{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.13","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"},"kaggle":{"accelerator":"gpu","dataSources":[{"sourceId":13836,"databundleVersionId":1718836,"sourceType":"competition"}],"dockerImageVersionId":30699,"isInternetEnabled":true,"language":"python","sourceType":"notebook","isGpuEnabled":true}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"code","source":"import pandas as pd\nimport cv2\nimport os \nimport torch.nn as nn\nfrom torch.utils.data import Dataset ,DataLoader, Subset\nimport torch.optim as optim\nimport numpy as np\nimport torch\nfrom torchvision import transforms\nimport matplotlib.pyplot as plt\nfrom PIL import Image\nfrom torch.utils.data import random_split\nfrom tqdm import tqdm","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2024-05-19T00:56:08.181006Z","iopub.execute_input":"2024-05-19T00:56:08.181702Z","iopub.status.idle":"2024-05-19T00:56:08.187151Z","shell.execute_reply.started":"2024-05-19T00:56:08.18167Z","shell.execute_reply":"2024-05-19T00:56:08.186083Z"},"trusted":true},"execution_count":3,"outputs":[]},{"cell_type":"code","source":"data_dir = '/kaggle/input/cassava-leaf-disease-classification'\nbatch_size = 32\nepochs = 30\nnum_classes = 5\nlr_rate = 0.05\n\ndevice = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:13.940803Z","iopub.execute_input":"2024-05-19T00:56:13.941438Z","iopub.status.idle":"2024-05-19T00:56:13.946231Z","shell.execute_reply.started":"2024-05-19T00:56:13.941404Z","shell.execute_reply":"2024-05-19T00:56:13.945286Z"},"trusted":true},"execution_count":5,"outputs":[]},{"cell_type":"code","source":"os.listdir(data_dir)\nprint('Train images: %d' %len(os.listdir(os.path.join(data_dir, \"train_images\"))))","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:19.675309Z","iopub.execute_input":"2024-05-19T00:56:19.675749Z","iopub.status.idle":"2024-05-19T00:56:19.959656Z","shell.execute_reply.started":"2024-05-19T00:56:19.675715Z","shell.execute_reply":"2024-05-19T00:56:19.958629Z"},"trusted":true},"execution_count":6,"outputs":[{"name":"stdout","text":"Train images: 21397\n","output_type":"stream"}]},{"cell_type":"code","source":"train_labels = pd.read_csv(os.path.join(data_dir, \"train.csv\"))\ntrain_labels.head()","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:25.370928Z","iopub.execute_input":"2024-05-19T00:56:25.371545Z","iopub.status.idle":"2024-05-19T00:56:25.414171Z","shell.execute_reply.started":"2024-05-19T00:56:25.371515Z","shell.execute_reply":"2024-05-19T00:56:25.413155Z"},"trusted":true},"execution_count":7,"outputs":[{"execution_count":7,"output_type":"execute_result","data":{"text/plain":"         image_id  label\n0  1000015157.jpg      0\n1  1000201771.jpg      3\n2   100042118.jpg      1\n3  1000723321.jpg      1\n4  1000812911.jpg      3","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>image_id</th>\n      <th>label</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>1000015157.jpg</td>\n      <td>0</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>1000201771.jpg</td>\n      <td>3</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>100042118.jpg</td>\n      <td>1</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>1000723321.jpg</td>\n      <td>1</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>1000812911.jpg</td>\n      <td>3</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"cell_type":"code","source":"# Design a specific Dataset to read local data\nclass CustomDataset(Dataset):\n    # Initialize the dataset with the CSV file, root directory, and optional transform\n    def __init__(self, csv_file, root_dir, transform=None):\n        self.data_frame = pd.read_csv(csv_file)\n        self.root_dir = root_dir\n        self.transform = transform\n        \n    # Return the number of samples in the dataset\n    def __len__(self):\n        return len(self.data_frame)\n\n    # Get the file name and label for the specified index\n    def __getitem__(self, idx):\n        img_name = self.data_frame.iloc[idx, 0]\n        img_path = os.path.join(self.root_dir, img_name)\n        image = Image.open(img_path).convert('RGB')\n\n        label = int(self.data_frame.iloc[idx, 1])\n        # Apply the specified transform to the image if it exists\n        if self.transform:\n            image = self.transform(image)\n\n        return image, label\n\n# Define data transform\ntransform = transforms.Compose([\n    transforms.Resize((224, 224)),\n    transforms.ToTensor(),\n])\n# Read