mars.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/amittall/AutonomousNavigation/blob/main/mars.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": "FUhT2Sshn7ee"
      },
      "outputs": [],
      "source": [
        "ROOT_DIR = '/content/drive/MyDrive/dataset'"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5oaJ8JWfowmg",
        "outputId": "53cc833d-f25b-485a-e2b2-a3c50e6ed310"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting ultralytics\n",
            "  Downloading ultralytics-8.2.41-py3-none-any.whl (792 kB)\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m793.0/793.0 kB\u001b[0m \u001b[31m11.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hRequirement already satisfied: numpy<2.0.0,>=1.23.5 in /usr/local/lib/python3.10/dist-packages (from ultralytics) (1.25.2)\n",
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            "Collecting ultralytics-thop>=2.0.0 (from ultralytics)\n",
            "  Downloading ultralytics_thop-2.0.0-py3-none-any.whl (25 kB)\n",
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            "Collecting nvidia-cuda-nvrtc-cu12==12.1.105 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cuda_nvrtc_cu12-12.1.105-py3-none-manylinux1_x86_64.whl (23.7 MB)\n",
            "Collecting nvidia-cuda-runtime-cu12==12.1.105 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cuda_runtime_cu12-12.1.105-py3-none-manylinux1_x86_64.whl (823 kB)\n",
            "Collecting nvidia-cuda-cupti-cu12==12.1.105 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cuda_cupti_cu12-12.1.105-py3-none-manylinux1_x86_64.whl (14.1 MB)\n",
            "Collecting nvidia-cudnn-cu12==8.9.2.26 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cudnn_cu12-8.9.2.26-py3-none-manylinux1_x86_64.whl (731.7 MB)\n",
            "Collecting nvidia-cublas-cu12==12.1.3.1 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cublas_cu12-12.1.3.1-py3-none-manylinux1_x86_64.whl (410.6 MB)\n",
            "Collecting nvidia-cufft-cu12==11.0.2.54 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cufft_cu12-11.0.2.54-py3-none-manylinux1_x86_64.whl (121.6 MB)\n",
            "Collecting nvidia-curand-cu12==10.3.2.106 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_curand_cu12-10.3.2.106-py3-none-manylinux1_x86_64.whl (56.5 MB)\n",
            "Collecting nvidia-cusolver-cu12==11.4.5.107 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cusolver_cu12-11.4.5.107-py3-none-manylinux1_x86_64.whl (124.2 MB)\n",
            "Collecting nvidia-cusparse-cu12==12.1.0.106 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_cusparse_cu12-12.1.0.106-py3-none-manylinux1_x86_64.whl (196.0 MB)\n",
            "Collecting nvidia-nccl-cu12==2.20.5 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_nccl_cu12-2.20.5-py3-none-manylinux2014_x86_64.whl (176.2 MB)\n",
            "Collecting nvidia-nvtx-cu12==12.1.105 (from torch>=1.8.0->ultralytics)\n",
            "  Using cached nvidia_nvtx_cu12-12.1.105-py3-none-manylinux1_x86_64.whl (99 kB)\n",
            "Requirement already satisfied: triton==2.3.0 in /usr/local/lib/python3.10/dist-packages (from torch>=1.8.0->ultralytics) (2.3.0)\n",
            "Collecting nvidia-nvjitlink-cu12 (from nvidia-cusolver-cu12==11.4.5.107->torch>=1.8.0->ultralytics)\n",
            "  Downloading nvidia_nvjitlink_cu12-12.5.40-py3-none-manylinux2014_x86_64.whl (21.3 MB)\n",
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            "Requirement already satisfied: mpmath<1.4.0,>=1.1.0 in /usr/local/lib/python3.10/dist-packages (from sympy->torch>=1.8.0->ultralytics) (1.3.0)\n",
            "Installing collected packages: nvidia-nvtx-cu12, nvidia-nvjitlink-cu12, nvidia-nccl-cu12, nvidia-curand-cu12, nvidia-cufft-cu12, nvidia-cuda-runtime-cu12, nvidia-cuda-nvrtc-cu12, nvidia-cuda-cupti-cu12, nvidia-cublas-cu12, nvidia-cusparse-cu12, nvidia-cudnn-cu12, nvidia-cusolver-cu12, ultralytics-thop, ultralytics\n",
            "Successfully installed nvidia-cublas-cu12-12.1.3.1 nvidia-cuda-cupti-cu12-12.1.105 nvidia-cuda-nvrtc-cu12-12.1.105 nvidia-cuda-runtime-cu12-12.1.105 nvidia-cudnn-cu12-8.9.2.26 nvidia-cufft-cu12-11.0.2.54 nvidia-curand-cu12-10.3.2.106 nvidia-cusolver-cu12-11.4.5.107 nvidia-cusparse-cu12-12.1.0.106 nvidia-nccl-cu12-2.20.5 nvidia-nvjitlink-cu12-12.5.40 nvidia-nvtx-cu12-12.1.105 ultralytics-8.2.41 ultralytics-thop-2.0.0\n"
          ]
        }
      ],
      "source": [
        "\n",
        "!pip install ultralytics"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "97ThWdC-oFd-",
        "outputId": "37678c76-fad5-46f7-8484-79ae141777f4"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mounted at /content/drive\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dnqoFRMroN4M",
        "outputId": "4088eb64-0e9e-4c96-ce05-9d878b6cf4af"
      },
      "outputs": [
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Ultralytics YOLOv8.2.41 🚀 Python-3.10.12 torch-2.3.0+cu121 CPU (Intel Xeon 2.20GHz)\n",
            "\u001b[34m\u001b[1mengine/trainer: \u001b[0mtask=detect, mode=train, model=yolov8n.yaml, data=/content/drive/MyDrive/dataset/data.yaml, epochs=50, time=None, patience=100, batch=16, imgsz=640, save=True, save_period=-1, cache=False, device=None, workers=8, project=None, name=train, exist_ok=False, pretrained=True, optimizer=auto, verbose=True, seed=0, deterministic=True, single_cls=False, rect=False, cos_lr=False, close_mosaic=10, resume=False, amp=True, fraction=1.0, profile=False, freeze=None, multi_scale=False, overlap_mask=True, mask_ratio=4, dropout=0.0, val=True, split=val, save_json=False, save_hybrid=False, conf=None, iou=0.7, max_det=300, half=False, dnn=False, plots=True, source=None, vid_stride=1, stream_buffer=False, visualize=False, augment=False, agnostic_nms=False, classes=None, retina_masks=False, embed=None, show=False, save_frames=False, save_txt=False, save_conf=False, save_crop=False, show_labels=True, show_conf=True, show_boxes=True, line_width=None, format=torchscript, keras=False, optimize=False, int8=False, dynamic=False, simplify=False, opset=None, workspace=4, nms=False, lr0=0.01, lrf=0.01, momentum=0.937, weight_decay=0.0005, warmup_epochs=3.0, warmup_momentum=0.8, warmup_bias_lr=0.1, box=7.5, cls=0.5, dfl=1.5, pose=12.0, kobj=1.0, label_smoothing=0.0, nbs=64, hsv_h=0.015, hsv_s=0.7, hsv_v=0.4, degrees=0.0, translate=0.1, scale=0.5, shear=0.0, perspective=0.0, flipud=0.0, fliplr=0.5, bgr=0.0, mosaic=1.0, mixup=0.0, copy_paste=0.0, auto_augment=randaugment, erasing=0.4, crop_fraction=1.0, cfg=None, tracker=botsort.yaml, save_dir=runs/detect/train\n",
            "Downloading https://ultralytics.com/assets/Arial.ttf to '/root/.config/Ultralytics/Arial.ttf'...\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "100%|██████████| 755k/755k [00:00<00:00, 14.8MB/s]\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Overriding model.yaml nc=80 with nc=1\n",
            "\n",
            "                   from  n    params  module                                       arguments                     \n",
            "  0                  -1  1       464  ultralytics.nn.modules.conv.Conv             [3, 16, 3, 2]                 \n",
