{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "udlwdep9gm",
   "metadata": {},
   "source": [
    "# LeRobot Data: Download, Convert, Train, and Evaluate\n",
    "\n",
    "This notebook walks through the full workflow for using [LeRobot](https://github.com/huggingface/lerobot) datasets with VLA Foundry: downloading a dataset from HuggingFace Hub, converting it to WebDataset format, training a diffusion policy model, and running inference. We set the training scale to a small number to make the tutorial but this is not enough to get a meaningful policy. The user is welcome to modify the tutorial as they see fit.\n",
    "\n",
    "We use `lerobot/pusht` as the running example throughout this tutorial. PushT is a simple 2D pushing task that makes a great starting point."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "qo9x6aplrsj",
   "metadata": {},
   "source": [
    "## Prerequisites\n",
    "\n",
    "- Python 3.12+ with VLA Foundry installed via `uv`\n",
    "- The **`Python (vla_foundry)`** Jupyter kernel — install it once from the repo root:\n",
    "  ```bash\n",
    "  bash tutorials/install_kernel.sh\n",
    "  ```\n",
    "  This syncs dependencies (preprocessing, gym-pusht, etc.) and registers the kernel.\n",
    "- Restart your notebook kernel after installing the vla_foundry kernel.\n",
    "- For training, a machine with one or more GPUs\n",
    "- (Optional) AWS credentials configured if you want to read/write data on S3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "3ezsf6xwp6i",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:20.488499Z",
     "iopub.status.busy": "2026-03-25T21:00:20.487866Z",
     "iopub.status.idle": "2026-03-25T21:00:20.495692Z",
     "shell.execute_reply": "2026-03-25T21:00:20.494608Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Working directory: /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "import subprocess\n",
    "\n",
    "os.environ[\"CUDA_VISIBLE_DEVICES\"] = \"0\"\n",
    "\n",
    "# Change to the repo root (works regardless of where the notebook is opened from)\n",
    "repo_root = subprocess.check_output([\"git\", \"rev-parse\", \"--show-toplevel\"], text=True).strip()\n",
    "os.chdir(repo_root)\n",
    "print(f\"Working directory: {os.getcwd()}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "uwpnxdkjm3d",
   "metadata": {},
   "source": [
    "**Stop here.** Switch to the **\"Python (vla_foundry)\"** kernel in your notebook UI (Kernel → Change Kernel) and restart it before running the cells below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "fe80f699",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "169zui94qoi",
   "metadata": {},
   "source": [
    "## 1. Download a LeRobot Dataset\n",
    "\n",
    "### Browsing Available Datasets\n",
    "\n",
    "LeRobot datasets are hosted on HuggingFace Hub. You can browse them at:\n",
    "- [https://huggingface.co/lerobot](https://huggingface.co/lerobot)\n",
    "\n",
    "Some well-known datasets include:\n",
    "- `lerobot/pusht` -- Push-T task (2D)\n",
    "- `lerobot/aloha_sim_transfer_cube_human` -- ALOHA bimanual cube transfer (simulation)\n",
    "- `lerobot/aloha_sim_insertion_human` -- ALOHA peg insertion (simulation)\n",
    "- `lerobot/xarm_lift_medium_replay` -- xArm lift task\n",
    "\n",
    "### Downloading with huggingface-cli\n",
    "\n",
    "> **Important -- Use `--revision v2.0`.** The default version on HuggingFace is now v3.0, which uses a different directory layout that the converter does not support yet. Always specify `--revision v2.0` when downloading datasets for use with VLA Foundry."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "xcwzdxp84oh",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:21.030419Z",
     "iopub.status.busy": "2026-03-25T21:00:21.029815Z",
     "iopub.status.idle": "2026-03-25T21:00:22.591482Z",
     "shell.execute_reply": "2026-03-25T21:00:22.589543Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fetching 418 files: 100%|████████████████████| 418/418 [00:00<00:00, 598.69it/s]\n",
      "/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/lerobot/pusht\n"
     ]
    }
   ],
   "source": [
    "!huggingface-cli download lerobot/pusht \\\n",
    "  --repo-type dataset \\\n",
    "  --revision v2.0 \\\n",
    "  --local-dir ./tutorials/data/lerobot/pusht"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ymjfu6o8uto",
   "metadata": {},
   "source": [
    "### LeRobot Data Format (v2.0)\n",
    "\n",
    "After downloading, the dataset directory has this structure (v2.0 format):\n",
    "\n",
    "```\n",
    "pusht/\n",
    "  meta/\n",
    "    info.json              # Dataset metadata (fps, features, shapes, etc.)\n",
    "    episodes.jsonl         # Per-episode metadata (length, task, index)\n",
    "    tasks.jsonl            # Task descriptions (language instructions)\n",
    "  data/\n",
    "    chunk-000/\n",
    "      episode_000000.parquet   # Episode data (states, actions)\n",
    "      episode_000001.parquet\n",
    "      ...\n",
    "  videos/                  # (Optional) Video files for camera observations\n",
    "    chunk-000/\n",
    "      observation.image/\n",
    "        episode_000000.mp4\n",
    "        ...\n",
    "```\n",
    "\n",
    "Key files:\n",
    "- **`meta/info.json`**: Contains the dataset FPS, feature names, data shapes, and number of episodes\n",
    "- **`meta/episodes.jsonl`**: One JSON object per line, each describing an episode\n",
    "- **`data/chunk-XXXX/episode_XXXXXX.parquet`**: Parquet files containing observation and action data\n",
    "- **`videos/`**: (Optional) Video files organized by camera name and chunk"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "pilpmtfemkf",
   "metadata": {},
   "source": [
    "## 2. Convert to WebDataset Format\n",
    "\n",
    "VLA Foundry uses WebDataset tar shards for training. The conversion script handles LeRobot datasets with `--type lerobot`.\n",
    "\n",
    "### Inspecting Your Dataset\n",
    "\n",
    "Before running preprocessing, inspect the dataset to discover the correct column names for observations, actions, and images. Column names vary between datasets, so always check before proceeding."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "wi3xkjpr52s",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:22.596695Z",
     "iopub.status.busy": "2026-03-25T21:00:22.596166Z",
     "iopub.status.idle": "2026-03-25T21:00:23.729619Z",
     "shell.execute_reply": "2026-03-25T21:00:23.728607Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Columns: ['observation.state', 'action', 'episode_index', 'frame_index', 'timestamp', 'next.reward', 'next.done', 'next.success', 'index', 'task_index']\n",
      "\n",
      "First few rows:\n"
     ]
    },
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>observation.state</th>\n",
       "      <th>action</th>\n",
       "      <th>episode_index</th>\n",
       "      <th>frame_index</th>\n",
       "      <th>timestamp</th>\n",
       "      <th>next.reward</th>\n",
       "      <th>next.done</th>\n",
       "      <th>next.success</th>\n",
       "      <th>index</th>\n",
       "      <th>task_index</th>\n",
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       "      <td>[228.42017, 84.27986]</td>\n",
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       "      <td>False</td>\n",
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       "       observation.state         action  episode_index  frame_index  \\\n",
       "0          [222.0, 97.0]  [233.0, 71.0]              0            0   \n",
       "1   [225.2524, 89.31253]  [229.0, 83.0]              0            1   \n",
       "2  [227.59233, 84.53438]  [229.0, 86.0]              0            2   \n",
       "3  [228.42017, 84.27986]  [230.0, 86.0]              0            3   \n",
       "4   [229.04222, 84.9571]  [239.0, 89.0]              0            4   \n",
       "\n",
       "   timestamp  next.reward  next.done  next.success  index  task_index  \n",
       "0        0.0     0.190297      False         False      0           0  \n",
       "1        0.1     0.190297      False         False      1           0  \n",
