{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "# Explore Action Outliers in HDF5 Dataset\n",
        "\n",
        "This notebook helps investigate the problematic action data found in the rollout dataset.\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {},
      "outputs": [],
      "source": [
        "import h5py\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "HDF5_FILE = \"/home/arhanjain/projects/UWLab/rollout_datasets/cube_on_plate/cube_on_plate.hdf5\"\n",
        "# HDF5_FILE = \"/home/arhanjain/.cache/openpi/tri-ml-datasets-uw2/arhanjain/rollout_datasets/cube_on_plate_1k.hdf5\"\n",
        "THRESHOLD = 5.0  # Actions beyond this magnitude are considered outliers\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": []
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Load and Analyze All Demos\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Total demos: 1003\n",
            "\n",
            "Demos with outliers: 0 / 1003\n"
          ]
        }
      ],
      "source": [
        "demo_data = {}\n",
        "demo_has_outlier = []\n",
        "\n",
        "with h5py.File(HDF5_FILE, 'r') as f:\n",
        "    demo_keys = sorted([k for k in f['data'].keys() if k.startswith('demo_')], \n",
        "                       key=lambda x: int(x.split('_')[1]))\n",
        "    print(f'Total demos: {len(demo_keys)}')\n",
        "    \n",
        "    for demo_key in demo_keys:\n",
        "        demo = f[f'data/{demo_key}']\n",
        "        if 'action/droid_joint_pos_action' in demo:\n",
        "            actions = np.array(demo['action/droid_joint_pos_action'])\n",
        "            demo_data[demo_key] = {'actions': actions}\n",
        "            \n",
        "            # Check for outliers (first 7 dims, exclude gripper)\n",
        "            arm_actions = actions[:, :7]\n",
        "            outlier_mask = np.abs(arm_actions) > THRESHOLD\n",
        "            \n",
        "            if np.any(outlier_mask):\n",
        "                outlier_indices = np.where(np.any(outlier_mask, axis=1))[0]\n",
        "                demo_has_outlier.append({\n",
        "                    'demo': demo_key,\n",
        "                    'n_timesteps_affected': len(outlier_indices),\n",
        "                    'total_timesteps': len(actions),\n",
        "                    'outlier_timesteps': outlier_indices.tolist(),\n",
        "                    'max_abs_value': np.max(np.abs(arm_actions[outlier_indices]))\n",
        "                })\n",
        "\n",
        "print(f\"\\nDemos with outliers: {len(demo_has_outlier)} / {len(demo_keys)}\")\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Demo           Bad TS   Total TS Outlier Positions                  Max |Value|\n",
            "--------------------------------------------------------------------------------\n",
            "demo_73             2         65 [63, 64]                                8490.8\n",
            "demo_170            5         94 [89, 90, 91, 92, 93]              1251793152.0\n",
            "demo_191            3        104 [101, 102, 103]                      1091040.8\n",
            "demo_213            3        116 [113, 114, 115]                        99825.8\n",
            "demo_219            4        120 [116, 117, 118, 119]                48139836.0\n",
            "demo_236            2         81 [79, 80]                               15761.4\n",
            "demo_237            3         60 [57, 58, 59]                           92090.1\n",
            "demo_264            2         69 [67, 68]                                4951.3\n",
            "demo_271            2        108 [106, 107]                               474.5\n",
            "demo_285            7        118 [111, 112, 113, 114, 115,...   14977512505344.0\n",
            "demo_297            2        102 [100, 101]                              6460.1\n",
            "demo_331            4         60 [56, 57, 58, 59]                     3392361.5\n",
            "demo_353            7         70 [63, 64, 65, 66, 67, 68, 69]   149868521717760.0\n",
            "demo_428            3        106 [103, 104, 105]                      1029703.0\n",
            "demo_444            1        113 [112]                                      6.7\n",
            "demo_455            5         78 [73, 74, 75, 76, 77]               398089984.0\n",
            "demo_498            2        105 [103, 104]                             19595.1\n",
            "demo_505           11         67 [54, 55, 56, 57, 58, 59, ...   65852847612248457216.0\n",