            "  1                  -1  1      4672  ultralytics.nn.modules.conv.Conv             [16, 32, 3, 2]                \n",
            "  2                  -1  1      7360  ultralytics.nn.modules.block.C2f             [32, 32, 1, True]             \n",
            "  3                  -1  1     18560  ultralytics.nn.modules.conv.Conv             [32, 64, 3, 2]                \n",
            "  4                  -1  2     49664  ultralytics.nn.modules.block.C2f             [64, 64, 2, True]             \n",
            "  5                  -1  1     73984  ultralytics.nn.modules.conv.Conv             [64, 128, 3, 2]               \n",
            "  6                  -1  2    197632  ultralytics.nn.modules.block.C2f             [128, 128, 2, True]           \n",
            "  7                  -1  1    295424  ultralytics.nn.modules.conv.Conv             [128, 256, 3, 2]              \n",
            "  8                  -1  1    460288  ultralytics.nn.modules.block.C2f             [256, 256, 1, True]           \n",
            "  9                  -1  1    164608  ultralytics.nn.modules.block.SPPF            [256, 256, 5]                 \n",
            " 10                  -1  1         0  torch.nn.modules.upsampling.Upsample         [None, 2, 'nearest']          \n",
            " 11             [-1, 6]  1         0  ultralytics.nn.modules.conv.Concat           [1]                           \n",
            " 12                  -1  1    148224  ultralytics.nn.modules.block.C2f             [384, 128, 1]                 \n",
            " 13                  -1  1         0  torch.nn.modules.upsampling.Upsample         [None, 2, 'nearest']          \n",
            " 14             [-1, 4]  1         0  ultralytics.nn.modules.conv.Concat           [1]                           \n",
            " 15                  -1  1     37248  ultralytics.nn.modules.block.C2f             [192, 64, 1]                  \n",
            " 16                  -1  1     36992  ultralytics.nn.modules.conv.Conv             [64, 64, 3, 2]                \n",
            " 17            [-1, 12]  1         0  ultralytics.nn.modules.conv.Concat           [1]                           \n",
            " 18                  -1  1    123648  ultralytics.nn.modules.block.C2f             [192, 128, 1]                 \n",
            " 19                  -1  1    147712  ultralytics.nn.modules.conv.Conv             [128, 128, 3, 2]              \n",
            " 20             [-1, 9]  1         0  ultralytics.nn.modules.conv.Concat           [1]                           \n",
            " 21                  -1  1    493056  ultralytics.nn.modules.block.C2f             [384, 256, 1]                 \n",
            " 22        [15, 18, 21]  1    751507  ultralytics.nn.modules.head.Detect           [1, [64, 128, 256]]           \n",
            "YOLOv8n summary: 225 layers, 3011043 parameters, 3011027 gradients, 8.2 GFLOPs\n",
            "\n",
            "\u001b[34m\u001b[1mTensorBoard: \u001b[0mStart with 'tensorboard --logdir runs/detect/train', view at http://localhost:6006/\n",
            "Freezing layer 'model.22.dfl.conv.weight'\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\u001b[34m\u001b[1mtrain: \u001b[0mScanning /content/drive/MyDrive/dataset/train/labels.cache... 53 images, 0 backgrounds, 0 corrupt: 100%|██████████| 53/53 [00:00<?, ?it/s]\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\u001b[34m\u001b[1malbumentations: \u001b[0mBlur(p=0.01, blur_limit=(3, 7)), MedianBlur(p=0.01, blur_limit=(3, 7)), ToGray(p=0.01), CLAHE(p=0.01, clip_limit=(1, 4.0), tile_grid_size=(8, 8))\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\u001b[34m\u001b[1mval: \u001b[0mScanning /content/drive/MyDrive/dataset/valid/labels.cache... 15 images, 0 backgrounds, 0 corrupt: 100%|██████████| 15/15 [00:00<?, ?it/s]\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Plotting labels to runs/detect/train/labels.jpg... \n",
            "\u001b[34m\u001b[1moptimizer:\u001b[0m 'optimizer=auto' found, ignoring 'lr0=0.01' and 'momentum=0.937' and determining best 'optimizer', 'lr0' and 'momentum' automatically... \n",
            "\u001b[34m\u001b[1moptimizer:\u001b[0m AdamW(lr=0.002, momentum=0.9) with parameter groups 57 weight(decay=0.0), 64 weight(decay=0.0005), 63 bias(decay=0.0)\n",
            "\u001b[34m\u001b[1mTensorBoard: \u001b[0mmodel graph visualization added ✅\n",
            "Image sizes 640 train, 640 val\n",
            "Using 0 dataloader workers\n",
            "Logging results to \u001b[1mruns/detect/train\u001b[0m\n",
            "Starting training for 50 epochs...\n",
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "       1/50         0G      4.525      3.946      4.251         61        640: 100%|██████████| 4/4 [01:15<00:00, 18.83s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:08<00:00,  8.02s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000444    0.00855   0.000228   9.08e-05\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "       2/50         0G      4.631      3.938       4.27         97        640: 100%|██████████| 4/4 [00:51<00:00, 12.99s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.86s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000358   8.16e-05\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "       3/50         0G      4.716      3.857        4.3         48        640: 100%|██████████| 4/4 [00:52<00:00, 13.17s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.56s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000355   0.000126\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
            "       4/50         0G      4.569      3.747      4.194         67        640: 100%|██████████| 4/4 [00:56<00:00, 14.04s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.35s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
            "                   all         15        234   0.000667     0.0128   0.000352   0.000103\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
            "       5/50         0G      4.484      3.449      4.146        143        640: 100%|██████████| 4/4 [00:52<00:00, 13.20s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.29s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000354   0.000115\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "       6/50         0G      4.065      3.219      4.087         70        640: 100%|██████████| 4/4 [00:50<00:00, 12.57s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.03s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
