AlexNet.ipynb

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  "metadata": {
    "colab": {
      "provenance": [],
      "gpuType": "T4",
      "authorship_tag": "ABX9TyP2sd5RURdtGDCYrFhyKSfZ",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/PravinHaligonda/random-fun/blob/main/AlexNet.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "jaGkEEbnxkn8"
      },
      "outputs": [],
      "source": [
        "import os\n",
        "import random\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import torch\n",
        "import torchvision\n",
        "import torch.nn.functional as F\n",
        "from torchvision import transforms\n",
        "from torchvision import datasets\n",
        "from torch.utils.data import DataLoader\n",
        "from torch.utils.data import sampler\n",
        "from torch.utils.data import SubsetRandomSampler"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def get_cifar10_dataset(batch_size, num_workers=0, validation_fraction=None, train_transform=None, test_transform=None):\n",
        "  if train_transform is None:\n",
        "    train_transform = transforms.ToTensor()\n",
        "  if test_transform is None:\n",
        "    test_transform = transforms.ToTensor()\n",
        "\n",
        "  train_dataset = datasets.CIFAR10(root=\"cifar10\", train=True, download=True, transform=train_transform)\n",
        "  valid_dataset = datasets.CIFAR10(root=\"cifar10\", train=True, download=True, transform=test_transform)\n",
        "  test_dataset = datasets.CIFAR10(root=\"cifar-10\", train=False, download=True, transform=test_transform)\n",
        "\n",
        "  if validation_fraction is not None:\n",
        "    num = int(validation_fraction * 50000)\n",
        "    train_indices = torch.arange(0, 50000 - num)\n",
        "    valid_indices = torch.arange(50000 - num, 50000)\n",
        "    train_sampler = SubsetRandomSampler(train_indices)\n",
        "    valid_sampler = SubsetRandomSampler(valid_indices)\n",
        "\n",
        "    valid_loader = DataLoader(valid_dataset, batch_size=batch_size, num_workers=num_workers, sampler=valid_sampler)\n",
        "    train_loader = DataLoader(train_dataset, batch_size=batch_size, num_workers=num_workers, drop_last=True, sampler=train_sampler)\n",
        "  else:\n",
        "    train_loader = DataLoader(train_dataset, batch_size=batch_size, num_workers=num_workers, shuffle=True)\n",
        "  test_loader = DataLoader(test_dataset, batch_size=batch_size, num_workers=num_workers, shuffle=False)\n",
        "\n",
        "  if validation_fraction is not None:\n",
        "    return train_loader, valid_loader, test_loader\n",
        "  else:\n",
        "    return train_loader, test_loader\n"
      ],
      "metadata": {
        "id": "JFg_VucazqbD"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "RANDOM_SEED = 123\n",
        "BATCH_SIZE = 256\n",
        "NUM_EPOCHS = 200\n",
        "DEVICE = torch.device('cuda:0' if torch.cuda.is_available() else 'cpu')"
      ],
      "metadata": {
        "id": "vxhu1hm3yQhO"
      },
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def set_all_seeds(seed):\n",
        "    os.environ[\"PL_GLOBAL_SEED\"] = str(seed)\n",
        "    random.seed(seed)\n",
        "    np.random.seed(seed)\n",
        "    torch.manual_seed(seed)\n",
        "    torch.cuda.manual_seed_all(seed)\n"
      ],
      "metadata": {
        "id": "y_tYm4EN1zaY"
      },
      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "set_all_seeds(RANDOM_SEED)"
      ],
      "metadata": {
        "id": "mONtH1fY2BWV"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_transforms = torchvision.transforms.Compose([\n",
        "    torchvision.transforms.Resize((70, 70)),\n",
        "    torchvision.transforms.RandomCrop((64, 64)),\n",
        "    torchvision.transforms.ToTensor(),\n",
        "    torchvision.transforms.Normalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5))\n",
        "                                      ])\n",
        "\n",
        "test_transforms = torchvision.transforms.Compose([\n",
        "    torchvision.transforms.Resize((70, 70)),\n",
        "    torchvision.transforms.CenterCrop((64, 64)),\n",
        "    torchvision.transforms.ToTensor(),\n",
        "    torchvision.transforms.Normalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5))])"
      ],
      "metadata": {
        "id": "mCZgYM2z2EzZ"
      },
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_loader, valid_loader, test_loader = get_cifar10_dataset(BATCH_SIZE, train_transform=train_transforms, test_transform=test_transforms, num_workers=2, validation_fraction=0.1)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vfOyAr722Kmn",
        "outputId": "f4325456-5daa-4d57-c72e-9268d177d56c"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Downloading https://www.cs.toronto.edu/~kriz/cifar-10-python.tar.gz to cifar10/cifar-10-python.tar.gz\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 170M/170M [00:12<00:00, 13.2MB/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Extracting cifar10/cifar-10-python.tar.gz to cifar10\n",
            "Files already downloaded and verified\n",
            "Downloading https://www.cs.toronto.edu/~kriz/cifar-10-python.tar.gz to cifar-10/cifar-10-python.tar.gz\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 170M/170M [00:12<00:00, 13.2MB/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Extracting cifar-10/cifar-10-python.tar.gz to cifar-10\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Checking the dataset\n",
        "for images, labels in train_loader:\n",
        "    print('Image batch dimensions:', images.shape)\n",
        "    print('Image label dimensions:', labels.shape)\n",
        "    print('Class labels of 10 examples:', labels[:10])\n",
        "    break"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6Qn4zI3i2Rf6",
        "outputId": "602ca49b-3d30-4d5f-a540-652516f25237"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Image batch dimensions: torch.Size([256, 3, 64, 64])\n",
            "Image label dimensions: torch.Size([256])\n",
            "Class labels of 10 examples: tensor([4, 7, 4, 6, 2, 6, 9, 7, 3, 0])\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "class AlexNet(torch.nn.Module):\n",
        "\n",
        "    def __init__(self, num_classes):\n",
        "        super().__init__()\n",
        "        self.features = torch.nn.Sequential(\n",
        "            torch.nn.Conv2d(3, 64, kernel_size=11, stride=4, padding=2),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.MaxPool2d(kernel_size=3, stride=2),\n",
        "            torch.nn.Conv2d(64, 192, kernel_size=5, padding=2),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.MaxPool2d(kernel_size=3, stride=2),\n",
        "            torch.nn.Conv2d(192, 384, kernel_size=3, padding=1),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.Conv2d(384, 256, kernel_size=3, padding=1),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.Conv2d(256, 256, kernel_size=3, padding=1),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.MaxPool2d(kernel_size=3, stride=2),\n",
        "        )\n",
        "        self.avgpool = torch.nn.AdaptiveAvgPool2d((6, 6))\n",
        "        self.classifier = torch.nn.Sequential(\n",
        "            torch.nn.Dropout(0.5),\n",
        "            torch.nn.Linear(256 * 6 * 6, 4096),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.Dropout(0.5),\n",
        "            torch.nn.Linear(4096, 4096),\n",
        "            torch.nn.ReLU(inplace=True),\n",
        "            torch.nn.Linear(4096, num_classes)\n",
        "        )\n",
        "\n",
        "    def forward(self, x):\n",
        "        x = self.features(x)\n",
        "        x = self.avgpool(x)\n",
        "        x = x.view(x.size(0), 256 * 6 * 6)\n",
        "        logits = self.classifier(x)\n",
        "        return logits"
      ],
      "metadata": {
        "id": "yhIlQI8b33Sw"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model = AlexNet(num_classes=10)\n",
        "\n",
        "model = model.to(DEVICE)\n",
        "\n",
        "optimizer = torch.optim.SGD(model.parameters(), momentum=0.9, lr=0.1)\n",
        "scheduler = torch.optim.lr_scheduler.ReduceLROnPlateau(optimizer,\n",
        "                                                       factor=0.1,\n",
        "                                                       mode='max',\n",
        "                                                       verbose=True)\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "C9g7IDn34LxH",
        "outputId": "a8c85e65-1574-480a-cc72-2a8a8958eb0b"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/torch/optim/lr_scheduler.py:62: UserWarning: The verbose parameter is deprecated. Please use get_last_lr() to access the learning rate.\n",