       "2        0.2     0.190297      False         False      2           0  \n",
       "3        0.3     0.190297      False         False      3           0  \n",
       "4        0.4     0.190297      False         False      4           0  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "df = pd.read_parquet(\"./tutorials/data/lerobot/pusht/data/chunk-000/episode_000000.parquet\")\n",
    "print(\"Columns:\", df.columns.tolist())\n",
    "print(\"\\nFirst few rows:\")\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "pv643o9srw",
   "metadata": {},
   "source": [
    "**For video-based datasets** (like `pusht`), image/camera columns will **not** appear in the parquet file. Instead, camera names come from the subdirectories under `videos/`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "pq2zelgogy9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:23.732039Z",
     "iopub.status.busy": "2026-03-25T21:00:23.731900Z",
     "iopub.status.idle": "2026-03-25T21:00:23.735670Z",
     "shell.execute_reply": "2026-03-25T21:00:23.734851Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Camera names: ['observation.image']\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "\n",
    "# For video-based datasets, camera names come from the videos/ directory\n",
    "video_dirs = os.listdir(\"./tutorials/data/lerobot/pusht/videos/chunk-000/\")\n",
    "print(\"Camera names:\", video_dirs)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "30vn7cdtuzs",
   "metadata": {},
   "source": [
    "### Basic Conversion (Local)\n",
    "\n",
    "This example is adapted from `examples/preprocessing/preprocess_robotics_data_lerobot.sh`.\n",
    "\n",
    "Arguments that accept lists use Python list literal syntax as a string (e.g., `\"['observation.state']\"`).\n",
    "\n",
    "### Key Arguments\n",
    "\n",
    "| Argument | Description |\n",
    "|---|---|\n",
    "| `--type \"lerobot\"` | Selects the LeRobot converter |\n",
    "| `--source_episodes` | List of paths to LeRobot dataset root directories (local or S3) |\n",
    "| `--output_dir` | Where to write the converted WebDataset shards (local or S3) |\n",
    "| `--camera_names` | List of camera/image names (e.g., `observation.image`) |\n",
    "| `--observation_keys` | List of observation column names to include (e.g., `observation.state`) |\n",
    "| `--action_keys` | List of action column names (e.g., `action` or `actions`) |\n",
    "| `--config_path` | Path to a YAML file with windowing/preprocessing parameters |\n",
    "| `--samples_per_shard` | Number of training samples per tar shard (default: 128) |\n",
    "\n",
    "The preprocessing config at `vla_foundry/config_presets/data/robotics_preprocessing_params_1past_14future.yaml` defines the temporal windowing: each training sample contains 1 past + 14 future low-dimensional steps (states/actions) with 2 images (at timesteps -1 and 0 relative to the anchor)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b056v2jnkba",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:23.737711Z",
     "iopub.status.busy": "2026-03-25T21:00:23.737586Z",
     "iopub.status.idle": "2026-03-25T21:00:23.741595Z",
     "shell.execute_reply": "2026-03-25T21:00:23.740716Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2026-03-27 00:39:31,945\tINFO worker.py:2004 -- Started a local Ray instance. View the dashboard at \u001b[1m\u001b[32mhttp://127.0.0.1:8265 \u001b[39m\u001b[22m\n",
      "2026-03-27 00:39:31,951\tWARNING working_dir.py:86 -- Directory '.git' is now ignored by default when packaging the working directory. To disable this behavior, set the `RAY_OVERRIDE_RUNTIME_ENV_DEFAULT_EXCLUDES=''` environment variable.\n",
      "2026-03-27 00:39:31,953\tWARNING working_dir.py:86 -- Directory '.venv' is now ignored by default when packaging the working directory. To disable this behavior, set the `RAY_OVERRIDE_RUNTIME_ENV_DEFAULT_EXCLUDES=''` environment variable.\n",
      "2026-03-27 00:39:31,974\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.gitignore')]\n",
      "2026-03-27 00:39:32,023\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.ruff_cache/.gitignore')]\n",
      "2026-03-27 00:39:32,024\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.venv/.gitignore')]\n",
      "2026-03-27 00:39:32,025\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.pytest_cache/.gitignore')]\n",
      "2026-03-27 00:39:32,165\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/packages/libero-wrapper/.gitignore')]\n",
      "2026-03-27 00:39:32,356\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/vla_foundry/tri/lbm_eval/eval_campaigns/.gitignore')]\n",
      "2026-03-27 00:39:32,993\tINFO packaging.py:691 -- Creating a file package for local module '/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial'.\n",
      "2026-03-27 00:39:32,994\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.gitignore')]\n",
      "2026-03-27 00:39:33,015\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.ruff_cache/.gitignore')]\n",
      "2026-03-27 00:39:33,016\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.venv/.gitignore')]\n",
      "2026-03-27 00:39:33,017\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.pytest_cache/.gitignore')]\n",
      "2026-03-27 00:39:33,188\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/packages/libero-wrapper/.gitignore')]\n",
      "2026-03-27 00:39:33,423\tINFO packaging.py:392 -- Ignoring upload to cluster for these files: [PosixPath('/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/vla_foundry/tri/lbm_eval/eval_campaigns/.gitignore')]\n",
      "2026-03-27 00:39:34,111\tWARNING packaging.py:516 -- File /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tests/essential/test_assets/small_lbm_dataset/stats.json is very large (16.06MiB). Consider adding this file to the 'excludes' list to skip uploading it: `ray.init(..., runtime_env={'excludes': ['/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tests/essential/test_assets/small_lbm_dataset/stats.json']})`\n",
      "2026-03-27 00:39:34,268\tINFO packaging.py:463 -- Pushing file package 'gcs://_ray_pkg_91aa62442888aacf.zip' (78.57MiB) to Ray cluster...\n",
      "2026-03-27 00:39:34,758\tINFO packaging.py:476 -- Successfully pushed file package 'gcs://_ray_pkg_91aa62442888aacf.zip'.\n",
      "/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.venv/lib/python3.12/site-packages/ray/_private/worker.py:2052: FutureWarning: Tip: In future versions of Ray, Ray will no longer override accelerator visible devices env var if num_gpus=0 or num_gpus=None (default). To enable this behavior and turn off this error message, set RAY_ACCEL_ENV_VAR_OVERRIDE_ON_ZERO=0\n",
      "  warnings.warn(\n",
      "Started new local Ray cluster with num_cpus=None\n",
      "Detected FPS from global setting: 10.0\n",
      "Building episode lookup dict from 1 chunks...\n",
      "\u001b[33m(raylet)\u001b[0m \u001b[1m\u001b[33mwarning\u001b[39m\u001b[0m\u001b[1m:\u001b[0m \u001b[1m`VIRTUAL_ENV=/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.venv` does not match the project environment path `.venv` and will be ignored; use `--active` to target the active environment instead\u001b[0m\n",
      "\u001b[33m(raylet)\u001b[0m Using CPython \u001b[36m3.12.12\u001b[39m\u001b[36m\u001b[39m\n",
      "\u001b[33m(raylet)\u001b[0m Creating virtual environment at: \u001b[36m.venv\u001b[39m\n",
      "\u001b[33m(raylet)\u001b[0m    \u001b[36m\u001b[1mBuilding\u001b[0m\u001b[39m vla-foundry\u001b[2m @ file:///tmp/ray/session_2026-03-27_00-39-27_396037_2754594/runtime_resources/working_dir_files/_ray_pkg_91aa62442888aacf\u001b[0m\n",
      "\u001b[33m(raylet)\u001b[0m \u001b[2mInstalled \u001b[1m164 packages\u001b[0m \u001b[2min 254ms\u001b[0m\u001b[0m\n",
      "Built episode lookup with 206 episodes\n",
      "Discovered cameras: ['observation.image']\n",
      "Discovered cameras: ['observation.image']\n",
      "Building video lookup dict from 1 chunks and 1 cameras...\n",
      "Built video lookup with 206 video files\n",
      "Loaded 206 episodes metadata\n",
      "🔍 Discovering episodes...\n",
      "Found 206 episodes\n",
      "🔍 Analyzing Python dependencies...\n",