            "                   all         15        234   0.000667     0.0128   0.000355   0.000126\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "       7/50         0G      4.319      3.147      3.954        100        640: 100%|██████████| 4/4 [00:51<00:00, 12.98s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.58s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000358   0.000138\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "       8/50         0G      4.025      2.974      3.903         95        640: 100%|██████████| 4/4 [00:50<00:00, 12.74s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.49s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000357   0.000138\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "       9/50         0G      3.603      3.153      3.945         74        640: 100%|██████████| 4/4 [00:51<00:00, 12.88s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.64s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000356   0.000138\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "      10/50         0G      3.686      2.778      3.667         78        640: 100%|██████████| 4/4 [00:49<00:00, 12.45s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.77s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000355   0.000126\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "      11/50         0G      3.486      2.808      3.603        122        640: 100%|██████████| 4/4 [00:50<00:00, 12.50s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.03s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000444    0.00855   0.000228   0.000114\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "      12/50         0G       3.47      2.831      3.572        101        640: 100%|██████████| 4/4 [00:50<00:00, 12.64s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.57s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000444    0.00855   0.000228   0.000114\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "      13/50         0G      3.441      2.717      3.458        102        640: 100%|██████████| 4/4 [00:50<00:00, 12.62s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.49s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000356   0.000126\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
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            "tags": null
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          "output_type": "stream",
          "text": [
            "      14/50         0G      3.497      2.704      3.383         86        640: 100%|██████████| 4/4 [01:01<00:00, 15.27s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.52s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
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          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      15/50         0G        3.4      2.524      3.312        126        640: 100%|██████████| 4/4 [00:54<00:00, 13.54s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.50s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000355   9.24e-05\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
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          "output_type": "stream",
          "text": [
            "      16/50         0G       3.33       2.44      3.175        129        640: 100%|██████████| 4/4 [00:50<00:00, 12.72s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.06s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000667     0.0128   0.000354   9.22e-05\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
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          "output_type": "stream",
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            "      17/50         0G      3.094      2.729      3.339         70        640: 100%|██████████| 4/4 [00:48<00:00, 12.19s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.30s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
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        },
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          "metadata": {
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            "\n"
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        },
        {
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            "tags": null
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          "output_type": "stream",
          "text": [
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
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            "tags": null
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          "output_type": "stream",
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            "      18/50         0G      3.233      2.493       3.02        132        640: 100%|██████████| 4/4 [00:52<00:00, 13.09s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.44s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000454    0.00855   0.000234   8.18e-05\n"
          ]
        },
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          "metadata": {
            "tags": null
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          "text": [
            "\n"
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        },
        {
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            "tags": null
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          "output_type": "stream",
          "text": [
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "tags": null
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            "      19/50         0G      3.338      2.529      2.912         97        640: 100%|██████████| 4/4 [00:50<00:00, 12.75s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.56s/it]"
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        },
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          "text": [
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          ]
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      20/50         0G      3.078      2.425      3.011        133        640: 100%|██████████| 4/4 [00:49<00:00, 12.35s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.79s/it]"
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          "text": [
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          ]
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      21/50         0G      3.187      2.431      2.971         90        640: 100%|██████████| 4/4 [00:49<00:00, 12.27s/it]\n",
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          "text": [
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          ]
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          "output_type": "stream",
          "text": [
            "      22/50         0G      3.078      2.468      2.916         39        640: 100%|██████████| 4/4 [00:51<00:00, 12.81s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.44s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234   0.000527    0.00855   0.000271   9.47e-05\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
            "      23/50         0G       3.06      2.309      2.714        119        640: 100%|██████████| 4/4 [00:49<00:00, 12.37s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.20s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234    0.00053    0.00855   0.000273   9.54e-05\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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            "      24/50         0G       3.07       2.39      2.799         91        640: 100%|██████████| 4/4 [00:48<00:00, 12.24s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.06s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234     0.0009     0.0128   0.000477   0.000125\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