            "  warnings.warn(\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "def compute_accuracy(model, data_loader, device):\n",
        "\n",
        "    with torch.no_grad():\n",
        "\n",
        "        correct_pred, num_examples = 0, 0\n",
        "\n",
        "        for i, (features, targets) in enumerate(data_loader):\n",
        "\n",
        "            features = features.to(device)\n",
        "            targets = targets.float().to(device)\n",
        "\n",
        "            logits = model(features)\n",
        "            _, predicted_labels = torch.max(logits, 1)\n",
        "\n",
        "            num_examples += targets.size(0)\n",
        "            correct_pred += (predicted_labels == targets).sum()\n",
        "    return correct_pred.float()/num_examples * 100\n"
      ],
      "metadata": {
        "id": "BOAOLqZV4Qer"
      },
      "execution_count": 13,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "import time\n",
        "def train_model(model, num_epochs, train_loader,\n",
        "                valid_loader, test_loader, optimizer,\n",
        "                device, logging_interval=50,\n",
        "                scheduler=None,\n",
        "                scheduler_on='valid_acc'):\n",
        "\n",
        "    start_time = time.time()\n",
        "    minibatch_loss_list, train_acc_list, valid_acc_list = [], [], []\n",
        "\n",
        "    for epoch in range(num_epochs):\n",
        "\n",
        "        model.train()\n",
        "        for batch_idx, (features, targets) in enumerate(train_loader):\n",
        "\n",
        "            features = features.to(device)\n",
        "            targets = targets.to(device)\n",
        "\n",
        "            # ## FORWARD AND BACK PROP\n",
        "            logits = model(features)\n",
        "            loss = torch.nn.functional.cross_entropy(logits, targets)\n",
        "            optimizer.zero_grad()\n",
        "\n",
        "            loss.backward()\n",
        "\n",
        "            # ## UPDATE MODEL PARAMETERS\n",
        "            optimizer.step()\n",
        "\n",
        "            # ## LOGGING\n",
        "            minibatch_loss_list.append(loss.item())\n",
        "            if not batch_idx % logging_interval:\n",
        "                print(f'Epoch: {epoch+1:03d}/{num_epochs:03d} '\n",
        "                      f'| Batch {batch_idx:04d}/{len(train_loader):04d} '\n",
        "                      f'| Loss: {loss:.4f}')\n",
        "\n",
        "        model.eval()\n",
        "        with torch.no_grad():  # save memory during inference\n",
        "            train_acc = compute_accuracy(model, train_loader, device=device)\n",
        "            valid_acc = compute_accuracy(model, valid_loader, device=device)\n",
        "            print(f'Epoch: {epoch+1:03d}/{num_epochs:03d} '\n",
        "                  f'| Train: {train_acc :.2f}% '\n",
        "                  f'| Validation: {valid_acc :.2f}%')\n",
        "            train_acc_list.append(train_acc.item())\n",
        "            valid_acc_list.append(valid_acc.item())\n",
        "\n",
        "        elapsed = (time.time() - start_time)/60\n",
        "        print(f'Time elapsed: {elapsed:.2f} min')\n",
        "\n",
        "        if scheduler is not None:\n",
        "\n",
        "            if scheduler_on == 'valid_acc':\n",
        "                scheduler.step(valid_acc_list[-1])\n",
        "            elif scheduler_on == 'minibatch_loss':\n",
        "                scheduler.step(minibatch_loss_list[-1])\n",
        "            else:\n",
        "                raise ValueError(f'Invalid `scheduler_on` choice.')\n",
        "\n",
        "\n",
        "    elapsed = (time.time() - start_time)/60\n",
        "    print(f'Total Training Time: {elapsed:.2f} min')\n",
        "\n",
        "    test_acc = compute_accuracy(model, test_loader, device=device)\n",
        "    print(f'Test accuracy {test_acc :.2f}%')\n",
        "\n",
        "    return minibatch_loss_list, train_acc_list, valid_acc_list\n"
      ],
      "metadata": {
        "id": "WUzqOOQd4aP6"
      },
      "execution_count": 14,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "minibatch_loss_list, train_acc_list, valid_acc_list = train_model(\n",
        "    model=model,\n",
        "    num_epochs=NUM_EPOCHS,\n",
        "    train_loader=train_loader,\n",
        "    valid_loader=valid_loader,\n",
        "    test_loader=test_loader,\n",
        "    optimizer=optimizer,\n",
        "    device=DEVICE,\n",
        "    scheduler=scheduler,\n",
        "    scheduler_on='valid_acc',\n",
        "    logging_interval=100)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0sOhNYt14hA-",
        "outputId": "e2f76b32-2e97-4b8c-f43b-7dc3102ecfae"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch: 001/200 | Batch 0000/0175 | Loss: 2.3024\n",
            "Epoch: 001/200 | Batch 0100/0175 | Loss: 2.2897\n",
            "Epoch: 001/200 | Train: 19.02% | Validation: 19.50%\n",
            "Time elapsed: 0.80 min\n",
            "Epoch: 002/200 | Batch 0000/0175 | Loss: 1.9228\n",
            "Epoch: 002/200 | Batch 0100/0175 | Loss: 2.0369\n",
            "Epoch: 002/200 | Train: 31.82% | Validation: 31.58%\n",
            "Time elapsed: 1.60 min\n",
            "Epoch: 003/200 | Batch 0000/0175 | Loss: 1.7385\n",
            "Epoch: 003/200 | Batch 0100/0175 | Loss: 1.5934\n",
            "Epoch: 003/200 | Train: 43.78% | Validation: 43.84%\n",
            "Time elapsed: 2.41 min\n",
            "Epoch: 004/200 | Batch 0000/0175 | Loss: 1.4438\n",
            "Epoch: 004/200 | Batch 0100/0175 | Loss: 1.4648\n",
            "Epoch: 004/200 | Train: 52.86% | Validation: 53.06%\n",
            "Time elapsed: 3.18 min\n",
            "Epoch: 005/200 | Batch 0000/0175 | Loss: 1.4159\n",
            "Epoch: 005/200 | Batch 0100/0175 | Loss: 1.1932\n",
            "Epoch: 005/200 | Train: 58.26% | Validation: 58.66%\n",
            "Time elapsed: 3.98 min\n",
            "Epoch: 006/200 | Batch 0000/0175 | Loss: 1.2473\n",
            "Epoch: 006/200 | Batch 0100/0175 | Loss: 1.2922\n",
            "Epoch: 006/200 | Train: 62.08% | Validation: 61.52%\n",
            "Time elapsed: 4.77 min\n",
            "Epoch: 007/200 | Batch 0000/0175 | Loss: 1.1970\n",
            "Epoch: 007/200 | Batch 0100/0175 | Loss: 1.1015\n",
            "Epoch: 007/200 | Train: 66.12% | Validation: 64.70%\n",
            "Time elapsed: 5.55 min\n",
            "Epoch: 008/200 | Batch 0000/0175 | Loss: 0.9389\n",
            "Epoch: 008/200 | Batch 0100/0175 | Loss: 1.1989\n",
            "Epoch: 008/200 | Train: 64.88% | Validation: 64.12%\n",
            "Time elapsed: 6.34 min\n",
            "Epoch: 009/200 | Batch 0000/0175 | Loss: 0.9546\n",
            "Epoch: 009/200 | Batch 0100/0175 | Loss: 1.0415\n",
            "Epoch: 009/200 | Train: 68.40% | Validation: 66.12%\n",
            "Time elapsed: 7.10 min\n",
            "Epoch: 010/200 | Batch 0000/0175 | Loss: 0.9577\n",
            "Epoch: 010/200 | Batch 0100/0175 | Loss: 0.8355\n",
            "Epoch: 010/200 | Train: 70.86% | Validation: 67.86%\n",
            "Time elapsed: 7.88 min\n",
            "Epoch: 011/200 | Batch 0000/0175 | Loss: 0.8498\n",
            "Epoch: 011/200 | Batch 0100/0175 | Loss: 0.9297\n",
            "Epoch: 011/200 | Train: 71.80% | Validation: 69.70%\n",
            "Time elapsed: 8.65 min\n",
            "Epoch: 012/200 | Batch 0000/0175 | Loss: 0.9108\n",
            "Epoch: 012/200 | Batch 0100/0175 | Loss: 0.8839\n",
            "Epoch: 012/200 | Train: 74.11% | Validation: 69.90%\n",
            "Time elapsed: 9.44 min\n",
            "Epoch: 013/200 | Batch 0000/0175 | Loss: 0.8897\n",
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            "Epoch: 013/200 | Train: 74.55% | Validation: 70.32%\n",
            "Time elapsed: 10.23 min\n",
            "Epoch: 014/200 | Batch 0000/0175 | Loss: 0.8226\n",
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            "Epoch: 014/200 | Train: 73.62% | Validation: 69.16%\n",
            "Time elapsed: 11.00 min\n",
            "Epoch: 015/200 | Batch 0000/0175 | Loss: 0.8285\n",
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            "Epoch: 015/200 | Train: 76.01% | Validation: 71.04%\n",
            "Time elapsed: 11.80 min\n",
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            "Epoch: 016/200 | Train: 75.24% | Validation: 70.80%\n",
            "Time elapsed: 12.56 min\n",
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            "Epoch: 018/200 | Train: 76.20% | Validation: 70.34%\n",