            "demo_530            3         73 [70, 71, 72]                          893039.3\n",
            "demo_597            2         54 [52, 53]                               10440.0\n",
            "demo_639            4         75 [71, 72, 73, 74]                     2081741.0\n",
            "demo_664            2         84 [82, 83]                                6164.8\n",
            "demo_697           10         85 [75, 76, 77, 78, 79, 80, ...   830526415962112000.0\n",
            "demo_726            2         58 [56, 57]                                7448.8\n",
            "demo_757            1         58 [57]                                      52.4\n",
            "demo_788            6         76 [70, 71, 72, 73, 74, 75]         79124267008.0\n",
            "demo_915            4         82 [78, 79, 80, 81]                    52604224.0\n",
            "demo_940            7         93 [86, 87, 88, 89, 90, 91, 92]   2002153766912.0\n",
            "demo_990            2         91 [89, 90]                                 433.8\n"
          ]
        }
      ],
      "source": [
        "print(f\"{'Demo':<12} {'Bad TS':>8} {'Total TS':>10} {'Outlier Positions':<30} {'Max |Value|':>15}\")\n",
        "print(\"-\" * 80)\n",
        "for info in demo_has_outlier:\n",
        "    positions = str(info['outlier_timesteps'])\n",
        "    if len(positions) > 28:\n",
        "        positions = positions[:25] + '...'\n",
        "    print(f\"{info['demo']:<12} {info['n_timesteps_affected']:>8} {info['total_timesteps']:>10} {positions:<30} {info['max_abs_value']:>15.1f}\")\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Check if Outliers are Always at Last Timestep\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Outliers at first timestep: 0 demos\n",
            "Outliers at last timestep: 28 demos\n",
            "\n",
            "Conclusion: Mixed positions\n"
          ]
        }
      ],
      "source": [
        "first_ts_outliers = sum(1 for d in demo_has_outlier if 0 in d['outlier_timesteps'])\n",
        "last_ts_outliers = sum(1 for d in demo_has_outlier if d['total_timesteps']-1 in d['outlier_timesteps'])\n",
        "\n",
        "print(f\"Outliers at first timestep: {first_ts_outliers} demos\")\n",
        "print(f\"Outliers at last timestep: {last_ts_outliers} demos\")\n",
        "print(f\"\\nConclusion: {'All outliers are at the last timestep!' if last_ts_outliers == len(demo_has_outlier) else 'Mixed positions'}\")\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Visualize a Specific Problematic Demo\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Inspecting: demo_73\n"
          ]
        }
      ],
      "source": [
        "# Pick the first problematic demo to visualize\n",
        "if demo_has_outlier:\n",
        "    demo_to_inspect = demo_has_outlier[0]['demo']\n",
        "else:\n",
        "    demo_to_inspect = list(demo_data.keys())[0]\n",
        "\n",
        "print(f\"Inspecting: {demo_to_inspect}\")\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {},
      "outputs": [
        {
          "data": {
            "image/png": "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",
            "text/plain": [
              "<Figure size 1600x800 with 8 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "actions = demo_data[demo_to_inspect]['actions']\n",
        "fig, axes = plt.subplots(2, 4, figsize=(16, 8))\n",
        "axes = axes.flatten()\n",
        "\n",
        "for i in range(min(8, actions.shape[1])):\n",
        "    ax = axes[i]\n",
        "    ax.plot(actions[:, i], label=f'Dim {i}')\n",
        "    ax.axhline(y=THRESHOLD, color='r', linestyle='--', alpha=0.5)\n",
        "    ax.axhline(y=-THRESHOLD, color='r', linestyle='--', alpha=0.5)\n",
        "    ax.set_title(f'Action Dim {i}')\n",
        "    ax.set_xlabel('Timestep')\n",
        "    ax.set_ylabel('Value')\n",
        "    ax.grid(True, alpha=0.3)\n",
        "\n",
        "\n",
        "plt.suptitle(f'{demo_to_inspect} - Action Trajectories', fontsize=14)\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "=== DRY RUN ===\n",
            "demo_73: Truncating at timestep 63 (removing 2/65)\n",
            "demo_170: Truncating at timestep 89 (removing 5/94)\n",
            "demo_191: Truncating at timestep 101 (removing 3/104)\n",
            "demo_213: Truncating at timestep 113 (removing 3/116)\n",
            "demo_219: Truncating at timestep 116 (removing 4/120)\n",
            "demo_236: Truncating at timestep 79 (removing 2/81)\n",
            "demo_237: Truncating at timestep 57 (removing 3/60)\n",
