxWqwAya7Ua2u12CH1LgXAFxjre2+12dMwpKbhUebMOz+hgtdrIg/PzcywWJ7h16zZ+9KPPMZ/P8eLFc5yfnxc2yuoFEhrqZb3aqeV1lXFaR8+ryfytJ1Tb1ubpATe2g73xVWWuZ8DaPLxyvDmsIZGsY6y/Y44XXdHTslqtFu7cuROMvPl8jl6vh263CyC/cBeANQL0uceLbZMsy8LpUzatbXuPUg6BWBveREr199ug9w4YE8wxztcKWzvB+I0HNPiO5AE+fcf4WwDo9XqFW+dSQprCjxOLF0Hs7u4WYou1Hlbo6KTis+l0iqOjI2TZ+irhXq+Hw8PDcNLE06dPMZ/Pce/ePfzxH/8xHj9+jNFo5HoAlstl8CJ6nkRvF6wKe3okR6NR4YpobQcFqOqRKJvYXl8SECtwVwHu9a0F9bFx4I0JCki7HFxGqniYH0NqOH5pJNGzzDZUg0PrzLItCE2BCsZWUuDHvEFX8URYsjzaNk7loQrwsp6K2Pv3QRH8IZHOGzVcSSqzq4y/lMy2+aoxyY1S9npoS8yHoQ401hkqZr2clq/YXMqyDIvFEpPJGEAW9Md4zFso5+E0n16vh48++ggnJyfR84V1BSkl8/Q9ZbI6BhjmoXWPGb0pORMjC9itbovtF4jpcpu3p6u13G0NXvuNgmwNt+BYABDakN94K8hlskzJ6kc+07puK7OvStvwf930rst974DxcrnEeDwOy2Jc9vcajgLMLoeQFBSolch3Nq/FYoGjoyNMJpOw0YzAFIgv265WK+zv7+Pw8BDtdhvtdhu3bt3Cp59+Gi7XmM1mBaFDT8H6lqQN6FeAfHx8jIODA+zt7eGnP/0pBoMBfvvb34bl8n/5L/8l2u02/uE//If4+c9/jr/8y7/Eo0ePgjDkklGtVsNsNisc12OVGU+boNebioLHxzUa63vh9/f3C95KbQt6itmeGnNtz+nV/rNLaHoEWmyJj8RnenkIgMIGHB0PnjJj+irg3aaxZxBz3Lbb7XCuNc+c7nQ6eP36Nfb398PYpMfLeqK1XdhOXtsBa0DQ7XYLgp1e99VqVegXr27aPl57xTw+/J0Cx6nyUumY1vMsxb4t80p9oLdDdGaoUQjEQ3YsKLF58cfKBS8vOjN4jjw3mmkaj186M8bjcZB1PHLTO23GGs3qFNAyJpMxRqNzdDodfPLJJ2i1Wjg4eI3ZbIrRaITHjx+jXq/j3r17+Oyzh/j977/ByclJIX/mSV1ogTHbhvsc7MZhrt5piJ/mq/ND5Z7Kj9jc8cAs81LPbUpma17Kj7cyHPs2ld7jz35nwbt1ZjSbTQwGO2/03ihsNldnhqdftHzPuaHtYp1ulNvWSZKiWHttY+BcFtxXzbOKzI69f1v03gFjYDPJYpampot9X8UL5SnS+XxeiBerchQav6PHjmDQ84ZavixgUcHCmF6CVQLdVqsV4pJ4cgSVQq/XC0BcgY16VkjWUvWIk5W8eldAW771ndcGNn9rJdv/UxMl1dfbTHILAr16xJS8pmFf9Ho99Hq9sFmRCseeJWwVbhm/qrxI7Bfb55fx/rxNetu8fJ8ejw8UlwFVv91GZutzNbxjx695+WnIQmwOenyl9A55UU9vrZaFlUM6LNbAqBH2Ztib1EhWP3hyyCOVyykAmQK/qXJSfJQZx9cps1P8bNNW7Ae76pBlF2/Fu4zB7ek5G7Z30+T1u6DvS2a/l8AY2FizwEVwpmmAi7E9Cgp0ENvlD+vx5MUVBMf9fh+dTqcQE0t+NG8KH2AdgsHzarlE5y0vclOFWogsV/ms1WoYj8f4m7/5GzQaDezs7ODhw4c4OTnBs2fPMJvN8O233+L58+eo1Wr4+c9/joODA/zqV7/CcDi84IlQ/tVC1iU4pqXHhDHXs9mscImFNSy831qWpzR1Y0lKSNs+t2PBlu15d2y+1rNRBiY9gKxLb9zg+JOf/AQPHjzA3bt38cknn2C5XOL4+DgYOuTPAlnllcLYeo21TI6b09NTfPvttxiNRjg5OSnwZqlMoNu6p9oi1j5VyqmSXwwMWS9MKk87Tz/Q2yUrI4Htwl2qgFAL+ug4oKc0dpudB0wAFACRzmfLi4Ypsa4s1xr2i8XijUyuo91uYXd3D9PpJGzOPj4+xtnZ+ji3zz77DKPRKFz0o3nZOqthbGWGtj+dNHZFy8svZsh4/VcFxFQBzdYB4r0ry9fyGvsmVgd+02g0cPfuXezs7LzR3wPk+QqTyfjCPpzUkZdWlnuOEz6bTqc4Pj4OJ1J4dbosbZvH2wCmZXK5yrdvU16/t8AY2OzS13MmgYsTSMEQcBG0WRDkDV4dsBQ8FJaekLf/q/ChoLVCNgao9LkKMgLW+XyOZ8+eAQC++uqrsCEvy7LCxpdms4mHDx+i0Wjg66+/vjBhtWxtG+XD1lVjaHUHtVUS2iYelYFN27f2u5jnIfZdGQ+x/mTdUmXafDQ+rdls4qOPPsKPfvQj7O7u4s6dOxiNRmFzpOatIS2aX6ouVikC68tWXrx4gfF4HGLkPcNF6+C1iddelpeYBy02zr3vvXIuSyke34WA/UBF4nj2nAF8781321+xMabE/3m8JlC8ArmsTC1bb51MgSyPRzt/s2yzpwMA7t79CDs7baxWmxAxvY10d3cXtVotnGuuvNm66t8xWUF5752bb/NK5aM6waOUrCqTY+SzjKrwWmWue/nwp1arvdnofgvtdhvdbjdseKeetTzHDK5Y2bZ8niA0n88vhNF5tK1xUpVSuvf7oHcls99rYEwhq4JHPQGpSaPewpRgsEskAC4sy1lhqUDbAqtOpxNuOWNenpc7NtDtZkPWn7HI9Dw2Gg18/vnnWK1WIS6a3ulOp4OHDx9ib28PR0dH4aB5VR6su160QbLeXQqHPM8L8YPafgqWbRvpOxuHxmdZtt7soGcWszwKeRtn6xk/Nv+Y4eS1PbD2HrGt2U4aA2wnLsu8c+cOfvKTn2BnZwcPHjxAv9/HfD7H8+fPo7ddeUucOm7t2Oc3zIeXtpydneH8/DyE1mTZZtONzaNM8Nj+sxQTyt649tJXFXxVyy6rB/++CUL/h0K2vVOA15PZ3hiJKXD+bVdTrLFvv1NifHGr1Qp5lRndKaDKH+qPyWSMw8O1sbC3t4c8X59LT69ulq29lru7u4U9KTZv8qLhHySr51Sue3mobLRzPqbrtC2Yjo4jq5Otfky1n80/BnRjsoThi/qdFwOslOc5Op0OPvroI7RaLezs7KDVamK1WmI4PHPDWiw/9pltK69+Oj65Amt1ScyYeRsy7KbJxZgeuW56r4GxCjudMAqOy4Qwf+zGBqbhb/2xt+KQFFB6wJiW5927d8MJBHZTlzfg1ctheSYvnU4HWZbh9evXePToEX784x/jz//8z/H/t/euMbplaXnYs777pa7nUqdPT/d000NremYYJjbggBISZCIFCPHkh2VhWQrYSCgSkZ0okgPih5V/jhw5cZSYCNlkICKAQ5x4ZOViQpzAj4ADBDE009PX6Tmn65yqU/fvft358dWz6v3eetfe+6uqc6q+c9YjlapqX9Zt7/2sZ73rXe9yzuEb3/gGDg4O/H3NZhNvvPEGut0u3n33Xb+jjpyWBzAn2GQ9NMHLnf+0z7X0fdbPgG0lYwTr9qNw4y53tVoNg8HgXOQLHQJOj/gpJKWrgkVYeuGgtOAmSYJKpYJms+mtvzwn3XrkM2T5b926he///u/H5uamH6A8efIE29vbSJLzq/Vl3eX7KhFaHS/fiXq9jv39fS+O9XNh2vLZymMhZAlk65rQjI2VX5ogCkF3ulnI6pwjrh5Wx6ZFVui89b/1XVj5hN6hENfznHOzGb5Go3GO30OQ3KPrx/sBeNHY6/VwfHyMjY0NvPLKK3DOYW9vb252p1KpYHNzE6PRCPv7++cG4vytw8tZdZYCS3IcIRdd63bi/bKftdpcCuNSqXRut0EA5xb26d98H+RgXsOqqy4r191oPrfW78jf9Xodn/70a6jXa3Buxs/dbgetVisoirP4JMSXLAtdfXq9nt8TQKav1wGlpXkVsL6bvH1EHlwkrWfB10stjAlNZot0jFnHQi+GRbBpI0FJBv1+35OE9FvT6cl00gSSVfZ+v4/9/X0fYmhzc9MLSuecj1Kwtrbm4xvrGIyhaUeWm37Qettp3icHEbqzkT+SqNNWLtN1xiJ1XVZN2NYASQ+EdIdmES4HAnIRj+Wjzd/r6+toNBrY2try5ExLrRVPVQp0i4wWAf3SZT6y3FclCmVbZl1zkXSJrDwWRRTE1wv9PPM+D4tnQ+noQf1FQN6RXCP5IKuMeTl7Fu6yd2rhLKFWq2MyGXsxRJdBxmKmYUTX1xJsLDd5WW87HbovJO553vqR12lOt/g2lKeG5myrfPp+OWDQ/UPoWka7ajabpwYdh+l04vuzkG5gepfhFRpDQovuXnTOelb1fy6EMS2BDFETWlSkhZi2UOgPzSKU6XTqR/qEJkpeJy1+vL/VavmQPBSXL7/8MjY3N+dG1VbcYEswMW9eQ8vq0dERfud3fgfNZhPf8z3fg89+9rP4+OOP8eGHH6JQKODOnTveOnr37l0cHBzg4cOHPnoG60nxK2PpJkmCtbU13LlzB4PBwG8qwvsYp1m2A8tPVw7nzjbekOlLawyfB63Ng8HAj6Ap8mh9ldOHMi0+S0sM8ri0ZluuOBTgFLX0M2c4HYa504K/UCjgS1/6Er7ru77Lh+kbDoc4ODjwgxH9rkohy7KxvJbrhAWm2ev10OnMLBxsH1okGKVCvutpHVbePNPEtpXmRcWQJYRCzzhPehHPFuQS+W2FkGbskGJEi2D5PujvzBIblrhLktm6kuPjY98PFAqzzXlqtVpwEa8ljHXZ5P+lUgn9fh/f+tbHKJfL+NSnPoWVlds4OjrG4eFstq/RaPi0Go0Ger2ej3ssrbyyrwLOrJG0fHNreGlkYH8kn41sO3lO9nHWwF62rezTNEfqPk4+B7aL1Z6yDXU/bj1fRgGRXK93QpX33Lt3Dy+//DKKxRJKpeJpWLzuXMQQCblBCt8D/U5lQbaXjCAEYK6P0+4f1oAlL/KI7avg7Lxlu0mc/VwIYy0e81qW9Act7wt1xFpcA2fCOeQrLIl7NBqh0+nMCWOOZrW7BFcNSyLSbiM6P0myjKDh3MxCLOMiMi7xysoKkiRBv9+fcw3IsuQ45/yObta12p9Y3ifFPM9pi7F+fhTS+hlkWR/S/pckLcsZqi/LPBqNglYj1o/hfW7duoWXX37Zd7DcAZGLazRk+lIwpJGCnOKVnTN3GZR+alqIpIlY/Q5fJfKk+SyIMArk68FVtHue79saNPF//e2GOJvfJL8dORC3eEr2Jfq3LIu8p1Ao+O91xnPcOOnsW6U4pa/zeDz2Qi+v+JIDbeu89bfVfvw7ayBsDTTSvnt9rZWm5uwsYceBgzUYktfRF7ler2N1dRVJAkwmYyTJWYi9UJllTOu85eK9sj1o2NHCPas/tsp01Zz9IuG5FMb8bQmlEKHJj1wTmH7Jp9OpD32VJAk2NjbmhKi+V+ZBtwOO3nle+hwzD35w/M1NQGq12rnoA9ploVKpYGNjA+VyGe+//z4eP36MWq2GN954A6PRyJeVC7Q2Njbw6quvzpHz/v6+D+8lLalcNf348eO5rY65OC5JEh94HsCcRZZ1kSNgWiWswYa2TkjIBXfWts/aR06KcelDLPPQ7wf/lxuEcATPYyRFhmNrNBr43Oc+h1u3buHTn94A20sAACAASURBVP40gJlry97enm9fDVpvpLVbC10L1nnWaW9vD48ezbaWZRm5a6S1Ij30tyUq5HXW4MBKS4oRq0PNGphIWFYqOdBadGAc8eyRd+BlWel0GlmcnSQzFyhGgqjVakqIhoUbv8liseiNC8AZr+m+R1tqgTN/Yi2C5H2c7SsWizg42Ee73UapVMLm5iYmE27EM/Hcw91TyaPkZdZRtwUjKUjLo5z9tHx+9TOw+kn9ffNY6BuX36vFM/p/ywAi353QAEnfI39kHWjEuHPnDur1OtbX1317dLsdz8sa0pgjy5LFPdZ5Hut2u2i1WnPW6dCW3bKuofRCzzPtXiuti3Bl1gAoa8B4nXguhDEw/4HoxpaERREWehihzlqfGwwGPg7w2toaSqWS39tejxzlvVxpyq2h5aYfMualnB6Tx/WCB/m/JmJO9T18+BDT6RSf+9zn8MYbb6DX66Hb7Xr3E8ZkpoW63+9jPB6j0+lgf3/fk4cUH/1+/5xvcblcRrVa9RbRJEnOxQzVIjTN8iL94azBjzWKp0C1nqFuN205lWJUC2NZJvnDY3xG3Anwrbfewqc+9SmUSiUkSYLhcIiTkxPf5tJfkfWQv5muFsdpRKfre3R0hAcPHsy5YFg7+KWJ2jSxKu9P69R4r7S2WcI2q4ML5b3IPVEM30yEBIV8f0KcmhdyHQW385WLm5i2fjc5kKTrluQsLQalKNaDNSsPzUnki5OTEyRJgrt37+LWrU3vYiUtk3JXVA6spaCSM5Csv/YtZp6cwucx6/u1xK6sWx5hLNvIui+L10J5hPppSxTr/AqFWXzrO3fu+NB4SQI/uxeyBkthLN+JPOLYqluSJN7AJtvOcp/Lw42XgXw/rO8t7XvNKldecX+deG6EMXBGYvSP1dP50g2B4N+aRGSaPC4/iE6n40OjNZtNf96ybFppUYxyERwjQGirpyZO5qHdEKTllX7BciAAAMfHx/joo4+8O4dc1DGdnkWOoAi+ffu27zza7fZcDGXWh3WRVglJJHwOLKO2dMt2KRRm4YoKhYJ3AQDmNxWR4pjPVApWSbwWuTNvKU6l5cD6+GW+8hlJAcuQPiTXyWSCdrvty0crsd55S/pZW2SkIY/Ld1bWr1wue0EtfdZlfqHOLcsCkYW0TlM/G6vj1HlmkeZFLCE3kYhfVEhxI79hIk0wpZ2zxBItxtPp1M/Q5XnHJNcwBr1zzpx1SRtYam6Rok4aD+R9/X4fh4eHmEymGI2GczNqbDM5eGZ/wpm80JoEyTE69BjP8XvNegZcM0JxzuPyG08TqyEeCN0jj+n3Rd+vLa2yzeUMX7Va9QaMWR4Ok8nYt4dOV9dLly0ELa51PWRfI13kdB3z8vFlhHPo23ganJ2FZ83Zz50w5ostBRsflhRCwNkLKcWS7LylMJIf8GQywcHBAabTKVZWVnDr1i2/PbS1iEDn6dxZ+J2VlRUUi0VP2NbiO11Wkrz+H5gRY61Ww2g08lZbWjq2t7fx4Ycf+igV9FmTVk1+mKVSCa+88gpee+01HBwc4L333vPRNKRVpFAoeOuL7HhY3mq16hd7ST89/dySZOZe8tJLL6Fer+PRo0fY29vznRFw5m4gXSjo1lCpVFAul+fqLYlFWubZAevnRQsMOwr5HnBQwPxlJ8JVzFtbW3jzzTf9qvG9vb25TU/oUy6tDLJOsswSbGfrnCRkXlOpVPy7wQga7Ly4UJDppoli3QnJ9zE06pfvq+7kZaekrRAhC4TVkYSQZdHIEuIR1wMdxku+G/q9Cwkq6/2T99HNIElmIRe586h+r9I4m/6n5Am5rbOVp37P9fcmd9bjWhOmyW+91Wrh8PDQzwDKmSamIUXy2toaNjY20Ov1sL+/P7domtxO4wm5TkdAkIu9dD102xQKBaysrKBUKqHdbvvQn9LNRApU2Y/JfLQLojT+WH0085c+1pYA5o8W+NzWudls4tatW779u93uOSOFnvGUYjvEW5rnJPR7LrUK6y6PWaJePwedtvw7L29a9+rzWRyr710EIc6+DjxXwpgIkRuRp5O10pJg2DUSJclS55WWLqe26BMm/VYltDVbCxsp4hiejYQjhaT0U+aUorQaMA+6dVDIcbcffuickmS5JfToV5ZXdhzWyJ9CVftUyRE+SVLuZqWJQ7aVbkv+z8EC21Gmo6+3yInWBnaW1WrVbwJA8ctOh77c7JRkfpY1QF4jn79VNo3p9Cx8ngzTlncUH2oD+XeebydEmln5h+69LEFGQbw8uCxnh8CBKEWRxbVp+egBLa8PDVit+63/Je9rQSdFrY5IIIWrtBwzPbnYmpye5/vOqoc8brnJsW5yEMPyWjyT97la0/p5xJl8nzggmC1sLPp3QVtn5YAjT3n1e5PVbhLUAjL/vKI29L7eBM6+LK6Ts59LYQzYoa3kB6rFgiWqdHrEZDLby77T6WBlZcXvjiMtdSQy/aLz92AwwKNHj7xfbrlcxubmpt+ymZAfLcun3Rlk/dbX13Hv3j0vyIbDIR4/fox2u41yuYzV1VUAQKfTmbtX+szKPMfjMSqVCl5//fW5Nt3e3sbHH3/sR/vOOW+JkQvypKXYGt0nyWyHIe4EuLe3h+l06l0PmD7dLLjzE0f29KmTUR50RyWtDnwWtVrN+0OzLazoDYzeof2c6/U63njjDTQaDW+l5/PXefN5an9o+hNLS4S2CMl3xiIK/R73ej28++67aLfb3uKeJElwEGP9tvLIEhDWgEfnI6GnC7M6lcuQtlXeiJuHtAGcFih5Bnua37ljXKVSQaPROLfNM6/T77I0HrRaLX+fXAAnv1drej/k0gAA1WoNKytNTKcJptOJd8PiegRykAyxyHJpqyPzKhaL2NjYmGunVquFo6OjObFthQKTPB8Ssly0DcwWjElxRy5zzvkZQ/owM2/WJ82AoS2uFLHsX1hWbXjR1mo+Ty5kpIWe6Vm8IoWyfo66/7LqkMXZElwMPxwOvcVdtqdulzzHFuHLvNel6aPnjbOfW2EMIPjSynPS+ipHuaFreT1j6k6nU78bm7TsWpYEmTZjSXLqW053W9NYmpicc3MERuHHndlIdIPBAHt7ewDORDYX2MmPnvkzLWnN5HakPAfAdxAsT5Ik3u2BFl1+3LSwSrKQP9yZaDqd4uTkZC5qgyTZcrnsFxQOh8NzRMwyyG1ILZA8y+WytzyTsNm2rKeso/SRLpfLWF9fx8rKCprNpu+8rLzk/fq9CnWYIULRPoYa4/EY+/v7ODw89Ju5yLxD1mervItaAKw216JD/s66Vx+X32cUuc8n0t47zdl5LHSSs+W3zqnzNGupBgfiDJMmLZB5LYbaAHPGRZXTc1OMxxMUCl0A8xZZvXBWDro1t0pBLY0xesZKcp10kWMaoW+XVukkSXwMe91WvEbOoOnZOe0ukfZds62smVJ5TWjAz1k+GrH0Im2ZhiyfRlq/YkE+b+ve6XQW5YqL3nXdrtoSmwdpwn4RXKQfuQl4boWxFALSAgvMT3/JUZ8ligkt5pgOxah0pdAflfzweZ6jXvpora6uYnV1FfV63S9405Zhplsul1EoFOYWOxAMRE8XiMlk4n3Aer2e32aUQlS2U5qvH8+xM9nY2MBbb711GtJmtlkFQwXJUTzJR6YlByHFYhHj8diHESKh0meY6QLwgrnX6/m/tf8x212TrewEnHOehLgQR/rCERTgxWIR6+vrqFQq3mWiVqthfX3dWx/0+8N0pI+xfJbaF12WndAiVpdNgpuq0E+Rz0G6tejBlSVirb95vYauU+i89q20OogQAWshsIgVJKu+ETcLmi8lQsaKNOjnLyFdqeQ1mtv1/fyWyfl0nXLubG2ClSd5x3KdGgz6aLUY/7yI6TTxs09ywyUKUdlOaYNJyRHOzWbJuLGT3H3TEtx6QKutheRGya0yagd9himYmQ/bnmlowa15Qv7IDUm0C4dscxowGPpO7hlAP23ZH1v9ttWuMi/9N3+n8ab1Dso1J3wOslwhnszDg5fhu6viysuI4uvk6+daGEs/WQkt0oB5J3tCfwRa0EhhTEupJAr9ksvzHGnTWkrrY71eBwBvjdZii50GPyg5Uk+SBMfHx+h2u2g0Gtjc3ESxWMTKygpWVlZweHg4tziR97NOemMJeZ0m/Y2NDdy/fx+j0QgHBwfo9/v4+OOPcXR0dM7iqglWL8SQsX15jO4VnP6kewWt4BSsjUYDhUJhbiMLOU3IzkSSNwAvHOk/TVHOH0lWlUoFa2tr2NzcxK1bt3Dnzh3fXnx3WHbmRzcJ6WPM95DiNWS9ZVnzWCvYtuVyGSsrK96S3uv1/FShJPG0+MV5rbF6IBlyWZLXy3vkNWl56c467zW6Y4mieDkgRU3Ib1c/y5AQSRsUzb7TEgqF0bn30Pq+5Dm5iJfuUxyc60VsMj3LMkv0+32MRqPTGbE6CoUz4d3r9eZmqvQgV0YACn13RK1Ww+rqKiaTCXq9HsbjMY6Pj9Hv9+fut9pei3ztZ+2c8+4V0kWMv3lMzujJvoc/eidTWS4KR7mIWX/fsk+nEaNer6PRaPj2ks9H96/ax1g+Mz3At7AIz7DvpyVd9r+E5NfLcLZML085FxHg1n1p9y56zXXguRXGBD8UbbGVDz5P5ylJQwpepi+njvRonffrF1gLVEZ14MegxWnaCF5+TBRt/X7fj5Kl37AmQUlEMn2Zf7lcnsuTFkpaNkh8OnA+j9M6bVlidH4sj3SXkFYQ2RbayiTTYvqynfR0oRTMJE8pqIGZb9v6+joajcbczADJWdZJdwhJkpwrF9OVPsWLQhMKO9ejoyMv2K2OIw2LkFFIoF8l8nZCliCwRFTEckB/w/L4IrCMEzJ9/e3meact3texgbPeW10e3isHzLMwl+dj5+o+QfM+r5VCnJCLzdjHUGhKi6UUiLqflO1ntbUOOWr1VbqcGqHr5W/ZLwHnQ1zSlYSL7Kz2sgw2Mn0LaecWBftG7dYYGqSFsChvPw2uJi7K2dY114lMYeyc+0UAPwpgN0mS7zg9dgvArwN4HcA3AfylJEkO3ay2fw/AjwDoAviJJEn+8OkUPR+kSNF7sxNyVGhZtfi3JBspgOj2QB9YikLrJdRp0trJmLe1Wm0usoQsn7QSsA5Mg4KNhDccDnFwcIBSqYStrS0vYCk6aTmV20DzQ2V95A5vsjwA0Gw2sbKygnK57Dc4OTk5QbfbxcHBAR48eIBer4ednR3v+iAtuTI/LVDZJnL3PEnkwJklmj5ZJEkt8KWriCR/TT7c/Y9WlZWVlTnrBomXLie0kEjQhUF3HNLiwedHaB9x7XYhz8k09eK1vb09PHz4EL1eD51O59xAQk+ryrrrDlofk8f1MS0urM5Mp58nv1C5rGu0CNad+IuIZedtyW2AbfXlcfm/xbeWIJ5t9Xu2JkEKOisNLeZkhB/GapezYzoNS2jq2bSZJbeLQqGAZnMFxWIZzp19+9bCXIpYKxax3NUOgFggfsbnnGnr9bp+N1RuVEWhLusk17UwP8ldevc8yT2yf+L/0mhAhO6X3M/f7C+lO6Oc8ZTltgYL1sBGPj/LxU2/C9bMnuQl6z5gtmiRbc53ybpeppl38JWGrDSyxPNly5CX/68TeSzGXwHwXwH4ZXHsZwD8VpIkf9s59zOn///HAH4YwJunP/8ygJ8//X2t4MdlTdEt8kD0x8aHSoHHBV202OVJD4An2dFo5AVkKMKBHN3qD1nWRU79aPcPuQBDkpplUZb3nFkyCnPhbjgyT5JkbhFdpVLBcDhErVZDq9Xy5ZbTa6EPg4SlOzb5mwgNQNjxMCi/DHrPdpQRJeg7TNHPevIZWSJLL2aRHQfPy3KGkPYehkQnj3GA0G63fazpPHlGPNf4Cp4D3qYgtERLHlj8AZzxIwWtJW7SQB6TVt5QhANZH102fZ5cNrs23dIqxZ7lFyuNOWe/yeNFFApFAMmpoWLqXfvogsiY5/Inq/zW4MK6NwTpgsfnrt2/ZEQJ/i2FsQ7DqWEJ0ND79bQ4m+XjrGjk6ZuFTGGcJMlvO+deV4e/DOAHTv/+JQD/F2YE+2UAv5zMnvLvOuc2nHP3kyR5dFUFXhQUWHIEHSIw/cHI49pqS6HY7/exs7OD0WiEjY0NlMtl7OzsnNtqlPfKj5BWCobmoRCs1+tYW1vzi6lkGB3+PrN8TLw4tdw4kiRBr9fzRF6v1+csmzp+sbSqy3Bzw+HQW5/X1tbmtpVmqDS2Ub1ex1tvveX3n6/Vanj77bfxta99Dd1uF7u7u+j3+9jf3/e+sHIBi7bqymcp21FC+qsBM/+y1157DWtra/jsZz+LN99801vRR6ORL7tsR4pKimGZJ9tIvwssr14IKQcZllWEsFZGWyRqva9yutA5h1ar5RcVphGtNbCwECL+rIEKj4W+JXmNtoKkWUz0MW3VsTrqFxXLzNvkMPk8tTjOg5Cg5Hb3dP0qFAr+/6x3ju+13KmUVmOGJrOsnPJ7kC5UIYvpeMwY5NM5VwedFuvE2SvJgTR2NJsrqFarGI+5rfQY4/EIwNmgYcbVd1EsFtBoNFAqlbC7u4vd3d25nVK73e6c/620mJ4X9ufbUBoxtBWdLmvVahV37tzBrVu3vRWdPrjyGckZwDQDhDb0SANGiGtDWoDPbFEwPdnPAvARPaSLYJ73PItb80AbpfJ+X3nLGLrXyluX6bpxUR/je4I0HwO4d/r3pwA8ENc9PD12jmCdcz8F4KcumP9C0BZT4Lx7QtooUX5Y2tLKGIQA/G5Kx8fHqS+bJkFOZ9GVgnlKayWP8aPmb2kd1C8s6yjj88rpf0lKtHgAZxErWD8AfnDBnYIODg5wcnIyF7NYbnRx9+5drK6u4otf/KLfGfDk5ARHR0fo9/soFos4OjrydZHuFSFxlCbE5ACC9bl9+za2trbwpS99Cd/3fd+HXq+Hx48fYzAY4Pj42Lt4MJrG48ePvV82n7U1LSefLcvMdgr5lhNaPKe9dxZpkzx5L60lzs0ibQwGA3PaTyMv+eYlW6vs+tsK1dXKY1GxHpELl+Ltec62wxNeFfj+yIF6qFMNiYTQ9VzAC8APyOXi3yzOZhpSFPNeWlxlOaRBhD9p1kymL7nZKoeso1wTIQ0ozjlUKmXU63X0evD8wDLSKFEqVdFszrZG3tra8n3ZYDCYCyMmByhpkSFCg2fNhbo+jUYDzWYT9+69hFdffcXPhM2MOQOMxyOMx5PT32fntMuN5l39LGUbpHGNrlsW/8i6hwZmcnZBuhNm4WmJRquPzarn887Zl158lyRJ4pxb+IklSfILAH4BAC5y/0VAgShFYNoUmhzB6Q+cpNPr9fDkyRPvo7q2toYnT54ErV+WYCC4AKxWq80JLr25hLakcPGblSatG/Qr5krY27dno3HGT7Q6EroSyNH18fGxj8E8GAxQqVTw6U9/GuVyGe1221uSHz9+jMPDQyRJgpWVFXzyySdePL/++usYDoeoVqs4ODjwbgzT6dSvwpah36zFLeyEaN3g4jg+W26YUiwWsbe3h3feeQej0WguLBynUHu9nvfxYvg1tmtohTafj3adsEJAWX6+RMg/Tf+tCZpl397e9u1thfvRVm7ZoWcRWYjg08jTGlSGzoWuSzufl7hviuXhpuIivD3P2avPpIG1f6oqz7nrLaubvo4WY/qoVqvVuY0V0tLXIEfqrd61xZh1kKItre+hWOIAmFxHy6nme/ldaOv6jEcTjEZDH4N5fX0DxWLBu/CRG3u92UzizJDRAjCzJm9sbPjZSS7mZp3Zr1p9law7fxhutFarndudj7H8u90u9vb2MJnosHAFJMnYW4/5DKQBI0sQay5Ni8KRZ5Ck6xm6js+l1WrN9UUhA4Lm/jycLf+/KAdelZBdZs6+qDDecadTbc65+wB2T49/AuBVcd0rp8euHRSI9HmlT2xohKk/jNDIuNVqYTKZYH19Ha+//jpWV1fx4MGDOfKTYkX/L9MulUo+lnGSnFmSNQlKi6GME0nfZNZNkvNwOES9Xke5XPYivlAoYHt728dTtoQxF6Ywn93dXezt7fn0a7Ua3nrrLaytreGdd97Bxx9/jFarhe3tbSRJgg8++GAuZNja2hq+/du/Hc45bG5uYm9vD9VqFY1GA5PJBMfHxxgOhz4fTt/JulDgV6tVbGxsoNFo4POf/7wX6NVqFaPRCNvb2+h0Otje3va7wNE3+s6dO1hZWfH+0NPpdM6lwyJZae2hf5h2tdAzEdqqz3Z1zs1ZLGQ+2iVGvoNygAMA7733Hj766KO5fLSVm20FYG5xYBpxWVZei2zTOoIsC3FaBxZKR18TEkw3iWRvEJaOt62wm9ZCUsCerreELq2mtVoNGxsbqFarftZPXmsJE50WFz7reOqWMOT1PMdBqg4ryR+6dc38aUteNLZaJ+YiXeZDAcZ8Op0Out2uL3epVMLdu3dQrVbx5Mkejo+PMBwO0GrNrOaHhwdzda9Wq7h16xaAWSzkbreLUqnkjSZcF8N8KN7l85AzXOx/7969i/X1dRQKRZRKRUwmU7Ras8VordYJut2OF8wza3ITlUrF941MV/ZdIa6Qbaq5yBr4WxyUNpjRLjFSyMr6A8DBwYE3GoVEozTeWWtx0sTmItbeRTk7hKvg7JuEiwrjrwL4cQB/+/T3PxHH/33n3K9htnjjOLlG/+IQtH+R9bKlWQ/kdXQlkMHLQ4vmJCyipZ8rAO/LZYkt68VKe3ElEdNiQIKoVqtYX1+fE31y5zmmLT98HVWh2+2iWCzOTbkxHjMtAnKFM+vBhW5cSMHrgZlbysrKCsbj8VzMSuDMQlAul9FozKb/uKORFIWMEcnFd9JPrdvt+lXZVsenYXVabC9rqjPvh57Vmcvr5HMEMGft0WlIhAZ9i+Iy5JXnG+B1V5VnxDksLW+HBjuLcLb8vnQUijwWN+t9lTNa9AW2xJaVZhbfMP0Zx0yRJFMAZ+JSckdo+2CLj5Ik8dsxy7UROvTZvOUbcO5sK2i5oI/8x3PkREuASuOEXNMy83c+MwpQGPJZOed8mSeT8Vy6adBGBf59FXxo5aOPyecInA30QmWRuCrL7UWxiNX5qtvzupEnXNuvYrZg445z7iGAv4UZsf4j59xPAvgYwF86vfx/wSzkz/uYhf35q0+hzJcGrZDOnU3rkAQkqWmBa43SGGqFFjlaHC1neimseFyOQk9OTvDRRx+hUqng1q1bqNVq2Nrawt27dz35kTRk+TgSJ0kxXYpNCinudkRf1HK5jPv372NjYwP9ft8vAtzd3Z1bsAfAj9RlWCDnZq4kf/iHf+h31uv3+9jc3MSbb77pd4orFovY3t72VuSDgwMAM2F8//599Pt9dLtdJEnipzZpUdDtLwU824CETOt6v99HoVDA2toa7ty5g0ajgZWVFRwdHeHdd9/FcDicC2mmLa2WUCaZSbcISXppBJc2VaePWVYJ/f9wOPSB+Xu93rlOyEpbunikWRs0slw9dF5568rjcrCjrT6WMAmVQ6f3ouN5420OaimuQt9pHpEhrdDA+fUmGmmiZzAY4OjoyBsGSqUSms2mj4muuUH+loN4yam8T9abC3xnGzat+njxXATY6bTPuTFoKzTTHo/H2N7e9i544/HY7+Q5E6uzGMqtVgut1sydotebWZxLpZI3WNAqLNux2WyabaetoxS+kwljQc/642q1hkaj6Gc2Z4u09zCZTOaiPelBjfWMtNuE/jvtmadZPC1kcRWNMWxv+czl9aF3eRHOzuLALB5Ny88a7OjzeS3Secp6XcgTleIvB079oHFtAuCnL1uopw254CsESWBpHS7Fo94FSL7waSMveZx+RxSUJHAZTkiK9tA0vq4DIaNb0H9XxiGWCzLkYg5pFZBEXyjMYvoeHR3N1adYLGJ1ddUvxCsWizg8PPTX0yrODTP0Vp88J6cZpWBku1DUyrINh0MvjNfX1+fCr9GNQFpZZfqaZDVxaVFsuTqEZh/kMWtxXF7LB63v9A3XVnjrnjzpp+WZJvrTkPe91/dY1+Qh+5tKsteB5423+XzzRATIsnTpwbX17ecFOUduh1yv1+cGq7ov0WXNSp9pUfgWiwXUalWMRgXMrMjnY53LOunFgOR/iZlLSBWlUtEbWXq9s82mmMbM2lsyZ1zpwqcFP+thifQZh5+JxbO4xGVUqxXfr0rrtezr8gozmXceaM62uGgRTmS/o6MXWdfpMlwEF+XsrDSv8vqbzNfP/c53IWhyBMKRKrIsEiQBkuOtW7fw2muvodPpYH9/f26ay0pLkgfLs7KygtXVVb+4TPqUyWksub2mtDrIla8cAFBIMo3hcIjt7W3v10srerPZxOrqqnc7YLgeS5zzfykYj4+P8eGHH3o/NOcc9vb2vF+VJOxisTgXy1FagmW6Ml8SNS3+AHz4N5a3UChgZ2fHL+yrVqs+rFy1Wp0T/bJ95PvAfNgpMU9df11m+Uz187XendB7pUF/w16vh93dXbRaLW9pl89Bd46yU9V56XJa5U8rY5rAXbQzstJLaxctBG4y0UZcDfT7pA0Q8ngeqxe/2Xq9jvX1dR/KURsd0gZ4PEeDhpyFlGlIbpYDfX1eCj/Nf5PJ5DQs4+CU62aLhs+MKTOXC/JgqC/T32e/3/fGi2KxAMCh2+2g1+udawfnRufcAfSz0M+E9ZB1m21d352brW232ygWi+j1yiiVinMGDN1W1vOUdUpb2JZmuNB10FhEcMrF8VywnrXPgeznFuHsi5Yx9Pwui6wy3GTOfmGFMTBPOtINQQsx+bd+QeVxCtWNjQ3cv38fBwcHODo6mhO1aWQtR9PNZtPHMpY7/UhxpkWdtAzIHdt0aBhJ2ru7u/5eTql95jOf8cKYbie0MPNe6Uutiajb7eLhw4e+XZ1z6HQ63krBjmM0GqFYLM7Fp5T+evTZI7TwpOgvFAreFUR2LvSV1lZhNCwVmQAAIABJREFUTv0xDVo6pK8uMB8nk52M3lqbx/h/2mBHP2/9brFtLbJjuRnOb29vz4cFtASBtNwAZ7vuMe2QYA29n1bdrI5E35OWpj4WEsX6O9Np3lRyjXg6CIkaSxxbOBN4ZzzKHS/pDma94yGBrYWx5F5+07qfIDS/aTc5WS/m0+l0kCRtz7mlUgmbm7dQrVa8a4KMEMF7JR/oOszCjh7PtateO0Nhzpk/bVySfahubwm5cJzRgHgd89MLiPVMgRWzn/XRazEsfpTphfriPMjiH2oCAHMRoCzocmX1G/pYGr/muc8yjFyGs/OU4aYiCuPpNNfDDd3P66fTKTqdDk5OTtBqtdBut+diY0oyzkqTU+Vy9x9JqDKagSUQ0ojQssTyHqbfbre9uwJjflIMU6gPh8O5+un0CenvRuuxngZjPdmB6AVtVpvLToR11T6Dsm6hdFhGtrv07QtZHay008SmBSut0BQbO9p2u+3D4FmLbXT6suPOa/nIekc14WUJh4uQYdo9+txF84hYTuR53mnCTHMkNy4aDAZzQlAjD2/TB9oS53ndp/T9ofLrc7OQZlNMp7NNQcbjs7UgjHOuY72H6iYH1nLQL3/LxdhZfVtoIGP1BXmhjTEyn6z3IzQ4uAhC97IfHA6HfkfSNBcKlivLcHFZzs5K77JcmibArzKfp40XXhiTzJIkmQvVBZzfUUsTlBRpk8kET548wWAwwKNHj/zfPG/dZ1ngGOVib28P7XYbJycnqNfraDabuHv3rner0NNS+kWj2LQsrMCZuJZuGbxud3fXC1QpOsvlMra2trCysoLd3V1vFSbxSkus3pZYhlvSZeUqZU7/6Y062FayDrpNmQYhfdpkG1gr0dmeertoy80ma1RuuVVo6HPWIEVeS7+7Dz/8EF/72tf8gk+rE5XQ76hsl1BdQnVjemnn5bGLdE76PqucURhHaAtllnAMvVPT6dRH/2m32373O56XCHE2y0NjBg0GjITTbDbPzQSlGV5CwlrWW1+TJAk6nfacoCKnF4tFNJuzMGc03ABnrglpFkptfLDOcUbM4i/NY1YfZT07y3Kp05bGjJABwCqHhu6PQ9dabR7iHfaFhUIBh4eH2NnZmXP/y8Jlhb6V1qL3XcX1ISwDX7/QwpiQQihtuonQBMRrBoOB3zoTOAv+zh2EQrDyo58sBan2b6UFN60+IVJJG+UCZ3ETpajSO+Y553wItLS0QoLPKofV9nLxiSQ6XRdNXBysyGssYayJ1hLFsvxXRQ55QcHOaBvS1zuEPML0aSLNYneRsoUsIstAsBFPF1mDvDSRBcAv+tILu2hhzSssKNKkILUGcWnlDAmhtG9GG3Fke8wbDwDg/OYfVlppA+C0b1vWxbIipxkV5L06n1B59TV5B+5PG3wX6Ionfb2XBU+r3ZalHaIwPoUMts4p/7zEliSzKbmdnR2/0Ov+/fv+w+AiN4a+0aJM5kVRxumXWq2GWq3mrcalUunUx+x8rEcp6qRlVY/Mz5PmvBC0SIZ+a48fP4ZzMx/oz3zmMxgMBtjZ2fHCP0nONuDgfTwessZItwWGlNOWEmnt1v5n8hnKOsgYxSFLI9tCWw60JV3WQ1si5H1yAMFj+rosYSvrOBwO8fWvfx3Hx8d+8aKuh1UePUjIO2UZsrDJe3V9sqy8WVbnRc7l6TAjXgyQFyQ35H0nyEedTsdH4VldXfU8xEVu0qCR9k6zD2Dcdf4w5u9wOPT3WWKW36w0gKSJyhCnWXVst9sA4MOAjsdn4d1k+lmuejpty91MnrcMGRb3S+hdTkP1s7hX55XnXbD6ESuNNAuxvm8ymWBvbw/9fn/OXz10j1XWqzbCpLVJ1uDyslhGno7C+BSWBdiCtjhKQmMc4K2trTmS7ff72N3d9WnkITySLBdX0HJM0UlLh05DkpWMOSx9xSzRq8ugy0eS7fV6GI/HaDQa2NzcRK/X8zvhyTaUweI51ZZmwWaZ5QplWVbdAWo/Ypm3tOhb0S5kO7EM2lotLT9Mn+WyiIQDFT31qEVqHpKQonwymWB3dxe7u7vnhL8sQ8iKnobQdZY4TrN0peGqyDZLBES8mMjzHlh8BpzNxkwmE+9uwOsZRcC6L9RH0LgiuUD+hAbE2igiB+Z56x2qI/uS6XSKcrmCWq2O8XiEbrcTvC9kFLLS1oYH696QKGYaluHAEuVZ4lEPKHSfHso7ZLUO1ceCzJvrjfTsnsXZVjpXgbR6PyssM0dHYayQJGd+x/QTsj5Sy3rW7/cxmUxQrVaxtbWFTqeD3d1d78dmvayWBYzXsSzcznNvb8+Tt1xEx3Lwf7mAjOmFPpQ8IcT0Cl65VWWpVMIrr7yC0WjkIyUA8zGTLXFutbskF9nmuu1lSDZ9vXweeVwOgDNfN6sz0CQt79Pls/JMO2eBder3+zg5OUG32/WDEWtwIfPIOnZRZHUc8niWqM7b0Vj5Mr1lJtyIpwPpxpD1jsn3it8VfXEZmpIzVxZC35vmJwB+ETXztQS2LG+eAamVvzW4tf6na9ra2jqm07N46Dyn088StaFj/E5DYeusOi7ybWctzs6C1e9a1ywiisfjsQ/Hxvcn7f40PXBZUZvG2da1T4NTs4yMNxlRGCvQYlkoFFCpVOYWuwFhophOp+j1ehgOh6jX67h//z52dnbwzW9+0+94Q8iwcFmj1sFggHZ7Nu1Fn2WGcZNiS1tYAXgxzrBnWuBaZKzrpjsaufBtPB6jWq3itddeQ6Ewi9V4fHw8Z/2VBMn0dLvpvJif9hGWbSfLEyq7tJ7r8zLsnHT70GSlV3Fbwt1atGJZQfi/RXrS1cG52Y6C29vb6Ha7vqO2EBKjacRvidXQtVkdoiV6Lat6HvLV11jfxDKSbMTThRwUywg3WSKDhgfy6urqKtrtNo6Ojs4J40WskFxALa2/DOPGa2S61vcXEqeLCDVeK/2KZzOQRWxsrHvrJoWxNkaE+rqQkcga/Eu3OFmeEFiGtMG3xa9W+XSbWMYWbViyzoWg6z8ajdBqtbwwtiKAMF2r/KHj+pzMM0858+CinG2lc5Xlui5EYRwACU529sQiLw7Jolgs+n3kLSukdR8w+9hIXNLfrVQqmRuHSKurTkteZ5G7/l/7Jsu0GMYtSRIfP5g+bLLMMl3t56otCiwTiVyGcLPqaNVNW8mzBKlMI2S1CeWp3TOuAow1ze2eOQsRIsxQndIsPWnWCEvcpl2b9/6LkGTeckREAOeFWdr7mZUO+Udvq5zHAih3QuWsGmDvVhoqZwhZ5be46IzXpphMxgCSU5/n2UCiXq/79TAh0av7DYuHrHNWv6nPpw3qL4I8YveyFlkJ9ulcaMdZiIty9kXOXbU4Bl5szo7COIAkSXxsS+7bbo2mCfky0L9XfiiNRgO1Wg2dTgftdjtVmJLgKTpHoxEajQYKhQIajQa2trbQaDR8lAJJXno0rUf+IQugjDzBenBRiiZNAOj1ejg4OECSnG3K8dprr+GNN97Azs4O3nnnnczwNJZllmVwbjY1ZW0kQiuv3N1JWpm1FV2GtwPOh8+zphAJaWmXz1gTeKhDyrKCynwA+BjY+/v72N3d9ZYnuS24TktbQyzozkK+G2mdoZVmaOZB1znNqqPLlXY+jyiJiADOtosnR+R9Z8gD8oc7TQ6HQ794zoL8npJE+vSW/WC92WyiXC77PoH3yd+yLDLtNOui5p1QnHpgZmTp9Xpz5zY2NrC5uYl2u4O9vSeZ7WRZh3XIN8uiy7JKw5Asp+Yg/b2HDD3W8w0ZQRYRqHneG15DndDr9XzIP4sHL5KHvjaLs2W5dBpZ9ci6Lu/1loFp2RCFcQr44ZdKpeAHGLpvPB7PhW2j4MtapSrTptCjOCepAOEPIUSi8nxa/vqjSxNy7AC4m49zzg8AuJucFKqh/PT/Ieu3JUS1YJfXWYQiy58F6astXTasTietc8uL6XSKwWDgLcWDwcC70EhBK/PLa/nQAyRZxhB5ZyGvFeOiVprQICQiIoSsdyb0HklhDJwJOWCxGSHJ26H1KRYuY2WzBt+huusdRgHnBwDapWyR/K2/revSFiFa5c0SfNY9oXuzhPFFLaQ0gnG2T89y5hXkVtpZRoqnhYtytr5/WRGFcQ5waoQCN+0lTZIEBwcH+PDDDzEcDrG2toZGozE33dJut8+FJJPWZgDnokg4N3NVYKB2TUZp5CTFKclabr0sCVzWS7slsFy0wtKFgquuHz16hJOTE9RqNXzxi1/EcDjEe++9h6Ojo6BbBtO1QrCxc9EWXllnuTtgmkCW+Uti1r7XEtrvV7YtLda6raTlWqYTCqRfKBS8b1q/38fOzg729/e9m4q2BqdZYUOjd/kjO708HX5afqHBV1pHkNeCnmUViohIg7RK5onw0Ov1cHh46BdPc2DPb2a2s1yY84Hz1l3yDncKzYL8NmT/oLc/tmYFZVmsNQ88p8PGtduzkHSlUglbW/cwmUxwcLA/Z+yw6qrrS8iIQvIe+b/0eQ5xtiy3Pp5l2JG/dVmtKBGy7KG66XrTiMHoJXKBfVYZF+Ez3S/nEap5ZuqyzmcNcBZNb9kQhXEO6Ok5IvSynpycYGdnB6VSCfV6Hc45P+XfarXMUGP8bQlFKYxJsq1WC+VyGdVqNThVI8sPzBMsj1UqFb+BiLS+yrLwb3Yy3LCk3+979w7u8vPkyRO8/vrr+M7v/E4Mh0M8ePDAC1wNLRBZRnk+zWLAjkdOz+mFN7xOk0VWm6WB1+kYxzp4vh7xWxZsHmu1Wt495cmTJ3P5pAlJy9prWYStCCV5CTQLaQLZ6qjkOy2vTeskIyIWgeasrHeJmzNJ4wc5cjAYBAWi5mxg/l2XhoThcDiXvgUteOXAWA/0Nc/Jb0p/5ywDw3zSzYPT/xsbm3jppZkwPjk5PjdLpusty6oFbJaosrj4olbVRS2aVvvkSVvXm4MMuqcwctRFYXG2JbKfBmfr44u06fPK0VEYLwBaWmkBtEbMzjkMBgOcnJxgbW0NGxsbcM7h4OAAvV7PjEUriS8kfIbDIfb391Eul7GysoJqteqt0ZL4Q8QInLl48DqOfGX8Td6rFw/Iv+k7zOk3xlfmPZ1OB9/61re8Px1DzMltqEOQ7cNOxbJcS381KYx1+ouMtPU9sp1C57VPnUSIWNnhyJBsBwcHc6GTFoF+zlY5pIjPE4bqIgSs3xMtirPSClnBIiIuA23FtDibobaq1SpqtZoXjXrXMuvvEGdzm2guvC4Wi94anWZ107yhLZk8psuixZT13ckY6ew3ZoabIY6Ojn1/oDdoSuNPy8AREnWynGkD/kWxSFohvrQG5lr8y5BsfD/kIvhFkcbZ8n3lO5xmPLgK0XyZgcbzhCiMF8B0OvUxjqvVqrmjHAC02210u13UajXcu3cPxWIRR0dHPh6tHMEzXZmGJS663S6+9a1voVAoYHNz0wvil156yYtxGR5IE6R0oaDFQdaJ18ry0FIuN7qQU5QMQVSr1fymI6PRCIeHh/ijP/oj/yE3Go25BSzWAEAvzKBlhUQtOyFJ6vK8jP7B8uuORSMk0kOClwMDCSk8eY21IIX1pvvH4eEhPvnkE3S7XTx69Aj9ft8sa5plJQ3ayhRKM3Svvs661uoA09KV5/U7KjvOiIirgBzI87uz3k1a/0qlElZWVuDcLJY43ehkevI3EH7XR6MRjo+P4ZxDvV73gpjpc4ZOvvtMWxs0dL+gFwxr7pacJL8ptgFd6Mi5vV4Pg8EjXw7OIoZCjjEPzTGWW560Wsvy8Ee6mlmi2crXQpq101oTogcg1v/yWcwGEGch2VqtlrnGhfenlTUNoXpkWXOtcqRx9mWwqGV52RCF8YKQBCSFqHVuOp36aTO5WI2whE7aRy8XdFgko8uo05NExDTSfGytemtLdLFYxMrKig8fJ8MUOee89UUKcAsh4pKLNWRHoS3FeRd0XDVCbSefrZ5i5XtACzF91WQnJJ9bnmD2FlFJi4NO4ypIbVExrCE7HqYXRXHE04Al1kLnJZ/LQTnvW+QdzWPp0/+HZpoWtc5Z/EAuqFSqc8JYllVGJ0rjVev7l4JSl9n6uQ6kWWl1ufmb7wEtxGkbLqXlsUj5Qnx+GVxVm4fe0ecFURhfAPID4VbNlrVLuiN0u12cnJx4fzU5YpVCVROJdtkoFApYXV3FxsYGqtUqer2eubBLWnnltsbSbYLC1iI/OeVGS7MGLSGf//znsbq6ivfffx8PHz6c86e7c+cOKpUK9vf3vcXY8neVabJctFpoAppMJuh0OnPl4nntzyyt4xKWCM0z4pZiV1vd9SI7SXBsy/F4jAcPHuDw8BC9Xs9v3gKcRT/R74IcXOlZBnm9HEDIn2Kx6Du7kIVD3hcSEGkEmObHmcf6c52Dm4gXAxSB8tsFbPcIYGbx5aBVvqchwRIS3c4576JRKpX8rKPOU/M8z+l+JfStyW8+9D0lSYJSqYytrbuoVCo4ODjAycmJ5xbnHBqNJorFInq9rt8WO20Qrgfgluhln2mVS/sza2uuvE7nuQhnayMW62vVRZZjOp3i5OTEz/hKA5d+FqHnZ/2tB0z6+Uv3tzQxr+tp1T1072VF7fMoioEojC8M+WEA50fE8hoA/oOSwk0KvpAFQ4IfDt0XnHPe51m6dWgS5b3S+iEjPui8ZZiiQqFwbgc6mU+pVMLGxgY2Njbw6NEjVKtVP2hg/Odms4mTkxNPIkxfu0jIekpi0OWTAlG3WdrHrq2w2hKt2y1ERiH/8lCe8jpG8zg4ODhHshZBsx3oqhIqs0XOWpiH8rgIucnOUf5eNC05CxAR8TRhfSv6mDZsyJi0QPY7Hhro032B6epZHOt74nE58NWzLDIfmV/aILVQKKBWq6FWq6HVaqNYLMG5iReoM3e0MgaD8AZPoTLoAbq8LyTU8/JG1nVpnJyXr+X1BGd7e73eOdc+WS79DNgWoRmH0CyBPnZVnB1KO3L2eURhfEnQOkrLnPwA+/0+Hj9+7P1et7a2/H39ft9v4KBHkhr6JeaWpbVazYdH29raQq1W835hmkSlyCRJSQuKJZ7oCqJH3PLjbLVa+NrXvubLwnyr1SoA4PDwEEdHR94fC8BcB5G18plto33nGGFDx42U9+uQaZrMdV0I7VNoEbwVckjex7+5MLHT6WB7e9uHheK2obSiWJZgWX89iCiXywAwt/WoLKt87klyFqbJCjFntb81CLKuuwgsq9bzanmIuHmQ35sefDOcJjmm2Wz6+xiaSw/K0wbi/Ja4g2WpVPLh0ZrN5twsUcgqq8UUz4UEk+U2Ja8dDgc+ahLDQgJOxNqfxVEfDgemASivwNTCz4qTbBk9dJ2sgUYoL6tt0vjMGiSxH5f+xFIUs/yhQZV8RrLc0iAk89Sczf+tNUj6XVtkYGG11yKQ7/PzjiiMLwmOJq1IFcPhEI8fP0alUkGtVvML9orFIlqtFo6Pj+c+NB0ZQkMKYwriRqOBtbU1bG1tzW2qIcmfi9gIKSjlgpSQL6uuG0fCk8kErVYLb7/9NpxzWF1d9eHpKpXKaUzMA7+pCUmbacidqTQZyLJqEqL7CutA669VBx7XBC+fkyyDbnd9n05Xpi2vl0KeriQffPCBn5oE4BcrWgMBqwxyYEJhLP2sLQsO20bHYQ11FlnWMHm9Pi7zTRMLVt0iIp4VyH+SzyT/tNtt734k+XE4HJ5bIGsJKwlpJKEgZpjNZrM5Fw9dcpzlLiEXJluiEcBcdCBt7GAfMxgMsLu767lpxiV0q0vQ63XnXNRkOlYEJP0NW0KffC+NGGl8YnFIyKpqiUWLD0MGKOvYzJVkFj5Tro2xZivTjAa67XiOaVicLZ+VVTd930U4+zKIwjgiN6QgpZAcj8dotVo+tFqtVsNoNMJwOPTT4nr0SWji00KOorZWq/koDGllkwRCwSRFquUfK4Wm/G1ZUIEzdxG6X4RcJWSZCO3zSwKSabCMuizSSiIjVki3FW0ZkgQkR8JZQi3kj62P0y+40+ng4ODAbx7AuqXlZVlptXil36NuG31fyLoRQshCbBF4KK20QZ1u74iI64Il3jiIZGg1GRkn61tKEx+SB+Uuc2nXh0ST1SfI/NP6Dh01QvoWJ4k7x0khMQrkF8S6zFZ589SDf2cZEjTS+EiC/QktxHKX2rz8qfOQ9+iFmJZx5qJ5ZZXhKvAi8XUUxleEJEn8yLJSqcA5h263i08++QTNZhOvvvoq7t+/j0ePHuHBgwfodrteIMs0JDQxaH/mSqWC27dvo9FoeGuxFLPyAyP5MT2WkeRYKpX8VBqhrbuyHFJYArOPfjb9NjxHdJVKBdPp1PtDazFHn2TmUygU/P7zUkwxFqgmDkm+XLSnyUheF4K2BFiLGi1rhE6zUCh4y/lHH32Eb3zjG748xWLR19fqZGW7WsfYQUuLA/0XK5XKuWt0JBBLbMv/5WDBukYe02LdSt/q1NJWc0dEPEvIzY/IRScnJ6hUKlhfX8fKygra7TaOj4+921KeWQ7ru0mSBMVi0Ydus2bM9PUyPWkIkAYYna/uL3T6cnDOaDg6f7kZlCXmaNSR3CsNGeQQuTOp1T6St0McEmrbNIOSTsfibJ0PZ+EODw+xv78/109ZUSjSrLf6mDVg0Au4Q8aZPO0RuibNMJU3fX3Ni4AojK8Q8sOmQBkMBp4EuUudDGsm75PI+gDkC09RLslGEoG00lkiUYtemV+WmCRIftpHTN6b5qem28AShiQT6R8t66UXE6ZZIaz8ZNlCbiWh8sv68RknSeIjT/D5y7pZZdADjlAZ9eAiJEKt+7MQyj8PKVtlDrV5RMRNg5ypcs7NrYe4iNtPiLOB87NkaUJO3qd5OY3nssrGvEICKisd/X3rdGQ5pWCWXBcqcxZnh+qzCGQecrBAA48MXZeWfxZny79lvfWgI00UZ9UjL2dHZCMK46cAjsI50mQ4t3K5jPF4jKOjIwwGAy+WpMXUCvNC8CUnSbdaLTx8+BCVSgV7e3uoVqu4d+8ebt++7a/jb52W3LhDh3NjPgwCL8tDy4AsjxbTUvhZI2DZ2cjttpMk8Tu/ceU0r6NVgf9zYCFH3dLVQvsByrLrzkqWUQpstoeso/aRk/fStaXX6+HrX/86jo+PcXJy4i3YnJqT7iHWb/28rA5ZdzgchOnr08Sy7JzktVmdgIQeoFnnQ9aJiIibAjnQlguSySVcPMfZGbnoN0u4SdE1HA5xcnKCYrHod8VbWVnxM0zW4JfH5TqKkGXUKo8WX2nW09Cg3eI8HpO7qUohqcsiOdYS+VnGCs0joXrrqBgW/0jDAkPoPXnyBIPBAIPBwPO9ntnT6VlpWtdY7Zi1pkheL9O1BkJXybGRo6MwfirQC7Ckm8B4PPZbSdJSK63HeUiWH+pgMMDx8TEKhQLa7TbK5TLW1tY8mevICZoAp9Opt2ZbIWiA8z5poVGvBq/T6Wr3BLm4TUbUoH8f09KWCdlJaF9pWX5dHutvy68uZB2V59nGBKOP9Pt97Ozs+Igk7EitXbQskk0jOavNWQfL2pDWSeaBZUkKdZr6mizSj4i4KdDvquQlDsQ5qLbWFOSF3O2OhodqtYpGo2F+r/xbHpdlsL5PnUZIQKa1gdUX6HPaCEK3iVC5rb5Dpp8mAtNEsUzTOm61nzzPfrnT6aDdbvv2tYwUIS7L4uxQ/az08lrIrwoXMYg874jC+CmDizkePnyIJEnQ7XaxsbHh/T8pHHUQeUKKQE1cTKNSqWB1ddXHpiQ5WVs9SzFHMWpZfnmftAboc5ZVQH9cXImsScayJpBcOWCwVlfzGsvKKdO3Vo5bH33oOi3sZLvp9iqXy35wQv/xfr/vreD0lZZ+ykTaVJe2gOj21+9E2mDAOpaWt07TSj8i4nkEufXk5AQAfGhM6cIV2r5dpqH/5w8XTlcqFb+2I/StS56lASA0I0Roi2lauaxjadZoeUz3AVqEynS0ldtK3/o7T3kXOcYysA+hBV/O2gJnbi6LDu5DAp1p6HN5ONsqfwiRp68GURg/RZBg+/0+PvroIzx58gQrKyvY2tryonY8HqPf78/tMGSJMousaGEtl8vY2NjA2toams3mnB+ujMxAa6z2zQXOrJ3AmeuFDG5P8rYsGbTsyoUpUjxywZlliaA4585xXBTIsnMxHXA2ZcdjcsGCtOhYI/1FLDwhFxQ5xSrrz5BHn3zyCX7/93/fzwYwTihjCMvOL0mSc52FbF9aMvKIekm4adYdjbwWGnk+IuJ5B/nk6OgI3W7Xb1IkhTH9UOU91t8a0jjBEJ5yIbTme9kfaP6VbmTyXnk+JNIslz0taPVsH8E0ybcUmTIt6fbGe/QMpuRvq5yL8E2IJy3jDctcKBRwcnKC7e3tuQ2v2K9a6WvO1JydNrOmy5kmoK28QvV+1hbmFwFRGD8D0MIgLbJZI+iQCLWulaQ4GAzQ7XbnCEp/uJoAScQ6ckUaQh9hmtjSRK3P6XS0FcKawpTlTbOwXhV0+yVJgk6n432+9ZRriPjzWHPSiO5pkGDWM89LwHlFQkTETQXFsR64hq69bD66bwhZcbVg1lF3LlKWNM7WolLmE2qP0GBfX6P7gqcF6xlyFo87j2qezmt5vW5+uyrr8HXX46YhCuNngMlkgv39fRwdHfmps3q9jnv37vk4mRYR5hEqJEcK716vh52dHayuruLevXt+BCx95mhpoGVWhvbiAjIr5Jv8LRESfNKCwTxpaeAx1lPH9dShiGhhpWuGXtHN2KDciTA0wMhqT0K7PUj/OZaZbfvOO+9ge3sb4/F4zm9c7kpn5ZMl5kOdoz6XNphJO6etKfIePivmIxck6hkN3aFEko1YdiTJzO1NLugtlUpYWVkxhetF0qfwpn9rpVLBysqK52XLoKG/M7kgUFtlmc9FyiaNEZLHJV+khYqTx6yIRbxfWp+vok3lbytCEfM7ODhAq9WaW6siBbKGJa6A/LjEAAAcA0lEQVTzGDKyONtCHrFrtbNlfMkz+Ih8fR5RGD8jcPtf+RFqH+A8CAlThoDjAi+6H1hEpq0AoemmNAs105HXh0CfOm3xtfx2ZXo6vJtVRhktQt6/6Ig/y4JrWU5I6O12G3t7ez6WMOuZNhV5UeQV+hZ5h0h6kbyktcjqgCPJRjwvkAtapYC7ClAo8ocDf0JbZTUfy++M92cNguW5LH5keSzOC12fpw+xyvC0BtNWeYCzdT8c+Gh3lOvisBDfElfN2RFhRGH8jCEtvIxaMBwO/SYYOqKFRMhFYDQaYW9vD+Vy2VukG43GXGghCYuspIV0OBye8x/Tlk1JxhTh2rIAnN+JLpSvDo8TslBadeAgQwdhZ/l0xxFKR4tsqzPiAKfb7WJnZwf9fh9HR0f++Q0Gg3PCXFvfNUKjfGuxntXBpdUpjRDT0rDKqMsTxXDEiwIaH9rttp8p0rMqi1hqp9PpOYs0w3oy/TxlIvQOoUB4sRyAubJrTsk7k6WvCRlcQmWXg4K0uqUhjwFAzoh2Oh2/rodtIKNC6ftDCInPPFbktHrwnixuzsvZoesjZ6cjCuNrAMXn/v4+nHOo1+tzu8NpYWcRrzzOhSKFQgGNRgPVanUuRJw1DaTLIwmEFk8KXn2fXtgnF+ZJoUuS53ShFsFSsMqdlqbTqQ9lJN0mrI0sCJKdtCLrtpPlCXU8lkVa5jkej9HtdnF8fIz3338fnU4HtVoN5XIZo9HIC2N5X9p0VppgzRPFIs0KEHqPQmmlIYtII9FGPO+YTCbo9XoAMLdznTUYJ0KcTeMIDQt0EQNwThiniUspUpMkCW41LUWwtkZbA3NpUJBlkNdqw4V0jQi1hwT7O5m+JRBleSxobtN9BA0ng8EABwcHGA6Hc653Oi5/qL6yXFnl0O22KNLabdF0IhZHFMbXDI5Y+eGnLRwLiVr5EZfLZW8t7vV6XpBKtwVeK38TUrRKwpCEq6f8mI5Mi/UI+diyvrpO0kItLSBy2lFaGjiQsNJKa7tQLFJJaNKnudVq+YWN7XbbRxEplUq+HKHFi2nkZAnWUAeWVTctgBcl1otaISL5RrxokIPWrO9bQ3O2tBbLWa+QyA4NcKVhAkjfElqnmVWXNKEYWiwoRbNM2xrwp+Wp09TQopjlGQ6Hfq3HcDj0rouWYWYRDstbjkVwmXsvmk9EGFEY3wDwo5UjXSuUl4RFNsViEfV6Hbdv30a5XMb+/r53q2B4M+lPJdOR1mWek37RtODyt7XIQxI6p/ZIguVy2ZM/y8CFh1JMSt9oLVxHo9Gc767Mh21mQYtgXi8tPmxDCYaFGw6HePz4MY6OjnB8fIyjoyNf1nq9jn6/j8FgMGettp4R62URvr5eWko0sjoha0o0r+UjTYjrdyYi4kWF3DaaCH2vFuTgVRoz6F4hLdJp4loPiqVxRc/ahfoQ+bc8xnUhul/SHGPN0BHsE/RAImvwrtOSHK/LLSFDrrXbbfT7ff/DsnIHWhqkLJ4MDT6yypfFnfr+y1qWmXbW/ZGvF0MUxjcEcjqK/wPp0zvWOUkMvV4PpVIJtVptjiBlGhJpVk4pHjUZE3Jlbxrh6f+zRJskVxl4nT/aGn4VkPGVh8Mh+v0+er0eBoOBj7ksd+Z7GmUIYRELx0WsIWmIojgi4gyWVTfvlLy8ht8pQ7eRW/LOPOnzelo/xNmWG0IeS24WZ8u8rbUJecTcouDAgIMWGRlIRp/IK86vumzXydkRiyEK4xsGTSIybJm2BEo3BTntTyF3cnKCarWKzc1NrK6uzu20Jz8WLeisxXokFhlzU47AKbq5cx0JkRZgWQ9tPZC+bNpqK/