images from local file\ndataset = CustomDataset(csv_file=os.path.join(data_dir, \"train.csv\"), root_dir=os.path.join(data_dir, \"train_images\"), transform=transform)\n\n# Calculate the dataset size\ndataset_size = len(dataset)\n\n# Define the ratio\ntrain_ratio = 0.8\nval_ratio = 0.1\ntest_ratio = 0.1\n\n# Calculate the size of every dataset\ntrain_size = int(train_ratio * dataset_size)\nval_size = int(val_ratio * dataset_size)\ntest_size = dataset_size - train_size - val_size\n\n# Split the dataset\ntrain_dataset, val_dataset, test_dataset = random_split(dataset, [train_size, val_size, test_size])\n\n# Use DataLoader to load data\ntrain_loader = DataLoader(train_dataset, batch_size=batch_size, shuffle=True)\nval_loader = DataLoader(val_dataset, batch_size=batch_size, shuffle=False)\ntest_loader = DataLoader(test_dataset, batch_size=batch_size, shuffle=False)\n\n# Print the size of dataset\nprint(f'Train dataset size: {len(train_dataset)}')\nprint(f'Validation dataset size: {len(val_dataset)}')\nprint(f'Test dataset size: {len(test_dataset)}')","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:29.257256Z","iopub.execute_input":"2024-05-19T00:56:29.258071Z","iopub.status.idle":"2024-05-19T00:56:29.3085Z","shell.execute_reply.started":"2024-05-19T00:56:29.25804Z","shell.execute_reply":"2024-05-19T00:56:29.307405Z"},"trusted":true},"execution_count":8,"outputs":[{"name":"stdout","text":"Train dataset size: 17117\nValidation dataset size: 2139\nTest dataset size: 2141\n","output_type":"stream"}]},{"cell_type":"code","source":"# Define a simple Convolutional Neural Network (CNN) class\nclass SimpleCNN(nn.Module):\n    # init()：Start initialize\n    def __init__(self, num_classes):\n        super(SimpleCNN, self).__init__()\n        # First convolutional layer\n        self.conv1 = nn.Conv2d(3, 32, kernel_size=3, padding=1)\n        # Use ReLU as the activation function\n        self.relu = nn.ReLU(inplace=True)\n        self.pool = nn.MaxPool2d(kernel_size=2, stride=2)\n        # Second convolutional layer\n        self.conv2 = nn.Conv2d(32, 64, kernel_size=3, padding=1)\n        # Fully connected layers for classification\n        self.fc1 = nn.Linear(64 * 56 * 56, 64)\n        self.fc2 = nn.Linear(64, num_classes)\n\n    def forward(self, x):\n        # Move the input tensor to the device (GPU or CPU)\n        x = x.to(device)\n        # First convolutional layer\n        x = self.conv1(x)\n        x = self.relu(x)\n        x = self.pool(x)\n        # Second convolutional layer\n        x = self.conv2(x)\n        x = self.relu(x)\n        x = self.pool(x)\n        # Flatten the output for the fully connected layers\n        x = x.view(x.size(0), -1)\n        x = self.fc1(x)\n        x = self.fc2(x)\n        return x","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:38.005638Z","iopub.execute_input":"2024-05-19T00:56:38.006618Z","iopub.status.idle":"2024-05-19T00:56:38.015372Z","shell.execute_reply.started":"2024-05-19T00:56:38.006585Z","shell.execute_reply":"2024-05-19T00:56:38.014523Z"},"trusted":true},"execution_count":9,"outputs":[]},{"cell_type":"code","source":"# Design ResNet\nclass BasicBlock(nn.Module):\n    # expansion refers to the multiple of decreasing the scale to increase the dimension in each small residual block\n    expansion = 1\n \n    # init()：Start initialize\n    def __init__(self, in_channel, out_channel, stride=1, downsample=None, **kwargs):\n        super(BasicBlock, self).__init__()\n        self.conv1 = nn.Conv2d(in_channels=in_channel, out_channels=out_channel,\n                               kernel_size=3, stride=stride, padding=1, bias=False)\n        # Use batch normalization\n        self.bn1 = nn.BatchNorm2d(out_channel)\n        # Use ReLU as the activation function\n        self.relu = nn.ReLU()\n        self.conv2 = nn.Conv2d(in_channels=out_channel, out_channels=out_channel,\n                               kernel_size=3, stride=1, padding=1, bias=False)\n        self.bn2 = nn.BatchNorm2d(out_channel)\n        self.downsample = downsample\n \n    # forward()：The forward propagation process is defined and the connections between the layers are described\n    def forward(self, x):\n        # The residual block retains the original input\n        identity = x\n        # In the case of a dashed residual structure, downsampling is performed\n        if self.downsample is not None:\n            identity = self.downsample(x)\n \n        out = self.conv1(x)\n        out = self.bn1(out)\n        out = self.relu(out)\n        # -----------------------------------------\n        out = self.conv2(out)\n        out = self.bn2(out)\n        # The main branch and the shortcut branch data are added\n        out += identity\n        out = self.relu(out)\n \n        return out\n \n \n# Define the residual structure of ResNet50/101/152\nclass Bottleneck(nn.Module):\n    # expansion refers to the multiple of decreasing the scale to increase the dimension in each small residual block\n    expansion = 4\n \n    # init()：Start initialize\n    def __init__(self, in_channel, out_channel, stride=1, downsample=None,\n                 groups=1, width_per_group=64):\n        super(Bottleneck, self).__init__()\n \n        width = int(out_channel * (width_per_group / 64.)) * groups\n \n        self.conv1 = nn.Conv2d(in_channels=in_channel, out_channels=width,\n                               kernel_size=1, stride=1, bias=False)\n        # Use batch normalization\n        self.bn1 = nn.BatchNorm2d(width)\n        # -----------------------------------------\n        self.conv2 = nn.Conv2d(in_channels=width, out_channels=width, groups=groups,\n                               kernel_size=3, stride=stride, bias=False, padding=1)\n        self.bn2 = nn.BatchNorm2d(width)\n        # -----------------------------------------\n        self.conv3 = nn.Conv2d(in_channels=width, out_channels=out_channel * self.expansion,\n                               kernel_size=1, stride=1, bias=False)\n        self.bn3 = nn.BatchNorm2d(out_channel * self.expansion)\n        # Use ReLU as the activation function\n        self.relu = nn.ReLU(inplace=True)\n        self.downsample = downsample\n \n    # forward()：The forward propagation process is defined and the connections between the layers are described\n    def forward(self, x):\n        # The residual block retains the original input\n        identity = x\n        # In the case of a dashed residual structure, downsampling is performed\n        if self.downsample is not None:\n            identity = self.downsample(x)\n \n        out = self.conv1(x)\n        out = self.bn1(out)\n        out = self.relu(out)\n \n        out = self.conv2(out)\n        out = self.bn2(out)\n        out = self.relu(out)\n \n        out = self.conv3(out)\n        out = self.bn3(out)\n        # The main branch and the shortcut branch data are added\n        out += identity\n        out = self.relu(out)\n \n        return out\n \n \n# Define ResNet class\nclass ResNet(nn.Module):\n    # initialize the function\n    def __init__(self,\n                 block,\n                 blocks_num,\n                 num_classes=1000,\n                 include_top=True,\n                 groups=1,\n                 width_per_group=64):\n        super(ResNet, self).__init__()\n        self.include_top = include_top\n        # The maxpool has 64 output channels and 64 residual structure input channels\n        self.in_channel = 64\n \n        self.groups = groups\n        self.width_per_group = width_per_group\n \n        self.conv1 = nn.Conv2d(3, self.in_channel, kernel_size=7, stride=2,\n                               padding=3, bias=False)\n        self.bn1 = nn.BatchNorm2d(self.in_channel)\n        self.relu = nn.ReLU(inplace=True)\n        self.maxpool = nn.MaxPool2d(kernel_size=3, stride=2, padding=1)\n        # Shallow stride=1, deep stride=2\n        # block：Two types of residual modules are defined\n        # block_num：The number of residual blocks in the module\n        self.layer1 = self._make_layer(block, 64, blocks_num[0])\n        self.layer2 = self._make_layer(block, 128, blocks_num[1], stride=2)\n        self.layer3 = self._make_layer(block, 256, blocks_num[2], stride=2)\n        self.layer4 = self._make_layer(block, 512, blocks_num[3], stride=2)\n        if self.include_top:\n            # Adaptive average pooling, with specified outputs (H, W) and no change in the number of channels\n            self.avgpool = nn.AdaptiveAvgPool2d((1, 1))\n            # Fully connected layer\n            self.fc = nn.Linear(512 * block.expansion, num_classes)\n        # Inherit nn. Module class, self.modules(), which returns all modules in the network\n        for m in self.modules():\n            # if convolution layer\n            if isinstance(m, nn.Conv2d):\n                nn.init.kaiming_normal_(m.weight, mode='fan_out', nonlinearity='relu')\n \n    # Define the Residuals module, which consists of several residual blocks\n    def _make_layer(self, block, channel, block_num, stride=1):\n        