      "📋 Found 11 critical dependency files\n",
      "⚠️  Found uncommitted changes to CRITICAL preprocessing code:\n",
      "    🔴 data\n",
      "🏷️  Creating git tag for reproducibility (critical changes detected)...\n",
      "✅ Created and pushed git tag: preprocessing_robotics-data_v20260327_003946\n",
      "📌 Use git tag 'preprocessing_robotics-data_v20260327_003946' to reproduce this exact code state\n",
      "🚀 Processing 206 episodes and uploading to S3...\n",
      "💻 CPU mode: Processing without point clouds\n",
      "\u001b[33m(raylet)\u001b[0m \u001b[1m\u001b[33mwarning\u001b[39m\u001b[0m\u001b[1m:\u001b[0m \u001b[1m`VIRTUAL_ENV=/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.venv` does not match the project environment path `.venv` and will be ignored; use `--active` to target the active environment instead\u001b[0m\u001b[32m [repeated 8x across cluster] (Ray deduplicates logs by default. Set RAY_DEDUP_LOGS=0 to disable log deduplication, or see https://docs.ray.io/en/master/ray-observability/user-guides/configure-logging.html#log-deduplication for more options.)\u001b[0m\n",
      "\u001b[33m(raylet)\u001b[0m       \u001b[32m\u001b[1mBuilt\u001b[0m\u001b[39m vla-foundry\u001b[2m @ file:///tmp/ray/session_2026-03-27_00-39-27_396037_2754594/runtime_resources/working_dir_files/_ray_pkg_91aa62442888aacf\u001b[0m\n",
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      "\u001b[36m(streaming_episode_worker pid=2758685)\u001b[0m Saved /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/frames/e59a7740-a042-5539-b0e2-ea84a9d0632b_episode_000172.parquet_frame_8.tar\n",
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      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761118)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2761789)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760327)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760788)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760788)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760788)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2761445)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2762017)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760193)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761172)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762280)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760193)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760193)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760193)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760193)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761172)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761172)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761172)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761172)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762280)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760175)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762280)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762535)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762280)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762280)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762280)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759723)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2762134)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759665)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760940)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761256)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759415)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760405)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760136)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2759776)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2759477)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2760896)\u001b[0m \n",
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      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "✅ Upload phase complete! Starting sharding phase...\n",
      "Creating 257 shards with up to 100 samples each\n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m \n",
      "\u001b[36m(create_shard pid=2759410)\u001b[0m Saved shard shard_000026.tar to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/shards/shard_000026.tar\n",
      "✅ Created 257 shards.\n",
      "Creating 206 episode shards\n",
      "\u001b[36m(create_episode_shard pid=2758685)\u001b[0m Saved episode shard episode_cdf7e77f-129b-5950-906e-10b97c5e97eb_episode_000056.parquet.tar to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/episodes/episode_cdf7e77f-129b-5950-906e-10b97c5e97eb_episode_000056.parquet.tar\n",
      "✅ Created 206 episode shards.\n",
      "Saved manifest.jsonl to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/episodes/manifest.jsonl\n",
      "Saved manifest.jsonl to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/shards/manifest.jsonl\n",
      "Saved stats.json to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/shards/stats.json\n",
      "Saved stats.json to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/episodes/stats.json\n",
      "Sample counts: {'total_potential_samples': 25650, 'still_samples_filtered': 0, 'padding_samples_filtered': 0}\n",
      "Saved processing_metadata.json to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/shards/processing_metadata.json\n",
      "Saved preprocessing_config.yaml to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/shards/preprocessing_config.yaml\n",
      "⚠️ Skipping fixed-path copy (only enabled for S3 -> S3): /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht -> s3://tri-ml-datasets-uw2/vla_foundry_datasets_fixed/716097bc-ce22-4427-9a98-b18b382d2e3e\n",
      "\u001b[36m(streaming_episode_worker pid=2761717)\u001b[0m Saved /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/frames/f8c55650-f24e-5724-98ad-a2b94e9c7e7c_episode_000070.parquet_frame_185.tar\u001b[32m [repeated 2201x across cluster]\u001b[0m\n",
      "\u001b[36m(create_shard pid=2762535)\u001b[0m Saved shard shard_000252.tar to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/shards/shard_000252.tar\u001b[32m [repeated 256x across cluster]\u001b[0m\n",
      "\u001b[36m(create_episode_shard pid=2763362)\u001b[0m Saved episode shard episode_cf5282bd-5e1f-5a0e-9999-e42413e35a46_episode_000129.parquet.tar to /media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/tutorials/data/preprocessed/pusht/episodes/episode_cf5282bd-5e1f-5a0e-9999-e42413e35a46_episode_000129.parquet.tar\u001b[32m [repeated 205x across cluster]\u001b[0m\n",
      "\u001b[33m(raylet)\u001b[0m \u001b[1m\u001b[33mwarning\u001b[39m\u001b[0m\u001b[1m:\u001b[0m \u001b[1m`VIRTUAL_ENV=/media/jeanmercat/471dbe07-0fd5-429a-b5d9-63c4eb5824b4/Code/lbm2_bis/worktrees/jean/lerobot_tutorial/.venv` does not match the project environment path `.venv` and will be ignored; use `--active` to target the active environment instead\u001b[0m\u001b[32m [repeated 9x across cluster]\u001b[0m\n",
      "🎉 Complete! All samples uploaded and sharded.\n",
      "\u001b[0m"
     ]
    }
   ],
   "source": [
    "import os\n",
    "\n",
    "output_dir = os.path.abspath(\"./tutorials/data/preprocessed/pusht/\")\n",
    "!MPLBACKEND= uv run --group preprocessing python vla_foundry/data/preprocessing/preprocess_robotics_to_tar.py \\\n",
    "    --type \"lerobot\" \\\n",
    "    --source_episodes \"['./tutorials/data/lerobot/pusht/']\" \\\n",
    "    --output_dir {output_dir} \\\n",
    "    --camera_names \"['observation.image']\" \\\n",
    "    --observation_keys \"['observation.state']\" \\\n",
    "    --action_keys \"['action']\" \\\n",
    "    --samples_per_shard 100 \\\n",
    "    --config_path \"vla_foundry/config_presets/data/robotics_preprocessing_params_1past_14future.yaml\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44ggmymx13",
   "metadata": {},
   "source": [
    "### Output Structure\n",
    "\n",
    "After conversion, the output directory contains:\n",
    "\n",
    "```\n",
    "tutorials/data/preprocessed/pusht/\n",
    "  shards/\n",
    "    manifest.jsonl         # Manifest listing all shards and their sample counts\n",