3QLIsl85T/y9G4lZ6st/xfb2Kyt7eHDz/8EL1eD61WC8Ph0PtxJ0niNy2RliO2k7RCWNYFq0PlwChkIZI+fLpeIUtxKH95Tl9vid8oiCMibGgro/VNWQJZCjUKucFg4ENmVqtVk69leroM8n/NSbJseg0E75HGmdCMky6PlXfWwmHJSXm4J/S/jo3f7XZxeHjo25LcXC6XfTvr9rHKldW+8njazJ6uq9UWxCKcra/PGqhELIYojG8oQlM6EprspGgaDAY4Pj5GrVZDkiSeGLTbQNr0mi6LFMj8oRCWREtCsOJcyjykKA65M7DD0GUNkarMSxNomkiW7ciy9ft9PHr0CL1ez5ezVquhXq9jMplgMBiYq6o10erj2pKj2zyN8CxLkHVNKA3rfcprxY+IiLgcJD9qPuQCYlqLpWgm9zINjZAw0kJPcrceuFsCT4tHyVWhPiprrYxui0XOZw0QGDmERgsAfqEd2zI0yLeeSxouwpGW6LbqkZVP5OyniyiMbzgsYtTxffk3r5UbS4xGI3zzm9/E4eEhbt26hdu3b/upJvoca4KUixRCocYkuch95rXQ42/plywjVKTVGzjz5dPl0fUOpScX7knQV5r3DwYDfPLJJ+j3+/76k5MTL8plO1i7JelBgGUVtizIaWSmr5F5Mp2Q8JbXWHnp+/R1WR1SRESEDT1wBWyLsfzu5FqJ6XSKo6Mj9Ho91Ot1NBqNOQusJWBDISZDZSPHZQ3CpbElLwdIvk2zpoY40DIWAPPrbthmR0dHfgE2eVwPILQgDolTqywXRWjwkCffi3D2VZY9Iocwds79IoAfBbCbJMl3nB77OwD+bQBDAB8A+KtJkhydnvtZAD8JYALgrydJ8r8/pbK/ELAIQodgk9dawviDDz5AoVDAF77wBbz00ks+drL+6OSCOoZi0yGJ9Mepw91IUpOiVYYkInlJotMC3fIrlnnIfELxdSlWLWtxsVici/Hcbrfx/vvv4+DgwOcp86IoZ/llvlL05w2xFrpGC36rXvp6OWgC5jvJNAGun2WaMI5YLkTevl5YgijE2TLSDjDj3oODAzjnsLW15XfDS9tFk2lJHrfEmObMtIG1XIxNYSmvtzYkkT+6jPoaq70s44HMjxzsnMNwOMTBwQF6vZ6vk2UZ18JYnrd4NmTRtQR8qA11e1vXW6I2r9EkdH/E1SDPaqGvAPghdew3AXxHkiTfCeBdAD8LAM65zwP4MQBfOL3n7zvn7MCKEReGRS7yw6LglITLVbq7u7s4PDw85xKhP1Yt0DRpauKzrpcErGF1FJoQQuHUstJnG3CzE0monU4H7XYbBwcHePLkCfb39/HkyRMf31KGgguRXBqx57k+y3og65Hn/xBh501XphEJ9rnBVxB5+0YhNOC0Bvv8GQ6H6HQ66Pf7we88i4uyOFvec9FBcRp/pA3wdXnI1bI9uAC61+uh0+mg1+uh2+2i1+udE7x56q7Lled43jbJ4uy89y1yPnL21SPTYpwkyW87515Xx/6Z+Pd3AfzF07+/DODXkiQZAPjIOfc+gD8H4P+5ktJGADjvHyxH7uVyGbVaDf1+38fW5TbFDx8+xM7ODjY3N/GFL3wBKysrc6JREoiO9ahFqCQwuWmG9hmWLggkMSsIvRaLoTBsOl0NaYGuVqsoFot+dXK32/XuEp1OxwthWr07nc65UEda8Gu3DA5ALJGfRzznmQ6TZbCsDhYZa6uRTkvmFUXx84fI2zcLad81B/EyhjE58uTkBO12G/V6HXfv3kWlUpkTjVZ6IZEbMoRo8Wilk2bI4HHNi/I6i6c05GZR5NnRaORd2uTicbaTnPkMWWStdkgTxWnn0+4JwWo363orHrR1P9OIeHq4Ch/jvwbg10///hRmhEs8PD12Ds65nwLwU1eQ/wsL6yPWf8v/+/0+ut0uSqUShsOh3wFIT4lJ14Msyy/vyVNWeb0ks4t85HTFkAJeT41x6pGkOhqNfNg1xriUcZGlu0gekrVE5kXqc9E20HkzrbxTgREvNBbm7XnOrj7d0r3AkN8p/WcZPpIubtZgOI37L1uWq+Bsza26vBTDcsdTRiUaj8d+ww7ZH+UV3TcNeWb5ImdfHy4ljJ1zPwdgDOBXFr03SZJfAPALp+nEp39B8MOhtaHVamEymaDf7wM47wfmnEOn08Hbb7+NSqWCZrOJarWK9fV1vPTSS+fcMLRfG/MjgdESLK0foY9ZC1emZ1kaLIuwtObSosLrSKLHx8d4/PgxxuOx95GT1ofj42NPrty8Qy4skaQt85E7COoOQpKaXnRiCWmrY7Dqm2XJzfJVs67Psk5HPP+4KG/Pc/ZqfHkuAfKec86vubCi7xCj0QhPnjzxmw6VSiVUq1Xvfyy5JmTECFlDs6ydFmfrwXgoHclHeuE0uXQwGKDdbs+59zEPHf2HAwQrf52PnO1M4+xQWlYbZV2bxalp7i9RHN8cXFgYO+d+ArPFHT+YnD25TwC8Ki575fRYxFOEJMRut+tdKELTMoPBAA8ePIBzDhsbG2g0GnDO4eWXX/ZCkIIyZB2VBCNH7ZIkJUlr94ks8s4ia+3GwTL0ej08evTI75In05Plcc75MHOWmJXXyMGArKtlBZf3hkhQ32O1b6hddNo6nVAaluU74sVD5O2bA/KF5KoQZ4/HYxwfH8M5h1qt5uPDr66unpvhC+UVmuGSv0MzYnnSzhLGmr94bjQaodVqneNXK1/p9meVUR8LtWnaICGNGxcRqroei3J2xPXhQsLYOfdDAP4mgH89SZKuOPVVAP+9c+7vAngZwJsA/sWlSxmRG4xKIX1hdXg0jrydc/76w8NDfPjhh3NCkNs4l0olNJtNc5tqPa3F39ZHr4/rDT+YJnA+8gatB9Pp1G/xyXuTJPHTbEdHRxgOh37a0SJQbb2QMZ61cLTcKuTfWRYGCxYppw0yQtaELFiWHvk74sVC5O2bCck9chBuGSNosOCs4OHh4dwsHQf7hULB+yNL6AG85h1dLo00y6kWxzIP8rM8LvlcurNZkGJaGiwsDg3VOYtDF+Vs6/xlOZv3ynJHPHvkCdf2qwB+AMAd59xDAH8Ls9XMVQC/efrwfzdJkn8vSZK3nXP/CMCfYjZV99NJkpyPMRPx1EB/LAkZeoziloscxuOxX+X7ySef+HPFYhG3b9/G5uYmVlZWsL6+7kUyF7TRJYFCHJgnTCuEmP7bIhKWk1YR6Qc8Ho9xcHCAnZ0dX3ZOtzH+MtMj8cq8WG/6VnOXKRK0rgcJWFuWNdIsGBbSFuwxLSneQwI/DboDjHhxEHl7eWDFWdchMAHMubmNx2O0Wi2cnJzM8Xqj0UCtVkOlUkGtVvMiWcZzDxkB8v4dEmwUrLyedZpOpz6iBF3ayOXaYGMJdD07SP620mA5ZNuFROqinJgmivl7ETGcZTWOnH19cDeh8V30MX4msIQxBaL0cWPM4c3NTe9qce/ePS+M5UIQClCdviRzec4Sa7JjkKJQkgxDrY1GI+zv72Nvb29OGNMiIclZkz/P8bcs62Qy8WkRpVIJtVoNALxVQ5Yxq615bR7RrK+XVm1r6jDNcs9z8r6Ip44/SJLku6+7EM8KMx/j77ruYrwQkEYNYH4bZOmq5pxDvV73rhbNZnOO5yyfW5m+/F8eD806WW4IEjSakFu73e6cMJaGCxm9yBLGst7Mi32WjpbEnQNpuJHlzmrnvNeGrk9LI484j3z9LPF/Bzk77nz3AoFkRFIBZpYJbrwhLcvT6Wz3pW63i2KxiIcPH84tEJOWCIZFq9VqqFarqFaraDabXlhSTJNkKaoZKYIET5eO4XCIbreLfr8/R84MQTcYDPyCDB1RAjizxjJMnTxOsqSILpfL/joZPJ7tJTfzyDslp5HX3UJ3Wmkrry0RnBY5JCIiYjmhecFyfyBP9vt9jEYjOOe8NZngNdIwwBnAUqmEcrnsj+lYwuRAuSCbXE6jAXdAZV7SojuZTOZ2qNMCmH2P3FSEeUjLMwcIvM5ynbC2fb6oW4OGxdn6mchzlmsJ07EGARE3A1EYv4AIiS8SD49ZfmG8l2RaKpXQaDT8LnIkJU7jAfMiWobkocWAP+Px2AduZ/xOuavcYDCYC9cjSVPXj8QufdG0gJZErC2xUsSHxHCIJNPa3bL4hq7Ney6Sa0TE8w9t/bRm36QVVos0ycMUwdPp1FtY6Z4A4JzoJHdpqzMNGqPRCIPBAMPhcO4+adENuUpoaEu1JTZDfPw0xWYezs4rwCNn32xEYfyCQ+8hL62pcktoTZjSckABTT9d7tRULBZRqVTmIl1I1wv6JksSbbVa3l+YZZEknEZ+1jQW79P+xjw3Ho/9rlIkfWm1kHnqtGU6VhnyiNvQ1Jsm2FC9I8FGRLxY0LNaPAbMu6xJaNcLuRkT47xLVzQdPlJabWXa0+kUg8Fgjl+tma5FOJv/h1zB5Myf7pdCaaXll9eF4qKcHbF8iML4BYcUqgStxDpUGY/p8ECDwQCFQsFP4ZVKJXS73eA0kvYrk9bkXq/niZqWZC6q037HoakyTVDS5UITFa3cEuwc9ErxkDgOieU8FgQt4q3yZ+UVERHxYkHzgLUwOMQnFJZcW0ExLRcvh/Kz/I8lV5P3rMWDGmmcnWZdppjXaVl1z8vV8u+LzOZdlatGxM1AFMYRQUgLgxTInJbjcTnt5pzzcZRDIlZDWjlksHtJtsxbTufxXp2WtGrLMofKYJGnnq7MI0jzkKPVwUQrcERExFUhbXZLHpccRK5dhLO1u5nFs1ZZ0tzSQumE6iD/15bcp+lSETn7+UYUxhFBhMIIkRRpwdVh0kL+uvw7a8pLk5wWqpalgdfIVclywUdoYZomYN0xWNYEPVVp1SlU3lA76enHiIiIiEWR5m4leUqHSUtzA7jIDJaeIQylQc6WhhbLRzpPnmmwxOyinB1KL/L184cojCMWhramWn61aYvM0kLzENIiofMLpSvvldfnJa40MZ6WZ9pCEInoKhEREXFdSHMj0AP9kHtBFj9Z9+o08pTxIjxocXZaOa1jF+HsiOcPURhHXAghKywJkISi/YKB8HbQlp+Z/M30mHfIn05bqtOs1LLMXHQn/Zqt67U/n6yzLkfIgqM7iiiIIyIinjYuKhzz8lOa0NYi05qpk5wdylv3L7wmrW4h14ssK7J1f+Tq5x9RGEdcGItOdVlCMc2yzLRCo/asfHQeIYLVriEyprMuoyVqQ2mHyhin4CIiIpYJIXezy6a1KNLc8iyXjavi7IgXC1EYRzxVhPzL9Ig9tEJ5UZJKkmQuAH3ISiHFribYUCeg/fKsvPW1i7hyRERERFw30gwelpUVuBxny3tCItbKbxHXDP6dx7gS+ToiCuOIp4o0YRgi2Dw+uCGC0zsz6d/6funqYVkQOFXHldcSaTvNRXKNiIhYViw6G3iRtOR5K8Z8yAUjyzUuZOTIKkvk7AiikH1JRMSzxVUR1FWTeCTOiIiIiPO4Ts6OiLhquJvwIjrnngDoANi77rJcAncQy39dWOayA8td/mUuO3B15X8tSZK7V5DOUuCUsz/Gcj//ZS47sNzlX+ayA8td/mUuO/AMOPtGCGMAcM79fpIk333d5bgoYvmvD8tcdmC5y7/MZQeWv/zXjWVuv2UuO7Dc5V/msgPLXf5lLjvwbMofXSkiIiIiIiIiIiIiEIVxREREREREREREBICbJYx/4boLcEnE8l8flrnswHKXf5nLDix/+a8by9x+y1x2YLnLv8xlB5a7/MtcduAZlP/G+BhHREREREREREREXCduksU4IiIiIiIiIiIi4toQhXFEREREREREREQEbogwds79kHPuG865951zP3Pd5UmDc+5V59w/d879qXPubefc3zg9fss595vOufdOf29ed1nT4JwrOuf+P+fcPz39/9ucc793+gx+3TlXue4yWnDObTjnfsM5945z7uvOue9bprZ3zv2Hp+/NnzjnftU5V7vJbe+c+0Xn3K5z7k/EMbO93Qz/5Wk9/tg592evr+TBsv+d03fnj51z/5NzbkOc+9nTsn/DOfdvXk+plwPLxNnA88Hby8rZwHLzduTsZ4ubwNvXLoydc0UA/zWAHwbweQB/2Tn3+estVSrGAP6jJEk+D+B7Afz0aXl/BsBvJUnyJoDfOv3/JuNvAPi6+P8/BfCfJ0ny7QAOAfzktZQqG38PwP+WJMlbAL6EWR2Wou2dc58C8NcBfHeSJN8BoAjgx3Cz2/4rAH5IHQu19w8DePP056cA/PwzKmMIX8H5sv8mgO9IkuQ7AbwL4GcB4PQb/jEAXzi95++fclOEwhJyNvB88PaycjawpLwdOfta8BVcM29fuzAG8OcAvJ8kyYdJkgwB/BqAL19zmYJIkuRRkiR/ePp3C7MP/FOYlfmXTi/7JQD/zvWUMBvOuVcA/FsA/sHp/w7AnwfwG6eX3MjyO+fWAfxrAP4hACRJMkyS5AhL1PYASgDqzrkSgAaAR7jBbZ8kyW8DOFCHQ+39ZQC/nMzwuwA2nHP3n01Jz8Mqe5Ik/yxJkvHpv78L4JXTv78M4NeSJBkkSfIRgPcx46aI81gqzgaWn7eXlbOB54K3I2c/Q9wE3r4JwvhTAB6I/x+eHrvxcM69DuDPAPg9APeSJHl0euoxgHvXVKw8+C8A/E0A09P/bwM4Ei/eTX0G3wbgCYD/9nRK8R8455pYkrZPkuQTAP8ZgG9hRq7HAP4Ay9H2EqH2XrZv+a8B+F9P/162sl8nlrqtlpS3l5WzgSXm7cjZNxJPnbdvgjBeSjjnVgD8jwD+gyRJTuS5ZBYD70bGwXPO/SiA3SRJ/uC6y3IBlAD8WQA/nyTJnwHQgZp+u+Ftv4nZCPfbALwMoInzU0ZLhZvc3mlwzv0cZtPrv3LdZYl4dlhG3l5yzgaWmLcjZ98sPCvevgnC+BMAr4r/Xzk9dmPhnCtjRq6/kiTJPz49vMMpiNPfu9dVvgz8KwD+gnPum5hNgf55zPy/Nk6nioCb+wweAniYJMnvnf7/G5gR7rK0/b8B4KMkSZ4kSTIC8I8xex7L0PYSofZeim/ZOfcTAH4UwF9JzgK5L0XZbwiWsq2WmLeXmbOB5ebtyNk3BM+St2+CMP5/Abx5usqzgpkj9VevuUxBnPp2/UMAX0+S5O+KU18F8OOnf/84gH/yrMuWB0mS/GySJK8kSfI6Zm39fyZJ8lcA/HMAf/H0shtZ/iRJHgN44Jz77OmhHwTwp1iStsdsOu57nXON0/eI5b/xba8Qau+vAvh3T1c6fy+AYzF9dyPgnPshzKak/0KSJF1x6qsAfsw5V3XOfRtmi1H+xXWUcQmwVJwNLDdvLzNnA0vP25GzbwCeOW8nSXLtPwB+BLOVhh8A+LnrLk9GWf9VzKYh/hjAH53+/AhmPl+/BeA9AP8HgFvXXdYcdfkBAP/09O83Tl+o9wH8DwCq112+QJn/JQC/f9r+/zOAzWVqewD/CYB3APwJgP8OQPUmtz2AX8XMt26EmeXnJ0PtDcBhFq3gAwBfw2wl900r+/uY+aTx2/1vxPU/d1r2bwD44etu+5v8s0ycfVre54K3l5GzT8u6tLwdOftGlP+Z8nbcEjoiIiIiIiIiIiICN8OVIiIiIiIiIiIiIuLaEYVxREREREREREREBKIwjoiIiIiIiIiIiAAQhXFEREREREREREQEgCiMIyIiIiIiIiIiIgBEYRwREREREREREREBIArjiIiIiIiIiIiICADA/w8DzZo+taMbLgAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XLso0NbqAJfG"
      },
      "source": [
        "# Model, Loss, Optimizer"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "device = torch.device(\"cuda:0\")\n",
        "\n",
        "UNet_metadata = dict(\n",
        "    spatial_dims = 3,\n",
        "    in_channels = 1,\n",
        "    out_channels = 2,\n",
        "    channels = (64, 128, 256, 512),\n",
        "    strides = (2, 2, 2),\n",
        "    num_res_units = 2,\n",
        "    norm = Norm.BATCH,\n",
        ")\n",
        "\n",
        "model = UNet(**UNet_metadata).to(device) # using UNet model\n",
        "\n",
        "loss_function = DiceLoss(include_background = False, to_onehot_y = True, softmax = True) # using Dice Loss function\n",
        "optimizer = torch.optim.Adam(model.parameters(), lr = 0.001) # using Adam optimizer\n",
        "dice_metric = DiceMetric(include_background = False, reduction = \"mean\")"
      ],
      "metadata": {
        "id": "-xKywMKm3sj8"
      },
      "execution_count": 28,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Mlt9hguLW57g"
      },
      "source": [
        "# Start training"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 29,
      "metadata": {
        "id": "ocvFu3gwwxrp",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "9ee9eb4c-8787-48ee-fa49-4d077ff3dc6f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[1;30;43mKết quả truyền trực tuyến bị cắt bớt đến 5000 dòng cuối.\u001b[0m\n",
            "19/51, train_loss: 1.0000\n",
            "20/51, train_loss: 0.9999\n",
            "21/51, train_loss: 0.9946\n",
            "22/51, train_loss: 0.9928\n",
            "23/51, train_loss: 1.0000\n",
            "24/51, train_loss: 0.9995\n",
            "25/51, train_loss: 0.9881\n",
            "26/51, train_loss: 1.0000\n",
            "27/51, train_loss: 0.9993\n",
            "28/51, train_loss: 1.0000\n",
            "29/51, train_loss: 0.9978\n",
            "30/51, train_loss: 0.9985\n",
            "31/51, train_loss: 1.0000\n",