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            "tags": null
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            "      25/50         0G      3.074      2.325      2.728         60        640: 100%|██████████| 4/4 [00:52<00:00, 13.05s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.93s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234    0.00385     0.0256    0.00199   0.000461\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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            "      26/50         0G      2.987      2.287      2.679         87        640: 100%|██████████| 4/4 [00:54<00:00, 13.56s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.33s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234    0.00781     0.0556     0.0124     0.0024\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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            "      27/50         0G      3.011       2.23      2.611        114        640: 100%|██████████| 4/4 [00:49<00:00, 12.43s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.24s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "                   all         15        234     0.0085     0.0256     0.0191    0.00428\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      28/50         0G      2.925      2.319      2.654        127        640: 100%|██████████| 4/4 [00:48<00:00, 12.12s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.46s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234     0.0139     0.0684     0.0202    0.00476\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "text": [
            "      29/50         0G      2.894       2.18       2.56         61        640: 100%|██████████| 4/4 [00:49<00:00, 12.40s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.80s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234      0.261     0.0256      0.024    0.00768\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      30/50         0G      2.912      2.144       2.54         69        640: 100%|██████████| 4/4 [00:51<00:00, 12.98s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.59s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234      0.129     0.0299     0.0314    0.00867\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      31/50         0G      2.934      2.158      2.519         90        640: 100%|██████████| 4/4 [00:50<00:00, 12.66s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.61s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234      0.121     0.0427     0.0254     0.0072\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      32/50         0G      2.816      2.195       2.53         92        640: 100%|██████████| 4/4 [00:48<00:00, 12.10s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.35s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234      0.114     0.0385     0.0271    0.00762\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "      33/50         0G      2.875      2.094      2.384        115        640: 100%|██████████| 4/4 [00:48<00:00, 12.07s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.74s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "                   all         15        234      0.146     0.0427     0.0323    0.00791\n"
          ]
        },
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          "metadata": {
            "tags": null
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          "output_type": "stream",
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            "\n"
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        },
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          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      34/50         0G      2.905      2.058       2.41        119        640: 100%|██████████| 4/4 [00:53<00:00, 13.49s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.78s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "                   all         15        234       0.11     0.0434     0.0343     0.0107\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      35/50         0G      2.787      2.009      2.328         83        640: 100%|██████████| 4/4 [00:50<00:00, 12.52s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.51s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234      0.163     0.0427     0.0394     0.0134\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      36/50         0G      2.878      2.219      2.491         67        640: 100%|██████████| 4/4 [00:52<00:00, 13.23s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.65s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234     0.0977     0.0513     0.0413     0.0139\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "      37/50         0G      2.784      2.126        2.5        148        640: 100%|██████████| 4/4 [00:48<00:00, 12.12s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.73s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234     0.0598       0.12     0.0413     0.0136\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "      38/50         0G      2.781      2.075      2.389         70        640: 100%|██████████| 4/4 [00:48<00:00, 12.07s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.84s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "                   all         15        234     0.0963      0.158     0.0649     0.0183\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
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        },
        {
          "metadata": {
            "tags": null
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          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
          "text": [
            "      39/50         0G      2.803       2.05      2.368         51        640: 100%|██████████| 4/4 [00:49<00:00, 12.39s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.55s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234      0.133      0.179     0.0846     0.0244\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "      40/50         0G      2.878      2.016      2.358        143        640: 100%|██████████| 4/4 [00:50<00:00, 12.62s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.04s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                   all         15        234      0.151      0.218     0.0994     0.0277\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Closing dataloader mosaic\n",
            "\u001b[34m\u001b[1malbumentations: \u001b[0mBlur(p=0.01, blur_limit=(3, 7)), MedianBlur(p=0.01, blur_limit=(3, 7)), ToGray(p=0.01), CLAHE(p=0.01, clip_limit=(1, 4.0), tile_grid_size=(8, 8))\n",
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
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          "output_type": "stream",
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            "      41/50         0G      2.676      2.128       2.37         74        640: 100%|██████████| 4/4 [00:52<00:00, 13.25s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.77s/it]"
          ]
        },
        {
          "metadata": {