downsample = None\n        if stride != 1 or self.in_channel != channel * block.expansion:\n            downsample = nn.Sequential(\n                nn.Conv2d(self.in_channel, channel * block.expansion, kernel_size=1, stride=stride, bias=False),\n                nn.BatchNorm2d(channel * block.expansion))\n \n        layers = []\n        layers.append(block(self.in_channel,\n                            channel,\n                            downsample=downsample,\n                            stride=stride,\n                            groups=self.groups,\n                            width_per_group=self.width_per_group))\n        self.in_channel = channel * block.expansion\n \n        for _ in range(1, block_num):\n            layers.append(block(self.in_channel,\n                                channel,\n                                groups=self.groups,\n                                width_per_group=self.width_per_group))\n        # Sequential：Custom sequences are connected into models to generate network structures\n        return nn.Sequential(*layers)\n \n    # forward()：The forward propagation process is defined and the connections between the layers are described\n    def forward(self, x):\n        # Static layer\n        x = self.conv1(x)\n        x = self.bn1(x)\n        x = self.relu(x)\n        x = self.maxpool(x)\n        # Dynamic layers\n        x = self.layer1(x)\n        x = self.layer2(x)\n        x = self.layer3(x)\n        x = self.layer4(x)\n \n        if self.include_top:\n            x = self.avgpool(x)\n            x = torch.flatten(x, 1)\n            x = self.fc(x)\n \n        return x\n\n# ResNet50\ndef resnet50(num_classes=num_classes, include_top=True):\n    return ResNet(Bottleneck, [3, 4, 6, 3], num_classes=num_classes, include_top=include_top)\n\n# ResNet101\ndef resnet101(num_classes=num_classes, include_top=True):\n    return ResNet(Bottleneck, [3, 4, 23, 3], num_classes=num_classes, include_top=include_top)\n\n# ResNet152\ndef resnet152(num_classes=num_classes, include_top=True):\n    return ResNet(Bottleneck, [3, 8, 36, 3], num_classes=num_classes, include_top=include_top)","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:42.20732Z","iopub.execute_input":"2024-05-19T00:56:42.207744Z","iopub.status.idle":"2024-05-19T00:56:42.23988Z","shell.execute_reply.started":"2024-05-19T00:56:42.207713Z","shell.execute_reply":"2024-05-19T00:56:42.238934Z"},"trusted":true},"execution_count":10,"outputs":[]},{"cell_type":"code","source":"# choose the model you want\nmodel = resnet50(num_classes).to(device)\n# design the optimizers\noptimizer1 = optim.Adam(model.parameters(), lr=lr_rate)\noptimizer2 = optim.SGD(model.parameters(), lr=lr_rate, momentum=0.9)\n\n# Validate step\ndef validate(model, val_loader):\n    # Set the model to evaluation mode\n    model.eval()\n    correct = 0\n    total = 0\n    # Use tqdm for a progress bar during training\n    progress_bar = tqdm(enumerate(val_loader), total=len(val_loader))\n    with torch.no_grad():\n        for batch_idx, (images, labels) in progress_bar:\n            images = images.to(device)\n            labels = labels.to(device)\n            outputs = model(images)\n            _, predicted = torch.max(outputs, 1)\n            total += labels.size(0)\n            correct += (predicted == labels).sum().item()\n            \n    # Calculate accuracy and print the result\n    accuracy = correct / total\n    print(\"\\n Evaluation accuracy: {}\".format(accuracy))\n    return accuracy\n\n# Test step\ndef test(model, test_loader):\n    # Set the model to evaluation mode\n    model.eval()\n    correct = 0\n    total = 0\n\n    with torch.no_grad():\n        for images, labels in test_loader:\n            images = images.to(device)\n            labels = labels.to(device)\n            outputs = model(images)\n            _, predicted = torch.max(outputs, 1)\n            total += labels.size(0)\n            correct += (predicted == labels).sum().item()\n            \n    # Calculate accuracy and print the result\n    accuracy = correct / total\n    print(f'Test Accuracy: {accuracy * 100:.2f}%')\n\n# Train step\ndef train(model, train_loader, val_loader, test_loader, num_epochs=5, optim = optimizer1):\n    criterion = nn.CrossEntropyLoss()\n    optimizer = optim\n    # Use a cyclic learning rate scheduler for adaptive learning rates\n    scheduler = torch.optim.lr_scheduler.CyclicLR(optimizer, base_lr=0.005, max_lr=0.05)\n    trn_acc_hist = []\n    val_acc_hist = []\n    \n    for epoch in range(num_epochs):\n        total_loss = 0.0\n        # Use tqdm for a progress bar during training\n        progress_bar = tqdm(enumerate(train_loader), total=len(train_loader), desc=f'Epoch {epoch+1}/{num_epochs}')\n        for batch_idx, (images, labels) in progress_bar:\n            images = images.to(device)\n            labels = labels.to(device)\n            optimizer.zero_grad()\n            outputs = model(images)\n            loss = criterion(outputs, labels)\n            loss.backward()\n            optimizer.step()\n            scheduler.step()\n            total_loss += loss.item()\n            progress_bar.set_postfix({'Loss': total_loss / (batch_idx + 1)})\n        \n        # Print average loss at the end of each epoch\n        print(f'Epoch {epoch+1}/{num_epochs}, Average Loss: {total_loss/len(train_loader)}')\n        # Record training and validation accuracy history\n        trn_acc_hist.append(validate(model, train_loader))\n        # Validation is performed at the end of each epoch\n        print(\"\\n Evaluate on validation set...\")\n        val_acc_hist.append(validate(model, val_loader))\n\n    # Test at the end of the training session\n    print(\"\\nTraining completed. Starting test evaluation.\")\n    test(model, test_loader)\n    return trn_acc_hist, val_acc_hist\n\n# Start training\nprint(\"Training started...\")\ntrn_acc_hist, val_acc_hist = train(model, train_loader, val_loader, test_loader, epochs, optimizer2)","metadata":{"execution":{"iopub.status.busy":"2024-05-19T00:56:53.417986Z","iopub.execute_input":"2024-05-19T00:56:53.418485Z","iopub.status.idle":"2024-05-19T04:19:09.562656Z","shell.execute_reply.started":"2024-05-19T00:56:53.418449Z","shell.execute_reply":"2024-05-19T04:19:09.561549Z"},"trusted":true},"execution_count":11,"outputs":[{"name":"stdout","text":"Training started...\n","output_type":"stream"},{"name":"stderr","text":"Epoch 1/30: 100%|██████████| 535/535 [05:27<00:00,  1.63it/s, Loss=1.39]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 1/30, Average Loss: 1.3861108763195644\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:39<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6181573873926506\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:33<00:00,  2.00it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6414212248714353\n","output_type":"stream"},{"name":"stderr","text":"Epoch 2/30: 100%|██████████| 535/535 [03:39<00:00,  2.43it/s, Loss=1.11]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 2/30, Average Loss: 1.1112235407962978\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6232984752000935\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.38it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6428237494156148\n","output_type":"stream"},{"name":"stderr","text":"Epoch 3/30: 100%|██████████| 535/535 [03:39<00:00,  2.44it/s, Loss=1.06]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 3/30, Average Loss: 1.0587896758150832\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:38<00:00,  3.37it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.619559502249226\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.35it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6386161757830762\n","output_type":"stream"},{"name":"stderr","text":"Epoch 4/30: 100%|██████████| 535/535 [03:40<00:00,  2.42it/s, Loss=1.03]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 4/30, Average Loss: 1.0263563556091808\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:41<00:00,  3.31it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6437459835251504\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6601215521271622\n","output_type":"stream"},{"name":"stderr","text":"Epoch 5/30: 100%|██████████| 535/535 [03:40<00:00,  2.42it/s, Loss=0.983]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 5/30, Average Loss: 0.98346182631555\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:38<00:00,  3.37it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6077583688730502\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.30it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6100981767180925\n","output_type":"stream"},{"name":"stderr","text":"Epoch 6/30: 100%|██████████| 535/535 [03:37<00:00,  2.46it/s, Loss=0.956]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 6/30, Average Loss: 0.9557926403584881\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6603376759946252\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.38it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6746143057503506\n","output_type":"stream"},{"name":"stderr","text":"Epoch 