            "demo_264: Truncating at timestep 67 (removing 2/69)\n",
            "demo_271: Truncating at timestep 106 (removing 2/108)\n",
            "demo_285: Truncating at timestep 111 (removing 7/118)\n",
            "demo_297: Truncating at timestep 100 (removing 2/102)\n",
            "demo_331: Truncating at timestep 56 (removing 4/60)\n",
            "demo_353: Truncating at timestep 63 (removing 7/70)\n",
            "demo_428: Truncating at timestep 103 (removing 3/106)\n",
            "demo_444: Truncating at timestep 112 (removing 1/113)\n",
            "demo_455: Truncating at timestep 73 (removing 5/78)\n",
            "demo_498: Truncating at timestep 103 (removing 2/105)\n",
            "demo_505: Truncating at timestep 54 (removing 13/67)\n",
            "demo_530: Truncating at timestep 70 (removing 3/73)\n",
            "demo_597: Truncating at timestep 52 (removing 2/54)\n",
            "demo_639: Truncating at timestep 71 (removing 4/75)\n",
            "demo_664: Truncating at timestep 82 (removing 2/84)\n",
            "demo_697: Truncating at timestep 75 (removing 10/85)\n",
            "demo_726: Truncating at timestep 56 (removing 2/58)\n",
            "demo_757: Truncating at timestep 57 (removing 1/58)\n",
            "demo_788: Truncating at timestep 70 (removing 6/76)\n",
            "demo_915: Truncating at timestep 78 (removing 4/82)\n",
            "demo_940: Truncating at timestep 86 (removing 7/93)\n",
            "demo_990: Truncating at timestep 89 (removing 2/91)\n",
            "\n",
            "[DRY RUN] Would truncate 29 demos and delete 0 demos\n"
          ]
        }
      ],
      "source": [
        "## Remove All Outliers In-Place\n",
        "\n",
        "def remove_outliers_inplace(hdf5_path, threshold=5.0, dry_run=True):\n",
        "    \"\"\"\n",
        "    Remove demos with outlier actions or NaN values from the HDF5 file.\n",
        "    Truncates at the first outlier timestep, or deletes the entire demo if outliers are too early.\n",
        "    \n",
        "    Args:\n",
        "        hdf5_path: Path to the HDF5 file\n",
        "        threshold: Action values beyond this magnitude are considered outliers\n",
        "        dry_run: If True, only print what would be done without modifying the file\n",
        "    \"\"\"\n",
        "    mode = 'r' if dry_run else 'r+'\n",
        "    \n",
        "    with h5py.File(hdf5_path, mode) as f:\n",
        "        demo_keys = sorted([k for k in f['data'].keys() if k.startswith('demo_')], \n",
        "                          key=lambda x: int(x.split('_')[1]))\n",
        "        \n",
        "        truncated_count = 0\n",
        "        deleted_count = 0\n",
        "        \n",
        "        for demo_key in demo_keys:\n",
        "            demo = f[f'data/{demo_key}']\n",
        "            \n",
        "            if 'action/droid_joint_pos_action' not in demo:\n",
        "                continue\n",
        "                \n",
        "            actions = np.array(demo['action/droid_joint_pos_action'])\n",
        "            arm_actions = actions[:, :7]\n",
        "            \n",
        "            # Find outlier or NaN timesteps\n",
        "            outlier_mask = np.any(np.abs(arm_actions) > threshold, axis=1)\n",
        "            nan_mask = np.any(np.isnan(actions), axis=1)\n",
        "            bad_mask = outlier_mask | nan_mask\n",
        "            \n",
        "            if not np.any(bad_mask):\n",
        "                continue\n",
        "            \n",
        "            # Find the first bad timestep\n",
        "            first_bad_idx = np.where(bad_mask)[0][0]\n",
        "            \n",
        "            # If bad data starts too early (< 10 timesteps), delete the whole demo\n",
        "            if first_bad_idx < 10:\n",
        "                print(f\"{demo_key}: DELETING (bad data at timestep {first_bad_idx}, too early)\")\n",
        "                deleted_count += 1\n",
        "                if not dry_run:\n",
        "                    del f[f'data/{demo_key}']\n",
        "                continue\n",
        "            \n",
        "            # Otherwise truncate at the first bad timestep\n",
        "            n_to_remove = len(actions) - first_bad_idx\n",
        "            print(f\"{demo_key}: Truncating at timestep {first_bad_idx} (removing {n_to_remove}/{len(actions)})\")\n",
        "            truncated_count += 1\n",
        "            \n",
        "            if not dry_run:\n",
        "                # Get all dataset keys that need truncation\n",