            "tags": null
          },
          "name": "stdout",
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          "text": [
            "                   all         15        234      0.168      0.209      0.125     0.0363\n"
          ]
        },
        {
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            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "metadata": {
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            "      42/50         0G      2.605      2.097      2.357         53        640: 100%|██████████| 4/4 [00:47<00:00, 11.84s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.95s/it]"
          ]
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          "text": [
            "                   all         15        234      0.172      0.222      0.138      0.041\n"
          ]
        },
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      43/50         0G      2.632      2.237      2.462         50        640: 100%|██████████| 4/4 [00:47<00:00, 11.85s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.68s/it]"
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            "                   all         15        234      0.189      0.235      0.143     0.0449\n"
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      44/50         0G      2.685      2.113      2.432         55        640: 100%|██████████| 4/4 [00:48<00:00, 12.23s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:05<00:00,  5.36s/it]"
          ]
        },
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          ]
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            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      45/50         0G      2.679       2.14      2.346         73        640: 100%|██████████| 4/4 [00:47<00:00, 11.91s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:07<00:00,  7.14s/it]"
          ]
        },
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            "                   all         15        234      0.199      0.201      0.147     0.0461\n"
          ]
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      46/50         0G      2.621      2.043      2.388         56        640: 100%|██████████| 4/4 [00:47<00:00, 12.00s/it]\n",
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          ]
        },
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            "                   all         15        234      0.223      0.226       0.17     0.0518\n"
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            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      47/50         0G      2.703      2.099      2.338         99        640: 100%|██████████| 4/4 [00:49<00:00, 12.29s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:06<00:00,  6.20s/it]"
          ]
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          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
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            "      48/50         0G      2.676      2.025      2.244         61        640: 100%|██████████| 4/4 [00:47<00:00, 11.77s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.71s/it]"
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            "\n"
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          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
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            "      49/50         0G       2.56       2.03      2.281         66        640: 100%|██████████| 4/4 [00:48<00:00, 12.02s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:07<00:00,  7.04s/it]"
          ]
        },
        {
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            "                   all         15        234      0.271      0.325      0.219      0.074\n"
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        },
        {
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          "name": "stderr",
          "text": [
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "      Epoch    GPU_mem   box_loss   cls_loss   dfl_loss  Instances       Size\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "      50/50         0G      2.607      2.013      2.257         75        640: 100%|██████████| 4/4 [00:48<00:00, 12.07s/it]\n",
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.74s/it]"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                   all         15        234      0.271      0.329      0.231     0.0789\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "50 epochs completed in 0.796 hours.\n",
            "Optimizer stripped from runs/detect/train/weights/last.pt, 6.3MB\n",
            "Optimizer stripped from runs/detect/train/weights/best.pt, 6.3MB\n",
            "\n",
            "Validating runs/detect/train/weights/best.pt...\n",
            "Ultralytics YOLOv8.2.41 🚀 Python-3.10.12 torch-2.3.0+cu121 CPU (Intel Xeon 2.20GHz)\n",
            "YOLOv8n summary (fused): 168 layers, 3005843 parameters, 0 gradients, 8.1 GFLOPs\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "                 Class     Images  Instances      Box(P          R      mAP50  mAP50-95): 100%|██████████| 1/1 [00:04<00:00,  4.27s/it]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                   all         15        234      0.269      0.325       0.23     0.0788\n",
            "Speed: 2.7ms preprocess, 241.6ms inference, 0.0ms loss, 14.4ms postprocess per image\n",
            "Results saved to \u001b[1mruns/detect/train\u001b[0m\n"
          ]
        }
      ],
      "source": [
        "import os\n",
        "\n",
        "from ultralytics import YOLO\n",
        "\n",
        "\n",
        "# Load a model\n",
        "model = YOLO(\"yolov8n.yaml\")  # build a new model from scratch\n",
        "\n",
        "# Use the model\n",
        "results = model.train(data=os.path.join(ROOT_DIR, \"data.yaml\"), epochs=50)  # train the model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vK-AUlBusZVz",
        "outputId": "b0131ac6-5eb0-4a09-c83f-aaf2c87a509c"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "image 1/1 /content/drive/MyDrive/dataset/test/images/00035Right_png.rf.369a37d0aba1a04cbaab64838dfe7632.jpg: 640x640 2 rockss, 693.4ms\n",
            "Speed: 20.5ms preprocess, 693.4ms inference, 1.8ms postprocess per image at shape (1, 3, 640, 640)\n"
          ]
        }
      ],
      "source": [
        "results = model('/content/drive/MyDrive/dataset/test/images/00035Right_png.rf.369a37d0aba1a04cbaab64838dfe7632.jpg')\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "qykDui8Du67G"
      },
      "outputs": [],
      "source": [
        "import OpenEXR\n",
        "import numpy as np\n",
        "import Imath\n",
        "\n",
        "def read_exr(file_path,Channel):\n",
        "    # Open the EXR file\n",
        "    exr_file = OpenEXR.InputFile(file_path)\n",
        "\n",
        "    # Get the header to obtain the data window\n",
        "    header = exr_file.header()\n",
        "    dw = header['dataWindow']\n",
        "    size = (dw.max.x - dw.min.x + 1, dw.max.y - dw.min.y + 1)\n",
        "\n",