7/30: 100%|██████████| 535/535 [03:38<00:00,  2.45it/s, Loss=0.929]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 7/30, Average Loss: 0.9286310712310756\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:36<00:00,  3.42it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6719051235613718\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.47it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6797568957456755\n","output_type":"stream"},{"name":"stderr","text":"Epoch 8/30: 100%|██████████| 535/535 [03:38<00:00,  2.45it/s, Loss=0.884]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 8/30, Average Loss: 0.8842006827626273\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:38<00:00,  3.37it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6715545948472279\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.30it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6769518466573166\n","output_type":"stream"},{"name":"stderr","text":"Epoch 9/30: 100%|██████████| 535/535 [03:37<00:00,  2.46it/s, Loss=0.897]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 9/30, Average Loss: 0.8974755249290823\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:38<00:00,  3.38it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6610971548752702\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.40it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6764843384759234\n","output_type":"stream"},{"name":"stderr","text":"Epoch 10/30: 100%|██████████| 535/535 [03:38<00:00,  2.45it/s, Loss=0.896]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 10/30, Average Loss: 0.8957279745106385\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:38<00:00,  3.38it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6586434538762633\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.40it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6732117812061711\n","output_type":"stream"},{"name":"stderr","text":"Epoch 11/30: 100%|██████████| 535/535 [03:38<00:00,  2.45it/s, Loss=0.881]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 11/30, Average Loss: 0.8810037130507353\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:42<00:00,  3.28it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6726646024420168\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.32it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6774193548387096\n","output_type":"stream"},{"name":"stderr","text":"Epoch 12/30: 100%|██████████| 535/535 [03:38<00:00,  2.45it/s, Loss=0.858]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 12/30, Average Loss: 0.8576290258180316\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:39<00:00,  3.35it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6837646783899047\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6900420757363254\n","output_type":"stream"},{"name":"stderr","text":"Epoch 13/30: 100%|██████████| 535/535 [03:39<00:00,  2.44it/s, Loss=0.817]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 13/30, Average Loss: 0.8169861687120991\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7156627913769936\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.35it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7068723702664796\n","output_type":"stream"},{"name":"stderr","text":"Epoch 14/30: 100%|██████████| 535/535 [03:38<00:00,  2.45it/s, Loss=0.767]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 14/30, Average Loss: 0.7671749055385589\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:41<00:00,  3.32it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7407255944382778\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.30it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.729312762973352\n","output_type":"stream"},{"name":"stderr","text":"Epoch 15/30: 100%|██████████| 535/535 [03:40<00:00,  2.43it/s, Loss=0.699]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 15/30, Average Loss: 0.698854451703134\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.32it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7566162294794648\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.30it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7190275829827022\n","output_type":"stream"},{"name":"stderr","text":"Epoch 16/30: 100%|██████████| 535/535 [03:39<00:00,  2.43it/s, Loss=0.679]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 16/30, Average Loss: 