            "Time elapsed: 14.15 min\n",
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            "Epoch: 019/200 | Train: 77.18% | Validation: 71.08%\n",
            "Time elapsed: 14.93 min\n",
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            "Time elapsed: 15.73 min\n",
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            "Epoch: 192/200 | Batch 0000/0175 | Loss: 0.1697\n",
            "Epoch: 192/200 | Batch 0100/0175 | Loss: 0.1698\n",
            "Epoch: 192/200 | Train: 94.16% | Validation: 76.88%\n",
            "Time elapsed: 155.98 min\n",
            "Epoch: 193/200 | Batch 0000/0175 | Loss: 0.2221\n",
            "Epoch: 193/200 | Batch 0100/0175 | Loss: 0.1386\n",
            "Epoch: 193/200 | Train: 94.16% | Validation: 76.88%\n",
            "Time elapsed: 156.82 min\n",
            "Epoch: 194/200 | Batch 0000/0175 | Loss: 0.1722\n",
            "Epoch: 194/200 | Batch 0100/0175 | Loss: 0.1628\n",
            "Epoch: 194/200 | Train: 94.25% | Validation: 76.88%\n",
            "Time elapsed: 157.66 min\n",
            "Epoch: 195/200 | Batch 0000/0175 | Loss: 0.1861\n",
            "Epoch: 195/200 | Batch 0100/0175 | Loss: 0.1912\n",
            "Epoch: 195/200 | Train: 94.15% | Validation: 76.88%\n",
            "Time elapsed: 158.46 min\n",
            "Epoch: 196/200 | Batch 0000/0175 | Loss: 0.2341\n",
            "Epoch: 196/200 | Batch 0100/0175 | Loss: 0.1979\n",
            "Epoch: 196/200 | Train: 94.24% | Validation: 76.88%\n",
            "Time elapsed: 159.30 min\n",
            "Epoch: 197/200 | Batch 0000/0175 | Loss: 0.1711\n",
            "Epoch: 197/200 | Batch 0100/0175 | Loss: 0.1855\n",
            "Epoch: 197/200 | Train: 94.29% | Validation: 76.88%\n",
            "Time elapsed: 160.13 min\n",
            "Epoch: 198/200 | Batch 0000/0175 | Loss: 0.2305\n",
            "Epoch: 198/200 | Batch 0100/0175 | Loss: 0.2819\n",
            "Epoch: 198/200 | Train: 94.09% | Validation: 76.88%\n",
            "Time elapsed: 160.96 min\n",
            "Epoch: 199/200 | Batch 0000/0175 | Loss: 0.1395\n",
            "Epoch: 199/200 | Batch 0100/0175 | Loss: 0.2229\n",
            "Epoch: 199/200 | Train: 94.28% | Validation: 76.88%\n",
            "Time elapsed: 161.78 min\n",
            "Epoch: 200/200 | Batch 0000/0175 | Loss: 0.1727\n",
            "Epoch: 200/200 | Batch 0100/0175 | Loss: 0.1884\n",
            "Epoch: 200/200 | Train: 94.22% | Validation: 76.88%\n",
            "Time elapsed: 162.59 min\n",
            "Total Training Time: 162.59 min\n",
            "Test accuracy 76.11%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "def plot_training_loss(minibatch_loss_list, num_epochs, iter_per_epoch,\n",
        "                       results_dir=None, averaging_iterations=100):\n",
        "\n",
        "    plt.figure()\n",
        "    ax1 = plt.subplot(1, 1, 1)\n",
        "    ax1.plot(range(len(minibatch_loss_list)),\n",
        "             (minibatch_loss_list), label='Minibatch Loss')\n",
        "\n",
        "    if len(minibatch_loss_list) > 1000:\n",
        "        ax1.set_ylim([\n",
        "            0, np.max(minibatch_loss_list[1000:])*1.5\n",
        "            ])\n",
        "    ax1.set_xlabel('Iterations')\n",
        "    ax1.set_ylabel('Loss')\n",
        "\n",
        "    ax1.plot(np.convolve(minibatch_loss_list,\n",
        "                         np.ones(averaging_iterations,)/averaging_iterations,\n",
        "                         mode='valid'),\n",
        "             label='Running Average')\n",
        "    ax1.legend()\n",
        "\n",
        "    ###################\n",
        "    # Set scond x-axis\n",
        "    ax2 = ax1.twiny()\n",
        "    newlabel = list(range(num_epochs+1))\n",
        "\n",
        "    newpos = [e*iter_per_epoch for e in newlabel]\n",
        "\n",
        "    ax2.set_xticks(newpos[::10])\n",
        "    ax2.set_xticklabels(newlabel[::10])\n",
        "\n",
        "    ax2.xaxis.set_ticks_position('bottom')\n",
        "    ax2.xaxis.set_label_position('bottom')\n",
        "    ax2.spines['bottom'].set_position(('outward', 45))\n",
        "    ax2.set_xlabel('Epochs')\n",
        "    ax2.set_xlim(ax1.get_xlim())\n",
        "    ###################\n",
        "\n",
        "    plt.tight_layout()\n",
        "\n",
        "    if results_dir is not None:\n",
        "        image_path = os.path.join(results_dir, 'plot_training_loss.pdf')\n",
        "        plt.savefig(image_path)\n",
        "\n",
        "\n",
        "def plot_accuracy(train_acc_list, valid_acc_list, results_dir):\n",
        "\n",
        "    num_epochs = len(train_acc_list)\n",
        "\n",
        "    plt.plot(np.arange(1, num_epochs+1),\n",
        "             train_acc_list, label='Training')\n",
        "    plt.plot(np.arange(1, num_epochs+1),\n",
        "             valid_acc_list, label='Validation')\n",
        "\n",
        "    plt.xlabel('Epoch')\n",
        "    plt.ylabel('Accuracy')\n",
        "    plt.legend()\n",
        "\n",
        "    plt.tight_layout()\n",
        "\n",
        "    if results_dir is not None:\n",
        "        image_path = os.path.join(\n",
        "            results_dir, 'plot_acc_training_validation.pdf')\n",
        "        plt.savefig(image_path)\n",
        "\n",
        "\n",
        "def show_examples(model, data_loader, unnormalizer=None, class_dict=None):\n",
        "\n",
        "\n",
        "    for batch_idx, (features, targets) in enumerate(data_loader):\n",
        "\n",
        "        with torch.no_grad():\n",
        "            features = features\n",
        "            targets = targets\n",
        "            logits = model(features)\n",
        "            predictions = torch.argmax(logits, dim=1)\n",
        "        break\n",
        "\n",
        "    fig, axes = plt.subplots(nrows=3, ncols=5,\n",
        "                             sharex=True, sharey=True)\n",
        "\n",
        "    if unnormalizer is not None:\n",
        "        for idx in range(features.shape[0]):\n",
        "            features[idx] = unnormalizer(features[idx])\n",
        "    nhwc_img = np.transpose(features, axes=(0, 2, 3, 1))\n",
        "\n",
        "    if nhwc_img.shape[-1] == 1:\n",
        "        nhw_img = np.squeeze(nhwc_img.numpy(), axis=3)\n",
        "\n",
        "        for idx, ax in enumerate(axes.ravel()):\n",
        "            ax.imshow(nhw_img[idx], cmap='binary')\n",
        "            if class_dict is not None:\n",
        "                ax.title.set_text(f'P: {class_dict[predictions[idx].item()]}'\n",
        "                                  f'\\nT: {class_dict[targets[idx].item()]}')\n",
        "            else:\n",
        "                ax.title.set_text(f'P: {predictions[idx]} | T: {targets[idx]}')\n",
        "            ax.axison = False\n",
        "\n",
        "    else:\n",
        "\n",
        "        for idx, ax in enumerate(axes.ravel()):\n",
        "            ax.imshow(nhwc_img[idx])\n",
        "            if class_dict is not None:\n",
        "                ax.title.set_text(f'P: {class_dict[predictions[idx].item()]}'\n",
        "                                  f'\\nT: {class_dict[targets[idx].item()]}')\n",
        "            else:\n",
        "                ax.title.set_text(f'P: {predictions[idx]} | T: {targets[idx]}')\n",
        "            ax.axison = False\n",
        "    plt.tight_layout()\n",
        "    plt.show()\n",
        "\n",
        "\n",
        "def plot_confusion_matrix(conf_mat,\n",
        "                          hide_spines=False,\n",
        "                          hide_ticks=False,\n",
        "                          figsize=None,\n",
        "                          cmap=None,\n",
        "                          colorbar=False,\n",
        "                          show_absolute=True,\n",
        "                          show_normed=False,\n",
        "                          class_names=None):\n",
        "\n",
        "    if not (show_absolute or show_normed):\n",
        "        raise AssertionError('Both show_absolute and show_normed are False')\n",
        "    if class_names is not None and len(class_names) != len(conf_mat):\n",
        "        raise AssertionError('len(class_names) should be equal to number of'\n",
        "                             'classes in the dataset')\n",
        "\n",
        "    total_samples = conf_mat.sum(axis=1)[:, np.newaxis]\n",
        "    normed_conf_mat = conf_mat.astype('float') / total_samples\n",
        "\n",
        "    fig, ax = plt.subplots(figsize=figsize)\n",
        "    ax.grid(False)\n",
        "    if cmap is None:\n",
        "        cmap = plt.cm.Blues\n",
        "\n",
