diff --git "a/video_unshuffle/reorder/train/batch_000425.jsonl" "b/video_unshuffle/reorder/train/batch_000425.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000425.jsonl" @@ -0,0 +1,100 @@ +{"episode": 42500, "episode_seed": 3233577405, "split": "train", "timestamp": "2025-10-13T03:16:34.621150", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3233577405, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling nail polish from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "37764", "label": "pulling nail polish from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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uw/xkAV7D4PvM3IjP8S1yWcaqZ2yfNRaO/hHQ1eTpVKBgRXINf6jd+NL3TBrV1aQhpPKWNQ2SqbgvsODya6XqeejR8aruFlz/AH/6Vwl5wKs2+r3+poTfXck+wApvOduetU7w1S0jY0iyoxqB+hqVjUTdDQNsx9RjDqeK5G7i8uU8cGuzuxnIrnNRhyCQORSuSY9SwvskVh2NNEbMpIHQZpoPNN6hF2Z6j4d1JZVTaclQPzr2rS3E1jBIDwVFfNfhe/S183e3LMNteuprlzD4Kd7Sd4biKZAGQ87Sa44LkqOPc6qz56aZ6McYNePXbnDfjWzqeqXsOjRX9l4g1KUNP5GZ0VFmIXLNH32g/Kc+o+g566k+WuuKscqKefyqNjS7qYxqirkM5+Wufuxm8f8A65j+Zrem+6axZUzeP/uL/M1LE2Ystv8Avs460uo6ZJFapeKpKE7X9j2rbisvNYcd66e0sozaeTJGrI4wykdRTRlKVjytGwRXc+GdSf7VHvbg4wfSuV13TDpOrTWuD5YO6Mnup6f4fhVvQLnbMYj97qprGvG8bnVQnrY+oNJu1vNNhmBGSuG+orN8Tn/j1/4F/SvO/Butzz6+dLuNXu7O2mfajRSxosZ6ksXGMYz05JwK1hfX8mo31rfXFzJ9mlKItzjenJHOOM8DOOKqjrZszmrTaJbh8LWJePmtK4k+U81jXL5NbyegkVyeKzL45ktx/wBND/6Ca0GPFZl4f39v/vH/ANBNQymQynAqjKm8EYrQdMimLDuPSpIbKOn2Za4UY710HiTw02qaNHNapm7thkKOrp3H17ipNNsSJAxFdbaArijYyctTwNSUb0NdT4evnUps+/Gc49RVz4jaAdP1WPUYI9tteddo4WQdR+PX86h1jwnqPhHQ9F1S4aeO4vmk86HyyPs4AQorH+8ytnHbp1ziakOeJ0UqnKzfnJLmmDpRRViIpulY950aiigRzV6B5lVKKKaJZZsf+PuH/fH869S8LXMn9rQnP8YFFFc1fdHVR+Fnr0HFea6zfTaZ4zvry32+bHM23cMjldp/QmiiujqcaM7Tfl3qOmAKS8ooqlsVEqGon6UUUimZ111/Gsa8UFTRRSEVdMjVpI8jPSqOpwJbalNFGCEVuAaKKaJ6j9OJ+0Bexr0WwuZW8PFS2QZEB9+aKK56nxo6ofw2amq682rwwRyadYwGFVSN4FdSqDooBYgDnPTrVGck0UV0HPEq5waDRRQtxsry9KzHH+mP/uL/ADNFFSJmxpsSFsEVuooUAAUUVS2OeW5znxAtIW0e2uiv75JfLDf7JBOP0rh9JJGpQY7tiiipl8LN6O6Os0zW30q9vYjYWF5FJIHKXcO8Ky5wQQQR1ORnB7g112nXtxqFzd3ty++edhJI2MZY5/KiiopmlXcmuWO2sqQ/NRRWrJRE/Ssu7/18H+8f5UUVI2HarVqilxkUUULczlsdJaxqqjArUteXoookY9Sn8QYUfwHcll5SSN1PcEGvIr/xPq+qaTbaXe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRTjsbR2P/2Q==", "info": {"video_id": "37764", "label": "pulling nail polish from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5c0c096d19b558253041e9a2349fbfaad8452e45140ee48f1af5adbe2e09d496"} +{"episode": 42501, "episode_seed": 