        "    # Define the channels (assuming the depth map is in the 'Z' channel)\n",
        "    FLOAT = Imath.PixelType(Imath.PixelType.FLOAT)\n",
        "    channel = exr_file.channel(Channel, FLOAT)\n",
        "\n",
        "    # Convert the data to numpy array\n",
        "    depth_map = np.frombuffer(channel, dtype=np.float32)\n",
        "    depth_map.shape = (size[1], size[0])  # (height, width)\n",
        "\n",
        "    return depth_map"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "jSUc310du7rt"
      },
      "outputs": [],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "\n",
        "def display_depth_map(depth_map):\n",
        "    plt.imshow(depth_map, cmap='viridis')\n",
        "    plt.colorbar(label='Depth')\n",
        "    plt.title('Depth Map')\n",
        "    plt.xlabel('X')\n",
        "    plt.ylabel('Y')\n",
        "    plt.show()\n",
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "id": "MrNmYPLEvA7n"
      },
      "outputs": [],
      "source": [
        "depth_map_r=read_exr('/content/00035Right.exr','R')\n",
        "depth_map_g=read_exr('/content/00035Right.exr','G')\n",
        "depth_map_b=read_exr('/content/00035Right.exr','B')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "gQgtBdTUvDk9",
        "outputId": "a0a95abd-2c61-4a56-bd0d-28fa268f6b99"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "display_depth_map(depth_map_r)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "id": "3c5m_T40vR44"
      },
      "outputs": [],
      "source": [
        "depth_map=np.stack([depth_map_r,depth_map_g,depth_map_b],axis=-1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {
        "id": "Klg5uG_TvUym"
      },
      "outputs": [],
      "source": [
        "import cv2\n",
        "depth_map=cv2.cvtColor(depth_map,cv2.COLOR_RGB2BGR)\n",
        "depth_map=cv2.cvtColor(depth_map,cv2.COLOR_BGR2GRAY)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "ExclB7ldvXMB",
        "outputId": "28591aa7-d05f-4e70-e506-71de897244a9"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "display_depth_map(depth_map)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "YgeedPVrvaqa",
        "outputId": "bb46d880-2f78-430c-cd10-8680e2604b3a"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "def plot_histogram(image):\n",
        "    # Flatten the image to a 1D array\n",
        "    pixel_values = image.flatten()\n",
        "\n",
        "    # Plot the histogram\n",
        "    plt.hist(pixel_values, bins=256, range=(0, 256), density=True, color='blue', alpha=0.7)\n",
        "    plt.title('Histogram of Pixel Intensities')\n",
        "    plt.xlabel('Pixel Intensity')\n",
        "    plt.ylabel('Frequency')\n",
        "    plt.show()\n",
        "\n",
        "plot_histogram(depth_map.copy())"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 22,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ScPk-ALmveIw",
        "outputId": "72ab16b3-e888-4a39-dcfd-508f78eecc3c"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.8851323"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ],
      "source": [
        "depth_map[400].mean()"
      ]
    },
    {
      "source": [
        "import OpenEXR\n",
        "import Imath\n",
        "import numpy as np\n",
        "\n",
        "def read_exr_depth(file_path):\n",
        "    file = OpenEXR.InputFile(file_path)\n",
        "    dw = file.header()['dataWindow']\n",
        "    size = (dw.max.x - dw.min.x + 1, dw.max.y - dw.min.y + 1)\n",
        "    pt = Imath.PixelType(Imath.PixelType.FLOAT)\n",
        "    (R, G, B) = [np.frombuffer(file.channel(c, pt), dtype=np.float32) for c in \"RGB\"]\n",
        "    R.shape = size\n",
        "    G.shape = size\n",
        "    B.shape = size\n",
        "    return R, G, B\n",
        "\n",
        "depth_file_path = '/content/00035Right.exr'\n",
        "R, G, B = read_exr_depth(depth_file_path)\n",
        "\n",
        "for result in results:\n",
        "    for box in result.boxes.xyxy:\n",
        "        bbox = box[:4].tolist()  # [xmin, ymin, xmax, ymax]\n",
        "        centroid = get_centroid(bbox)\n",
        "        # Ensure centroid coordinates are within bounds\n",
        "        x = int(min(max(0, centroid[0]), R.shape[1] - 1))\n",
        "        y = int(min(max(0, centroid[1]), R.shape[0] - 1))\n",
        "        depth_at_centroid = R[y, x]  # Assuming depth is in the Red channel\n",
        "        print(f'Centroid: {centroid}, Depth at centroid: {depth_at_centroid}')"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "-0ORDHJwS8U8",
        "outputId": "245ebafa-15b8-44d8-9b64-eeda5851ebc3"
      },
      "execution_count": 29,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Centroid: (443, 441), Depth at centroid: 1.8047614097595215\n",
            "Centroid: (586, 361), Depth at centroid: 2.684828758239746\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WLCxFH0ls2iL",
        "outputId": "89fd430c-5805-4839-820c-346c48996961"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting OpenEXR\n",
            "  Downloading openexr-3.2.4-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (1.1 MB)\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.1/1.1 MB\u001b[0m \u001b[31m13.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hInstalling collected packages: OpenEXR\n",
            "Successfully installed OpenEXR-3.2.4\n"
          ]
        }
      ],
      "source": [
        "!pip install OpenEXR"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uYUQwF1Js-58",
        "outputId": "99780fdf-9a50-4713-d7af-c5510b4a7615"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting Imath\n",
            "  Downloading imath-0.0.2-py3-none-any.whl (2.3 kB)\n",
            "Installing collected packages: Imath\n",
            "Successfully installed Imath-0.0.2\n"
          ]
        }
      ],
      "source": [
        "!pip install Imath"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "3pbNtEIr-xwM",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "887920f8-da62-430b-e4bc-c3885b8805a1"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "image 1/1 /content/drive/MyDrive/dataset/test/images/00035Right_png.rf.369a37d0aba1a04cbaab64838dfe7632.jpg: 640x640 2 rockss, 235.1ms\n",
            "Speed: 3.5ms preprocess, 235.1ms inference, 1.1ms postprocess per image at shape (1, 3, 640, 640)\n",
            "ultralytics.engine.results.Results object with attributes:\n",
            "\n",
            "boxes: ultralytics.engine.results.Boxes object\n",
            "keypoints: None\n",
            "masks: None\n",
            "names: {0: 'rocks'}\n",
            "obb: None\n",
            "orig_img: array([[[106, 138, 167],\n",
            "        [106, 138, 167],\n",
            "        [106, 138, 167],\n",
            "        ...,\n",
            "        [102, 135, 161],\n",
            "        [102, 135, 161],\n",
            "        [102, 135, 161]],\n",
            "\n",
            "       [[106, 138, 167],\n",
            "        [106, 138, 167],\n",
            "        [106, 138, 167],\n",
            "        ...,\n",
            "        [102, 135, 161],\n",