    "    stats.json             # Dataset statistics (mean, std, min, max per field)\n",
    "    shard_000000.tar       # WebDataset tar shards\n",
    "    shard_000001.tar\n",
    "    ...\n",
    "  episodes/\n",
    "    manifest.jsonl         # Episode-based manifest\n",
    "    stats.json             # Same statistics (copy)\n",
    "    episode_*.tar          # Episode-based tar shards\n",
    "```\n",
    "\n",
    "The key files for training are:\n",
    "- **`shards/manifest.jsonl`** -- referenced by `dataset_manifest` in the training config\n",
    "- **`shards/stats.json`** -- referenced by `dataset_statistics` in the training config\n",
    "\n",
    "### Additional Options\n",
    "\n",
    "**Ray Parallelization** -- For large datasets, add `--ray_address local --ray_num_cpus 16` to parallelize episode processing across multiple CPU cores.\n",
    "\n",
    "**Writing to S3** -- Replace `--output_dir ./tutorials/data/preprocessed/pusht/` with an S3 path like `--output_dir s3://my-bucket/vla_foundry_datasets/lerobot/pusht/`.\n",
    "\n",
    "**Multi-Camera** -- For datasets with multiple cameras, list all camera names: `--camera_names \"['cam_left', 'cam_right', 'cam_wrist']\"`."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cq91i9thw64",
   "metadata": {},
   "source": [
    "## 3. Train a Model\n",
    "\n",
    "After preprocessing, you can train a model using the converted data. VLA Foundry uses a YAML config system powered by draccus.\n",
    "\n",
    "### Creating a Training Config\n",
    "\n",
    "Create a YAML config file that references your converted data. Here is an example for training a diffusion policy on the PushT dataset.\n",
    "\n",
    "**Note:** The `<<: !include` syntax is a draccus feature that merges in fields from another YAML file. This lets you reuse common presets for models, data pipelines, and hyperparameters.\n",
    "\n",
    "> **Important -- Temporal config must match between preprocessing and training.**\n",
    "> The `past_lowdim_steps` and `future_lowdim_steps` values in your preprocessing config must match the `lowdim_past_timesteps` and `lowdim_future_timesteps` in the training data config.\n",
    "\n",
    "### Available Model Presets\n",
    "\n",
    "Model presets are located in `vla_foundry/config_presets/models/`. Some commonly used ones:\n",
    "\n",
    "| Preset | Description |\n",
    "|---|---|\n",
    "| `diffusion_policy.yaml` | Diffusion/flow matching policy with CLIP vision backbone |\n",
    "| `transformer_tiny.yaml` | Tiny transformer (for testing/debugging) |\n",
    "| `transformer_100m.yaml` | 100M parameter transformer |\n",
    "| `vlm_3b.yaml` | 3B vision-language model (PaliGemma) |\n",
    "| `vla_diffusion_paligemma2.yaml` | VLA diffusion policy with PaliGemma2 backbone |"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5r84eq1a9g",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:23.743664Z",
     "iopub.status.busy": "2026-03-25T21:00:23.743550Z",
     "iopub.status.idle": "2026-03-25T21:00:23.747986Z",
     "shell.execute_reply": "2026-03-25T21:00:23.747085Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Overwriting pusht_training_config.yaml\n"
     ]
    }
   ],
   "source": [
    "%%writefile pusht_training_config.yaml\n",
    "# Training config for PushT diffusion policy with a small ViT backbone (no pretrained weights).\n",
    "# Uses 96x96 images directly (native PushT resolution), no augmentation.\n",
    "\n",
    "model:\n",
    "  <<: !include vla_foundry/config_presets/models/diffusion_policy.yaml\n",
    "  vision_language_backbone:\n",
    "    type: vit_backbone\n",
    "    img_size: 96\n",
    "    hidden_dim: 64\n",
    "    inter_dim: 256\n",
    "    n_heads: 4\n",
    "    n_layers: 4\n",
    "    patch_size: 8\n",
    "  # Minimal denoising head (this IS the diffusion head, not an LLM)\n",
    "  transformer:\n",
    "    type: transformer\n",
    "    hidden_dim: 64\n",
    "    n_heads: 4\n",
    "    n_layers: 2\n",
    "    is_causal: True\n",
    "\n",
    "data:\n",
    "  <<: !include vla_foundry/config_presets/data/diffusion_policy.yaml\n",
    "  processor: \"none\"\n",
    "  image_size: 96\n",
    "  dataset_manifest:\n",
    "    - ./tutorials/data/preprocessed/pusht/shards/manifest.jsonl\n",
    "  dataset_statistics:\n",
    "    - ./tutorials/data/preprocessed/pusht/shards/stats.json\n",
    "  dataset_modality:\n",
    "    - robotics\n",
    "  dataset_weighting:\n",
    "    - 1.0\n",
    "  camera_names:\n",
    "    - observation.image\n",
    "  image_indices:\n",
    "    - -1\n",
    "    - 0\n",
    "  action_fields:\n",
    "    - action\n",
    "  proprioception_fields:\n",
    "    - observation.state\n",
    "  num_workers: 4\n",
    "\n",
    "distributed:\n",
    "  fsdp: True\n",
    "\n",
    "hparams:\n",
    "  <<: !include vla_foundry/config_presets/hparams/diffusion_policy.yaml\n",
    "  per_gpu_batch_size: 32\n",
    "  global_batch_size: 512"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ebtvunyyj26",
   "metadata": {},
   "source": [
    "### Running Training Locally\n",
    "\n",
    "Launch training with `torchrun`. Key training arguments:\n",
    "\n",
    "| Argument | Description |\n",
    "|---|---|\n",
    "| `--config_path` | Path to training config YAML |\n",
    "| `--total_train_samples` | Total number of training samples to process |\n",
    "| `--num_checkpoints` | Number of checkpoints to save during training |\n",
    "| `--remote_sync` | S3 path to sync checkpoints to (optional) |\n",
    "| `--wandb False` | Disable Weights & Biases logging |\n",
    "| `--name` | Experiment name (used for logging) |\n",
    "\n",
    "For this tutorial, we run a small training job (5000 samples, 1 checkpoint) with wandb disabled."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "mkl29rh9ilp",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:00:23.750018Z",
     "iopub.status.busy": "2026-03-25T21:00:23.749908Z",
     "iopub.status.idle": "2026-03-25T21:01:22.085662Z",
     "shell.execute_reply": "2026-03-25T21:01:22.083934Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WARNING:root:No pose groups specified. Relative coordinate transformations will not be available. Please add pose_groups to your data configuration if you need relative coordinates.\n",
      "INFO:root:Loaded processing metadata from ./tutorials/data/preprocessed/pusht/shards/processing_metadata.json\n",
      "2026-03-27,00:40:19 | INFO | Loaded processing metadata from ./tutorials/data/preprocessed/pusht/shards/processing_metadata.json\n",
      "INFO:root:Running with a single process. Device cuda:0.\n",
      "2026-03-27,00:40:19 | INFO | Running with a single process. Device cuda:0.\n",
      "Total parameters: 6,877,314\n",
      "Trainable parameters: 6,877,314\n",
      "INFO:botocore.tokens:Loading cached SSO token for sso\n",
      "2026-03-27,00:40:20 | INFO | Loading cached SSO token for sso\n",
      "INFO:root:Logged training job start to DynamoDB: 9002ef24-88fc-4cb5-9ef7-23f5154a8190\n",
      "2026-03-27,00:40:21 | INFO | Logged training job start to DynamoDB: 9002ef24-88fc-4cb5-9ef7-23f5154a8190\n",
      "INFO:root:Start checkpoint 0\n",
      "2026-03-27,00:40:21 | INFO | Start checkpoint 0\n",
      "INFO:root:Now training on: [./tutorials/data/preprocessed/pusht/shards/{shard_000003, shard_000007, shard_000026, shard_000038, shard_000046, shard_000050, shard_000051, shard_000054, shard_000062, shard_000070, shard_000075, shard_000080, shard_000084, shard_000088, shard_000089, shard_000092, shard_000094, shard_000095, shard_000100, shard_000101, shard_000104, shard_000112, shard_000118, shard_000130, shard_000131, shard_000135, shard_000145, shard_000166, shard_000169, shard_000180, shard_000184, shard_000187, shard_000191, shard_000192, shard_000210, shard_000211, shard_000225, shard_000226, shard_000227, shard_000228, shard_000232, shard_000240, shard_000246, shard_000248, shard_000250, shard_000252, shard_000255, shard_000256}.tar]\n",