            "32/51, train_loss: 0.9995\n",
            "33/51, train_loss: 0.9988\n",
            "34/51, train_loss: 0.9945\n",
            "35/51, train_loss: 1.0000\n",
            "36/51, train_loss: 1.0000\n",
            "37/51, train_loss: 1.0000\n",
            "38/51, train_loss: 1.0000\n",
            "39/51, train_loss: 0.9996\n",
            "40/51, train_loss: 0.9982\n",
            "41/51, train_loss: 0.9996\n",
            "42/51, train_loss: 0.9996\n",
            "43/51, train_loss: 0.9950\n",
            "44/51, train_loss: 0.9999\n",
            "45/51, train_loss: 1.0000\n",
            "46/51, train_loss: 0.9880\n",
            "47/51, train_loss: 0.9984\n",
            "48/51, train_loss: 0.9645\n",
            "49/51, train_loss: 0.9870\n",
            "50/51, train_loss: 0.9883\n",
            "51/51, train_loss: 0.9953\n",
            "epoch 10 average loss: 0.9966\n",
            "current epoch: 10, current mean dice: 0.0053, best mean dice: 0.0224, at epoch: 9\n",
            "------------\n",
            "Epoch 11/100\n",
            "1/51, train_loss: 0.9552\n",
            "2/51, train_loss: 0.9913\n",
            "3/51, train_loss: 0.9936\n",
            "4/51, train_loss: 0.9937\n",
            "5/51, train_loss: 1.0000\n",
            "6/51, train_loss: 0.9987\n",
            "7/51, train_loss: 1.0000\n",
            "8/51, train_loss: 1.0000\n",
            "9/51, train_loss: 0.9641\n",
            "10/51, train_loss: 0.9969\n",
            "11/51, train_loss: 0.9997\n",
            "12/51, train_loss: 0.9986\n",
            "13/51, train_loss: 0.9727\n",
            "14/51, train_loss: 0.9741\n",
            "15/51, train_loss: 0.9943\n",
            "16/51, train_loss: 0.9982\n",
            "17/51, train_loss: 1.0000\n",
            "18/51, train_loss: 0.9991\n",
            "19/51, train_loss: 0.9853\n",
            "20/51, train_loss: 0.9308\n",
            "21/51, train_loss: 0.9989\n",
            "22/51, train_loss: 0.9988\n",
            "23/51, train_loss: 0.9708\n",
            "24/51, train_loss: 0.9643\n",
            "25/51, train_loss: 0.9921\n",
            "26/51, train_loss: 0.9945\n",
            "27/51, train_loss: 1.0000\n",
            "28/51, train_loss: 1.0000\n",
            "29/51, train_loss: 0.9999\n",
            "30/51, train_loss: 0.9879\n",
            "31/51, train_loss: 0.9948\n",
            "32/51, train_loss: 0.8999\n",
            "33/51, train_loss: 0.9999\n",
            "34/51, train_loss: 0.8845\n",
            "35/51, train_loss: 0.9999\n",
            "36/51, train_loss: 0.8166\n",
            "37/51, train_loss: 0.9679\n",
            "38/51, train_loss: 0.8867\n",
            "39/51, train_loss: 0.9977\n",
            "40/51, train_loss: 0.9962\n",
            "41/51, train_loss: 0.9991\n",
            "42/51, train_loss: 0.9987\n",
            "43/51, train_loss: 0.9999\n",
            "44/51, train_loss: 0.9862\n",
            "45/51, train_loss: 0.9981\n",
            "46/51, train_loss: 0.9977\n",
            "47/51, train_loss: 0.9997\n",
            "48/51, train_loss: 0.9542\n",
            "49/51, train_loss: 0.9993\n",
            "50/51, train_loss: 0.9249\n",
            "51/51, train_loss: 0.8508\n",
            "epoch 11 average loss: 0.9766\n",
            "saved new best metric model!!!\n",
            "current epoch: 11, current mean dice: 0.0589, best mean dice: 0.0589, at epoch: 11\n",
            "------------\n",
            "Epoch 12/100\n",
            "1/51, train_loss: 0.8500\n",
            "2/51, train_loss: 0.9413\n",
            "3/51, train_loss: 0.9992\n",
            "4/51, train_loss: 0.9997\n",
            "5/51, train_loss: 0.9987\n",
            "6/51, train_loss: 0.9821\n",
            "7/51, train_loss: 1.0000\n",
            "8/51, train_loss: 1.0000\n",
            "9/51, train_loss: 0.9641\n",
            "10/51, train_loss: 0.9765\n",
            "11/51, train_loss: 1.0000\n",
            "12/51, train_loss: 0.9972\n",
            "13/51, train_loss: 0.9995\n",
            "14/51, train_loss: 0.9852\n",
            "15/51, train_loss: 1.0000\n",
            "16/51, train_loss: 0.9614\n",
            "17/51, train_loss: 0.9813\n",
            "18/51, train_loss: 0.9735\n",
            "19/51, train_loss: 1.0000\n",
            "20/51, train_loss: 1.0000\n",
            "21/51, train_loss: 0.9996\n",
            "22/51, train_loss: 0.9999\n",
            "23/51, train_loss: 1.0000\n",
            "24/51, train_loss: 0.9989\n",
            "25/51, train_loss: 0.9999\n",
            "26/51, train_loss: 0.9192\n",
            "27/51, train_loss: 0.9271\n",
            "28/51, train_loss: 1.0000\n",
            "29/51, train_loss: 1.0000\n",
            "30/51, train_loss: 0.9861\n",
            "31/51, train_loss: 0.9455\n",
            "32/51, train_loss: 0.9996\n",
            "33/51, train_loss: 0.9972\n",
            "34/51, train_loss: 0.8778\n",
            "35/51, train_loss: 1.0000\n",
            "36/51, train_loss: 0.9102\n",
            "37/51, train_loss: 0.9890\n",
            "38/51, train_loss: 0.6675\n",
            "39/51, train_loss: 0.7100\n",
            "40/51, train_loss: 0.7497\n",
            "41/51, train_loss: 0.9746\n",
            "42/51, train_loss: 0.9994\n",
            "43/51, train_loss: 0.9817\n",
            "44/51, train_loss: 0.8583\n",
            "45/51, train_loss: 0.9999\n",
            "46/51, train_loss: 1.0000\n",
            "47/51, train_loss: 0.7973\n",
            "48/51, train_loss: 0.7081\n",
            "49/51, train_loss: 0.9991\n",
            "50/51, train_loss: 0.9995\n",
            "51/51, train_loss: 1.0000\n",
            "epoch 12 average loss: 0.9530\n",
            "current epoch: 12, current mean dice: 0.0299, best mean dice: 0.0589, at epoch: 11\n",
            "------------\n",
            "Epoch 13/100\n",
            "1/51, train_loss: 0.9998\n",
            "2/51, train_loss: 0.6884\n",
            "3/51, train_loss: 0.6564\n",
            "4/51, train_loss: 0.9987\n",
            "5/51, train_loss: 0.9996\n",
            "6/51, train_loss: 0.4599\n",
            "7/51, train_loss: 0.9991\n",
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            "epoch 13 average loss: 0.8881\n",
            "current epoch: 13, current mean dice: 0.0168, best mean dice: 0.0589, at epoch: 11\n",
            "------------\n",
            "Epoch 14/100\n",
            "1/51, train_loss: 0.9141\n",
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            "epoch 14 average loss: 0.8725\n",
            "saved new best metric model!!!\n",
            "current epoch: 14, current mean dice: 0.1142, best mean dice: 0.1142, at epoch: 14\n",
            "------------\n",
            "Epoch 15/100\n",
            "1/51, train_loss: 0.9820\n",
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            "epoch 15 average loss: 0.8442\n",
            "saved new best metric model!!!\n",
            "current epoch: 15, current mean dice: 0.1841, best mean dice: 0.1841, at epoch: 15\n",
            "------------\n",
            "Epoch 16/100\n",
            "1/51, train_loss: 0.9941\n",
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            "epoch 16 average loss: 0.8106\n",
            "current epoch: 16, current mean dice: 0.1536, best mean dice: 0.1841, at epoch: 15\n",
            "------------\n",
            "Epoch 17/100\n",
            "1/51, train_loss: 0.9644\n",
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            "epoch 17 average loss: 0.7834\n",
            "saved new best metric model!!!\n",
            "current epoch: 17, current mean dice: 0.2867, best mean dice: 0.2867, at epoch: 17\n",
            "------------\n",
            "Epoch 18/100\n",
            "1/51, train_loss: 0.9061\n",
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            "epoch 18 average loss: 0.7307\n",
            "current epoch: 18, current mean dice: 0.2600, best mean dice: 0.2867, at epoch: 17\n",
            "------------\n",
            "Epoch 19/100\n",
            "1/51, train_loss: 0.9886\n",
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            "epoch 19 average loss: 0.7477\n",
            "saved new best metric model!!!\n",
            "current epoch: 19, current mean dice: 0.3124, best mean dice: 0.3124, at epoch: 19\n",
            "------------\n",
            "Epoch 20/100\n",
            "1/51, train_loss: 0.9999\n",
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            "epoch 20 average loss: 0.6875\n",
            "saved new best metric model!!!\n",
            "current epoch: 20, current mean dice: 0.3731, best mean dice: 0.3731, at epoch: 20\n",
            "------------\n",
            "Epoch 21/100\n",
            "1/51, train_loss: 1.0000\n",
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            "epoch 21 average loss: 0.6616\n",
            "current epoch: 21, current mean dice: 0.2407, best mean dice: 0.3731, at epoch: 20\n",
            "------------\n",
            "Epoch 22/100\n",
            "1/51, train_loss: 0.8498\n",
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            "epoch 22 average loss: 0.6598\n",
            "current epoch: 22, current mean dice: 0.3542, best mean dice: 0.3731, at epoch: 20\n",
            "------------\n",
            "Epoch 23/100\n",
            "1/51, train_loss: 0.7324\n",
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            "epoch 23 average loss: 0.6289\n",
            "current epoch: 23, current mean dice: 0.3358, best mean dice: 0.3731, at epoch: 20\n",
            "------------\n",
            "Epoch 24/100\n",
            "1/51, train_loss: 0.6072\n",
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            "epoch 24 average loss: 0.6351\n",