        "                def get_all_datasets(group, prefix=''):\n",
        "                    datasets = []\n",
        "                    for key in group.keys():\n",
        "                        path = f\"{prefix}/{key}\" if prefix else key\n",
        "                        if isinstance(group[key], h5py.Dataset):\n",
        "                            datasets.append(path)\n",
        "                        elif isinstance(group[key], h5py.Group):\n",
        "                            datasets.extend(get_all_datasets(group[key], path))\n",
        "                    return datasets\n",
        "                \n",
        "                dataset_paths = get_all_datasets(demo)\n",
        "                \n",
        "                for ds_path in dataset_paths:\n",
        "                    dataset = demo[ds_path]\n",
        "                    old_shape = dataset.shape\n",
        "                    \n",
        "                    # Truncate datasets that match action length or action length + 1 (for states)\n",
        "                    if old_shape[0] == len(actions) or old_shape[0] == len(actions) + 1:\n",
        "                        truncate_len = first_bad_idx if old_shape[0] == len(actions) else first_bad_idx + 1\n",
        "                        truncated_data = dataset[:truncate_len]\n",
        "                        del demo[ds_path]\n",
        "                        demo.create_dataset(ds_path, data=truncated_data)\n",
        "        \n",
        "        action = '[DRY RUN] Would' if dry_run else 'Successfully'\n",
        "        print(f\"\\n{action} truncate {truncated_count} demos and delete {deleted_count} demos\")\n",
        "\n",
        "# First do a dry run to see what would happen\n",
        "print(\"=== DRY RUN ===\")\n",
        "remove_outliers_inplace(HDF5_FILE, THRESHOLD, dry_run=True)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "=== REMOVING OUTLIERS ===\n",
            "demo_73: Truncating at timestep 63 (removing 2/65)\n",
            "demo_170: Truncating at timestep 89 (removing 5/94)\n",
            "demo_191: Truncating at timestep 101 (removing 3/104)\n",
            "demo_213: Truncating at timestep 113 (removing 3/116)\n",
            "demo_219: Truncating at timestep 116 (removing 4/120)\n",
            "demo_236: Truncating at timestep 79 (removing 2/81)\n",
            "demo_237: Truncating at timestep 57 (removing 3/60)\n",
            "demo_264: Truncating at timestep 67 (removing 2/69)\n",
            "demo_271: Truncating at timestep 106 (removing 2/108)\n",
            "demo_285: Truncating at timestep 111 (removing 7/118)\n",
            "demo_297: Truncating at timestep 100 (removing 2/102)\n",
            "demo_331: Truncating at timestep 56 (removing 4/60)\n",
            "demo_353: Truncating at timestep 63 (removing 7/70)\n",
            "demo_428: Truncating at timestep 103 (removing 3/106)\n",
            "demo_444: Truncating at timestep 112 (removing 1/113)\n",
            "demo_455: Truncating at timestep 73 (removing 5/78)\n",
            "demo_498: Truncating at timestep 103 (removing 2/105)\n",
            "demo_505: Truncating at timestep 54 (removing 13/67)\n",
            "demo_530: Truncating at timestep 70 (removing 3/73)\n",
            "demo_597: Truncating at timestep 52 (removing 2/54)\n",
            "demo_639: Truncating at timestep 71 (removing 4/75)\n",
            "demo_664: Truncating at timestep 82 (removing 2/84)\n",
            "demo_697: Truncating at timestep 75 (removing 10/85)\n",
            "demo_726: Truncating at timestep 56 (removing 2/58)\n",
            "demo_757: Truncating at timestep 57 (removing 1/58)\n",
            "demo_788: Truncating at timestep 70 (removing 6/76)\n",
            "demo_915: Truncating at timestep 78 (removing 4/82)\n",
            "demo_940: Truncating at timestep 86 (removing 7/93)\n",
            "demo_990: Truncating at timestep 89 (removing 2/91)\n",
            "\n",
            "Successfully truncate 29 demos and delete 0 demos\n",
            "\n",
            "Done! Outliers have been removed from the HDF5 file.\n"
          ]
        }
      ],
      "source": [
        "# ⚠️ ACTUALLY REMOVE OUTLIERS - Run this cell to modify the file!\n",
        "print(\"=== REMOVING OUTLIERS ===\")\n",
        "remove_outliers_inplace(HDF5_FILE, THRESHOLD, dry_run=False)\n",
        "print(\"\\nDone! Outliers have been removed from the HDF5 file.\")\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "=== VERIFICATION ===\n",
            "Total demos remaining: 1003\n",