      "2026-03-27,00:40:21 | INFO | Now training on: [./tutorials/data/preprocessed/pusht/shards/{shard_000003, shard_000007, shard_000026, shard_000038, shard_000046, shard_000050, shard_000051, shard_000054, shard_000062, shard_000070, shard_000075, shard_000080, shard_000084, shard_000088, shard_000089, shard_000092, shard_000094, shard_000095, shard_000100, shard_000101, shard_000104, shard_000112, shard_000118, shard_000130, shard_000131, shard_000135, shard_000145, shard_000166, shard_000169, shard_000180, shard_000184, shard_000187, shard_000191, shard_000192, shard_000210, shard_000211, shard_000225, shard_000226, shard_000227, shard_000228, shard_000232, shard_000240, shard_000246, shard_000248, shard_000250, shard_000252, shard_000255, shard_000256}.tar]\n",
      "INFO:root:Samples: 0 / 5000\n",
      "2026-03-27,00:40:21 | INFO | Samples: 0 / 5000\n",
      "INFO:root:Samples in this checkpoint (per dataset): [4750]\n",
      "2026-03-27,00:40:21 | INFO | Samples in this checkpoint (per dataset): [4750]\n",
      "INFO:root:RoboticsNormalizer initialized: method=std, scope=global\n",
      "2026-03-27,00:40:21 | INFO | RoboticsNormalizer initialized: method=std, scope=global\n",
      "Checkpoint 0:  78%|██▎| 7/9 [00:07<00:01,  1.34step/s, loss=3.1104, lr=0.000003]INFO:root:Train Checkpoint: 0 [4096/4096 (100%)] Loss: 3.168 Data (t): 0.404 Batch (t): 1.046, 830.756/s, 830.756/s/gpu LR: 0.000004 \n",
      "2026-03-27,00:40:30 | INFO | Train Checkpoint: 0 [4096/4096 (100%)] Loss: 3.168 Data (t): 0.404 Batch (t): 1.046, 830.756/s, 830.756/s/gpu LR: 0.000004 \n",
      "Checkpoint 0:  89%|██▋| 8/9 [00:08<00:01,  1.05s/step, loss=3.1662, lr=0.000004]\n",
      "Saving checkpoint_1 in experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512/checkpoints/checkpoint_1.pt...\n",
      "Saving optimizer_1 in experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512/checkpoints/optimizer_1.pt...\n",
      "INFO:root:Start checkpoint 1\n",
      "2026-03-27,00:40:30 | INFO | Start checkpoint 1\n",
      "INFO:root:Now training on: [./tutorials/data/preprocessed/pusht/shards/{shard_000004, shard_000008, shard_000009, shard_000020, shard_000024, shard_000025, shard_000029, shard_000033, shard_000037, shard_000059, shard_000067, shard_000072, shard_000079, shard_000082, shard_000096, shard_000098, shard_000107, shard_000108, shard_000124, shard_000126, shard_000133, shard_000138, shard_000143, shard_000144, shard_000147, shard_000149, shard_000152, shard_000155, shard_000156, shard_000158, shard_000161, shard_000165, shard_000173, shard_000177, shard_000183, shard_000186, shard_000188, shard_000196, shard_000213, shard_000215, shard_000222, shard_000229, shard_000233, shard_000241, shard_000242, shard_000243, shard_000251, shard_000253}.tar]\n",
      "2026-03-27,00:40:30 | INFO | Now training on: [./tutorials/data/preprocessed/pusht/shards/{shard_000004, shard_000008, shard_000009, shard_000020, shard_000024, shard_000025, shard_000029, shard_000033, shard_000037, shard_000059, shard_000067, shard_000072, shard_000079, shard_000082, shard_000096, shard_000098, shard_000107, shard_000108, shard_000124, shard_000126, shard_000133, shard_000138, shard_000143, shard_000144, shard_000147, shard_000149, shard_000152, shard_000155, shard_000156, shard_000158, shard_000161, shard_000165, shard_000173, shard_000177, shard_000183, shard_000186, shard_000188, shard_000196, shard_000213, shard_000215, shard_000222, shard_000229, shard_000233, shard_000241, shard_000242, shard_000243, shard_000251, shard_000253}.tar]\n",
      "INFO:root:Samples: 4096 / 5000\n",
      "2026-03-27,00:40:30 | INFO | Samples: 4096 / 5000\n",
      "INFO:root:Samples in this checkpoint (per dataset): [4800]\n",
      "2026-03-27,00:40:30 | INFO | Samples in this checkpoint (per dataset): [4800]\n",
      "INFO:root:RoboticsNormalizer initialized: method=std, scope=global\n",
      "2026-03-27,00:40:30 | INFO | RoboticsNormalizer initialized: method=std, scope=global\n",
      "Checkpoint 1: 100%|███| 9/9 [00:03<00:00,  3.03s/step, loss=3.0570, lr=0.000005]WARNING:root:step: 9 has reached/exceeded total_steps: 9. ending training.\n",
      "2026-03-27,00:40:33 | WARNING | step: 9 has reached/exceeded total_steps: 9. ending training.\n",
      "Checkpoint 1: 100%|███| 9/9 [00:03<00:00,  3.03s/step, loss=3.0570, lr=0.000005]\n",
      "Saving checkpoint_2 in experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512/checkpoints/checkpoint_2.pt...\n",
      "Saving optimizer_2 in experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512/checkpoints/optimizer_2.pt...\n",
      "INFO:root:Model has seen the desired number of samples. Ending training.\n",
      "2026-03-27,00:40:33 | INFO | Model has seen the desired number of samples. Ending training.\n",
      "INFO:root:Logged training completion to DynamoDB: 9002ef24-88fc-4cb5-9ef7-23f5154a8190\n",
      "2026-03-27,00:40:34 | INFO | Logged training completion to DynamoDB: 9002ef24-88fc-4cb5-9ef7-23f5154a8190\n"
     ]
    }
   ],
   "source": [
    "!uv run torchrun --nproc_per_node=1 --nnodes=1 vla_foundry/main.py \\\n",
    "  --config_path pusht_training_config.yaml \\\n",
    "  --total_train_samples 5000 \\\n",
    "  --num_checkpoints 1 \\\n",
    "  --wandb False"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "njt032hu3d",
   "metadata": {},
   "source": [
    "### Additional Training Options\n",
    "\n",
    "**Previewing the resolved config** -- Before training, preview the fully resolved configuration with all `!include` directives expanded:\n",
    "```bash\n",
    "uv run torchrun --nproc_per_node=1 --nnodes=1 vla_foundry/main.py \\\n",
    "  --config_path pusht_training_config.yaml \\\n",
    "  --total_train_samples 100000 \\\n",
    "  --num_checkpoints 5 \\\n",
    "  --resolve_configs True \\\n",
    "  --resolve_configs_path ./\n",
    "```\n",
    "\n",
    "**Syncing checkpoints to S3** -- Add `--remote_sync s3://my-bucket/model_checkpoints/pusht_diffusion_policy` to save checkpoints to S3 during training.\n",
    "\n",
    "**Finetuning from pretrained weights** -- Use `--model.resume_from_checkpoint <path_to_checkpoint.pt>` and `--model.resume_weights_only True` to load only model weights without resuming optimizer state."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c2jg1tq1lm",
   "metadata": {},
   "source": [
    "## 4. Verify Inference\n",
    "\n",
    "Now let's verify the trained model works by loading the checkpoint, feeding it a sample from the preprocessed data, and running a forward pass to generate action predictions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "70rcndmbrs3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:01:22.091547Z",
     "iopub.status.busy": "2026-03-25T21:01:22.090984Z",
     "iopub.status.idle": "2026-03-25T21:01:22.104960Z",
     "shell.execute_reply": "2026-03-25T21:01:22.103648Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Using experiment directory: experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512\n",
      "Using checkpoint: experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512/checkpoints/checkpoint_2.pt\n",
      "Using config: experiments/2026_03_27-00_40_19-model_diffusion_policy-lr_0.0005-bsz_512/config.yaml\n",
      "Using data shard: tutorials/data/preprocessed/pusht/shards/shard_000000.tar\n"
     ]
    }
   ],
   "source": [
    "import glob\n",
    "import os\n",
    "\n",
    "# Find the experiment directory (most recent one)\n",
    "experiment_dirs = sorted(glob.glob(\"experiments/*/\"), key=os.path.getmtime)\n",
    "assert len(experiment_dirs) > 0, \"No experiment directories found. Did training complete?\"\n",
    "experiment_dir = experiment_dirs[-1].rstrip(\"/\")\n",
    "print(f\"Using experiment directory: {experiment_dir}\")\n",
    "\n",
    "# Find the checkpoint\n",
    "checkpoint_files = sorted(glob.glob(os.path.join(experiment_dir, \"checkpoints\", \"checkpoint_*.pt\")))\n",
    "assert len(checkpoint_files) > 0, \"No checkpoints found.\"\n",
    "checkpoint_path = checkpoint_files[-1]\n",
    "print(f\"Using checkpoint: {checkpoint_path}\")\n",
    "\n",
    "# Config path\n",
    "config_path = os.path.join(experiment_dir, \"config.yaml\")\n",
    "print(f\"Using config: {config_path}\")\n",
    "\n",
    "# Data shard\n",