            "current epoch: 24, current mean dice: 0.3511, best mean dice: 0.3731, at epoch: 20\n",
            "------------\n",
            "Epoch 25/100\n",
            "1/51, train_loss: 0.9295\n",
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            "epoch 25 average loss: 0.6491\n",
            "saved new best metric model!!!\n",
            "current epoch: 25, current mean dice: 0.4208, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 26/100\n",
            "1/51, train_loss: 0.6537\n",
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            "epoch 26 average loss: 0.6049\n",
            "current epoch: 26, current mean dice: 0.2938, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 27/100\n",
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            "epoch 27 average loss: 0.6240\n",
            "current epoch: 27, current mean dice: 0.2595, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 28/100\n",
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            "epoch 28 average loss: 0.6010\n",
            "current epoch: 28, current mean dice: 0.3786, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 29/100\n",
            "1/51, train_loss: 1.0000\n",
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            "epoch 29 average loss: 0.5883\n",
            "current epoch: 29, current mean dice: 0.3745, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 30/100\n",
            "1/51, train_loss: 0.2768\n",
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            "epoch 30 average loss: 0.5713\n",
            "current epoch: 30, current mean dice: 0.2890, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 31/100\n",
            "1/51, train_loss: 0.7508\n",
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            "epoch 31 average loss: 0.5574\n",
            "current epoch: 31, current mean dice: 0.3994, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 32/100\n",
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            "epoch 32 average loss: 0.5632\n",
            "current epoch: 32, current mean dice: 0.3586, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 33/100\n",
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            "epoch 33 average loss: 0.5348\n",
            "current epoch: 33, current mean dice: 0.2721, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 34/100\n",
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            "epoch 34 average loss: 0.5460\n",
            "current epoch: 34, current mean dice: 0.3023, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 35/100\n",
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            "epoch 35 average loss: 0.5087\n",
            "current epoch: 35, current mean dice: 0.2827, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 36/100\n",
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            "epoch 36 average loss: 0.4912\n",
            "current epoch: 36, current mean dice: 0.3827, best mean dice: 0.4208, at epoch: 25\n",
            "------------\n",
            "Epoch 37/100\n",
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            "epoch 37 average loss: 0.5168\n",
            "saved new best metric model!!!\n",
            "current epoch: 37, current mean dice: 0.4237, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 38/100\n",
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            "epoch 38 average loss: 0.4889\n",
            "current epoch: 38, current mean dice: 0.3145, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 39/100\n",
            "1/51, train_loss: 0.3932\n",
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            "epoch 39 average loss: 0.4913\n",
            "current epoch: 39, current mean dice: 0.3995, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 40/100\n",
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            "epoch 40 average loss: 0.4983\n",
            "current epoch: 40, current mean dice: 0.3700, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 41/100\n",
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            "epoch 41 average loss: 0.4793\n",
            "current epoch: 41, current mean dice: 0.4232, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 42/100\n",
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            "epoch 42 average loss: 0.4728\n",
            "current epoch: 42, current mean dice: 0.3059, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 43/100\n",
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            "epoch 43 average loss: 0.4828\n",
            "current epoch: 43, current mean dice: 0.2879, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 44/100\n",
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            "epoch 44 average loss: 0.4433\n",
            "current epoch: 44, current mean dice: 0.3881, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 45/100\n",
            "1/51, train_loss: 0.3549\n",
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            "epoch 45 average loss: 0.4786\n",
            "current epoch: 45, current mean dice: 0.3830, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 46/100\n",
            "1/51, train_loss: 0.3250\n",
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            "epoch 46 average loss: 0.4774\n",
            "current epoch: 46, current mean dice: 0.3226, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 47/100\n",
            "1/51, train_loss: 0.6114\n",
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            "epoch 47 average loss: 0.4467\n",
            "current epoch: 47, current mean dice: 0.3637, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 48/100\n",
            "1/51, train_loss: 0.4020\n",
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            "epoch 48 average loss: 0.4333\n",
            "current epoch: 48, current mean dice: 0.3333, best mean dice: 0.4237, at epoch: 37\n",
            "------------\n",
            "Epoch 49/100\n",
            "1/51, train_loss: 0.3084\n",
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            "epoch 49 average loss: 0.4603\n",
            "saved new best metric model!!!\n",
            "current epoch: 49, current mean dice: 0.4307, best mean dice: 0.4307, at epoch: 49\n",
            "------------\n",
            "Epoch 50/100\n",
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            "epoch 50 average loss: 0.4793\n",
            "current epoch: 50, current mean dice: 0.2502, best mean dice: 0.4307, at epoch: 49\n",
            "------------\n",
            "Epoch 51/100\n",
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            "epoch 51 average loss: 0.4414\n",
            "saved new best metric model!!!\n",
            "current epoch: 51, current mean dice: 0.4437, best mean dice: 0.4437, at epoch: 51\n",
            "------------\n",
            "Epoch 52/100\n",
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            "epoch 52 average loss: 0.4401\n",
            "current epoch: 52, current mean dice: 0.3693, best mean dice: 0.4437, at epoch: 51\n",
            "------------\n",
            "Epoch 53/100\n",
            "1/51, train_loss: 0.1458\n",
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            "epoch 53 average loss: 0.4625\n",
            "current epoch: 53, current mean dice: 0.3388, best mean dice: 0.4437, at epoch: 51\n",
            "------------\n",
            "Epoch 54/100\n",
            "1/51, train_loss: 0.4156\n",
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            "epoch 54 average loss: 0.4419\n",
            "current epoch: 54, current mean dice: 0.3362, best mean dice: 0.4437, at epoch: 51\n",
            "------------\n",
            "Epoch 55/100\n",
            "1/51, train_loss: 0.3074\n",
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            "epoch 55 average loss: 0.4379\n",
            "saved new best metric model!!!\n",
            "current epoch: 55, current mean dice: 0.4725, best mean dice: 0.4725, at epoch: 55\n",
            "------------\n",
            "Epoch 56/100\n",
            "1/51, train_loss: 0.3932\n",
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            "epoch 56 average loss: 0.4127\n",
            "current epoch: 56, current mean dice: 0.4214, best mean dice: 0.4725, at epoch: 55\n",
            "------------\n",
            "Epoch 57/100\n",
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            "epoch 57 average loss: 0.4109\n",
            "current epoch: 57, current mean dice: 0.3409, best mean dice: 0.4725, at epoch: 55\n",
            "------------\n",
            "Epoch 58/100\n",
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            "epoch 58 average loss: 0.4214\n",
            "saved new best metric model!!!\n",
            "current epoch: 58, current mean dice: 0.4844, best mean dice: 0.4844, at epoch: 58\n",
            "------------\n",
            "Epoch 59/100\n",
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            "epoch 59 average loss: 0.4356\n",
            "current epoch: 59, current mean dice: 0.4072, best mean dice: 0.4844, at epoch: 58\n",
            "------------\n",
            "Epoch 60/100\n",
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            "epoch 60 average loss: 0.4151\n",
            "saved new best metric model!!!\n",
            "current epoch: 60, current mean dice: 0.4931, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 61/100\n",
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            "epoch 61 average loss: 0.4166\n",
            "current epoch: 61, current mean dice: 0.2902, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 62/100\n",