            "        [102, 135, 161],\n",
            "        [102, 135, 161]],\n",
            "\n",
            "       [[106, 138, 167],\n",
            "        [106, 138, 167],\n",
            "        [106, 138, 167],\n",
            "        ...,\n",
            "        [102, 135, 161],\n",
            "        [102, 135, 161],\n",
            "        [102, 135, 161]],\n",
            "\n",
            "       ...,\n",
            "\n",
            "       [[ 58,  86, 146],\n",
            "        [ 62,  90, 150],\n",
            "        [ 64,  91, 148],\n",
            "        ...,\n",
            "        [ 59,  80, 131],\n",
            "        [ 61,  82, 133],\n",
            "        [ 63,  84, 135]],\n",
            "\n",
            "       [[ 58,  87, 148],\n",
            "        [ 61,  89, 149],\n",
            "        [ 62,  90, 150],\n",
            "        ...,\n",
            "        [ 57,  78, 129],\n",
            "        [ 58,  79, 130],\n",
            "        [ 60,  81, 132]],\n",
            "\n",
            "       [[ 59,  88, 149],\n",
            "        [ 56,  85, 146],\n",
            "        [ 56,  84, 144],\n",
            "        ...,\n",
            "        [ 55,  76, 127],\n",
            "        [ 56,  77, 128],\n",
            "        [ 57,  78, 129]]], dtype=uint8)\n",
            "orig_shape: (640, 640)\n",
            "path: '/content/drive/MyDrive/dataset/test/images/00035Right_png.rf.369a37d0aba1a04cbaab64838dfe7632.jpg'\n",
            "probs: None\n",
            "save_dir: 'runs/detect/train2'\n",
            "speed: {'preprocess': 3.5202503204345703, 'inference': 235.11791229248047, 'postprocess': 1.1315345764160156}\n",
            "Bounding Box: [396.9091796875, 407.48724365234375, 490.16156005859375, 474.87274169921875]\n",
            "Average Depth: 1.8172996044158936\n",
            "Relative Depth: 9.923472460426908e-11\n",
            "Depth Level: L1 = VERY CLOSE\n",
            "Centroid: (443, 441)\n",
            "Bounding Box: [547.3934936523438, 332.25537109375, 624.6879272460938, 390.043701171875]\n",
            "Average Depth: nan\n",
            "Relative Depth: nan\n",
            "Depth Level: L4 = FAR AWAY\n",
            "Centroid: (586, 361)\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/numpy/core/fromnumeric.py:3504: RuntimeWarning: Mean of empty slice.\n",
            "  return _methods._mean(a, axis=axis, dtype=dtype,\n",
            "/usr/local/lib/python3.10/dist-packages/numpy/core/_methods.py:129: RuntimeWarning: invalid value encountered in divide\n",
            "  ret = ret.dtype.type(ret / rcount)\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<PIL.Image.Image image mode=RGB size=640x640>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "import numpy as np\n",
        "import cv2\n",
        "import OpenEXR\n",
        "import Imath\n",
        "from ultralytics import YOLO\n",
        "\n",
        "# Function to read .exr depth file\n",
        "def read_exr_depth(file_path):\n",
        "    file = OpenEXR.InputFile(file_path)\n",
        "    dw = file.header()['dataWindow']\n",
        "    size = (dw.max.x - dw.min.x + 1, dw.max.y - dw.min.y + 1)\n",
        "    pt = Imath.PixelType(Imath.PixelType.FLOAT)\n",
        "    (R, G, B) = [np.frombuffer(file.channel(c, pt), dtype=np.float32) for c in \"RGB\"]\n",
        "    R.shape = size\n",
        "    G.shape = size\n",
        "    B.shape = size\n",
        "    return R, G, B\n",
        "\n",
        "# Function to get depth values within the bounding box\n",
        "def get_bbox_depth(R, bbox):\n",
        "    xmin, ymin, xmax, ymax = map(int, bbox)\n",
        "    return R[ymin:ymax, xmin:xmax]\n",
        "\n",
        "# Function to calculate the centroid of a bounding box\n",
        "def get_centroid(bbox):\n",
        "    x_center = (bbox[0] + bbox[2]) / 2\n",
        "    y_center = (bbox[1] + bbox[3]) / 2\n",
        "    return int(x_center), int(y_center)\n",
        "\n",
        "# Function to classify relative depth\n",
        "def classify_relative_depth(relative_depth):\n",
        "    if relative_depth < 0.25:\n",
        "        return \"L1 = VERY CLOSE\"\n",
        "    elif relative_depth < 0.5:\n",
        "        return \"L2 = CLOSE\"\n",
        "    elif relative_depth < 0.75:\n",
        "        return \"L3 = SAFE DISTANCE\"\n",
        "    else:\n",
        "        return \"L4 = FAR AWAY\"\n",
        "\n",
        "\n",
        "\n",
        "# Perform detection on the test image\n",
        "image_path = '/content/drive/MyDrive/dataset/test/images/00035Right_png.rf.369a37d0aba1a04cbaab64838dfe7632.jpg'\n",
        "depth_file_path = '/content/00035Right.exr'\n",
        "results = model(image_path)\n",
        "\n",
        "# Read the corresponding .exr depth file\n",
        "R, G, B = read_exr_depth(depth_file_path)\n",
        "\n",
        "# Load the RGB image for annotation\n",
        "image = cv2.imread(image_path)\n",
        "\n",
        "# Assuming only one result\n",
        "result = results[0]\n",
        "print(result)\n",
        "if hasattr(result, 'boxes'):\n",
        "    for box in result.boxes.xyxy:\n",
        "        bbox = box[:4].tolist()  # [xmin, ymin, xmax, ymax]\n",
        "        bbox_depths = get_bbox_depth(R, bbox)\n",
        "        avg_depth = np.mean(bbox_depths)\n",
        "\n",
        "        print(f'Bounding Box: {bbox}')\n",
        "        print(f'Average Depth: {avg_depth}')\n",
        "\n",
        "        # Calculate relative depth\n",
        "        min_depth = np.min(R)\n",
        "        max_depth = np.max(R)\n",
        "        relative_depth = (avg_depth - min_depth) / (max_depth - min_depth)\n",
        "\n",
        "        print(f'Relative Depth: {relative_depth}')\n",
        "\n",
        "        # Classify relative depth\n",
        "        depth_level = classify_relative_depth(relative_depth)\n",
        "        print(f'Depth Level: {depth_level}')\n",
        "\n",
        "        # Calculate centroid\n",
        "        centroid = get_centroid(bbox)\n",
        "        print(f'Centroid: {centroid}')\n",
        "\n",
        "        # Annotate the image\n",
        "        cv2.rectangle(image, (int(bbox[0]), int(bbox[1])), (int(bbox[2]), int(bbox[3])), (0, 255, 0), 2)\n",
        "        cv2.circle(image, centroid, 5, (0, 0, 255), -1)\n",
        "        cv2.putText(image, depth_level, (int(bbox[0]), int(bbox[1]) - 10), cv2.FONT_HERSHEY_SIMPLEX, 0.5, (255, 0, 0), 2)\n",
        "\n",
        "# Save the annotated image\n",
        "cv2.imwrite('/content/drive/MyDrive/dataset/annotated_image1.jpg', image)\n",
        "\n",
        "# Display the annotated image using cv2_imshow\n",
        "from google.colab.patches import cv2_imshow\n",
        "cv2_imshow(image)\n",
        "cv2.waitKey(0)\n",
        "cv2.destroyAllWindows()\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "8O1hVm38_h-H",
        "outputId": "edc68c8f-15aa-4e72-b2b4-026169ed748c"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "image 1/1 /content/drive/MyDrive/dataset/test/images/00033Left_png.rf.a1105e3755b8600a033404366d26d34f.jpg: 640x640 3 rockss, 590.7ms\n",