0.6787078513720325\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7458666822457206\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7120149602618046\n","output_type":"stream"},{"name":"stderr","text":"Epoch 17/30: 100%|██████████| 535/535 [03:39<00:00,  2.43it/s, Loss=0.707]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 17/30, Average Loss: 0.706833098452782\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:43<00:00,  3.28it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7656131331424899\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7204301075268817\n","output_type":"stream"},{"name":"stderr","text":"Epoch 18/30: 100%|██████████| 535/535 [03:39<00:00,  2.44it/s, Loss=0.73] \n","output_type":"stream"},{"name":"stdout","text":"Epoch 18/30, Average Loss: 0.7299304584476435\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7573757083601098\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.32it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7213651238896681\n","output_type":"stream"},{"name":"stderr","text":"Epoch 19/30: 100%|██████████| 535/535 [03:40<00:00,  2.43it/s, Loss=0.717]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 19/30, Average Loss: 0.717171134848461\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7361102997020506\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7138849929873773\n","output_type":"stream"},{"name":"stderr","text":"Epoch 20/30: 100%|██████████| 535/535 [03:40<00:00,  2.42it/s, Loss=0.692]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 20/30, Average Loss: 0.692119640056218\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:41<00:00,  3.30it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7491382835777297\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.25it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7143525011687705\n","output_type":"stream"},{"name":"stderr","text":"Epoch 21/30: 100%|██████████| 535/535 [03:40<00:00,  2.43it/s, Loss=0.635]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 21/30, Average Loss: 0.6346562302558222\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.8087281649821815\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7344553529686769\n","output_type":"stream"},{"name":"stderr","text":"Epoch 22/30: 100%|██████████| 535/535 [03:40<00:00,  2.43it/s, Loss=0.54] \n","output_type":"stream"},{"name":"stdout","text":"Epoch 22/30, Average Loss: 0.5403164031628136\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.8434889291347782\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.28it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7241701729780271\n","output_type":"stream"},{"name":"stderr","text":"Epoch 23/30: 100%|██████████| 535/535 [03:39<00:00,  2.43it/s, Loss=0.389]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 23/30, Average Loss: 0.38898382846997165\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:39<00:00,  3.35it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.8712391190044985\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.35it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7237026647966339\n","output_type":"stream"},{"name":"stderr","text":"Epoch 24/30: 100%|██████████| 535/535 [03:39<00:00,  2.44it/s, Loss=0.505]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 24/30, Average Loss: 0.5050852558323156\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:38<00:00,  3.37it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.8339078109481801\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7269752220663862\n","output_type":"stream"},{"name":"stderr","text":"Epoch 25/30: 100%|██████████| 535/535 [03:38<00:00,  2.44it/s, Loss=0.575]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 25/30, Average Loss: 0.574831541648535\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:47<00:00,  3.18it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7931296372027808\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.6671341748480598\n","output_type":"stream"},{"name":"stderr","text":"Epoch 26/30: 100%|██████████| 535/535 [03:37<00:00,  2.46it/s, Loss=0.595]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 26/30, Average Loss: 0.5945519089698792\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:41<00:00,  3.31it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7926622655839224\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.31it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7045348293595138\n","output_type":"stream"},{"name":"stderr","text":"Epoch 