    "shard_path = \"tutorials/data/preprocessed/pusht/shards/shard_000000.tar\"\n",
    "print(f\"Using data shard: {shard_path}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "i8i7uoqffd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:01:22.109843Z",
     "iopub.status.busy": "2026-03-25T21:01:22.109359Z",
     "iopub.status.idle": "2026-03-25T21:01:30.960491Z",
     "shell.execute_reply": "2026-03-25T21:01:30.959311Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING:root:No pose groups specified. Relative coordinate transformations will not be available. Please add pose_groups to your data configuration if you need relative coordinates.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Device: cuda\n",
      "Model type: diffusion_policy\n",
      "Action dim: 2\n",
      "Proprioception dim: 2\n",
      "Checkpoint loaded: checkpoint_num=2, global_step=9\n",
      "Model on cuda, eval mode\n"
     ]
    }
   ],
   "source": [
    "import io\n",
    "import json\n",
    "import tarfile\n",
    "\n",
    "import numpy as np\n",
    "import torch\n",
    "from PIL import Image\n",
    "\n",
    "from vla_foundry.data.processor.robotics_processor import RoboticsProcessor\n",
    "from vla_foundry.file_utils import load_model_checkpoint\n",
    "from vla_foundry.models import create_model\n",
    "from vla_foundry.params.train_experiment_params import load_experiment_params_from_yaml\n",
    "\n",
    "DEVICE = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "print(f\"Device: {DEVICE}\")\n",
    "\n",
    "# Load experiment config\n",
    "cfg = load_experiment_params_from_yaml(config_path, localize_params=True)\n",
    "print(f\"Model type: {cfg.model.type}\")\n",
    "print(f\"Action dim: {cfg.model.action_dim}\")\n",
    "print(f\"Proprioception dim: {cfg.model.proprioception_dim}\")\n",
    "\n",
    "# Create model and load checkpoint\n",
    "model = create_model(cfg.model, load_pretrained=False)\n",
    "start_ckpt, global_step, _ = load_model_checkpoint(model, checkpoint_path)\n",
    "print(f\"Checkpoint loaded: checkpoint_num={start_ckpt}, global_step={global_step}\")\n",
    "\n",
    "model.to(DEVICE)\n",
    "model.eval()\n",
    "print(f\"Model on {DEVICE}, eval mode\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "e6y1umeeu8u",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:01:30.963887Z",
     "iopub.status.busy": "2026-03-25T21:01:30.963732Z",
     "iopub.status.idle": "2026-03-25T21:01:35.509167Z",
     "shell.execute_reply": "2026-03-25T21:01:35.508590Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING:root:No pose groups specified. Relative coordinate transformations will not be available. Please add pose_groups to your data configuration if you need relative coordinates.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "RoboticsProcessor loaded\n",
      "  Normalizer enabled: True\n",
      "\n",
      "Sample key: 5cacc60d-417e-4ec7-bacd-408b16b7d73a\n",
      "Files in sample: ['5cacc60d-417e-4ec7-bacd-408b16b7d73a.observation.image_t-1.jpg', '5cacc60d-417e-4ec7-bacd-408b16b7d73a.observation.image_t0.jpg', '5cacc60d-417e-4ec7-bacd-408b16b7d73a.lowdim.npz', '5cacc60d-417e-4ec7-bacd-408b16b7d73a.metadata.json', '5cacc60d-417e-4ec7-bacd-408b16b7d73a.language_instructions.json']\n",
      "  Image: 5cacc60d-417e-4ec7-bacd-408b16b7d73a.observation.image_t-1.jpg -> size=(384, 384)\n",
      "  Image: 5cacc60d-417e-4ec7-bacd-408b16b7d73a.observation.image_t0.jpg -> size=(384, 384)\n",
      "  Lowdim fields: ['observation.state', 'action', 'past_mask', 'future_mask']\n",
      "    observation.state: shape=(16, 2), dtype=float32\n",
      "    action: shape=(16, 2), dtype=float32\n",
      "    past_mask: shape=(16,), dtype=bool\n",
      "    future_mask: shape=(16,), dtype=bool\n",
      "  Metadata: {'camera_names': ['observation.image'], 'anchor_relative_idx': 1, 'episode_index': '13', 'frame_index': '76', 'timestamp': '7.6', 'next.reward': '0.4309188', 'next.done': 'False', 'next.success': 'False', 'index': '1900', 'task_index': '0', 'original_image_sizes': {'observation.image': [96, 96]}}\n",
      "  Language instructions: {'original': 'Push the T-shaped block onto the T-shaped target.'}\n"
     ]
    }
   ],
   "source": [
    "# Load RoboticsProcessor for normalization\n",
    "robotics_processor = RoboticsProcessor.from_pretrained(experiment_dir)\n",
    "print(\"RoboticsProcessor loaded\")\n",
    "print(f\"  Normalizer enabled: {robotics_processor.normalizer is not None}\")\n",
    "\n",
    "# Extract one sample from the tar shard\n",
    "sample_files = {}\n",
    "first_sample_key = None\n",
    "\n",
    "with tarfile.open(shard_path, \"r\") as tar:\n",
    "    for member in tar.getmembers():\n",
    "        name = member.name\n",
    "        sample_key = name.split(\".\", 1)[0]\n",
    "        if first_sample_key is None:\n",
    "            first_sample_key = sample_key\n",
    "        if sample_key != first_sample_key:\n",
    "            if len(sample_files) >= 4:\n",
    "                break\n",
    "            continue\n",
    "        f = tar.extractfile(member)\n",
    "        if f is not None:\n",
    "            sample_files[name] = f.read()\n",
    "\n",
    "print(f\"\\nSample key: {first_sample_key}\")\n",
    "print(f\"Files in sample: {list(sample_files.keys())}\")\n",
    "\n",
    "# Parse the sample data\n",
    "images = {}\n",
    "lowdim_data = None\n",
    "metadata = None\n",
    "language_instructions = None\n",
    "\n",
    "for filename, data in sample_files.items():\n",
    "    if filename.endswith(\".jpg\") or filename.endswith(\".png\"):\n",
    "        img = Image.open(io.BytesIO(data)).convert(\"RGB\")\n",
    "        images[filename] = img\n",
    "        print(f\"  Image: {filename} -> size={img.size}\")\n",
    "    elif filename.endswith(\".npz\"):\n",
    "        lowdim_data = dict(np.load(io.BytesIO(data)))\n",
    "        print(f\"  Lowdim fields: {list(lowdim_data.keys())}\")\n",
    "        for k, v in lowdim_data.items():\n",
    "            print(f\"    {k}: shape={v.shape}, dtype={v.dtype}\")\n",
    "    elif filename.endswith(\"metadata.json\"):\n",
    "        metadata = json.loads(data.decode())\n",
    "        print(f\"  Metadata: {metadata}\")\n",
    "    elif filename.endswith(\"language_instructions.json\"):\n",
    "        language_instructions = json.loads(data.decode())\n",
    "        print(f\"  Language instructions: {language_instructions}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "w0pdynqmpp",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-25T21:01:35.512330Z",
     "iopub.status.busy": "2026-03-25T21:01:35.512182Z",
     "iopub.status.idle": "2026-03-25T21:01:35.760923Z",
     "shell.execute_reply": "2026-03-25T21:01:35.759817Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Data config:\n",
      "  past_timesteps: 1\n",
      "  future_timesteps: 14\n",
      "  total_timesteps: 16\n",
      "  action_dim: 2\n",
      "  image_names: ['observation.image_t-1', 'observation.image_t0']\n",
      "\n",
      "Number of images for model: 2\n",
      "  pixel_values: torch.Size([1, 2, 3, 96, 96])\n",
      "\n",
      "Running generate_actions...\n",
      "\n",
      "Predicted actions shape: torch.Size([1, 16, 2])\n",
      "Predicted actions dtype: torch.float32\n",
      "\n",
      "Predicted actions stats (normalized):\n",
      "  Min: -1.563396\n",
      "  Max: 1.651834\n",
      "  Mean: -0.243074\n",
      "  Std: 0.815102\n",
      "\n",
      "First 5 predicted action timesteps (normalized):\n",
      "  t=0: [-0.9466377  -0.69293565]\n",
      "  t=1: [-0.9565578  -0.57671404]\n",
      "  t=2: [-0.77475303  0.25668603]\n",
      "  t=3: [-1.4104786   0.76262146]\n",
      "  t=4: [0.78147554 1.6518345 ]\n",
      "\n",
      "Denormalized actions (first 5 timesteps):\n",
      "  t=0: [131. 230.]\n",
      "  t=1: [130. 241.]\n",
      "  t=2: [148.32681 319.87866]\n",
      "  t=3: [ 84.242584 367.76382 ]\n",
      "  t=4: [305.2022 451.925 ]\n",
      "\n",
      "  Denormalized range: [68.83, 451.92]\n",
      "\n",
      "Inference verification complete!\n"
     ]
    }
   ],
   "source": [
    "import torchvision.transforms as T\n",
    "\n",
    "# Build model input and run inference\n",
    "lowdim_past_timesteps = cfg.data.lowdim_past_timesteps\n",
    "lowdim_future_timesteps = cfg.data.lowdim_future_timesteps\n",
    "total_timesteps = lowdim_past_timesteps + 1 + lowdim_future_timesteps\n",
    "action_dim = cfg.data.action_dim\n",
    "image_names = cfg.data.image_names\n",
    "\n",
    "print(\"Data config:\")\n",
    "print(f\"  past_timesteps: {lowdim_past_timesteps}\")\n",
    "print(f\"  future_timesteps: {lowdim_future_timesteps}\")\n",
    "print(f\"  total_timesteps: {total_timesteps}\")\n",
    "print(f\"  action_dim: {action_dim}\")\n",
    "print(f\"  image_names: {image_names}\")\n",
    "\n",
    "# Collect images in order and convert to tensors\n",
    "img_to_tensor = T.ToTensor()\n",
    "\n",
    "ordered_image_tensors = []\n",
    "for img_name in image_names:\n",
    "    for filename, img in images.items():\n",
    "        if img_name in filename:\n",
    "            # Resize to model's expected size (96x96)\n",
    "            img_resized = img.resize((96, 96))\n",
    "            ordered_image_tensors.append(img_to_tensor(img_resized))\n",
    "            break\n",
    "\n",
    "print(f\"\\nNumber of images for model: {len(ordered_image_tensors)}\")\n",
    "\n",
    "# Stack into [1, N, C, H, W]\n",
    "pixel_values = torch.stack(ordered_image_tensors).unsqueeze(0)\n",
    "# Dummy text inputs (ViT backbone ignores them)\n",
    "input_ids = torch.zeros(1, 1, dtype=torch.long)\n",
    "attention_mask = torch.ones(1, 1, dtype=torch.long)\n",
    "\n",
    "print(f\"  pixel_values: {pixel_values.shape}\")\n",
    "\n",
    "# Build action and proprioception tensors\n",
    "raw_actions = torch.tensor(lowdim_data[\"action\"], dtype=torch.float32)\n",
    "if robotics_processor.normalizer is not None:\n",
    "    actions_normalized = robotics_processor.normalizer.normalize_tensor(raw_actions.unsqueeze(0), \"action\")\n",
    "else:\n",
    "    actions_normalized = raw_actions.unsqueeze(0)\n",
    "\n",
    "raw_proprio = torch.tensor(lowdim_data[\"observation.state\"], dtype=torch.float32)\n",
    "if robotics_processor.normalizer is not None:\n",
    "    proprio_normalized = robotics_processor.normalizer.normalize_tensor(raw_proprio.unsqueeze(0), \"observation.state\")\n",
    "else:\n",
    "    proprio_normalized = raw_proprio.unsqueeze(0)\n",
    "proprio_normalized = proprio_normalized[:, : lowdim_past_timesteps + 1]\n",
    "\n",
    "# Build past_mask\n",
    "past_mask = torch.zeros(1, total_timesteps, dtype=torch.bool)\n",
    "past_mask[:, : lowdim_past_timesteps + 1] = True\n",
    "\n",
    "# Move to device\n",
    "input_ids = input_ids.to(DEVICE)\n",
    "attention_mask = attention_mask.to(DEVICE)\n",
    "pixel_values = pixel_values.to(DEVICE, dtype=torch.float32)\n",
    "actions_normalized = actions_normalized.to(DEVICE, dtype=torch.float32)\n",
    "past_mask = past_mask.to(DEVICE)\n",
    "proprio_normalized = proprio_normalized.to(DEVICE, dtype=torch.float32)\n",
    "\n",
    "# Run inference\n",
    "print(\"\\nRunning generate_actions...\")\n",
    "NUM_FLOW_STEPS = 10\n",
    "\n",
    "with torch.no_grad():\n",
    "    predicted_actions = model.generate_actions(\n",
    "        input_ids=input_ids,\n",
    "        pixel_values=pixel_values,\n",
    "        actions=actions_normalized,\n",
    "        attention_mask=attention_mask,\n",
    "        num_inference_steps=NUM_FLOW_STEPS,\n",
    "        past_mask=past_mask,\n",
    "        proprioception=proprio_normalized,\n",
    "    )\n",
    "\n",
    "print(f\"\\nPredicted actions shape: {predicted_actions.shape}\")\n",
    "print(f\"Predicted actions dtype: {predicted_actions.dtype}\")\n",
    "\n",
    "pred_cpu = predicted_actions.cpu().float().numpy()\n",
    "print(\"\\nPredicted actions stats (normalized):\")\n",
    "print(f\"  Min: {pred_cpu.min():.6f}\")\n",
    "print(f\"  Max: {pred_cpu.max():.6f}\")\n",
    "print(f\"  Mean: {pred_cpu.mean():.6f}\")\n",
    "print(f\"  Std: {pred_cpu.std():.6f}\")\n",
    "\n",
    "print(\"\\nFirst 5 predicted action timesteps (normalized):\")\n",
    "for t in range(min(5, pred_cpu.shape[1])):\n",
    "    print(f\"  t={t}: {pred_cpu[0, t]}\")\n",
    "\n",
    "# Denormalize to get actual action values\n",
    "if robotics_processor.normalizer is not None:\n",
    "    denorm_actions = robotics_processor.normalizer.denormalize_tensor(predicted_actions.cpu(), \"action\").numpy()\n",
    "    print(\"\\nDenormalized actions (first 5 timesteps):\")\n",
    "    for t in range(min(5, denorm_actions.shape[1])):\n",
    "        print(f\"  t={t}: {denorm_actions[0, t]}\")\n",
    "    print(f\"\\n  Denormalized range: [{denorm_actions.min():.2f}, {denorm_actions.max():.2f}]\")\n",
    "\n",
    "print(\"\\nInference verification complete!\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "zf4zjrteaj9",
   "metadata": {},
   "source": [
    "## 5. Interactive PushT Evaluation\n",
    "\n",
    "Now let's close the loop: run the trained model inside the actual PushT simulation environment. This requires the `gym-pusht` package (a Gymnasium environment for the 2D Push-T task).\n",
    "\n",
    "The eval loop:\n",
    "1. Resets the environment and gets the initial observation (96×96 image + 2D agent position)\n",
    "2. At each step, builds the model input from the live observation (two images, proprioception, text instruction)\n",
    "3. Runs `generate_actions` to get an action chunk (16 timesteps)\n",
    "4. Executes the **first predicted future action** in the environment\n",
    "5. Records frames for visualization\n",
    "\n",
    "> **Note:** The model was only trained for 5000 samples in this tutorial, so don't expect great performance. For a well-performing policy, train for 100k+ samples."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "2okicqm1hht",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Environment created. Running eval for up to 300 steps...\n",
      "  Image size: (96, 96, 3) (native, no resizing)\n",
      "  Agent pos: [ 85. 359.]\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Step 50/300  reward=0.0598  coverage=0.0568\n",
      "  Step 100/300  reward=0.0598  coverage=0.0568\n",
      "  Step 150/300  reward=0.0598  coverage=0.0568\n",
      "  Step 200/300  reward=0.0598  coverage=0.0568\n",
      "  Step 250/300  reward=0.0598  coverage=0.0568\n",
      "Episode ended at step 300\n",
      "\n",
      "Eval complete: 300 steps\n",
      "  Final reward: 0.0598\n",
      "  Max reward: 0.0598\n",
      "  Final coverage: 0.0568\n",
      "  Success: False\n",
      "  Frames captured: 301\n"
     ]
    }
   ],
   "source": [
    "import gymnasium as gym\n",
    "import numpy as np\n",
    "import torch\n",
    "from PIL import Image\n",
    "from torchvision import transforms\n",
    "\n",
    "# --- Configuration ---\n",
    "MAX_STEPS = 300  # Maximum environment steps per episode\n",
    "NUM_FLOW_STEPS = 10  # Denoising steps for action generation\n",
    "ACTION_EXEC_HORIZON = 8  # How many actions to execute before re-planning\n",
    "IMG_SIZE = 96  # Native PushT resolution, matches training\n",
    "\n",
    "# Data config from training\n",
    "lowdim_past_timesteps = cfg.data.lowdim_past_timesteps  # 1\n",
    "lowdim_future_timesteps = cfg.data.lowdim_future_timesteps  # 14\n",
    "total_timesteps = lowdim_past_timesteps + 1 + lowdim_future_timesteps  # 16\n",
    "anchor_idx = lowdim_past_timesteps  # index of \"current\" timestep in the window\n",
    "\n",
    "# Pre-compute static tensors\n",
    "past_mask = torch.zeros(1, total_timesteps, dtype=torch.bool, device=DEVICE)\n",
    "past_mask[:, : lowdim_past_timesteps + 1] = True\n",
    "dummy_actions = torch.zeros(1, total_timesteps, cfg.data.action_dim, device=DEVICE)\n",
    "\n",
    "# Image transform: uint8 HWC -> float32 CHW [0, 1]\n",
    "img_transform = transforms.ToTensor()  # handles both conversion and normalization to [0,1]\n",
    "\n",
    "\n",
    "def obs_to_pixel_values(prev_pixels: np.ndarray, curr_pixels: np.ndarray) -> torch.Tensor:\n",
    "    \"\"\"Convert two observation images to model input [1, 2, C, H, W].\"\"\"\n",