            "Speed: 19.2ms preprocess, 590.7ms inference, 2.2ms postprocess per image at shape (1, 3, 640, 640)\n",
            "ultralytics.engine.results.Results object with attributes:\n",
            "\n",
            "boxes: ultralytics.engine.results.Boxes object\n",
            "keypoints: None\n",
            "masks: None\n",
            "names: {0: 'rocks'}\n",
            "obb: None\n",
            "orig_img: array([[[ 97, 127, 154],\n",
            "        [ 97, 127, 154],\n",
            "        [ 97, 127, 154],\n",
            "        ...,\n",
            "        [111, 145, 175],\n",
            "        [111, 145, 175],\n",
            "        [111, 145, 175]],\n",
            "\n",
            "       [[ 97, 127, 154],\n",
            "        [ 97, 127, 154],\n",
            "        [ 97, 127, 154],\n",
            "        ...,\n",
            "        [111, 145, 175],\n",
            "        [111, 145, 175],\n",
            "        [111, 145, 175]],\n",
            "\n",
            "       [[ 97, 127, 154],\n",
            "        [ 97, 127, 154],\n",
            "        [ 97, 127, 154],\n",
            "        ...,\n",
            "        [111, 145, 175],\n",
            "        [111, 145, 175],\n",
            "        [111, 145, 175]],\n",
            "\n",
            "       ...,\n",
            "\n",
            "       [[ 54,  72, 125],\n",
            "        [ 51,  69, 122],\n",
            "        [ 54,  72, 125],\n",
            "        ...,\n",
            "        [ 64,  80, 127],\n",
            "        [ 65,  81, 128],\n",
            "        [ 65,  81, 128]],\n",
            "\n",
            "       [[ 58,  75, 131],\n",
            "        [ 52,  69, 125],\n",
            "        [ 52,  70, 123],\n",
            "        ...,\n",
            "        [ 65,  81, 124],\n",
            "        [ 69,  82, 126],\n",
            "        [ 69,  82, 126]],\n",
            "\n",
            "       [[ 58,  75, 131],\n",
            "        [ 51,  68, 124],\n",
            "        [ 49,  67, 120],\n",
            "        ...,\n",
            "        [ 61,  75, 117],\n",
            "        [ 67,  79, 121],\n",
            "        [ 68,  80, 122]]], dtype=uint8)\n",
            "orig_shape: (640, 640)\n",
            "path: '/content/drive/MyDrive/dataset/test/images/00033Left_png.rf.a1105e3755b8600a033404366d26d34f.jpg'\n",
            "probs: None\n",
            "save_dir: 'runs/detect/train2'\n",
            "speed: {'preprocess': 19.204378128051758, 'inference': 590.6968116760254, 'postprocess': 2.2029876708984375}\n",
            "L1 = VERY CLOSE\n",
            "(459, 408)\n",
            "L1 = VERY CLOSE\n",
            "(143, 486)\n",
            "L4 = FAR AWAY\n",
            "(589, 601)\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<PIL.Image.Image image mode=RGB size=640x640>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "import numpy as np\n",
        "import cv2\n",
        "import OpenEXR\n",
        "import Imath\n",
        "from ultralytics import YOLO\n",
        "\n",
        "# Function to read .exr depth file\n",
        "def read_exr_depth(file_path):\n",
        "    file = OpenEXR.InputFile(file_path)\n",
        "    dw = file.header()['dataWindow']\n",
        "    size = (dw.max.x - dw.min.x + 1, dw.max.y - dw.min.y + 1)\n",
        "    pt = Imath.PixelType(Imath.PixelType.FLOAT)\n",
        "    (R, G, B) = [np.frombuffer(file.channel(c, pt), dtype=np.float32) for c in \"RGB\"]\n",
        "    R.shape = size\n",
        "    G.shape = size\n",
        "    B.shape = size\n",
        "    return R, G, B\n",
        "\n",
        "# Function to get depth values within the bounding box\n",
        "def get_bbox_depth(R, bbox):\n",
        "    xmin, ymin, xmax, ymax = map(int, bbox)\n",
        "    return R[ymin:ymax, xmin:xmax]\n",
        "\n",
        "# Function to calculate the centroid of a bounding box\n",
        "def get_centroid(bbox):\n",
        "    x_center = (bbox[0] + bbox[2]) / 2\n",
        "    y_center = (bbox[1] + bbox[3]) / 2\n",
        "    return int(x_center), int(y_center)\n",
        "\n",
        "# Function to classify relative depth\n",
        "def classify_relative_depth(relative_depth):\n",
        "    if relative_depth < 0.25:\n",
        "        return \"L1 = VERY CLOSE\"\n",
        "    elif relative_depth < 0.5:\n",
        "        return \"L2 = CLOSE\"\n",
        "    elif relative_depth < 0.75:\n",
        "        return \"L3 = SAFE DISTANCE\"\n",
        "    else:\n",
        "        return \"L4 = FAR AWAY\"\n",
        "\n",
        "\n",
        "\n",
        "# Perform detection on the test image\n",
        "image_path = '/content/drive/MyDrive/dataset/test/images/00033Left_png.rf.a1105e3755b8600a033404366d26d34f.jpg'\n",
        "depth_file_path = '/content/00033Left.exr'\n",
        "results = model(image_path)\n",
        "\n",
        "# Read the corresponding .exr depth file\n",
        "R, G, B = read_exr_depth(depth_file_path)\n",
        "\n",
        "# Load the RGB image for annotation\n",
        "image = cv2.imread(image_path)\n",
        "\n",
        "# Assuming only one result\n",
        "result = results[0]\n",
        "print(result)\n",
        "if hasattr(result, 'boxes'):\n",
        "    for box in result.boxes.xyxy:\n",
        "        bbox = box[:4].tolist()  # [xmin, ymin, xmax, ymax]\n",
        "        bbox_depths = get_bbox_depth(R, bbox)\n",
        "        avg_depth = np.mean(bbox_depths)\n",
        "\n",
        "        # Calculate relative depth\n",
        "        min_depth = np.min(R)\n",
        "        max_depth = np.max(R)\n",
        "        relative_depth = (avg_depth - min_depth) / (max_depth - min_depth)\n",
        "\n",
        "        # Classify relative depth\n",
        "        depth_level = classify_relative_depth(relative_depth)\n",
        "        print(depth_level)\n",
        "        # Calculate centroid\n",
        "        centroid = get_centroid(bbox)\n",
        "        print(centroid)\n",
        "\n",
        "        # Annotate the image\n",
        "        cv2.rectangle(image, (int(bbox[0]), int(bbox[1])), (int(bbox[2]), int(bbox[3])), (0, 255, 0), 2)\n",
        "        cv2.circle(image, centroid, 5, (0, 0, 255), -1)\n",
        "        cv2.putText(image, depth_level, (int(bbox[0]), int(bbox[1]) - 10), cv2.FONT_HERSHEY_SIMPLEX, 0.5, (255, 0, 0), 2)\n",
        "\n",
        "# Save the annotated image\n",
        "cv2.imwrite('/content/drive/MyDrive/dataset/annotated_image.jpg', image)\n",
        "from google.colab.patches import cv2_imshow\n",
        "\n",
        "# ... (rest of your code remains the same)\n",
        "\n",
        "# Display the annotated image using cv2_imshow\n",
        "cv2_imshow(image)\n",
        "cv2.waitKey(0)\n",
        "cv2.destroyAllWindows()\n"
      ]
    }
  ],
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    "kernelspec": {
      "display_name": "Python 3",
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    "language_info": {
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