2355297642, "split": "train", "timestamp": "2025-10-13T03:16:35.478270", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2355297642, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw map'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "103258", "label": "pretending to throw map", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "103258", "label": "pretending to throw map", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f70d53ff0eadc2d712aa161bc8b6b0355948cd092bd6c870e855de9762b96765"} +{"episode": 42502, "episode_seed": 3943112468, "split": "train", "timestamp": "2025-10-13T03:16:37.504837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3943112468, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting puttu maker up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71127", "label": "lifting puttu maker up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71127", "label": "lifting puttu maker up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ef8b9f8b85f5f13b36f1cd44e37247c523fbc30338b000505e3fdfbd231caf35"} +{"episode": 42503, "episode_seed": 388887082, "split": "train", "timestamp": "2025-10-13T03:16:39.315779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 388887082, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling baby rattle from behind of football'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133544", "label": "pulling baby rattle from behind of football", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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XQ3byIW4UhgQwyCDVUahdW9rMLRkEmA3zruHFRvdrLGAxHHTLiqbzxRhtrAnB6GqrqE9iaXOl7xI3iDWpwqLdW65OMJAM/rTtYfXrRkgutTKttDjyNmOR6jv7Vj+d5ShyMFcGr+q6+WuMRbiPLQNt9QOP51xUqcZVOR2SsazlJU3JasSHRtV1qyuZpdUmlit13Mk023d7KO5rFFvbQqcRbmHdmNbWn625tbwSs4/dlQrH1rFkdcs34mspycZygndLsRB8yTasdAnyx/LgNnjnpXGanC9lqLg8qxLqfY12KAv1OPYVFJoKaxaXhDbZYQPKY9M9SD9a0lJU1zSLim3ZHLQSxvt3BfxrVhaEAHgAf7Vc4S0TlWUqynBBqWK82HkcVrFsbae51qXcSAEFc/XNOk1FMfKMn3rnEvkIzgirFqxuJN2cRqe/etbvYhpLU1wxkQMxO41mX0TpKHjBbad2D0JrXwWAYAUFM5JAb2quVdTCUmzmNUvr7UZzJMmxSS2xOgPrRBquoRoI/MfYK2J9PY5MfOefpVNtMm9qfIt7i55bNFzRJ2uZJTL1G0cnp1qbXrZ7mx3JjMR3geoxzUWjwPC84OMMF5/OtOaLdDgMSzcD6k4rmkkm2bwehxVtKB8rHitS2EJGcKPoak8U6F/Yt6rQ828oyv8AsnuKxFuCpz6UqdRTXNHY2emkjqoJIY+CR+LVaF/EqlePw5rlYr9eAy8+tTNfqBwTn0rdSZm4x3Na81QKoAGATjjrVJXRiW80MeoBqrErXGc8k9KU2zICOM+4qpUeZamHt7PQukHbnGfaoXGQAOPrVZkdcAEr3z61EzzxnG7Psa55YdrY1jWTLDcDkjbniuqjwIvlwGz69BXEm5YEb049q7ZBvxkgcZxis1BrctyT2OW8QWnlXouFIIm