27/30: 100%|██████████| 535/535 [03:36<00:00,  2.48it/s, Loss=0.565]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 27/30, Average Loss: 0.5649068870555575\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:39<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.8480458024186481\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7138849929873773\n","output_type":"stream"},{"name":"stderr","text":"Epoch 28/30: 100%|██████████| 535/535 [03:37<00:00,  2.46it/s, Loss=0.49] \n","output_type":"stream"},{"name":"stdout","text":"Epoch 28/30, Average Loss: 0.49022595634527294\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:40<00:00,  3.33it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.8788923292633055\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.31it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.707807386629266\n","output_type":"stream"},{"name":"stderr","text":"Epoch 29/30: 100%|██████████| 535/535 [03:37<00:00,  2.46it/s, Loss=0.367]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 29/30, Average Loss: 0.36703914955049477\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:36<00:00,  3.41it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.9232926330548578\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:20<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7129499766245909\n","output_type":"stream"},{"name":"stderr","text":"Epoch 30/30: 100%|██████████| 535/535 [03:37<00:00,  2.46it/s, Loss=0.189]\n","output_type":"stream"},{"name":"stdout","text":"Epoch 30/30, Average Loss: 0.18880336387692212\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 535/535 [02:39<00:00,  3.34it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.9806624992697318\n\n Evaluate on validation set...\n","output_type":"stream"},{"name":"stderr","text":"100%|██████████| 67/67 [00:19<00:00,  3.36it/s]\n","output_type":"stream"},{"name":"stdout","text":"\n Evaluation accuracy: 0.7138849929873773\n\nTraining completed. Starting test evaluation.\nTest Accuracy: 71.51%\n","output_type":"stream"}]},{"cell_type":"code","source":"# Svae the trained model\ntorch.save(model.state_dict(),'./model_best.pth')","metadata":{"execution":{"iopub.status.busy":"2024-05-19T04:20:18.966555Z","iopub.execute_input":"2024-05-19T04:20:18.967168Z","iopub.status.idle":"2024-05-19T04:20:19.120124Z","shell.execute_reply.started":"2024-05-19T04:20:18.967136Z","shell.execute_reply":"2024-05-19T04:20:19.119145Z"},"trusted":true},"execution_count":12,"outputs":[]},{"cell_type":"code","source":"# ei part ta important \n\n# Plot the training and validation accuracy histories\n\nx = np.arange(epochs)\nplt.figure()\nplt.plot(x, trn_acc_hist)\nplt.plot(x, val_acc_hist)\nplt.legend(['Training', 'Validation'])\nplt.xticks(x)\nplt.xlabel('Epoch')\nplt.ylabel('Accuracy')\nplt.title('Classification')\nplt.gcf().set_size_inches(10, 5)\n# Save the plot as an image (PNG) with a specified DPI (dots per inch)\nplt.savefig('classify.png', dpi=300)\nplt.show()\n","metadata":{"execution":{"iopub.status.busy":"2024-05-19T04:20:29.454901Z","iopub.execute_input":"2024-05-19T04:20:29.455686Z","iopub.status.idle":"2024-05-19T04:20:30.409239Z","shell.execute_reply.started":"2024-05-19T04:20:29.455575Z","shell.execute_reply":"2024-05-19T04:20:30.408356Z"},"trusted":true},"execution_count":13,"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 1000x500 with 1 Axes>","image/png":"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"},"metadata":{}}]},{"cell_type":"code","source":"# Get an enumeration of the test loader\nexamples = enumerate(test_loader)\nbatch_idx, (example_data, example_targets) = next(examples)\n# Get predictions through the model\nwith torch.no_grad():\n    example_data = example_data.to(device)\n    output = model(example_data)\nfig = plt.figure()\n\n# Iterate over the first 9 examples in the batch\nfor i in range(9):\n    plt.subplot(3,3,i+1)\n    plt.tight_layout()\n    plt.imshow(example_data[i][0].cpu())\n    plt.title(\"Prediction: {}\".format(output.data.max(1, keepdim=True)[1][i].item()))\n    plt.xticks([])\n    plt.yticks([])\n    plt.show()","metadata":{"execution":{"iopub.status.busy":"2024-05-19T04:20:50.71655Z","iopub.execute_input":"2024-05-19T04:20:50.717125Z","iopub.status.idle":"2024-05-19T04:20:51.698131Z","shell.execute_reply.started":"2024-05-19T04:20:50.717096Z","shell.execute_reply":"2024-05-19T04:20:51.697248Z"},"trusted":true},"execution_count":14,"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}}]}]}