        "    if figsize is None:\n",
        "        figsize = (len(conf_mat)*1.25, len(conf_mat)*1.25)\n",
        "\n",
        "    if show_normed:\n",
        "        matshow = ax.matshow(normed_conf_mat, cmap=cmap)\n",
        "    else:\n",
        "        matshow = ax.matshow(conf_mat, cmap=cmap)\n",
        "\n",
        "    if colorbar:\n",
        "        fig.colorbar(matshow)\n",
        "\n",
        "    for i in range(conf_mat.shape[0]):\n",
        "        for j in range(conf_mat.shape[1]):\n",
        "            cell_text = \"\"\n",
        "            if show_absolute:\n",
        "                cell_text += format(conf_mat[i, j], 'd')\n",
        "                if show_normed:\n",
        "                    cell_text += \"\\n\" + '('\n",
        "                    cell_text += format(normed_conf_mat[i, j], '.2f') + ')'\n",
        "            else:\n",
        "                cell_text += format(normed_conf_mat[i, j], '.2f')\n",
        "            ax.text(x=j,\n",
        "                    y=i,\n",
        "                    s=cell_text,\n",
        "                    va='center',\n",
        "                    ha='center',\n",
        "                    color=\"white\" if normed_conf_mat[i, j] > 0.5 else \"black\")\n",
        "\n",
        "    if class_names is not None:\n",
        "        tick_marks = np.arange(len(class_names))\n",
        "        plt.xticks(tick_marks, class_names, rotation=90)\n",
        "        plt.yticks(tick_marks, class_names)\n",
        "\n",
        "    if hide_spines:\n",
        "        ax.spines['right'].set_visible(False)\n",
        "        ax.spines['top'].set_visible(False)\n",
        "        ax.spines['left'].set_visible(False)\n",
        "        ax.spines['bottom'].set_visible(False)\n",
        "    ax.yaxis.set_ticks_position('left')\n",
        "    ax.xaxis.set_ticks_position('bottom')\n",
        "    if hide_ticks:\n",
        "        ax.axes.get_yaxis().set_ticks([])\n",
        "        ax.axes.get_xaxis().set_ticks([])\n",
        "\n",
        "    plt.xlabel('predicted label')\n",
        "    plt.ylabel('true label')\n",
        "    return fig, ax"
      ],
      "metadata": {
        "id": "WzkEloautHGw"
      },
      "execution_count": 17,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plot_training_loss(minibatch_loss_list=minibatch_loss_list,\n",
        "                   num_epochs=NUM_EPOCHS,\n",
        "                   iter_per_epoch=len(train_loader),\n",
        "                   results_dir=None,\n",
        "                   averaging_iterations=200)\n",
        "plt.show()\n",
        "\n",
        "plot_accuracy(train_acc_list=train_acc_list,\n",
        "              valid_acc_list=valid_acc_list,\n",
        "              results_dir=None)\n",
        "plt.ylim([60, 100])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 962
        },
        "id": "xHqwJCy9s0on",
        "outputId": "6bff4063-8ab4-43c8-e50b-84dece4dfa73"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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iwtvliIiItFh5eTn79u0jLS2NoKAgb5cjreh4n21Ts4xa/ERERES6CJ8PfkVFRdx+++307NmT4OBgzjzzTNavX++5f9asWZ4VtN2Xxvb7ExEREenKfH5W7w033MDWrVt54403SElJ4c0332T8+PFs27aNbt26ATBx4kQWLlzoeUxH2S9PREREpD35dItfWVkZ//rXv3jyySc555xz6Nu3L3/84x/p27cvL774ouc8m81GUlKS5xIdHe3FqkVERER8k08HP4fDgdPprDeAMTg4mK+//tpze8WKFSQkJNC/f39uuukmjh49etznraiowG6317mIiIh0Jpq72fm0xmfq08EvPDycMWPG8PDDD5OZmYnT6eTNN99kzZo1ZGVlAWY37+uvv87y5ct54oknWLlyJZMmTTruAosLFiwgMjLSc0lNTW2vtyQiItKm3DtClJaWerkSaW3uz/TYXT+aw+eXc9m7dy/XX389X375JX5+fpx22mn069eP7777ju3bt9c7/8cff6RPnz4sW7aMcePGNficFRUVdRZdtNvtpKamajkXERHpFLKysigoKCAhIYGQkBAsFou3S5KTYBgGpaWl5ObmEhUV5dl9pLamLufi85M7+vTpw8qVKykpKcFut5OcnMw111xD7969Gzy/d+/exMXFsWfPnkaDn81m0wQQERHptJKSkgDIzc31ciXSmqKiojyfbUv5fPBzCw0NJTQ0lPz8fJYsWcKTTz7Z4HkHDx7k6NGjDaZhERGRrsBisZCcnExCQgJVVVXeLkdaQUBAAH5+fif9PD7f1btkyRIMw6B///7s2bOHu+++m6CgIL766isqKip48MEHmTZtGklJSezdu5d77rmHoqIitmzZ0uRWPe3cISIiIh1Zp+nqLSwsZN68eRw8eJCYmBimTZvGo48+SkBAAA6Hg82bN/Paa69RUFBASkoKF110EQ8//LC6ckXEpxSUVrJy12GSIoIY2j2K4MCT/597bUXlVYQG+mO11h3LVelw8b9t2WzLtDNrbC8Swk+8hZdhGHyyJZt1+44SFOhHuM2fId2jOLNPLAF+7Tcn8Iudufxt5V6Gp0Zzw9lpxIW13u91wzD4YmcukcGBnNYjSmPg2kiV08UPmXZSIoNIiGj8Z88wDD7amElWYTm/HNuLoIDW/fchNXy+xa89qMVPxHccyCvl402Z7DtSwv6jJUQGBzLjjB6cmx5PXmkln2zJ4mhxJRcOSmRwSgT2MgeLNx5iy6FCesSE0C8xjPCgAMqrnLgMSE8Io2ds/cHty7blsC3Lzi/O6El0aCAul8H73x3gy11H6B0fytDuUeSXVPL1niPsyinilG6RXDAggbPT4wgPanxGnWEYfJ+Rz97DJZyTHk9SZBAbMvKZ+9b3ZBaWA+BntXBKt0jOTY/j7H7x2PytFJU7sFhgcEokkcEBlFU6+ebHo2w6WMDR4krySiux+VlJjgoiJSqYlMhgkqOC2JldxNtrM1i7L4+okABGp8UwOCWSKqeLgtIqPt2axZHiSgDiwmz83/ThjO0b12j9Ww8V8uC/f2D9T/n17osJDeTiIUn86pw+pMaE1Ls/u7Ach8tF9+j691U6XHz7Ux7lDidhtgBCAv3ws1qwWiyEBPoRF2YjONCP0koHmQXlPLt8Nx9vyvQ8PijAytUjU7l4SDIje0bjXyuAVjldbD5YgM3fj8EpEScMcYZh8Mh/t/PK1/sA6B0XyoWDEjlcVMHew8UUlTsACPS3cu3pPfj5GT3xszb8nE6Xwdofj7Ity86+IyWUV7mYfVYag1LMvyVf7jrMiyv2kldSSUmlg9ToEB6+7BT6JoTVeZ7iCgff788nOiSQwSkRWK0WSiocrNpzBIDT02KICgnkh8xCPtqYSaXDxXVjetI7Pgyny2DZ9hy++fEopRVOyh1OLhiQwNTh3erVuyPbzpKtOUwakkS/xPB696//KY91+/KYMjSFHrE1n2OFw8nunGJ+yCzkUH4ZR0sqKat0ctHgJC4alFjvPxyr9hzhtdU/sXrvUYorHAT6W/nl2F785ty+5BaV8+3+fFyGwdBuUQT6W7n/o62s3ZcHQL/EMJ699lSqHAYLV+9j7+ES7rqoH2enx3tqyS4sJzU6xPO6eSWV/HdLFoZhEGbzp1tUMCN7xdT53KqcLsqrnJRXuQjwsxBq8z/hf2QMw2Bblp1Ve47QMzaU8/snEOhvJddezidbsth8sJBduUUUlzuYc04frj09FYvFwidbsnjl633Eh9kY3TuG0WmxDEgKr/d9ak1NzTIKfij4ibQ1l8vgrXUZfPdTHslRwfSICSEiKIAAPwuB/lYC/c1fvv/67hCLNx7C6ar/ayklMoicooo696XFhXKooIxKh+u4rx8R5M+YPrHMOac3Q7tH8finOzx/9CODA7jpvD58vj2XdT/lnfC9BAf4ceWI7sw8sxeRwQHk2MvJLiwn217OgbxSPt2aTUaeueSC1QKj02L5dn8eVU6D5MggXIZBjr3iuK/RMzaErMLyE76vpkoItxEW5M+Ph0uwWODCgYlEBgcQWv0H0v16/96Uybf78z3v8+qR3fH3s5JfYrZWHi0xA2Sgv5XZZ6Vx0aBEDuaXsTO7iM935LIty1wT9ZRuEUwZmkJUSABF5Q62ZdpZuj3HE6gaE+hnpdJZ856tFrhmVA+2ZdnZdKDAczwyOID+SeHEhATiqA5eRRXmc6fGBHPxKclcPCSZod0jKa9y8dba/Xy8KZMeMSFcPTKVpdtyeOOb/Z73WVbV+PJfAKf2iOKui/oTGRyAn9VCUbmDvJIKNmQU8OGGQ+QW1f08A/2s/G7SAPJKKnlhxR6O/SsbGujHY1cMoVdsKF/tPsyXu4/w/f58HNU/27GhgfRNCGPDgQLPz4DFAkkRQWRV/+fB/f2ZNCSZHw4V8tPR+ku33Hx+X357UT8Avtufz0srf2TZ9hwA/K0WfnVub265IJ2gAD+cLoP/W76b5z7fjWGYr3dB/wRiwwLZesjO7twiqpwNx4VByRH86tzejE6LJSzIn8c+2c7bazPqvN+SSqen5gb+eQPmZxFq8+NIcSV+Vku93wPXnt6DuLBA3lmXwZHiSgYkhXPzBX05UlTBU0t3YT/m5ys+3MbFpyRRVB2qG/oeRQT5c8Vp3ZlzTm+iQwL537ZsVuw8TFmlE6dhsCuniP21HhcdEkB6Yjjf/pTX4Pu4/NRuBAX48c66jHr3/f26kYwflNjwm28FCn7NoOAncmLf7c/nDx9uIT7cxpRhKUwYlERkiNnytfdwMW9+s5+vdh8hKjiAlKhg+iaEMbZvLPFhQdzzr0188+OJQ5XbWX3jGJ0WQ4/YEDYdKOQf3x6guPoP+7DukSRFBvHFzsOeP4oDkyMYNyCBzMIy9uQWU17l9Pwx251bXCdAxYfbOFz9h7p7dDAH88s894UE+jHzzF4cKapgy6FCQgL9OKtvHAOTI/h2fz6f78hl35GSE9YfEuhH7/hQth6qWRx+4uAknrxqKOE2fzILy1m15wgrdx1m/b48/KwWIoICKK1ycCCvpp5uUcGc2SeW5MggokICqXC4yCwoI6uwjMyCcjILy4gICmDaad254rRuHC6uYM3eo2QcLcUWYCU4wI9Te0QxbmAiDqfBg//+gXfXHzhu7RYLTBmawryLB5AcGew57nC6WL33KC+u2MuaHxteJN9iAaul/h/s2t/75MggissdlFQ6cBnmfwqKyh11Al9wgB+ndItg/iWDGNo9CsMwWLXnKB98f5AvduaSX1p/skJ0SADlVa46Ia5bVDAVDqenxfPYWh+/YgiTh6bwyeYsNhzIp1v1z21MqA2LBX44VMhf/rfLEyobEx0SwJg+sfSOC2N7lp3lO+rOpP3Z6B5MHpJMgJ+Vp5bubPTfQvfoYPJLKj0hCcz/BAT4WdmTWwyYoXL8oAQqqlx1XicyOIDLhqeQEBFEjr2c19eYwXbcgAQy8krZXf14iwX6J4azI7vI87iesSFUOlyeYwOSau6vLSokgMEpEaTFhRITaqO0wsE76zLq1Bvob/X8e/v5GT24ZmQPBqdE8MXOXB77ZDt7D5dg87dyao8oAvysbDlUSEFpFef2i+eRy04hONCPe/65mc935BLgZ2HykGRCbf68tbZ+kDpW/8RweseHUlTuYGum+bxN5W+1YPO31nkvbkEBVs7oHcu2THudkH9ajyjO659Av8RwfjxSzF/+t8vzs2+xwI1n9yYyOIC1+/LYsD+fr++9wPM7sy0o+DWDgp+IqaTCgdMwiDimK/PfmzL57fub6rVAhQf5ExUSUCesNMYdqkorHBzIL6O4wkGlw2VenC6qnC4GJIVz03l9GZ4aVeexReVVrNl7lPTEcNLiQgEoLKti9Z4jdI8O4ZRujXfvVTldbM+y8/baDP71/UGqnGZX0F+uHsa4AQm8s/4Af/1iD4NTIvnjpYMa7KZ0MwyDNXuP8uqqfZ4/unFhNpIigkiMCCIp0saoXjFcOCiRkEB/9h4u5qMNh0iJCuaaUalNGkeWV1LJtkw7SZE2+sSHtfrYs9V7jrAju4iyKifFFQ4O5JXy09ESggP8mHhKMpOHJJMUefyxWMu25/L00l0cLamgR0wIPWJCGdMnlvP7m11xn2zN5vPtOVgsFiKC/EmMDGL8wERG9IhusKvLMAyKKhwUllYRHRpIaKBfo+/b6TLYdLCAzIIy8koqqXS4GNUrhiHdIqlwuFixM5f/bsni8x25lFb/EU+NCWb22DR+PFLCRxszKalw8KerhnL5qd1P+P3KLixnwafb+fanfBwuF06XQXhQADGhgXSLCmby0GRP95/7vbzxzX4e+e92Av2sLLhiCFOGpXiez+F08X/Ld/PXFXsJCfDjzL6xnJ0ez9npcfSMDaXS4aoeKlDMqF4xpCeYPwO59nJ25hQxpFskUSGBAGzIyGfxhkP0jg/jqpHdCQmsGbb/zroM/vDhFk+rVFCAlUuHpfCrc/vQJz6Mz7Zm88ePfyDbXtOC6G6JnDq8G3sPF/PB9wexWiwMTonklG4RdIsKrve55JdU8uqqfSzbnsvObDsuwwzcf7pyKGceM6TA4XRxML+MlKjgOt+vkkonYbaa2g3DYP1P+fSKDfGMC1y99wgP/XsbUSEBXDemF6PTYnh9zX5eXbUPf6uF317Un2tP7+Hp2q10uPhq92GW78glNjSQET2jOaVbJGE2f2z+Vhwug5IKB5sPFtb5z0xqTDCXDkshOTIYq8VCbFggZ6fHERLoj8Pp4us9R9h/tJRz+8XTq/p3kdu6fXnc9u4GXIbBU1fXHVLhdBmNDhdoLQp+zaDgJ13ZgbxSXlq5l+/257Mrp8jzi3tAUjgBflZKKh18tdscZzR+YALDU6P4eFMmu3KKPc9hsZgtC1eO6I7DZZBZUMamg4Ws3nOE/NIqTu0RxdNXD6/3i7K9ZRWW8cmWbMYNSDjpWkqqxy2152QHabqySidf7T6MAVwwIMHzOVU4nJRUOIkJDWzT188tKifAaiW6kdcpr3Lib7XUGavY2pZvz+GddQc4f0A8U4al1PsPnXvcXmZBGfmllZzZJ67BsZtNVVrp4KcjpfSOD223yRnlVU4sFrD5n9zrbc+yU+lwMbR75En9Z8tR3XLdlp9rYxT8mkHBT7qqrMIyrnxxDYcKTtxiN/usNH5/8UDP/1oLSis5UlzBkeJKesSEkBIVXO8xLpfB4eIKEsJtmjUpItKGOs1yLiLSNvJLKrnulXUcKiijd1wo90wcwKk9orD5W9meVcSew2aLns3PSs/YEEb3jq3z+KiQQKJCAumb0PhrWK0WEo+zhIOIiLQvBT+RLqbS4eLzHTk8u3wPu3OLSYoI4vXZp9cZ2zamTyxj+sQe51lERKQjUvAT6eT25Bbx9NLd5BaV43AZ7D9aSl71shxRIQH1Qp+IiHReCn4inZTTZbBw1T6eXLKz3mzc+HAbV5zWjV+c0VOhT0SkC1HwE+mEDhdVcOs7GzxLFJzbL55rRqUS4GclIsifEcfsfCAiIl2Dgp9IJ/Pd/nx+89Z35NgrCAn0Y/4lg5jexDXkRESkc1PwE+kk3AvHPvyfbVQ5DfomhPHSz0fU2xNURES6LgU/kU6grNLJ7z/cwocbDgEweUgyT1w5tM5q+CIiIvqrINLBOZwupv+/b9h0oAA/q4V5kwYw+6w0de2KiEg9Cn4iHdw/vzvIpgMFRAT58/J1Izmjt9bfExGRhmlan0gHVl7l5P+W7wbgtvH9FPpEROS4FPxEOrC31maQVVhOcmQQM0b38HY5IiLi4xT8RDqo4goHL3yxB4DbxqUTFODn5YpERMTXKfiJdFCvrf6JvJJK0uJCuXJEd2+XIyIiHYCCn0gH5HQZvL02A4Cbz++rXThERKRJ9NdCpANatecIhwrKiAjyZ/LQZG+XIyIiHYSCn0gH9N63BwC4/NRuGtsnIiJNpuAn0sHklVTyvx+yAbh6VKqXqxERkY5EwU+kg/ng+4NUOQ2GdItkcEqkt8sREZEORDt3iHQAlQ4XWw4VkFVYzlvVkzquUWufiIg0k4KfSAdw27sb+HRrtud2UICVS4eneLEiERHpiBT8RHzc9xn5fLo1G6sFRvSMJjEiiCnDUogICvB2aSIi0sEo+In4uD8v2QnAlSO68+SVw7xcjYiIdGSa3CHiw1bvOcLqvUcJ8LNw67h0b5cjIiIdnIKfiI8yDIM//c9s7fvZ6T3oHh3i5YpERKSjU/AT8VFLt+WwIaOAoAArcy/o6+1yRESkE1DwE/FBlQ4XCz7dAcD1Y9NICA/yckUiItIZKPiJ+KC31u5n35ES4sICuem8Pt4uR0REOgkFPxEfU1haxf8t3w3AHRf2I1zLtoiISCtR8BPxMc99vpuC0irSE8K4ZqR25xARkdaj4CfiQ+zlVby5dj8Av794IP5++icqIiKtR39VRHzIRxsOUV7lIj0hjPP6x3u7HBER6WQU/ER8hGEYvL3uAADXnt4Di8Xi5YpERKSzUfAT8RGbDxayPctOoL+VK07r5u1yRESkE1LwE/ER76zLAGDykGSiQgK9XI2IiHRGPh/8ioqKuP322+nZsyfBwcGceeaZrF+/3nO/YRjcf//9JCcnExwczPjx49m9e7cXKxZpHpfL4GB+KR9vygTMbl4REZG24PPB74YbbmDp0qW88cYbbNmyhYsuuojx48dz6NAhAJ588kmeffZZXnrpJdauXUtoaCgTJkygvLzcy5WLHJ/TZXD9ovX0u+9TznriC0ornfSJD2VUr2hvlyYiIp2UxTAMw9tFNKasrIzw8HA++ugjJk+e7Dk+YsQIJk2axMMPP0xKSgq//e1vueuuuwAoLCwkMTGRRYsWMX369Ca9jt1uJzIyksLCQiIiItrkvYgc6/1vD3D3PzcDYLFAUkQQD0wZzMRTkrxcmYiIdDRNzTL+7VhTszkcDpxOJ0FBdfcpDQ4O5uuvv2bfvn1kZ2czfvx4z32RkZGMHj2aNWvWNBr8KioqqKio8Ny22+1t8wZEGlFe5eSZZeaQhLsu6sevzu1DgNbsExGRNubTf2nCw8MZM2YMDz/8MJmZmTidTt58803WrFlDVlYW2dnZACQmJtZ5XGJioue+hixYsIDIyEjPJTVVuyNI+3prbQaHCspIigjihrN7K/SJiEi78Pm/Nm+88QaGYdCtWzdsNhvPPvss1157LVZry0ufN28ehYWFnsuBAwdasWKR4ysqr+KFL/YAcPv4dIIC/LxckYiIdBU+H/z69OnDypUrKS4u5sCBA6xbt46qqip69+5NUpI5FionJ6fOY3Jycjz3NcRmsxEREVHnItJeXlv9E3kllfSOD+XKEd29XY6IiHQhPh/83EJDQ0lOTiY/P58lS5YwdepU0tLSSEpKYvny5Z7z7HY7a9euZcyYMV6sVqRx/9mcBcBN5/bRXrwiItKufHpyB8CSJUswDIP+/fuzZ88e7r77bgYMGMAvf/lLLBYLt99+O4888gjp6emkpaUxf/58UlJSuOyyy7xdukg9B/JK2ZFdhJ/VwoWDEk/8ABERkVbk88GvsLCQefPmcfDgQWJiYpg2bRqPPvooAQEBANxzzz2UlJQwZ84cCgoKOOuss/jss8/qzQQW8QX/22YOSxjVK1q7c4iISLvz6XX82ovW8ZP2cu3L37Dmx6PMv2QQs89K83Y5IiLSSTQ1y2iAkUg7KSitZN1PeQBcOFDdvCIi0v4U/ETaUHmVk72HizEMgy925uJ0GfRPDKdHbIi3SxMRkS7I58f4iXRkN7+9gWXbczi3XzyVDheAJnWIiIjXKPiJtJENGfks225O5li567Dn+HgFPxER8RJ19Yq0EffuHOMHJnB2ehwAvWJDGNot0ptliYhIF6YWP5E28ENmIcu252KxwO8vHkhaXCibDxYSH27DarV4uzwREemiFPxE2sBfv9gLwCVDU+gdHwbAsNQoL1YkIiKirl6RVrcnt5hPtprbst18fl8vVyMiIlJDwU+klb26ah+GYc7e7Z8U7u1yREREPBT8RFpRfkklH3x/EIAbtDOHiIj4GAU/kVb0zvoMyqtcDE6J4PS0GG+XIyIiUoeCn0grqXK6eH31fgCuH5uGxaLZuyIi4lsU/ERayadbs8m2lxMXZuOSYcneLkdERKQeBT+RVlBYVsVzy3cD8IszemLz9/NyRSIiIvUp+ImcpMKyKq57ZS27c4uJCQ3k52f08HZJIiIiDVLwEzkJReVVXPfqOjYdLCQ6JIC3bhhNbJjN22WJiIg0SMFP5CT8eclONh0oqA59ZzAwOcLbJYmIiDRKwU+khTKOlvL2ugwAnrv2NAalKPSJiIhvU/ATaaGnl+2iymlwdnocZ6XHebscERGRE1LwE2mB7Vl2Fm88BMC9Ewd4uRoREZGmUfATaYE/LdmJYcAlQ5M5pVukt8sRERFpEgU/kWbKLCjj8x25WC3w24v6e7scERGRJlPwE2mmL3cdBmB4ahRpcaFerkZERKTpFPxEmmlldfA7t1+ClysRERFpHgU/kWaocrr4evcRAM7tH+/lakRERJpHwU+kGTYeKKCowkFMaCBDNalDREQ6GAU/kWZYudPs5j07PQ6r1eLlakRERJpHwU+kGVbsygXg3H7q5hURkY5HwU+kiQ4XVbD1kB2As9MV/EREpONR8BNpoq92m928p3SLID7c5uVqREREmk/BT6SJ/rM5C1A3r4iIdFwKfiJNsPdwMZ/vyMVigStHpHq7HBERkRZR8BNpgle/3gfAuAGJ2q1DREQ6LAU/kRPIK6nkX98fBOCGs9O8XI2IiEjLKfiJnMDba/dTXuXilG4RjE6L8XY5IiIiLabgJ3IcpZUOXluzH4AbzuqNxaJFm0VEpONS8BNphNNlcOs7GzlcVEFyZBAXD0n2dkkiIiInRcFPpAGGYfDHj39g2fYcAv2tPHftqQT665+LiIh0bPpLJtKAhat+4o1v9mOxwDPXDGdkL43tExGRjk/BT+QYR4or+PP/dgLwh4sHqotXREQ6DZ8Ofk6nk/nz55OWlkZwcDB9+vTh4YcfxjAMzzmzZs3CYrHUuUycONGLVUtH9/zneyitdDK0eySzz9LyLSIi0nn4e7uA43niiSd48cUXee211xg8eDDffvstv/zlL4mMjOTWW2/1nDdx4kQWLlzouW2zaR9VaZkDeaW8tdacxXvvxAGaxSsiIp2KTwe/1atXM3XqVCZPngxAr169eOedd1i3bl2d82w2G0lJSd4oUTqZp5buosppcHZ6HGP7xnm7HBERkVbl0129Z555JsuXL2fXrl0AbNq0ia+//ppJkybVOW/FihUkJCTQv39/brrpJo4ePXrc562oqMBut9e5iGzPsrN44yEA7pkwwMvViIiItD6fbvH73e9+h91uZ8CAAfj5+eF0Onn00UeZMWOG55yJEydyxRVXkJaWxt69e/n973/PpEmTWLNmDX5+fg0+74IFC3jwwQfb621IB/GnJTsxDJg8NJkh3SO9XY6IiEirsxi1Z0r4mHfffZe7776bP/3pTwwePJiNGzdy++2389RTTzFz5swGH/Pjjz/Sp08fli1bxrhx4xo8p6KigoqKCs9tu91OamoqhYWFREREtMl7Ed+2bl8eV/9tDX5WC8vuPJe0uFBvlyQiItJkdrudyMjIE2YZn27xu/vuu/nd737H9OnTARgyZAj79+9nwYIFjQa/3r17ExcXx549exoNfjabTRNAxMMwDJ74bAcA14xKVegTEZFOy6fH+JWWlmK11i3Rz88Pl8vV6GMOHjzI0aNHSU7W2mvSNMu25/Ld/nyCAqzcNi7d2+WIiIi0GZ9u8ZsyZQqPPvooPXr0YPDgwWzYsIGnnnqK66+/HoDi4mIefPBBpk2bRlJSEnv37uWee+6hb9++TJgwwcvVS0dgGAZ/qV6s+Zdj00iMCPJyRSIiIm3Hp4Pfc889x/z58/nNb35Dbm4uKSkp/OpXv+L+++8HzNa/zZs389prr1FQUEBKSgoXXXQRDz/8sLpypUm+3Z/PjuwiggP8+PU5fbxdjoiISJvy6ckd7aWpAyKl87njvY18uOEQ14xM5Ykrh3q7HBERkRZpapbx6TF+Im0pr6SS/27JAuBno3t4uRoREZG2p+AnXda/vjtIpcPFKd0iGKp1+0REpAtQ8JMuyTAM3l6XAcCM0T21J6+IiHQJCn7SJa3Ze5R9R0oIs/lz6bAUb5cjIiLSLhT8pEt6/7uDAEwdnkKozacnt4uIiLQaBT/pckoqHHy2NRuAaSO6e7kaERGR9qPgJ13O0m05lFU56RkbwqmpUd4uR0REpN0o+EmX8+GGQwBcNrybJnWIiEiXouAnXcrhogq+2n0YgMtO7eblakRERNqXgp90Kf/elInLgOGpUaTFhXq7HBERkXal4CddyuKNZjfv5WrtExGRLkjBT7qMPbnFbD5YiJ/VwiVDk71djoiISLtT8JMu46Pq1r5z+8UTG2bzcjUiIiLtT8FPugTDMGpm86qbV0REuigFP+kSvtufz8H8MsJs/lw4MNHb5YiIiHhFs4Nfr169eOihh8jIyGiLekTahLu1b+IpSQQH+nm5GhEREe9odvC7/fbb+eCDD+jduzcXXngh7777LhUVFW1Rm0irqHS4+M/mLECzeUVEpGtrUfDbuHEj69atY+DAgdxyyy0kJydz88038/3337dFjSInZcXOXArLqkiMsHFG71hvlyMiIuI1LR7jd9ppp/Hss8+SmZnJAw88wN///ndGjRrF8OHDefXVVzEMozXrFGmxf31/EIBLh6XgZ9UWbSIi0nX5t/SBVVVVfPjhhyxcuJClS5dyxhlnMHv2bA4ePMjvf/97li1bxttvv92atYo0W25ROcu35wJw1chUL1cjIiLiXc0Oft9//z0LFy7knXfewWq1ct111/H0008zYMAAzzmXX345o0aNatVCRVriX98dwuEyOK1HFP0Sw71djoiIiFc1O/iNGjWKCy+8kBdffJHLLruMgICAeuekpaUxffr0VilQpKUMw+C99ebs8+mjeni5GhEREe9rdvD78ccf6dmz53HPCQ0NZeHChS0uSqQ1rN2Xx09HSwkN9GOytmgTERFp/uSO3Nxc1q5dW+/42rVr+fbbb1ulKJHW8N76AwBcOjyFUFuLh7OKiIh0Gs0OfnPnzuXAgQP1jh86dIi5c+e2SlEiJ6uwrIpPtphr912jbl4RERGgBcFv27ZtnHbaafWOn3rqqWzbtq1VihI5WSt3HabC4aJvQhjDukd6uxwRERGf0OzgZ7PZyMnJqXc8KysLf391p4lvWLHDXMJl3MAELBat3SciIgItCH4XXXQR8+bNo7Cw0HOsoKCA3//+91x44YWtWpxISzhdBit2HQbggv4JXq5GRETEdzS7ie7Pf/4z55xzDj179uTUU08FYOPGjSQmJvLGG2+0eoEizbX5YAF5JZWEB/lzWs9ob5cjIiLiM5od/Lp168bmzZt566232LRpE8HBwfzyl7/k2muvbXBNP5H29kV1N+85/eIJ8GvxroQiIiKdTosG5YWGhjJnzpzWrkWkVXyx0+zmPV/dvCIiInW0eDbGtm3byMjIoLKyss7xSy+99KSLEmmpXHs5Ww6Z40/P7Rfv5WpERER8S4t27rj88svZsmULFosFwzAAPDMnnU5n61Yo0gzuSR3DukcSH27zcjUiIiK+pdkDoG677TbS0tLIzc0lJCSEH374gS+//JKRI0eyYsWKNihRpOlW7DTH952nbl4REZF6mt3it2bNGj7//HPi4uKwWq1YrVbOOussFixYwK233sqGDRvaok6REzIMg7U/5gFwdnqcl6sRERHxPc1u8XM6nYSHhwMQFxdHZmYmAD179mTnzp2tW51IM+w/WsrRkkoC/a0M0W4dIiIi9TS7xe+UU05h06ZNpKWlMXr0aJ588kkCAwN5+eWX6d27d1vUKNIk3+7PB2Bot0hs/n5erkZERMT3NDv43XfffZSUlADw0EMPcckll3D22WcTGxvLe++91+oFijTVd/vNbt4RWrRZRESkQc0OfhMmTPBc79u3Lzt27CAvL4/o6GjtiSpe9V11i5+Cn4iISMOaNcavqqoKf39/tm7dWud4TExMm4Q+p9PJ/PnzSUtLIzg4mD59+vDwww97lpABc0D//fffT3JyMsHBwYwfP57du3e3ei3i2wpLq9iVUwwo+ImIiDSmWcEvICCAHj16tNtafU888QQvvvgizz//PNu3b+eJJ57gySef5LnnnvOc8+STT/Lss8/y0ksvsXbtWkJDQ5kwYQLl5eXtUqP4hu8zzNa+tLhQYsO0fp+IiEhDmj2r9w9/+AO///3vycvLa4t66li9ejVTp05l8uTJ9OrViyuvvJKLLrqIdevWAWZr3zPPPMN9993H1KlTGTp0KK+//jqZmZksXry4zesT36FuXhERkRNr9hi/559/nj179pCSkkLPnj0JDQ2tc//333/fasWdeeaZvPzyy+zatYt+/fqxadMmvv76a5566ikA9u3bR3Z2NuPHj/c8JjIyktGjR7NmzRqmT5/e4PNWVFRQUVHhuW2321utZvGOb6sndoxU8BMREWlUs4PfZZdd1gZlNOx3v/sddrudAQMG4Ofnh9Pp5NFHH2XGjBkAZGdnA5CYmFjncYmJiZ77GrJgwQIefPDBtitc2lWV08XGAwWAWvxERESOp9nB74EHHmiLOhr0j3/8g7feeou3336bwYMHs3HjRm6//XZSUlKYOXNmi5933rx53HnnnZ7bdrud1NTU1ihZvGB7lp3yKheRwQH0iQ/zdjkiIiI+q9nBrz3dfffd/O53v/N02Q4ZMoT9+/ezYMECZs6cSVJSEgA5OTkkJyd7HpeTk8Pw4cMbfV6bzYbNpgkAncW3P9WM77NataSQiIhIY5o9ucNqteLn59fopTWVlpZitdYt0c/PD5fLBUBaWhpJSUksX77cc7/dbmft2rWMGTOmVWsR36WJHSIiIk3T7Ba/Dz/8sM7tqqoqNmzYwGuvvdbq4+amTJnCo48+So8ePRg8eDAbNmzgqaee4vrrrwfAYrFw++2388gjj5Cenk5aWhrz588nJSWlXcciivcYhuGZ2KHgJyIicnzNDn5Tp06td+zKK69k8ODBvPfee8yePbtVCgN47rnnmD9/Pr/5zW/Izc0lJSWFX/3qV9x///2ec+655x5KSkqYM2cOBQUFnHXWWXz22WcEBQW1Wh3iuw4VlJFjr8DfamFY9yhvlyMiIuLTLEbtbTBOwo8//sjQoUMpLi5ujadrV3a7ncjISAoLC4mIiPB2OdIMH208xG3vbmRY90g+uvksb5cjIiLiFU3NMs0e49eQsrIynn32Wbp169YaTyfSZDUTO2K8XImIiIjva3ZXb3R0dJ19eQ3DoKioiJCQEN58881WLU7kRNwTO0b20vg+ERGRE2l28Hv66afrBD+r1Up8fDyjR48mOlp/fKX9FFc42JFt7rqiiR0iIiIn1uzgN2vWrDYoQ6T5NmTk4zKge3QwiRGazCMiInIizR7jt3DhQt5///16x99//31ee+21VilKpCk83bxq7RMREWmSZge/BQsWEBcXV+94QkICjz32WKsUJdIUWrhZRESkeZod/DIyMkhLS6t3vGfPnmRkZLRKUSJNseVQIQCn9lDwExERaYpmB7+EhAQ2b95c7/imTZuIjY1tlaJETqS4wkFBaRUAPWNDvFyNiIhIx9Ds4Hfttddy66238sUXX+B0OnE6nXz++efcdtttTJ8+vS1qFKkns6AMgIggf8KDArxcjYiISMfQ7Fm9Dz/8MD/99BPjxo3D3998uMvl4rrrrtMYP2k3h/LN4NctWq19IiIiTdXs4BcYGMh7773HI488wsaNGwkODmbIkCH07NmzLeoTadDB6ha/blHBXq5ERESk42h28HNLT08nPT29NWsRaTJPi1+U1u8TERFpqmaP8Zs2bRpPPPFEveNPPvkkV111VasUJXIi7jF+3aLV4iciItJUzQ5+X375JRdffHG945MmTeLLL79slaJETuSQp6tXY/xERESaqtnBr7i4mMDAwHrHAwICsNvtrVKUyInUTO5Qi5+IiEhTNTv4DRkyhPfee6/e8XfffZdBgwa1SlEix1PpcJFTVA5ocoeIiEhzNHtyx/z587niiivYu3cvF1xwAQDLly/n7bff5p///GerFyhyrOzCcgwDAv2txIXVb30WERGRhjU7+E2ZMoXFixfz2GOP8c9//pPg4GCGDRvG559/TkxMTFvUKFLHoVpLuVgsFi9XIyIi0nG0aDmXyZMnM3nyZADsdjvvvPMOd911F9999x1Op7NVCxQ51iGt4SciItIizR7j5/bll18yc+ZMUlJS+Mtf/sIFF1zAN99805q1iTSoZg0/Hwx+zirY+Da8NgU2vOXtakREROpoVotfdnY2ixYt4pVXXsFut3P11VdTUVHB4sWLNbGji3I4XThcBkEBfu32mocKSgEfnNG74xP49B4oPGDePvQ9DLgYgqO9W5eIiEi1Jrf4TZkyhf79+7N582aeeeYZMjMzee6559qyNvEBa388yshHlvLJlizPsbJKJ4/8ZxtTX1jF4AeWMOzB//FDZmG71eSTXb2lefCv2WboC02AiG5QWQzr/378x214C9b9P3BUtk+dIiLSpTU5+H366afMnj2bBx98kMmTJ+Pn134tPOI9b63N4EhxJW+s2e85tnjjIf7+9T42HSigwuGiwuHiryv2tltNmQXmUi4pvhT8vn0FqkohaQjcvhnG/9E8/s1LUFXW8GNWPwcf/QY+uQv+djZkrG29egoOwNq/wUdz4e3psPBiWPNXMIzmPU/hQVj7Mnz9TN1wemA9LHsQ9n5hdm8DVBTDkT2Nv18REfG6Jnf1fv3117zyyiuMGDGCgQMH8otf/ILp06e3ZW3iZYZhsHrvUQC+z8inwuHE5u/Hqj1HALhqRHcmDUni+kXf8umWLA7klZIa07Y7abhchqfFr7uvdPVWlZvhCODMWyEgGAZfAZ8/DAUZsOFNOP3Guo/Z9B787z7zemAYHN4Br06AM26CcQ9AQAv3ID66Fz78FRxcX/++/avMy+UvgS287n3ldtj9P9j5iRn2wAxyuT/UnLNnGVzzBuxeZgZWZyV8/RQERZnvwV79OCwQlQphSWCx1NyO6w9x6RDfH2J6m8fL8sCeCUd2mZfDO+HIbijOhtQzYOAUSBwEpflQlg9G9eQxRzmUHjVbWl2O6pf1g5BoCIkFl9O8v6wAqA67tgiI6wfRvcznP7LLfM7gGPMxoXHmV/clKAqsLR4GLSLik5oc/M444wzOOOMMnnnmGd577z1effVV7rzzTlwuF0uXLiU1NZXw8PATP5F0GHtyizlSXAFAhcPF5oOFjOwZzTc/mmHwyhHdGd07lrPT4/hq9xEWrf6J+Ze07VjPIyUVVDpcWC2QFNnCcNTatrwPJblm9+7gy81jfv5mCPzkLlj9LIz4pXkMYOenZnACOOM3cM7dsHS+GRC/+Sv8uBKm/d0MPMcqzoX3fmGGl0ufA/9a6xg6q+Cf10PWRsACPc6A3udDeKIZkFYsgB3/gb+dC0OuNO8vyIDt/4F9K80gV48FUk+HnG3w01fw1zOhKNO8K+U0KNhvBqzyAvOYfzA4ysznLcioeZoDx078suAJZI3ZvcS8eIvFCv4+8jMmIh3f9Usgeai3q2j+ci6hoaFcf/31XH/99ezcuZNXXnmFxx9/nN/97ndceOGFfPzxx21Rp3iBu7XPbe2PR4kMDuBIcSVBAVaG94gCYPZZaXy1+wjvrT/AbePTiQgKaLOa3DN6EyOCCPDzgdYYl8vssgWztc6v1nsfPgNWPG4GoLevgsteNIPXJ3eD4YJTroSLHjVblaa+AAMvNbtmc3+Al88zA+HY22rCncsFH9xohqgD35gtXVf8v5pWqVX/Z4a+oCj41UozHNbW62z4x3WQtxdWPlH/vcT2hQGXQLcRZuix+pnXwxIgewu8dXVN6DvzFhj/EGDAoe/M9xPXD0JioOSI2XJXll9ddxXk/wSHd9W07FVUb+9osUJoPMSm17QGxqWbE2L2LIcd/zXDbmisecxa/f31C6xumYsGP1vN65QehZKjZsgOqX6Mxc+ss/SoWUP+T+Z7iu9vvnZZvllz6dGaS4XdfE9VpS37uRAROZbh8nYFQAvX8XPr378/Tz75JAsWLODf//43r776amvVJT5g9V6zS7d7dDAH88tYuy+P8OpQN7JnDDZ/c5znuf3i6ZcYxq6cYt5dl8Gcc/q0WU0+N7Fj+8dwZCcEhsNp19W9LzAELnkKPvgV7P0cnhthTvgAGP5zmPJM3a7EfhPgptXw0c1mS9cXj8DWf8L4ByH9QrNb9ccVZquaq8q8LyzB7BrO+9EMmQCTnqwf+gBSR8FNq2DbYti/Bg6uM7s5B0w2u1Tj+zf+PpOGwA3L4ItHoddZMPxntZ739LrnhsaZl8YYBpQcBqv/8btTu42Ac+9p/HnakqPSDIDOCu+8voh0PuHJ3q4AAIthNHe0d+djt9uJjIyksLCQiIgIb5fjE5wug9MeXkphWRVPTBvCvf/aQkigH2N6x7J8Ry53T+jP3PP7es7/x/oD3POvzUQE+fOPX49hQFLbfB//35c/8ugn27l0WArPXntqm7xGPTs/NceH9Rpb93judvj7hVBZBGfdUTOh41iHd5ozfrO3mLfPvw/Ouat6/FsDDAO2/gs+vRdKzfBNRDcoyjL/xzj1r2bL4ge1xg1arOZ9/SbBte80/twiItIpNTXL+EBfmfii7Vl2CsuqCLf5c8Vp3YkKCaC00snnO3MBOLNPbJ3zLzu1G6f1iMJe7uAXr6xj/9GSNqmrtNIc3B8WdFKN1U2XsRbemQ6LLjbHzxWb75+SI/D21Wbo6zkWzvt9488R3x9uWA4Tn4CfvQ/n3n38YGaxmGPwbl4PY242uyvth8xgN3S62do29Gq4+M8QEGo+xnBBSJzZiqjQJyIijWinv57S0bi7eUf3jiHAz8rpvWL437YcDAPCbP4M6RZZ5/xAfysLZ53ONS+vYUd2ETP+vpbFc8cSF2Zr1bqcLnOMRIC1ncLNpndqrm/9F+z8zBxvVlFkjg2LToNr3qw7yaIh/jY449fNe+2QGJjwKFww3xwbmP+TORnEHexOvxFG3QDlhWa3ZEgsBEc17zVERKRLUYufNGjVHnNix5g+5lit0b1rWvhOT4vBv4GJFZEhAbw++3R6xIRwML+MxRsOtXpdVS5zZIJfeyyz4aiAHz40r1/0KCQPg6oSc7JGWb4ZtH72DzOgtaWAILMF8Jy7zHGDtVksZtiL7aPQJyIiJ6QWP/HIKizj1a/3sfFAAd9nFAA1Xbqj02rCzbHdvLUlhAcx8ZQkXv7yR7ILy1u9Rmd18Avwa8UWP0eF2YJ37ISE3f8zlykJTzFn7J5xE+T8ULNgcXy/+uvhiYiI+DAFvy7MMAwstcaDPfLf7fx3c83WbMNSo+ifaAabgckRxIUFcqS4krPSjzNjE4gLM7s9j5a0/jZkVU6zq9evtbp6ywrg7+PNrdZ+/i9zxqrbpnfNr0OuNJc2AZ9Yg0lERKSlFPy6qMc/3cF76zP44DdjSYsLxeF08eWuwwD8/uIBjBuYSFpsKNbqgOVntbBw1unk2MtPOGM3NtQc1+de/Lk1uVv8/Fsj+BkG/PtWOLrbvP3+LJizEiK7mQse7/6feXyYdqgREZHOQWP8uqj/bcsmv7SKd9ebuytsOlhAUbmDqJAAZp/Vmz7xYZ7Q5zakeyTjByWe8Lljq1v8jhS3RYtfdfBrjcWb1/8dtn1kLgoc08dcW+4f10HePvjmRXMni8RTIHHwyb+WiIiID1Dw64IMw/CMv/t0SzaGYbByp9nad1bfuJPuRnXP5D3aJi1+rdTVm/MDLKleguXCB81u3qBIOPQtPDscvnzSvG/oNSf3OiIiIj5Ewa8LKqpweNbDy8gr5YdMOyt3m8u3nNMv/qSf3x388koqcblad31wh7OVJnd89RezRS99grlESkwaTHvV3ArM6m9uPzb0GhgxsxWqFhER8Q0a49cF5Rwz2/attfvZfLAAMLdfO1kxoWZXr8NlUFhWRXToCda4awZHayznUnwYtlXvKX3BH2rWxUsfD/f8CP5BdffcFRER6STU4tcFZdvrBr931x/AMGBAUjiJEUEn/fyB/lYig83gdLSkdbt7W2U5lw1vmHvddhthrs1Xmy1coU9ERDotBb8uyD2+b0TPaGz+Vty7NbdGN69bW03wOOnlXFwu+G6heX3k7FaqSkREpGPw+eDXq1cvLBZLvcvcuXMBOO+88+rd9+tfN3NrrC4mp7rFr3dcKOf1rwl7rdHN6xbXRku6nPRyLns/N3feCIqEwZe3YmUiIiK+z+fH+K1fvx6n0+m5vXXrVi688EKuuuoqz7Ebb7yRhx56yHM7JOSYba2kDndXb1JkEGelx7HkhxyCA/wY2Su61V4jLrx6EefWbvHzBL9m/J/F5YL9q6AoC9a/Yh4b9rP625+JiIh0cj4f/OLj67ZCPf744/Tp04dzzz3XcywkJISkpKT2Lq3Dyi40W+ESI8zt1aaPSmVo9yhs/n6t9hruRZxbe0kX93Iu/k0d42cY8K/Z8MMHdY+P/GWr1iUiItIR+Hzwq62yspI333yTO++8s85WY2+99RZvvvkmSUlJTJkyhfnz5x+31a+iooKKippAYrfb27RuX+Pu6k2KCMLm78fj01p/GzL3GL/DrT7Gr5ktft++YoY+qz/0HAshsdD7PIjv36p1iYiIdAQdKvgtXryYgoICZs2a5Tn2s5/9jJ49e5KSksLmzZu599572blzJx988EGjz7NgwQIefPDBdqjYN9Xu6m0rbbWIs9OznEsTWvyyNsNn7kWaH4Ixc1u1FhERkY6mQwW/V155hUmTJpGSkuI5NmfOHM/1IUOGkJyczLhx49i7dy99+vRp8HnmzZvHnXfe6bltt9tJTU1tu8J9SJXT5Zlw0RpLtzQmrrrF72hJ67b4OU60nMvm9+GbF8DlhMKD4KyAfpPMRZpFRES6uA4T/Pbv38+yZcuO25IHMHr0aAD27NnTaPCz2WzYbLZWr7EjOFxUgWGYwSm2FRdWPlZsWNvM6nUcbzkXw4Cl90NRZs2xqB5w2V9rFmkWERHpwjpM8Fu4cCEJCQlMnjz5uOdt3LgRgOTk5HaoqmM4UlxBUbmDtLhQTzdvQngQ1pPd7/Y4arp6W7fFz3m8Wb2ZG8zQFxAKV78GFiv0OAMCQ1u1BhERkY6qQwQ/l8vFwoULmTlzJv7+NSXv3buXt99+m4svvpjY2Fg2b97MHXfcwTnnnMPQoa0/YaEjKq5wcOlzX3O0pJIv7jrPs3hzYkTbtni6J3cUVzgor3KSX1rJE5/u4Nfn9WFAUkSLn9e9gHODs3p3fmJ+7TsO0i9s8WuIiIh0Vh0i+C1btoyMjAyuv/76OscDAwNZtmwZzzzzDCUlJaSmpjJt2jTuu+8+L1Xqe/76xR4yq8Peip2HKa8y10RMjgxu09cNt/kT6GelsnpM4d+/2sfijZlYrRaeunp4i5/3uAs476gOfgOO3yosIiLSVXWI4HfRRRdhuPcVqyU1NZWVK1d6oaKOIeNoKX//ap/n9le7D9Mjxlzmpi0ndgBYLBbiwgLJLCznaHEl6/bleWo6GZ7lXPyO6erN/wlyfwCLH6RfdFKvISIi0ln5/JZt0nKPfbKdSqeL1BizdW/13qMcKigDICmy7Se3uCd47DtSwvZsc63EA/knF/zqtPgVH4bcHeYd7ta+nmdCSMxJvYaIiEhnpeDXSa398Sif/ZCNn9XC334+kvAgfwrLqvhq9xGg7Vv8oGac32dbs3E32ObYKzzdzS3hXs7F388Cb1wGfx0Nn9wD2z4yT+h/8cmULCIi0qkp+HVSn+/IBWDq8BQGpURwZp9YAArLqgBz14625p7Zu2JXbp3jB/PLWvycjuot2wKcpZCz1Ty47m9w4Bvz+gAFPxERkcYo+HVSWdUTOgZWz6A9K73unsdtuWuHm7vFr7zKVef4gbyWd/c6q8f4BRVWj10MDIPQBPN64ikQ3avFzy0iItLZKfh1Uu5lW9wB7+y+cXXub4+u3rjQuuMIByabIfRkxvlVVbf4BRXsMQ8kD4ObVsPZv4Up/9fi5xUREekKFPw6qSy72Z2aXB38esaG0D3anOQRFRJAUIBfm9cQF16zM0hKZBBjepvdzSczs9c9uSPQHfzi0iEsHsbdD91HtrxYERGRLkDBrxNyuQxyCs2t0twtfhaLhbPTzVa/9hjfBxBbq8VvVFoMPapnF7e0xc8wDM9yLoH57uDX/+SKFBER6UIU/DqhvNJKKp0uLBZzaza3i4eY29gN7R7ZLnW4x/gBnJ4WQ49Ycw3BA3ktm9zhqrWUo3/ebvNKXL8W1yciItLVdIgFnKV53OP74sJsBPrXZPuz0+P57Paz6R4d0i51xIfVtPiNTovxLOlyIK8UwzCwWJq3V7B7Rq8fTqz5P1a/iIKfiIhIUyn4dULuGb3JDczcPZl9cpsrPtzG2elx+Fst9IkP88zuLapwUFhWRVRI4AmeoS5HdTdvD0suFlcVBIRARPdWr1tERKSzUvDrhLILq3fnaKexfI2xWCy8MXu053ZwoB/x4TYOF1WQkVfa/OBX3dfbx5JpHojtC1aNVhAREWkq/dXshI7X4udt7r2CWzLOz+E0Wwz7Wg6ZBzS+T0REpFkU/DqhmjX8gr1cSX2p1UvKZLRgEWf3Ui59rdUtfvGa0SsiItIcCn6dUIdo8WvBki5Vxwa/uPRWq0tERKQrUPDrhLLtdXft8CXdPV29LWjxcxqAQW/cwU9dvSIiIs2h4NfJGIZBVmHdXTt8SY9Ggt9/N2dx4+vfYi+vavSxDpeLeAqIsJSCxQoxfdq0VhERkc5Gwa+TKSyr8iyb0h778TZXanXwO1RQ5hmzB/D/vvqRpdtyWL3naKOPdbiMmm7eqJ4Q4HvvT0RExJcp+HUy7vF9saGB7bIfb3MlRQQR4Gehyml4uqQBCkorASivcjb6WIfTqFnKRRM7REREmk3Br5OpmdHrm61hflaLZ0ePw0UVnuP2cgcAFY7jBD+XixiKzBvhSW1XpIiISCel4NfJ+PKMXrfI6oWbC8vM8XyGYXiuVzhcjT7O4TLwt5gBEWtA2xYpIiLSCSn4dTKeXTt8OfgFmxvGuMNeaaXTM96vouo4wc9pEEB1i6Cfgp+IiEhzKfh1MjUtfr63eLNbZLAZ2tzBz/0VTtzV66/gJyIi0mIKfp2MZw0/H5zR6xYVXN3VWz2ho/YSLsft6nUaNcFPXb0iIiLNpuDXyXSMMX7HtPiVNi34OV0GAVSP8VOLn4iISLMp+HUy7TKr154Jfx8PG95s0cOP29V7vOVcXLXG+Fn9W/TaIiIiXZn+enYi+SWVFFeYLWJtGvy+fwMOrofKUjj1581+uDv4FVS39LmXcoETdfW6amb1qsVPRESk2dTi14l886O560XfhDBCAtsw0+9ZZn49shMcFcc/twHHn9xx/OVcamb1Bjb7dUVERLo6Bb9O5Os9RwA4q29cy55g/SvwSBJkrG38nNI8OPSted3lgCO7mv0yxwY/e0tm9aqrV0REpNkU/DoRd/A7O70Fwc8wYPWz4CiDrf9s/LwfV4BRq1Uu54dmv9Txx/hpHT8REZG2ouDXSRzIK2X/0VL8rRZG945t/hNkb4H8n8zrmRsaP2/PcvOrpfpHJ2drs18q6phZvU1ezqX2rF4t5yIiItJsCn6dhLu179QeUYTZWtANuv3jmuvZW8BZVf8cw6gZ3zdoavW51cGvNA9eOAM+vvWEL+Vu8SutdFLpcDWjq9fAX8u5iIiItJiCXyfhDn5jWzq+b1ut4Ocoh9zt9c/J+QGKsyEgBEbdWHMMYNtHcHg7fP86FOce96XCg2pCW2FZFfayps3qdTpdBFg0xk9ERKSlFPw6AZfLYHVzx/dlboBV/2cuyXJ4pzlD1xoAycNr7gfYvxqeGgz/nA3r/24e63U2pAwHLFCSawa9nZ9UP7EBuz477kv7WS1EBNXs19vkMX6uWjt3aFaviIhIsyn4dQI/ZNrJL60izObPsO5RTXvQJ/fA0vvhzWmw8S3zWO/zoPe55nV38Pv6GbAfNCd8fLfQPNZ3PASGQkxv8/aBdfDjyprn3vEJJ1J79466Y/xO1NWryR0iIiItpeDXCbi7ec/oHYu/XxM/UvcyLBmrzZY/gEGXQspp5vXM781xe3s/N2+nXwRYwD8I+k0wjyUONr+ufhacFWCLMG//+AVUlhz35Wtm9lY2fR0/p4tAz+QOdfWKiIg0l4JfJ7DlUAEAZ/SOadoDyvKh3HwMwdWPsfhB/8mQcqp5O2cbbP0XuKog8RSY8T7ctgl+vQqie5rnJJ5ifj1Qve7faddBZA9zjODeL45bQlSw2VV7pLiS0sqaVr7yE2zZphY/ERGRllPw6wTc+/N2jw5u2gPcy7aEJsAvP4XEITD6VxAaC1E9zDDoqoKv/mKeN/hy82t0T4jrW/M87hY/t/4Xw4CLzes7j9/d627xO5hXWuf48Vv8as3q1XIuIiIizab+sk4gx25um5YQ0cT9efP2mV9j0iBhANz0dc19FovZ6rd3ORRlmcdOuaLh50k6peZ6cAykjjZ381j7kjnBw+UEq1+DD42oDn4ZzQl+LqNmVq8md4iIiDSbWvw6OJfLILfIbPFLbGrwc7f4Rfdq+P5up9VcTzm1ZhLHsSJ7QGC4eb3fRPDzh55nQlAklB6t6QJugHsRZ3fwCw00A6LTZeBwNhz+nLW3bPPT/1lERESaS8Gvg8svraTKaQCQEG5r+KSyArBn1npQdYtfdFrD57vH+QGcMq3xF7daocfo6vOqWwX9AsxZvwA/fd3w46jp6s3IKzNrrxVaG2v1q3LWGuOnrl4REZFm8/ng16tXLywWS73L3LlzASgvL2fu3LnExsYSFhbGtGnTyMnJ8XLV7cfdzRsXFkhAQzN6K4rh5XPhuZFQVP19OVGLX8ppgMW87h7f15ipL8B1H0P6hTXHkoaYX4/sbvRh7uB3pNisPz6sJrQ2FvycLqNmVq8md4iIiDSbzwe/9evXk5WV5bksXboUgKuuugqAO+64g3//+9+8//77rFy5kszMTK64opExaZ1Qjt3s5k0Ib6Sb98s/mUGvqgT2rzKP5f1kfo1ppMUvIhkufwmmvQKR3Y9fQHhSzdp/bnH9zK/uJWMaEBVcN7hFhQQQ4GeGzcbW8nPU7urVci4iIiLN5vN/PePj4+vcfvzxx+nTpw/nnnsuhYWFvPLKK7z99ttccMEFACxcuJCBAwfyzTffcMYZZ3ij5HblDn5JkQ0Ev8M7Yc3zNbcPfgsDLjEXZIbGW/wAhk1veVGe4Lfb3N/XYql3SuQxwS8yOACbvx9VTkeju3fUmdWrFj8REZFm8/kWv9oqKyt58803uf7667FYLHz33XdUVVUxfvx4zzkDBgygR48erFmzptHnqaiowG6317l0VO6u3sSIY8b3GQZ8crc5yzY42jx2cD0UHgDDBf7BEJbYNkVF9zJb5KpK6o4trCXimOAXERyAzd/8cWysq9fhdBGoWb0iIiIt1qGC3+LFiykoKGDWrFkAZGdnExgYSFRUVJ3zEhMTyc7ObvR5FixYQGRkpOeSmprahlW3rZyiBrp6DQO+fgr2rTR32pj2ink8a1NN92t0rwZb4lqFX0DNTOBGunvds3rdIusEv4a7el0uR80NdfWKiIg0W4cKfq+88gqTJk0iJSXlpJ5n3rx5FBYWei4HDhxopQrbX07hMV29FcXwz+th+UPm7XPvgT4XmK1+zgrY/m/z+PG6eVtD7e7eBhzb1RsR5I8twFzSpdG1/JyVNdfV1SsiItJsHabZZP/+/SxbtowPPvjAcywpKYnKykoKCgrqtPrl5OSQlJTU6HPZbDZstkaWPulgcjxr+NnA5YI3LoeD68wWsYmPw6gbzJa97qNg9/9qgl9jEztaS1y6+bWRFr8wmz9+VgtOl7kUTWRIrRa/Rsb4Gc6aPX21nIuIiEjzdZgWv4ULF5KQkMDkyZM9x0aMGEFAQADLly/3HNu5cycZGRmMGTPGG2W2O8+uHeFBUPCTGfr8AmHWf+H0G2u6c7uPMr9WVI9nbLcWv4aDn8ViqdPqFxF04q5enLW6etXiJyIi0mwdosXP5XKxcOFCZs6cib9/TcmRkZHMnj2bO++8k5iYGCIiIrjlllsYM2ZMl5jRW+V0edbBS4oMguwfzTti+kCPY95/95F1bze2eHNrOUFXL5jdvXkllZ7rNv/jd/W6qrt6DaxYGtkKTkRERBrXIYLfsmXLyMjI4Prrr69339NPP43VamXatGlUVFQwYcIE/vrXv3qhyvZ3pLgCwwB/q4WYkMC6e/Aeq9sIzEWZza7VNm/xi+1rfi3KhIoisIXXO6X2zN6I4ABsAcdv8bNUt/i5rP4o9omIiDRfhwh+F110EYZhNHhfUFAQL7zwAi+88EI7V+V9Nd28NqxWS60dORoIfkGREN8fDu8ALBDVo22LC44yl4spzjFb/Wrv/1ut9iLOdWb1NjLGj+oxfoZm9IqIiLRIhxnjJ/VlV8/o9exze7wWP6jp7o1IgYBGdvpoTc2Y2duUrl5c1V29Fo3vExERaQkFvw4st3pGb5I7+OWfIPiljja/umfctrUTzOx1B79APys2f+uJu3qr1/FTi5+IiEjL6C9oB+beri0xwmYu2uxu8Wts4sawa82u136T2qfAE8zsdS/iHBEcgMViqWnxa7SrV8FPRETkZOgvaAfmGeMXEQRF2eAoA4tf4+P3/ALgnLvbr0BPi9/xu3ojgs0fwxNt2WZxVY/x03ZtIiIiLaKu3g7M3eKXFBFU080b2d131rhzt/gd3QOVpfXuds/qdQfAE3X14tLkDhERkZOh4NeB1XT1BtWa2NHbixUdIzIVonqage2HD+rdPapXDFEhAZzfPwHghJM7rEb1zh3atUNERKRFFPw6MHdXb2KEDfLcize38cLMzWGxwMhfmtfXv1Lv7rS4UL6/70JuHWd2CZ9oORf3On6oxU9ERKRFFPw6qPIqJ4VlZgtYYmStrt623pGjuYb/3Gyhy/weMjfUu9tqtXiun2jLNovhHuOnFj8REZGWUPDroNzdvMEBfoTb/E+8hp+3hMXDoKnm9W9fbfy88kJSSrcDxnEmd1S3+Glyh4iISIso+HVQh4vMbt74cBsWi8V3W/wARs02v275J2x4E167FN6+xrMTBwAf3czFa37GqZY9jY/xc6mrV0RE5GToL2gHlV9qhqbo0EAoyzcv4HstfgA9xkD8QDi8HT6aW3M8e0vNVm6HdwKQasnlaCNdvVbDARawqKtXRESkRdTi10EVlJrbl0UFB9R084YlQmCoF6tqhMUCZ91hXo9MheAY83rp0Zpzqq+HWCoandxhrV7OxWeWqxEREelgFPw6qAJ3i19IgG9387oNuwZ+uwtu2wQpw81jJUfMry4XlOUBEELFcZZzMbt61eInIiLSMurq7aAKyqpb/EICfXdix7HCE82vIbHm19Lq4FdeAIYZ9oKpoLyqflevYRgKfiIiIidJLX4dlLvFL6qjtPjVFhJnfnV39bpb/oAQS3mDLX5Ol0EAZiC0aFaviIhIiyj4dVCe4BccAEerF2+O7ePFipohtLrFzx34ao31M7t667f4OVwG/u7g568WPxERkZZQ8Oug6nb17jUP+tJ2bcdzbItfaU2LX3AjY/wcLoMA1NUrIiJyMhT8Oqj8ErPFLzagHIpzzIMdpcUv5Dgtfo3M6nU6DQIsZoufVcFPRESkRRT8Oij3dm0JVZnmgZA4CIr0YkXNEHqcMX6UU+FwYhhGnYdUuVz4q8VPRETkpCj4dVDudfxiyg+YB2L7erGaZvJ09bpb/PJq7qICl2F27dbmrD3GT8FPRESkRRT8OqBKh4uSSjMEhZdkmAc7Sjcv1LT4lRea27aV1p7Va25Fd+w4vyqnyzOrV3v1ioiItIyCXwfknthhtYDN7l7Dr4NM7AAIigJL9Y9e6dE6Y/yCqQ5+x6zl56w1uUM7d4iIiLSMgl8H5F7KJTI4AIt7Rm9HavGzWutu21bSlBa/mq5erAp+IiIiLaHg1wHVLN4cCEfdS7l0oOAHNd29JUfqjvFrJPg5XTWzevHThjMiIiItoeDXAbkndnQLKvfscduhunqh7gSP2mP83F29xyzi7Kg1q1ctfiIiIi2j4NcBuVv8+vnnmgfCk8EW5sWKWiCkuqu38CBUlXoOB1OBBVe9tfwctbt6NblDRESkRRT8OiD35I40a/XCzR2tmxdqunoP76p3VxCV9bp6HbX26lVXr4iISMso+HVA+dUtfj2M6sWbYztYNy/UdPUe2Wl+DUusuauB/XodTlfNrF519YqIiLSIgl8H5O7qTXIcMg90xBY/97Zt7ha/0HjwDwYguIFt22ov4KzlXERERFpGwa8DKqzu6o2tOGge6Ei7dri5u3orCs2vIbEQGGJepaL+ci61u3qt6uoVERFpCQW/Dii/pAowiCztgLt2uLlb/GrfDgg1rzbQ1et0ufC3aAFnERGRk6Hg1wGUVTr5v2W72ZZpB6CgrIoYighwFAEWiE7zboEt4W7xq3070Ax+wZb6LX4Op6Et20RERE6Sgl8HsHxHDk8v28VD//kBMNfx62XJNu+M6AYBQV6sroUaavHzdPWW19uyzVF7yzZN7hAREWkRBb8O4EiRuajxloOFOF0GBaVVdLccNu+M7uW9wk5Gg129jY/xc9SZ3KExfiIiIi2h4NcB2MvNlq6SSifbs+yUVTlrBb+eXqzsJPjbwBZRczsk9gRdvS7t1SsiInKSFPw6AHtZlef6V7vN7c16WquDX1QPb5TUOmq3+tVr8TtOV68md4iIiLSIgl8HUFgn+JmBr6ffUfNAZwl+oXF1l3NpaMs2i9bxExERORkKfh2Avbwm+H37Uz4AqZbqfXqjOmhXL9Sd2VtrOZeGunqdLletdfwU/ERERFpCwa8DsJc5PNcrnS6suEgwzC7fjt3id0zwC2y8q7fKqa5eERGRk6Xg1wHUbvEDSCDfDEFWf4hI8VJVrSC0uqvXFmmGOc8CzuUNtPjVmtWrnTtERERaxOeD36FDh/j5z39ObGwswcHBDBkyhG+//dZz/6xZs7BYLHUuEydO9GLFrc8d/EID/QBIdc/ojewOVj9vlXXy3GP83AHQ3eLXwF69jtpbtqnFT0REpEV8uukkPz+fsWPHcv755/Ppp58SHx/P7t27iY6OrnPexIkTWbhwoee2zWZr71LblLur94zesSzfkVuzlEtH7uaFmq5edwA83qxepwt/LeAsIiJyUnw6+D3xxBOkpqbWCXVpafW3J7PZbCQlJbVnae3G5TIoqm7xG9s3juU7cmta/DryxA6AvuOg+ygYMcu87V7Hr6GuXqcDP4th3tCWbSIiIi3i0129H3/8MSNHjuSqq64iISGBU089lf/3//5fvfNWrFhBQkIC/fv356abbuLo0aPHfd6Kigrsdnudi68qqXTgqs47Z6WbLWTdO0vwC0+CG5bBqT83bwfUdPWWH7Nlm8tZWXNDO3eIiIi0iE8Hvx9//JEXX3yR9PR0lixZwk033cStt97Ka6+95jln4sSJvP766yxfvpwnnniClStXMmnSJJxOZ6PPu2DBAiIjIz2X1NTU9ng7LeLetSPQ30p6QhgRQf61Wvw6eFfvsarH+AU3sGWb4aw1wUVdvSIiIi3i000nLpeLkSNH8thjjwFw6qmnsnXrVl566SVmzpwJwPTp0z3nDxkyhKFDh9KnTx9WrFjBuHHjGnzeefPmceedd3pu2+12nw1/7l07om0WLMCFg5Lo/kMH366tMZ5ZvfWDn8tRK/hpcoeIiEiL+HSLX3JyMoMGDapzbODAgWRkZDT6mN69exMXF8eePXsaPcdmsxEREVHn4qvsZVWkWw7ylXMGLHuAP08bRHdrnnlnJ23xC7HUn9yBs2YtQy3nIiIi0jI+HfzGjh3Lzp076xzbtWsXPXs23tJ18OBBjh49SnJycluX1y7s5Q5GW7cTiAPW/BVL1iYshtOc4BDWySa0BNR09RaVO+rcZVSP8XNa/MFiaffSREREOgOfDn533HEH33zzDY899hh79uzh7bff5uWXX2bu3LkAFBcXc/fdd/PNN9/w008/sXz5cqZOnUrfvn2ZMGGCl6tvHfayKqIpMm+4qmDpA+b1yFSw+vTH13yBNV29BaWVVDlrdfdWj/FzWdTaJyIi0lI+nRxGjRrFhx9+yDvvvMMpp5zCww8/zDPPPMOMGTMA8PPzY/PmzVx66aX069eP2bNnM2LECL766qtOs5afvbyKGEtRzYH9X5tfO1s3L3ha/KwWAxtVHC2umclrKPiJiIicNJ//K3rJJZdwySWXNHhfcHAwS5YsaeeK2pe9zEGv2sHPrbNN7ABPix+Y27YdLqogKTIIqOnqdWl8n4iISIv5dIufmC1+nq7ehME1d3TGFj+rH/ibQS+ECo4UV9TcVz25w7BoRq+IiEhLKfj5OHtZFbGW6gWmz7oD/IPN6x198ebGuCd4WCo4XFQ7+FV39arFT0REpMUU/HycvbyKaHdXb2wfmPgY9D4f0i/0bmFtpdYEj8O1W/xc1S1+WrxZRESkxdR84uPspVXEurt6Q2Jh5PXmpbOqtW1b7RY/i0tj/ERERE6WWvx8XGV5ETZL9a4VoXHeLaY91Nq2rW6LX/X3QMFPRESkxRT8fJy1zNylw+Vn87SGdWq1tm2r0+LnVFeviIjIyVLw83EB5WbwcwbFdI0dKzzbtpXXndVb3eJnqMVPRESkxRT8fJjLZWCryjdvdIVuXqizbVvdMX7uFr9Ar5QlIiLSGSj4+bCSSgfRhrmUizU01svVtJNas3qLyh2UVzkBsLjH+Pmpq1dERKSlFPx8mL3c4VnKxa+LtfiF+5mtfe7uXneLnyZ3iIiItJyCnw+zl9Xap7erBL/qMX6xAWbQc3f3Wg21+ImIiJwsBT8fZi+rIqb2Gn5dQfWs3qjq4Hek2Fy/r6bFT8FPRESkpRT8fJi93FHT4tdVgl91i1+Unxn4PC1+7uDnp65eERGRllLw82H2slrbtXWV4OcZ41c3+Lknd1j8NKtXRESkpRT8fJi9vIpYzFm9XSb4Vc/qDbWYwc89ucPPcLf4qatXRESkpRT8fJi9rGZWb5eZ3FFrr16oPbnDDH4WBT8REZEWU/DzYUVl5URRYt7oMi1+ZvALMsqBmhY/BT8REZGTp+DnwxzFeVgthnkjONq7xbSX6lm9gS4z+B1W8BMREWk1Cn4+zCg9AkBFQETXGdtmCwcgwGF2cbu7ev0U/ERERE6agp8Ps5bmAVAV2EVa+wDCEgCwluXhh5PSSiclFY6a4OevWb0iIiItpeDnw/wrzODnDI7xciXtKCQWLFYsGHQLMMc3Hi6qwL86+FnV4iciItJiCn4+LLA6+BldZWIHgNUPQuMB6BtaCkBWYTn+OM271eInIiLSYgp+PiyoqgAAa1cKfuDp7k0LMlv8Pt50CH+LGfws/mrxExERaSkFPx/lchmEOAoB8AuP93I17SzUDH6pAebi1e+sO0AAZlevv1r8REREWkzBz0cVVTiIsZjBxxbRxYJfWCIAp8ZU4me1MDA5gv5xQQD4BSj4iYiItJR2vPdR9rIqYjCXNPEP62rBz2zxGxZVya5HJuFntcDbz0M+YFVXr4iISEupxc9HFZZVdb3t2tyqW/wozjFDH4CzyvyqWb0iIiItpuDnowrLqohxB78uOrmDksM1x1zVwU8tfiIiIi2m4OejCksricUc40dIF1rHD2qCX3FOzTGnObkDP41OEBERaSkFPx9VUlxIsKXSvFE9y7XLqNXV66EWPxERkZOm4Oejquxm6KmwBIEtzMvVtDN3i195IVSVm9ed1SHYT7N6RUREWkrBz0e5inIBKA3oQvv0ugVF1QS8EvP7oK5eERGRk6fg56uqA095YBeb2AFgsdTq7q0OfurqFREROWkKfj7Kr/QIAJVBXWwpF7fq/Xo9wU/LuYiIiJw0BT8fFVh+FABXV1vKxe3YCR6u6q5etfiJiIi0mIKfjwqqzDOvdLUZvW6eJV3cLX7uyR0KfiIiIi2l4OejQqvM4GcN72Lbtbkd2+Knrl4REZGTpuDno8Kd+QAERCZ5uRIvOXYRZ3X1ioiInDQFPx/kchlEuQoACIrq4sHPvW2bp8VPy7mIiIi0lIKfDyqudBBnKQQgNLqrBr9jJ3doORcREZGT5fPB79ChQ/z85z8nNjaW4OBghgwZwrfffuu53zAM7r//fpKTkwkODmb8+PHs3r3bixWfvEJ7MZGWUgBsUclersZLak/uMIyarl6N8RMREWkxnw5++fn5jB07loCAAD799FO2bdvGX/7yF6Kja3azePLJJ3n22Wd56aWXWLt2LaGhoUyYMIHy8nIvVn5ySvLNVi4HfuYuFl2RezZzVSmU5dccV/ATERFpMZ8eMPXEE0+QmprKwoULPcfS0tI81w3D4JlnnuG+++5j6tSpALz++uskJiayePFipk+f3u41t4aKgiwACiyRxFl9Opu3HVsYBIZBZTEcqdWCq65eERGRFvPp4Pfxxx8zYcIErrrqKlauXEm3bt34zW9+w4033gjAvn37yM7OZvz48Z7HREZGMnr0aNasWdNo8KuoqKCiosJzu7DQHE9nt9vb8N00XX7WT9grDA75hRPoIzV5hX8sFBXBW7OgwoDI7lDmgIou/D0RERFpgDvDGIZx/BMNH2az2QybzWbMmzfP+P77742//e1vRlBQkLFo0SLDMAxj1apVBmBkZmbWedxVV11lXH311Y0+7wMPPGAAuuiiiy666KKLLp3qcuDAgeNmK4thnCgaek9gYCAjR45k9erVnmO33nor69evZ82aNaxevZqxY8eSmZlJcnLNJIirr74ai8XCe++91+DzHtvi53K5yMvLIzY2FovF0qrvwW63k5qayoEDB4iIiGjV5+4I9P679vsHfQ/0/rv2+wd9D/T+2+f9G4ZBUVERKSkpWI8zTMynu3qTk5MZNGhQnWMDBw7kX//6FwBJSeZSJzk5OXWCX05ODsOHD2/0eW02Gzabrc6xqKio1im6EREREV3yB95N779rv3/Q90Dvv2u/f9D3QO+/7d9/ZGTkCc/x6ZkDY8eOZefOnXWO7dq1i549ewLmRI+kpCSWL1/uud9ut7N27VrGjBnTrrWKiIiI+DqfbvG74447OPPMM3nssce4+uqrWbduHS+//DIvv/wyABaLhdtvv51HHnmE9PR00tLSmD9/PikpKVx22WXeLV5ERETEx/h08Bs1ahQffvgh8+bN46GHHiItLY1nnnmGGTNmeM655557KCkpYc6cORQUFHDWWWfx2WefERQU5MXKa9hsNh544IF6Xctdhd5/137/oO+B3n/Xfv+g74Hev2+9f5+e3CEiIiIircenx/iJiIiISOtR8BMRERHpIhT8RERERLoIBT8RERGRLkLBrw298MIL9OrVi6CgIEaPHs26deu8XVKbWLBgAaNGjSI8PJyEhAQuu+yyeusvnnfeeVgsljqXX//6116quPX98Y9/rPf+BgwY4Lm/vLycuXPnEhsbS1hYGNOmTSMnJ8eLFbeuXr161Xv