    "    t_prev = img_transform(prev_pixels)  # [C, H, W]\n",
    "    t_curr = img_transform(curr_pixels)  # [C, H, W]\n",
    "    return torch.stack([t_prev, t_curr]).unsqueeze(0)  # [1, 2, C, H, W]\n",
    "\n",
    "\n",
    "# --- Create environment ---\n",
    "env = gym.make(\"gym_pusht/PushT-v0\", obs_type=\"pixels_agent_pos\", render_mode=\"rgb_array\")\n",
    "obs, info = env.reset(seed=42)\n",
    "\n",
    "prev_pixels = obs[\"pixels\"]\n",
    "curr_pixels = obs[\"pixels\"]\n",
    "prev_agent_pos = obs[\"agent_pos\"].copy()\n",
    "curr_agent_pos = obs[\"agent_pos\"].copy()\n",
    "\n",
    "frames = [env.render()]\n",
    "rewards = []\n",
    "action_queue = []\n",
    "\n",
    "print(f\"Environment created. Running eval for up to {MAX_STEPS} steps...\")\n",
    "print(f\"  Image size: {obs['pixels'].shape} (native, no resizing)\")\n",
    "print(f\"  Agent pos: {obs['agent_pos']}\")\n",
    "print()\n",
    "\n",
    "for step in range(MAX_STEPS):\n",
    "    if len(action_queue) == 0:\n",
    "        # Build proprioception: [t-1, t0] normalized\n",
    "        proprio_raw = torch.tensor(\n",
    "            np.stack([prev_agent_pos, curr_agent_pos]),\n",
    "            dtype=torch.float32,\n",
    "        ).unsqueeze(0)  # [1, 2, 2]\n",
    "        if robotics_processor.normalizer is not None:\n",
    "            proprio_norm = robotics_processor.normalizer.normalize_tensor(proprio_raw, \"observation.state\")\n",
    "        else:\n",
    "            proprio_norm = proprio_raw\n",
    "\n",
    "        # Build pixel values directly (no CLIP processor needed)\n",
    "        pixel_values = obs_to_pixel_values(prev_pixels, curr_pixels).to(DEVICE, dtype=torch.float32)\n",
    "\n",
    "        # Generate actions (no input_ids/attention_mask — ViT backbone ignores them)\n",
    "        with torch.no_grad():\n",
    "            predicted_actions = model.generate_actions(\n",
    "                input_ids=torch.zeros(1, 1, dtype=torch.long, device=DEVICE),\n",
    "                pixel_values=pixel_values,\n",
    "                actions=dummy_actions,\n",
    "                attention_mask=torch.ones(1, 1, dtype=torch.long, device=DEVICE),\n",
    "                num_inference_steps=NUM_FLOW_STEPS,\n",
    "                past_mask=past_mask,\n",
    "                proprioception=proprio_norm.to(DEVICE, dtype=torch.float32),\n",
    "            )\n",
    "\n",
    "        # Denormalize and extract future actions\n",
    "        if robotics_processor.normalizer is not None:\n",
    "            denorm = robotics_processor.normalizer.denormalize_tensor(predicted_actions.cpu(), \"action\").numpy()[0]\n",
    "        else:\n",
    "            denorm = predicted_actions.cpu().numpy()[0]\n",
    "\n",
    "        future_actions = denorm[anchor_idx : anchor_idx + ACTION_EXEC_HORIZON]\n",
    "        action_queue = list(future_actions)\n",
    "\n",
    "    # Execute next action\n",
    "    action = action_queue.pop(0)\n",
    "    action = np.clip(action, 0.0, 512.0).astype(np.float32)\n",
    "\n",
    "    obs, reward, terminated, truncated, info = env.step(action)\n",
    "    rewards.append(reward)\n",
    "    frames.append(env.render())\n",
    "\n",
    "    # Update observation history\n",
    "    prev_pixels = curr_pixels\n",
    "    prev_agent_pos = curr_agent_pos.copy()\n",
    "    curr_pixels = obs[\"pixels\"]\n",
    "    curr_agent_pos = obs[\"agent_pos\"].copy()\n",
    "\n",
    "    if terminated or truncated:\n",
    "        print(f\"Episode ended at step {step + 1}\")\n",
    "        break\n",
    "\n",
    "    if (step + 1) % 50 == 0:\n",
    "        print(f\"  Step {step + 1}/{MAX_STEPS}  reward={reward:.4f}  coverage={info.get('coverage', 0):.4f}\")\n",
    "\n",
    "env.close()\n",
    "\n",
    "print(f\"\\nEval complete: {len(rewards)} steps\")\n",
    "print(f\"  Final reward: {rewards[-1]:.4f}\")\n",
    "print(f\"  Max reward: {max(rewards):.4f}\")\n",
    "print(f\"  Final coverage: {info.get('coverage', 0):.4f}\")\n",
    "print(f\"  Success: {info.get('is_success', False)}\")\n",
    "print(f\"  Frames captured: {len(frames)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0wc18ir4n7me",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING:imageio_ffmpeg:IMAGEIO FFMPEG_WRITER WARNING: input image is not divisible by macro_block_size=16, resizing from (680, 680) to (688, 688) to ensure video compatibility with most codecs and players. To prevent resizing, make your input image divisible by the macro_block_size or set the macro_block_size to 1 (risking incompatibility).\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Video saved to tutorials/data/pusht_eval_rollout.mp4\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "\n",
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type=\"video/mp4\">\n",
       "</video>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Render the rollout as an inline video in the notebook\n",
    "import base64\n",
    "\n",
    "import imageio.v3 as iio\n",
    "from IPython.display import HTML, display\n",
    "\n",
    "video_path = \"tutorials/data/pusht_eval_rollout.mp4\"\n",
    "iio.imwrite(video_path, np.stack(frames), fps=10, codec=\"h264\")\n",
    "print(f\"Video saved to {video_path}\")\n",
    "\n",
    "# Display inline\n",
    "with open(video_path, \"rb\") as f:\n",
    "    video_data = f.read()\n",
    "b64 = base64.b64encode(video_data).decode()\n",
    "display(\n",
    "    HTML(f\"\"\"\n",
    "<video width=\"400\" controls autoplay loop>\n",
    "  <source src=\"data:video/mp4;base64,{b64}\" type=\"video/mp4\">\n",
    "</video>\n",
    "\"\"\")\n",
    ")"
   ]
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   "source": [
    "## 6. Other Evaluation Environments (Reference)\n",
    "\n",
    "VLA Foundry includes evaluation runners for several simulation environments. To evaluate a trained checkpoint:\n",
    "\n",
    "```bash\n",
    "uv run python vla_foundry/eval/run_eval.py \\\n",
    "  --env libero_spatial \\\n",
    "  --task <task_name> \\\n",
    "  --model_path ./checkpoints/checkpoint_4.pt \\\n",
    "  --num_rollouts 10 \\\n",
    "  --num_steps 50 \\\n",
    "  --action_window 8 \\\n",
    "  --video_path ./eval_video.mp4\n",
    "```\n",
    "\n",
    "Supported environments include:\n",
    "- **LIBERO** (`libero_spatial`, `libero_object`, `libero_goal`, `libero_10`, `libero_90`) -- requires `uv sync --group libero`\n",
    "- **RoboCasa** (`robocasa`) -- Kitchen manipulation tasks\n",
    "- **RoboSuite** (`robosuite`) -- Standard manipulation benchmarks\n",
    "- **CALVIN** (`calvin`) -- Language-conditioned manipulation\n",
    "\n",
    "Each environment has its own dependencies. Install the appropriate dependency group before running evaluation.\n",
    "\n",
    "For deploying a trained model as a policy server (e.g., for real robot control), see `vla_foundry/inference/robotics/inference_policy.py`.\n",
    "\n",
    "## Tips and Common Issues\n",
    "\n",
    "- **Camera name mismatch**: The `--camera_names` passed during preprocessing must match the column names in the LeRobot parquet files\n",
    "- **Action key names vary**: Some LeRobot datasets use `action` (singular) while others use `actions` (plural)\n",
    "- **Image format**: The converter handles both inline image bytes in parquet files and video-based storage (MP4 files). It auto-detects which format is used\n",
    "- **Memory usage**: For very large datasets, use Ray parallelization to distribute processing across cores\n",
    "- **Statistics file**: The `stats.json` file is critical for normalization during training. If preprocessing is interrupted before statistics are saved, re-run\n",
    "\n",
    "**See also**:\n",
    "- `tutorials/lbm.md` -- LBM (Spartan) data workflow\n",
    "- `tutorials/adding_new_models.md` -- Adding custom models\n",
    "- `vla_foundry/data/preprocessing/README.md` -- Ray cluster setup for preprocessing\n",
    "- `examples/preprocessing/preprocess_robotics_data_lerobot.sh` -- LeRobot preprocessing example script"
   ]
  }
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