            "Demos with outliers (|action| > 5.0): 0\n",
            "Demos with NaN: 0\n",
            "\n",
            "✅ All clean!\n"
          ]
        }
      ],
      "source": [
        "# Verify outliers are gone - re-check the file\n",
        "print(\"=== VERIFICATION ===\")\n",
        "outlier_count = 0\n",
        "nan_count = 0\n",
        "\n",
        "with h5py.File(HDF5_FILE, 'r') as f:\n",
        "    demo_keys = [k for k in f['data'].keys() if k.startswith('demo_')]\n",
        "    print(f\"Total demos remaining: {len(demo_keys)}\")\n",
        "    \n",
        "    for demo_key in demo_keys:\n",
        "        demo = f[f'data/{demo_key}']\n",
        "        if 'action/droid_joint_pos_action' in demo:\n",
        "            actions = np.array(demo['action/droid_joint_pos_action'])\n",
        "            if np.any(np.abs(actions[:, :7]) > THRESHOLD):\n",
        "                outlier_count += 1\n",
        "            if np.any(np.isnan(actions)):\n",
        "                nan_count += 1\n",
        "\n",
        "print(f\"Demos with outliers (|action| > {THRESHOLD}): {outlier_count}\")\n",
        "print(f\"Demos with NaN: {nan_count}\")\n",
        "print(f\"\\n{'✅ All clean!' if outlier_count == 0 and nan_count == 0 else '❌ Still has issues!'}\")\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": [
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {},
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Loading video from demo_51...\n"
          ]
        }
      ],
      "source": [
        "def load_demo_video(hdf5_file, demo_key, image_key='obs/vision/exterior_image_1_left'):\n",
        "    \"\"\"Load video frames from a demo.\"\"\"\n",
        "    with h5py.File(hdf5_file, 'r') as f:\n",
        "        demo = f[f'data/{demo_key}']\n",
        "        if image_key in demo:\n",
        "            frames = np.array(demo[image_key])\n",
        "            return frames\n",
        "        else:\n",
        "            # Try to find any image key\n",
        "            for key in demo.keys():\n",
        "                if 'image' in key.lower():\n",
        "                    print(f\"Found image key: {key}\")\n",
        "            return None\n",
        "\n",
        "# Load video from a problematic demo\n",
        "if demo_has_outlier:\n",
        "    demo_key = demo_has_outlier[0]['demo']\n",
        "else:\n",
        "    demo_key = 'demo_0'\n",
        "\n",
        "print(f\"Loading video from {demo_key}...\")\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {},
      "outputs": [
        {
          "data": {
            "text/html": [
              "<table class=\"show_videos\" style=\"border-spacing:0px;\"><tr><td style=\"padding:1px;\"><video controls width=\"1280\" height=\"720\" style=\"object-fit:cover;\" loop autoplay muted>\n",
              "      <source src=\"data:video/mp4;base64,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\" type=\"video/mp4\"/>\n",
              "      This browser does not support the video tag.\n",
              "      </video></td></tr></table>"
            ],
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Try different possible image keys\n",
        "# possible_keys = [\n",
        "#     'obs/vision/exterior_image_1_left',\n",
        "#     'obs/exterior_image_1_left', \n",
        "#     'obs/image',\n",
        "#     'obs/agentview_rgb',\n",
        "#     'obs/wrist_image_left',\n",
        "# ]\n",
        "\n",
        "frames = []\n",
        "with h5py.File(HDF5_FILE, 'r') as f:\n",
        "    # demo = f[f'data/demo_21']\n",
        "    demo = f[f'data/{demo_to_inspect}']\n",
        "    frames = demo['obs/vision/external_camera'][()]\n",
        "import mediapy as media\n",
        "media.show_video(frames, fps=10)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {},
      "outputs": [],
      "source": [
        "# Display the video\n",
        "if frames is not None:\n",
        "    # Normalize if needed\n",
        "    if frames.dtype == np.uint8:\n",
        "        video = frames\n",
        "    else:\n",
        "        video = (frames * 255).astype(np.uint8) if frames.max() <= 1.0 else frames.astype(np.uint8)\n",
        "    \n",
        "    print(f\"Playing video: {video.shape}\")\n",
        "    media.show_video(video, fps=10, title=f\"{demo_key} video\")\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {},
      "outputs": [],
      "source": []
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": ".venv",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.11.14"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 2
}