/FouFuXPnAp3v8//yyy+ZMmUKKSkpWCwWFi9eXOd+wzC4//77SU5OJjg4mPHjx7N79+465+Tl5TFjxgwiIiKIiopi9uzZFBcXt+O7ODnH+x5UVVVx7733MmTIEEJDQ0lJSeG6664jMzOzznM09HPz+OOPt/M7aZkT/QzMmjWr3nubOHFinXM68s/Aid5/Q78PLBYLf/rTnzzndOTPvyl/95ryez8jI4PJkycTEhJCQkICd999Nw6Ho01rV/BrI++99x533nknDzzwAN9//z3Dhg1jwoQJ5Obmeru0Vrdy5Urmzp3LN998w9KlS6mqquKiiy6ipKSkznk33ngjWVlZnsuTTz7ppYrbxuDBg+u8v6+//tpz3x133MG///1v3n//fVauXElmZiZXXHGFF6ttXevXr6/z3pcuXQrAVVdd5TmnM33+JSUlDBs2jBdeeKHB+5988kmeffZZXnrpJdauXUtoaCgTJkygvLzcc86MGTP44YcfWLp0Kf/5z3/48ssvmTNnTnu9hZN2vO9BaWkp33//PfPnz+f777/ngw8+YOfOnVx66aX1zn3ooYfq/Fzccsst7VH+STvRzwDAxIkT67y3d955p879Hfln4ETvv/b7zsrK4tVXX8VisTBt2rQ653XUz78pf/dO9Hvf6XQyefJkKisrWb16Na+99hqLFi3i/vvvb9vij7uTr7TY6aefbsydO9dz2+l0GikpKcaCBQu8WFX7yM3NNQBj5cqVnmPnnnuucdttt3mvqDb2wAMPGMOGDWvwvoKCAiMgIMB4//33Pce2b99uAMaaNWvaqcL2ddtttxl9+vQxXC6XYRid+/MHjA8//NBz2+VyGUlJScaf/vQnz7GCggLDZrMZ77zzjmEYhrFt2zYDMNavX+8559NPPzUsFotx6NChdqu9tRz7PWjIunXrDMDYv3+/51jPnj2Np59+um2LawcNvf+ZM2caU6dObfQxnelnoCmf/9SpU40LLrigzrHO8vkbRv2/e035vf/JJ58YVqvVyM7O9pzz4osvGhEREUZFRUWb1aoWvzZQWVnJd999x/jx4z3HrFYr48ePZ82aNV6srH0UFhYCEBMTU+f4W2+9RVxcHKeccgrz5s2jtLTUG+W1md27d5OSkkLv3r2ZMWMGGRkZAHz33XdUVVXV+XkYMGAAPXr06JQ/D5WVlbz55ptcf/31WCwWz/HO/vm77du3j+zs7Dqfd2RkJKNHj/Z83mvWrCEqKoqRI0d6zhk/fjxWq5W1a9e2e83tobCwEIvFUm9f9Mcff5zY2FhOPfVU/vSnP7V5N1d7WrFiBQkJCfTv35+bbrqJo0ePeu7rSj8DOTk5/Pe//2X27Nn17ussn/+xf/ea8nt/zZo1DBkyhMTERM85EyZMwG6388MPP7RZrT69c0dHdeTIEZxOZ50PEyAxMZEdO3Z4qar24XK5uP322xk7diynnHKK5/jPfvYzevbsSUpKCps3b+bee+9l586dfPDBB16stvWMHj2aRYsW0b9/f7KysnjwwQc5++yz2bp1K9nZ2QQGBtb7g5eYmEh2drZ3Cm5DixcvpqCggFmzZnmOdfbPvzb3Z9rQv3/3fdnZ2SQkJNS539/fn5iYmE75M1FeXs69997LtddeW2eT+ltvvZXTTjuNmJgYVq9ezbx588jKyuKpp57yYrWtY+LEiVxxxRWkpaWxd+9efv/73zNp0iTWrFmDn59fl/oZeO211wgPD683vKWzfP4N/d1ryu/97OzsBn9PuO9rKwp+0qrmzp3L1q1b64xvA+qMWxkyZAjJycmMGzeOvXv30qdPn/Yus9VNmjTJc33o0KGMHj2anj178o9//IPg4GAvVtb+XnnlFSZNmkRKSornWGf//KVxVVVVXH311RiGwYsvvljnvjvvvNNzfejQoQQGBvKrX/2KBQsW+Mz2Vi01ffp0z/UhQ4YwdOhQ+vTpw4oVKxg3bpwXK2t/r776KjNmzKi3lWpn+fwb+7vnq9TV2wbi4uLw8/OrN3snJyeHpKQkL1XV9m6++Wb+85//8MUXX9C9e/fjnjt69GgA9uzZ0x6ltbuoqCj69evHnj17SEpKorKykoKCgjrndMafh/3797Ns2TJuuOGG457XmT9/92d6vH//SUlJ9SZ6ORwO8vLyOtXPhDv07d+/n6VLl9Zp7WvI6NGjcTgc/PTTT+1TYDvq3bs3cXFxnp/5rvIz8NVXX7Fz584T/k6Ajvn5N/Z3rym/95OSkhr8PeG+r60o+LWBwMBARowYwfLlyz3HXC4Xy5cvZ8yYMV6srG0YhsHNN9/Mhx9+yOeff05aWtoJH7Nx40YAkpOT27g67yguLmbv3r0kJyczYsQIAgIC6vw87Ny5k4yMjE7387Bw4UISEhKYPHnycc/rzJ9/WloaSUlJdT5vu93O2rVrPZ/3mDFjKCgo4LvvvvOc8/nnn+NyuTyhuKNzh77du3ezbNkyYmNjT/iYjRs3YrVa63WBdgYHDx7k6NGjnp/5rvAzAGYPwIgRIxg2bNgJz+1In/+J/u415ff+mDFj2LJlS53/ALj/gzRo0KA2LV7awLvvvmvYbDZj0aJFxrZt24w5c+YYUVFRdWbvdBY33XSTERkZaaxYscLIysryXEpLSw3DMIw9e/YYDz30kPHtt98a+/btMz766COjd+/exjnnnOPlylvPb3/7W2PFihXGvn37jFWrVhnjx4834uLijNzcXMMwDOPXv/610aNHD+Pzzz83vv32W2PMmDHGmDFjvFx163I6nUaPHj2Me++9t87xzvj5FxUVGRs2bDA2bNhgAMZTTz1lbNiwwTNj9fHHHzeioqKMjz76yNi8ebMxdepUIy0tzSgrK/M8x8SJE41TTz3VWLt2rfH1118b6enpxrXXXuutt9Rsx/seVFZWGpdeeqnRvXt3Y+PGjXV+L7hnK65evdp4+umnjY0bNxp79+413nzzTSM+Pt647rrrvPzOmuZ477+oqMi46667jDVr1hj79u0zli1bZpx22mlGenq6UV5e7nmOjvwzcKJ/A4ZhGIWFhUZISIjx4osv1nt8R//8T/R3zzBO/Hvf4XAYp5xyinHRRRcZGzduND777DMjPj7emDdvXpvWruDXhp577jmjR48eRmBgoHH66acb33zzjbdLahNAg5eFCxcahmEYGRkZxjnnnGPExMQYNpvN6Nu3r3H33XcbhYWF3i28FV1zzTVGcnKyERgYaHTr1s245pprjD179njuLysrM37zm98Y0dHRRkhIiHH55ZcbWVlZXqy49S1ZssQAjJ07d9Y53hk//y+++KLBn/mZM2cahmEu6TJ//nwjMTHRsNlsxrhx4+p9X44ePWpce+21RlhYmBEREWH88pe/NIqKirzwblrmeN+Dffv2Nfp74YsvvjAMwzC+++47Y/To0UZkZKQRFBRkDBw40HjsscfqBCNfdrz3X1paalx00UVGfHy8ERAQYPTs2dO48cYb6/3HvyP/DJzo34BhGMbf/vY3Izg42CgoKKj3+I7++Z/o755hNO33/k8//WRMmjTJCA4ONuLi4ozf/va3RlVVVZvWbql+AyIiIiLSyWmMn4iIiEgXoeAnIiIi0kUo+ImIiIh0EQp+IiIiIl2Egp+IiIhIF6HgJyIiItJFKPiJiIiIdBEKfiIiIiJdhIKfiIiPslgsLF682NtliEgnouAnItKAWbNmYbFY6l0mTpzo7dJERFrM39sFiIj4qokTJ7Jw4cI6x2w2m5eqERE5eWrxExFphM1mIykpqc4lOjoaMLthX3zxRSZNmkRwcDC9e/fmn//8Z53Hb9myhQsuuIDg4GBiY2OZM2cOxcXFdc559dVXGTx4MDabjeTkZG6++eY69x85coTLL7+ckJAQ0tPT+fjjj9v2TYtIp6bgJyLSQvPnz2fatGls2rSJGTNmMH36dLZv3w5ASUkJEyZMIDo6mvXr1/P++++zbNmyOsHuxRdfZO7cucyZM4ctW7bw8ccf07dv3zqv8eCDD3L11VezefNmLr74YmbMmEFeXl67vk8R6UQMERGpZ+bMmYafn58RGhpa5/Loo48ahmEYgPHrX/+6zmNGjx5t3HTTTYZhGMbLL79sREdHG8XFxZ77//vf/xpWq9XIzs42DMMwUlJSjD/84Q+N1gAY9913n+d2cXGxARiffvppq71PEelaNMZPRKQR559/Pi+++GKdYzExMZ7rY8aMqXPfmDFj2LhxIwDbt29n2LBhhIaGeu4fO3YsLpeLnTt3YrFYyMzMZNy4ccetYejQoZ7roaGhREREkJub29K3JCJdnIKfiEgjQkND63W9tpbg4OAmnRcQEFDntsViweVytUVJItIFaIyfiEgLffPNN/VuDxw4EICBAweyadMmSkpKPPevWrUKq9VK//79CQ8Pp1evXixfvrxdaxaRrk0tfiIijaioqCA7O7vOMX9/f+Li4gB4//33GTlyJGeddRZvvfUW69at45VXXgFgxowZPPDAA8ycOZM//vGPHD58mFtuuYVf/OIXJCYmAvDHP/6RX//61yQkJDBp0iSKiopYtWoVt9xyS/u+URHpMhT8REQa8dlnn5GcnFznWP/+/dmxYwdgzrh99913+c1vfkNycjLvvPMOgwYNAiAkJIQlS5Zw2223MWrUKEJCQpg2bRpPPfWU57lmzpxJeXk5Tz/9NHfddRdxcXFceeWV7fcGRaTLsRiGYXi7CBGRjsZisfDhhx9y2WWXebsUEZEm0xg/ERERkS5CwU9ERESki9AYPxGRFtAoGRHpiNTiJyIiItJFKPiJiIiIdBEKfiIiIiJdhIKfiIiISBeh4CciIiLSRSj4iYiIiHQRCn4iIiIiXYSCn4iIiEgX8f8Ba9m66czNgsYAAAAASUVORK5CYII=\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "\n",
        "class UnNormalize(object):\n",
        "    def __init__(self, mean, std):\n",
        "        self.mean = mean\n",
        "        self.std = std\n",
        "\n",
        "    def __call__(self, tensor):\n",
        "        \"\"\"\n",
        "        Parameters:\n",
        "        ------------\n",
        "        tensor (Tensor): Tensor image of size (C, H, W) to be normalized.\n",
        "\n",
        "        Returns:\n",
        "        ------------\n",
        "        Tensor: Normalized image.\n",
        "        \"\"\"\n",
        "        for t, m, s in zip(tensor, self.mean, self.std):\n",
        "            t.mul_(s).add_(m)\n",
        "        return tensor\n"
      ],
      "metadata": {
        "id": "ZIJsZ58ctiYk"
      },
      "execution_count": 20,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model.cpu()\n",
        "unnormalizer = UnNormalize((0.5, 0.5, 0.5), (0.5, 0.5, 0.5))\n",
        "class_dict = {0: 'airplane',\n",
        "              1: 'automobile',\n",
        "              2: 'bird',\n",
        "              3: 'cat',\n",
        "              4: 'deer',\n",
        "              5: 'dog',\n",
        "              6: 'frog',\n",
        "              7: 'horse',\n",
        "              8: 'ship',\n",
        "              9: 'truck'}\n",
        "\n",
        "show_examples(model=model, data_loader=test_loader, unnormalizer=unnormalizer, class_dict=class_dict)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 492
        },
        "id": "vmqCaTletOYr",
        "outputId": "873efd81-c94b-498b-c151-45b5ccd1a39f"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 15 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from itertools import product\n",
        "def compute_confusion_matrix(model, data_loader, device):\n",
        "\n",
        "    all_targets, all_predictions = [], []\n",
        "    with torch.no_grad():\n",
        "\n",
        "        for i, (features, targets) in enumerate(data_loader):\n",
        "\n",
        "            features = features.to(device)\n",
        "            targets = targets\n",
        "            logits = model(features)\n",
        "            _, predicted_labels = torch.max(logits, 1)\n",
        "            all_targets.extend(targets.to('cpu'))\n",
        "            all_predictions.extend(predicted_labels.to('cpu'))\n",
        "\n",
        "    all_predictions = all_predictions\n",
        "    all_predictions = np.array(all_predictions)\n",
        "    all_targets = np.array(all_targets)\n",
        "\n",
        "    class_labels = np.unique(np.concatenate((all_targets, all_predictions)))\n",
        "    if class_labels.shape[0] == 1:\n",
        "        if class_labels[0] != 0:\n",
        "            class_labels = np.array([0, class_labels[0]])\n",
        "        else:\n",
        "            class_labels = np.array([class_labels[0], 1])\n",
        "    n_labels = class_labels.shape[0]\n",
        "    lst = []\n",
        "    z = list(zip(all_targets, all_predictions))\n",
        "    for combi in product(class_labels, repeat=2):\n",
        "        lst.append(z.count(combi))\n",
        "    mat = np.asarray(lst)[:, None].reshape(n_labels, n_labels)\n",
        "    return mat"
      ],
      "metadata": {
        "id": "-D5xU6f7tx-O"
      },
      "execution_count": 24,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "mat = compute_confusion_matrix(model=model, data_loader=test_loader, device=torch.device('cpu'))\n",
        "plot_confusion_matrix(mat, class_names=class_dict.values())\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 514
        },
        "id": "hNWdsTYgtYar",
        "outputId": "f61f5bde-17bd-42a5-8345-1678f1693e3f"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "tro-a2hwtzEj"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}