5OOx71VgmKAYY13ljpNtqMV+lwD5WxUB7qfvZH6V59eW0llcNE/Pow7ilGopTcOqKs4rm7mvBenoZCPxq8lyccSEj61yiyENk1ZjvSoA5rpTViL3N+S645NYl9cPeBQRhUJx71ato2ukMhfAHQetWW0xnAIxjHWtIxTWphOetkYkEklvICp4PUGtAX0LDnKn3qU6bICTgHHaqs2nygZCn8O1ROjFjjVaJPMRjuWRSe1aWibTLNkg8qOvTrXOvAwrZ8Mhg1yvAzt6j61z+xcTVVLm5fQC7tJYGKqjDg+hHSuKUGGUo4wwrt5o90WAxLNwD7k4pnjTRoVWCeDAmRNrDpuUYA/GolUUJKD6mkU2m+xy8VwsfJPStGC9jfvz61zm896lS4KHIFdMX3JbudP8AaABkMCKRJDKevy96w4rlppFjXjccV0FpGEj8oEHirWpnJpFW7gM1u6A9aoQ6fdBCd5XJ5BOa3jGcEcUvl4IXGBjr61PLYV7nMTWFyj/Kxbd15q64IT5ularw8cjjsDVGe36nH61jOLZcWkbLXKQjGAreme1WoNSFvoDFQDPclmA9ATgfoKwLsPHGzt82B0Na9nAHWOIqCI4+RWMoe2aiWp+zVzjtULvcB3xuIqjXRazBCbwAIAwHOKoxxRqT8o/Ku6GHaVjmddbmfHFJIflBrbsAYEEZI+Y9fSo1XZ0FTx5DKR9K3jSUUYSquT0NhAQNuRzTgx3FQOD6VGVUgYcZp2dpG3kipsaJjsEHj7uMVG+VG09T0qbcAPYdsU3QbFdb8RtptxqEtqjJK0RSMOWdULBfQDgkk+nvSbshq7IrbbG0hbDDjJz0qxbXiS6naxkjyw29vooz/hWHZSzXKOTITwpPtmrNgNt5KWHKJtz35P8A9auGtJtuKOmkrK7J/EmoPfzuEAEQXbyeveuMrvb22hTTg0kancmSe/NckLePGdo6962oYXlikjOpXTepQAJOBVu2tWZwzjAHPNW1jXGVUdPSpkzjB/CuqFFJ6nPOs2rIvWiCRNwCjtirTxKy5IUk1XshlWDHAHFWVQDOWyP605bijsVJrNWXeM56AGqNxbOoHBzjnittD69B0OKp6kzLbbkzvDdaL2Q7djn5EGc9q697lIVwAFYjB+lRa7oWlW/h231XTdRvJw10bXNzAsa3BCbneIA52qcKd3qPcCneRvHEznLDHQ1x15aXR00lrZmva30/9jGOBf3lyzEsPQ8fyFcnq9vJEybg3J6HrXV6fGR5SL/yzj7Vk65L5t0iEjK9cVOHw6d5dWKrWa0OYEMh6IfyqaOzdj83Aq+uATk09cqeBXbGjE55VpdCW0HkhUXhScGthVKrtyvP61lxBt4YdhWmVBAw4zVTXYmm29x2DuIA4J4xTDHz7Y7d6fkqRtPI9c0/OAPQdRiosaXMyeFWBDAZI4OKXSUS3afIBHy5Pp1rR8PWtjq3idNM1S8uLWCZ9qSxyxRrGepLGTjGM8DknA71UksZbXVtTsmE8Ztp2j2zhRIAGI+bHGemcZHpWNR6NGkVqmWIb3fqVqPvIG3kdOFGR/SjVo7vU5DO4bbjapB4FU7RNl7JuGDGmM9+f/1Vs3EjW2mAk8FM/nXLSoqpPmka1KjirI8/eGUysNhzk05bSUnkBfqav4zznvmpAA3TnjmvQVGJyusyG1tRE2SMt61t2RaRCSRkcc1npk5HsRWjZjEZD4UVcopLQzjJuV2WySRuyCf85pfvLkjntmo1AUk7s09Gx16DocVnY2uDqSvGc4weKpzBWOc4HSpNQmeO23IzBww+YVc8ReGdT8PaBpN/eyTrNfGTzYGjwLfAQoGOPvMGzjt06g1ErIpXaMm7+YR55zKoPvW5p4/1zdwtFFZU/wCIVU+E5rVD/wATKU/7VQooYgkd6KK74nGyQffFWbfhjRRTJW5pgfuB9aRjtO3t70UVidC2Iw3yk4GQ1UYNVudI1saha7PPiZtu9cj5lKnj6MaKKmexUdyDT/kSUDp8q4NXbEDdc/8AXTH6UUVy1N0ax+E0dd+WwAHQFcVysfPB6ZoorvicrJ8BQceuKkj6gZ74ooqzNmrbD5gO3SpTwC2TnrRRWT3N47ETOcrwKq3rn7My4GN4NFFJ/Cw+0Ta/4pfX7a2hm0nTLUwIscUlqkilI1zhAC5ULzk4HJ5pt4dyID/z1VaKK53sbLc2LBRiY9wormdUP/EylP8Atmiit6HwGFT4iBADyR3qUdc+nFFFbowZethhD9KvY/dCiis5bm0NhrOQfwzUauSOg4b0oopIbK8GvPpNzcxtp2nX8Uzh2jvYPMCsmcEEEEdTkZwe4NOt9QudS1C+v7yTzbi5cSSsRjLE88Dp9O1FFYPc1WyJLY7nuCQM+YR+lX9dG2wIHQFcUUU6G7JrbHKIc8HpmrG0KvHfIoorqRzSJrfqB6HFakPMmD0HFFFRLcumOPGT3pjP0OBRRUI1Kd/K32dlGAA4PApl94j1XUtLt9MvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRUz3HDY/9k=", 