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            "epoch 62 average loss: 0.4390\n",
            "current epoch: 62, current mean dice: 0.3366, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 63/100\n",
            "1/51, train_loss: 0.9998\n",
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            "epoch 63 average loss: 0.4010\n",
            "current epoch: 63, current mean dice: 0.3781, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 64/100\n",
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            "epoch 64 average loss: 0.4063\n",
            "current epoch: 64, current mean dice: 0.4381, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 65/100\n",
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            "epoch 65 average loss: 0.4020\n",
            "current epoch: 65, current mean dice: 0.4378, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 66/100\n",
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            "epoch 66 average loss: 0.4110\n",
            "current epoch: 66, current mean dice: 0.3760, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 67/100\n",
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            "epoch 67 average loss: 0.3831\n",
            "current epoch: 67, current mean dice: 0.3716, best mean dice: 0.4931, at epoch: 60\n",
            "------------\n",
            "Epoch 68/100\n",
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            "epoch 68 average loss: 0.4091\n",
            "saved new best metric model!!!\n",
            "current epoch: 68, current mean dice: 0.5303, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 69/100\n",
            "1/51, train_loss: 0.4311\n",
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            "epoch 69 average loss: 0.4126\n",
            "current epoch: 69, current mean dice: 0.4630, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 70/100\n",
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            "epoch 70 average loss: 0.4094\n",
            "current epoch: 70, current mean dice: 0.4258, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 71/100\n",
            "1/51, train_loss: 0.2777\n",
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            "epoch 71 average loss: 0.4119\n",
            "current epoch: 71, current mean dice: 0.5108, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 72/100\n",
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            "epoch 72 average loss: 0.3839\n",
            "current epoch: 72, current mean dice: 0.4407, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 73/100\n",
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            "epoch 73 average loss: 0.3720\n",
            "current epoch: 73, current mean dice: 0.3781, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 74/100\n",
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            "epoch 74 average loss: 0.3754\n",
            "current epoch: 74, current mean dice: 0.3468, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 75/100\n",
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            "epoch 75 average loss: 0.3770\n",
            "current epoch: 75, current mean dice: 0.3987, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 76/100\n",
            "1/51, train_loss: 0.4136\n",
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            "epoch 76 average loss: 0.3867\n",
            "current epoch: 76, current mean dice: 0.4885, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 77/100\n",
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            "epoch 77 average loss: 0.3856\n",
            "current epoch: 77, current mean dice: 0.4279, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 78/100\n",
            "1/51, train_loss: 0.5602\n",
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            "epoch 78 average loss: 0.3781\n",
            "current epoch: 78, current mean dice: 0.4220, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 79/100\n",
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            "epoch 79 average loss: 0.3877\n",
            "current epoch: 79, current mean dice: 0.3605, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 80/100\n",
            "1/51, train_loss: 0.2956\n",
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            "epoch 80 average loss: 0.3540\n",
            "current epoch: 80, current mean dice: 0.4333, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 81/100\n",
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            "epoch 81 average loss: 0.3999\n",
            "current epoch: 81, current mean dice: 0.4059, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 82/100\n",
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            "epoch 82 average loss: 0.3683\n",
            "current epoch: 82, current mean dice: 0.3352, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 83/100\n",
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            "epoch 83 average loss: 0.3763\n",
            "current epoch: 83, current mean dice: 0.4007, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 84/100\n",
            "1/51, train_loss: 0.2016\n",
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            "epoch 84 average loss: 0.3706\n",
            "current epoch: 84, current mean dice: 0.3812, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 85/100\n",
            "1/51, train_loss: 0.1858\n",
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            "epoch 85 average loss: 0.3524\n",
            "current epoch: 85, current mean dice: 0.4246, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 86/100\n",
            "1/51, train_loss: 0.3393\n",
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            "epoch 86 average loss: 0.3710\n",
            "current epoch: 86, current mean dice: 0.3594, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 87/100\n",
            "1/51, train_loss: 0.4782\n",
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            "epoch 87 average loss: 0.3647\n",
            "current epoch: 87, current mean dice: 0.3956, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 88/100\n",
            "1/51, train_loss: 0.2547\n",
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            "epoch 88 average loss: 0.3491\n",
            "current epoch: 88, current mean dice: 0.3217, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 89/100\n",
            "1/51, train_loss: 0.3353\n",
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            "epoch 89 average loss: 0.3542\n",
            "current epoch: 89, current mean dice: 0.3792, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 90/100\n",
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            "epoch 90 average loss: 0.3363\n",
            "current epoch: 90, current mean dice: 0.3960, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 91/100\n",
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            "epoch 91 average loss: 0.3404\n",
            "current epoch: 91, current mean dice: 0.4077, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 92/100\n",
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            "epoch 92 average loss: 0.3368\n",
            "current epoch: 92, current mean dice: 0.3703, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 93/100\n",
            "1/51, train_loss: 0.2400\n",
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            "epoch 93 average loss: 0.3554\n",
            "current epoch: 93, current mean dice: 0.3859, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 94/100\n",
            "1/51, train_loss: 0.2003\n",
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            "epoch 94 average loss: 0.3713\n",
            "current epoch: 94, current mean dice: 0.3311, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 95/100\n",
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            "epoch 95 average loss: 0.3553\n",
            "current epoch: 95, current mean dice: 0.3507, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 96/100\n",
            "1/51, train_loss: 0.2782\n",
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            "epoch 96 average loss: 0.3300\n",
            "current epoch: 96, current mean dice: 0.3613, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 97/100\n",
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            "epoch 97 average loss: 0.3453\n",
            "current epoch: 97, current mean dice: 0.4111, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 98/100\n",
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            "epoch 98 average loss: 0.3501\n",
            "current epoch: 98, current mean dice: 0.4187, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 99/100\n",
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            "30/51, train_loss: 0.2392\n",
            "31/51, train_loss: 0.2350\n",
            "32/51, train_loss: 0.4025\n",
            "33/51, train_loss: 0.2132\n",
            "34/51, train_loss: 0.2331\n",
            "35/51, train_loss: 0.5062\n",
            "36/51, train_loss: 0.2376\n",
            "37/51, train_loss: 0.2481\n",
            "38/51, train_loss: 0.2622\n",
            "39/51, train_loss: 0.4690\n",
            "40/51, train_loss: 0.3066\n",
            "41/51, train_loss: 0.3737\n",
            "42/51, train_loss: 0.2628\n",
            "43/51, train_loss: 0.7461\n",
            "44/51, train_loss: 0.3511\n",
            "45/51, train_loss: 0.4539\n",
            "46/51, train_loss: 0.1560\n",
            "47/51, train_loss: 0.2898\n",
            "48/51, train_loss: 0.2746\n",
            "49/51, train_loss: 0.3265\n",
            "50/51, train_loss: 0.1583\n",
            "51/51, train_loss: 0.3408\n",
            "epoch 99 average loss: 0.3568\n",
            "current epoch: 99, current mean dice: 0.3547, best mean dice: 0.5303, at epoch: 68\n",
            "------------\n",
            "Epoch 100/100\n",
            "1/51, train_loss: 1.0000\n",
            "2/51, train_loss: 0.1701\n",
            "3/51, train_loss: 0.2390\n",
            "4/51, train_loss: 0.1708\n",
            "5/51, train_loss: 0.1970\n",
            "6/51, train_loss: 0.1754\n",
            "7/51, train_loss: 0.2641\n",
            "8/51, train_loss: 0.2551\n",
            "9/51, train_loss: 0.3588\n",
            "10/51, train_loss: 0.3841\n",
            "11/51, train_loss: 1.0000\n",
            "12/51, train_loss: 0.2578\n",
            "13/51, train_loss: 0.3206\n",
            "14/51, train_loss: 0.1325\n",
            "15/51, train_loss: 0.3313\n",
            "16/51, train_loss: 0.2519\n",
            "17/51, train_loss: 0.3239\n",
            "18/51, train_loss: 0.3540\n",
            "19/51, train_loss: 0.2215\n",
            "20/51, train_loss: 0.1449\n",
            "21/51, train_loss: 0.1353\n",
            "22/51, train_loss: 0.3321\n",
            "23/51, train_loss: 0.1805\n",
            "24/51, train_loss: 0.1432\n",
            "25/51, train_loss: 0.2992\n",
            "26/51, train_loss: 0.3985\n",
            "27/51, train_loss: 0.3234\n",
            "28/51, train_loss: 0.3141\n",
            "29/51, train_loss: 0.3376\n",
            "30/51, train_loss: 0.2056\n",
            "31/51, train_loss: 0.2007\n",
            "32/51, train_loss: 0.3262\n",
            "33/51, train_loss: 0.3156\n",
            "34/51, train_loss: 0.3998\n",
            "35/51, train_loss: 0.1700\n",
            "36/51, train_loss: 0.3115\n",
            "37/51, train_loss: 0.3225\n",
            "38/51, train_loss: 0.3837\n",
            "39/51, train_loss: 0.2761\n",
            "40/51, train_loss: 0.2271\n",
            "41/51, train_loss: 0.1628\n",
            "42/51, train_loss: 0.2127\n",
            "43/51, train_loss: 0.5339\n",
            "44/51, train_loss: 0.3314\n",
            "45/51, train_loss: 0.3211\n",
            "46/51, train_loss: 0.2549\n",
            "47/51, train_loss: 1.0000\n",
            "48/51, train_loss: 0.2393\n",
            "49/51, train_loss: 0.3574\n",
            "50/51, train_loss: 0.1933\n",
            "51/51, train_loss: 0.4469\n",
            "epoch 100 average loss: 0.3178\n",
            "current epoch: 100, current mean dice: 0.3537, best mean dice: 0.5303, at epoch: 68\n",
            "train completed, best metric: 0.5303 at epoch: 68\n"
          ]
        }
      ],
      "source": [
        "max_epochs = 100\n",
        "val_interval = 1\n",
        "best_metric = -1\n",
        "best_metric_epoch = -1\n",
        "metric_values = []\n",
        "post_pred = Compose([AsDiscrete(argmax = True, to_onehot = 2)])\n",
        "post_label = Compose([AsDiscrete(to_onehot = 2)])\n",
        "\n",
        "for epoch in range(max_epochs):\n",
        "  print(\"-\" * 12)\n",
        "  print(f\"Epoch {epoch + 1}/{max_epochs}\")\n",
        "\n",
        "  # Turn model to \"train\" mode\n",
        "  model.train()\n",
        "\n",
        "  epoch_loss = 0\n",
        "  step = 0\n",
        "  for batch_data in train_loader:\n",
        "    step += 1\n",
        "\n",
        "    input, label = (\n",
        "        batch_data[\"image\"].to(device),\n",
        "        batch_data[\"label\"].to(device),\n",
        "    )\n",
        "\n",
        "    # A common pytorch Deep Learning format to train model\n",
        "    optimizer.zero_grad()\n",
        "    output = model(input)\n",
        "    loss = loss_function(output, label)\n",
        "    loss.backward() # Compute gradient\n",
        "    optimizer.step() # Update model's parameters\n",
        "\n",
        "    epoch_loss += loss.item()\n",
        "    print(f\"{step}/{len(dataset) // train_loader.batch_size}, \"\n",
        "          f\"train_loss: {loss.item():.4f}\")\n",
        "    \n",
        "  epoch_loss /= step\n",
        "\n",
        "  print(f\"epoch {epoch + 1} average loss: {epoch_loss:.4f}\")\n",
        "\n",
        "  if (epoch + 1) % val_interval == 0:\n",
        "    # Turn model to \"eval\" mode\n",
        "    model.eval() \n",
        "\n",
        "    # Disabling gradient calculation is useful for inference, when you are sure that you will not call Tensor.backward(). \n",
        "    # It will reduce memory consumption for computations that would otherwise have requires_grad=True\n",
        "    with torch.no_grad():\n",
        "      for val_data in val_loader:\n",
        "        val_input, val_label = (\n",
        "            val_data[\"image\"].to(device),\n",
        "            val_data[\"label\"].to(device),\n",
        "        )\n",
        "        roi_size = (128, 128, 96)\n",
        "        sw_batch_size = 1\n",
        "\n",
        "        # Set AMP for MONAI validation\n",
        "        val_output = sliding_window_inference(\n",
        "            val_input, roi_size, sw_batch_size, model\n",
        "        )\n",
        "        val_output = [post_pred(i) for i in decollate_batch(val_output)]\n",
        "        val_label = [post_label(i) for i in decollate_batch(val_label)]\n",
        "\n",
        "        # Compute metric for current iteration\n",
        "        dice_metric(y_pred = val_output, y = val_label)\n",
        "\n",
        "      # Aggregate the final mean dice result\n",
        "      metric = dice_metric.aggregate().item()\n",
        "\n",
        "      # Reset the status for the next epoch\n",
        "      dice_metric.reset()\n",
        "\n",
        "      metric_values.append(metric)\n",
        "      if metric > best_metric:\n",
        "        best_metric = metric\n",
        "        best_metric_epoch = epoch + 1\n",
        "        print(\"saved new best metric model!!!\")\n",
        "        torch.save(model.state_dict(), \"best_metric_model.pth\")\n",
        "      \n",
        "      print(\n",
        "          f\"current epoch: {epoch + 1},\"\n",
        "          f\" current mean dice: {metric:.4f},\"\n",
        "          f\" best mean dice: {best_metric:.4f},\"\n",
        "          f\" at epoch: {best_metric_epoch}\"\n",
        "      )\n",
        "\n",
        "print(\n",
        "    f\"train completed, best metric: {best_metric:.4f}\"\n",
        "    f\" at epoch: {best_metric_epoch}\"\n",
        ")"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Check model"
      ],
      "metadata": {
        "id": "cCoG1mFY1gF3"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "checker = first(val_loader)\n",
        "image, label = checker['image'], checker['label']"
      ],
      "metadata": {
        "id": "bymfMYtz1gYi"
      },
      "execution_count": 51,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "slide = 43\n",
        "plt.figure(\"Test Model\", (12, 12))\n",
        "\n",
        "plt.subplot(1, 3, 1)\n",
        "plt.title(\"Input\")\n",
        "plt.imshow(image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "\n",
        "plt.subplot(1, 3, 2)\n",
        "plt.title(\"Label\")\n",
        "plt.imshow(image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "plt.imshow(label[0, 0, :, :, slide], cmap = 'jet', alpha = 0.5)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 261
        },
        "id": "KcljXsbxc_Ki",
        "outputId": "21135864-95a1-4536-c14f-e99c8998e022"
      },
      "execution_count": 61,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x864 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 64,
      "metadata": {
        "id": "Jc9xcsm1cK4e",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 278
        },
        "outputId": "47f2bebe-969a-4f45-87a5-e90b9e26f273"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Output shape: (1, 2, 128, 128, 64)\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x864 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "model.cpu()\n",
        "model.load_state_dict(torch.load(\"best_metric_model.pth\"))\n",
        "\n",
        "with torch.no_grad():\n",
        "  output = model(image)\n",
        "  output = torch.nn.Softmax()(output)\n",
        "  output = torch.round(output)\n",
        "\n",
        "  print(f\"Output shape: {output.shape}\")\n",
        "\n",
        "  slide = 43\n",
        "  plt.figure(\"Test Model\", (12, 12))\n",
        "\n",
        "  plt.subplot(1, 3, 1)\n",
        "  plt.title(\"Input\")\n",
        "  plt.imshow(image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "\n",
        "  plt.subplot(1, 3, 2)\n",
        "  plt.title(\"Label\")\n",
        "  plt.imshow(image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "  plt.imshow(label[0, 0, :, :, slide], cmap = 'jet', alpha = 0.5)\n",
        "\n",
        "  plt.subplot(1, 3, 3)\n",
        "  plt.title(\"Output\")\n",
        "  plt.imshow(image[0, 0, :, :, slide], cmap = \"gray\")\n",
        "  plt.imshow(output[0, 1, :, :, slide], cmap = 'jet', alpha = 0.5)\n",
        "\n",
        "  plt.show()"
      ]
    }
  ],
  "metadata": {
    "accelerator": "GPU",
    "colab": {
      "collapsed_sections": [
        "iT5rWIF_N1Bf",
        "INJs24XJt0VZ",
        "rWBxP57vuCBx",
        "Ji0lKWB0uHp8",
        "Px2OpMFwv2EN",
        "v6NggQftXIgV"
      ],
      "provenance": [],
      "authorship_tag": "ABX9TyNd1eBVhy63gKx7UEiB38+e",
      "include_colab_link": true
    },
    "gpuClass": "standard",
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}