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", "info": {"video_id": "133544", "label": "pulling baby rattle from behind of football", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2a6f76a9e741b87a3ffebe33b5decc931c5d4035b7a490e6350baa7611dd59d3"} +{"episode": 42504, "episode_seed": 751517131, "split": "train", "timestamp": "2025-10-13T03:16:41.398108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 751517131, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with battery on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124104", "label": "lifting a surface with battery on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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u3XC5/vH/AOtmuskUkVzdt4i0rQ4pLQI4VJOWyWZiRnPA5HatmHWbG5t1nSUCNl3An0rt5b7Hmy5l8QSxkiqckXWrwuIZwGRsg9xUMwUEgkcUnB9hKSZ51q9xd219PEs8gCueNx6dRVfw+YY9ca5uVDokLyvn+I8D+prS8UxKuqbhjEkYJI9uK5qe3mlVhFJs42uPUdf6VzU3y1bHo1YqVDmRq3Pixv7NjiiwJGklZz7lyePzFYE+pX19N5sk8hI6EnGKryWrW8yCQZVmxntU3luX8qNc10yqNnDGmkdX4P08XGrPc3sIeQLvQtgjPHOK7u+vF0+xluShcqPlQdWbsK5fwthbtvQR/wCFSarqTXtyVjP7lOF9z61yVqvKr9Tsw2GdaduiMUvfag0st67BpDwoHJ/+t2rrbXwZYJZxfaRM0xXL4fAB9KgiTTLKC31CRCzqy7kEmRu9SD2BrWs/FOn6hdvbRkiVc564OOpBxg11RppKyaOWo5N6p/McmlWkG0rEWK/dMjFsfnSyqatm7gZwiuC2M4yM0yTbgnNP2cuxlzLucp4k8+CCOaKR1w21sEjr/wDqrjbyae6HlzyNIoOcMcivRNaiS40u4TIyE3D6jmvPHXJBrkqpxkelhrTp+hX/ALR8iR1t0KSrIQHA6DPb3rNui8M5KucSDzDnuSTmtuyjjWC47uzliGHT2+tWJNJF1eWK2riNfIJ3Iu4ghiMY/Guiempxx1MnTL6eWeOCNVZ2OBXZSzNKyljkIoVfoKx7GCyi1C6WCSSWaPCSSvj8QMf54rT6tgdBXm4ibb5T3cBQUYe0e7JAxXmmyNuyT9aZuoc8EVzps77IPNcAKBww/KmrcyQYWOR1VRhVViAKM1XY1rGpJbGE6UZbotHV7yPIW5lwD3Of51mXtxJdT+fK25iAucAcD6U5zyfcUmg6fHrviNtNuNQltUaOVovLj3FnVCwX0A4PJ9Pet4znU0ucdSnSpe9ylG4uVtoldgSC4BC9cYNU7u5lvrd1JZY4svGvYEDn8aZbubnyvPdiokVsn6dK3hbwTyygqmWgfZnjnaa7IRtBHl1pJ1W0crFeyRSZ3A/Wuw0G7uHs5JcBVlHlqR3Hc/0rKl02O00L7TeXEmJB8kKKFBY8jnFbNi6vYQOqhVKABR0Armrzajp1OzA0YzneXQtdePSn+Z8u3ios4HuaARg1wXZ7dkIWw2VHOKaZnLCXJVwMKQcEDvS5+ao3OAKuM2tjOcFLck/tG5jUbbiUY/2zUdzql3PBLDJOzI42kEA8flVZ+QfpVDUJXjti6MQ2R0rojWqPS5x1MPSS5nFaDsDOD9KqNqjRySCAMJVkID+gz2962dZ0ywtfD9vqum6pfThrr7Lm5hWNbghNzPEOu1ThTu9R7gZ1ikQguO8jOW5HT2+tdVGDSaPNxVRSaaMS5ZoZyysf3g8w57kk5/lV3TL6eW4jt41VnY4Fasmlfa7yyW1dY18gksi5IIYjp+NQQTWlhr7QRO0rEeW8z4+93Ax27Upysm0RRgpzUZaHSyytJtLHIRQi/QU1TsOeM1HnJx2pN2TXmNtu59JGCjGy2HyYbJ/GrFhZ3uozG3s7d5n27iqLkgDjP61VcjkCvQvhO9lDrN3NdXJhfygkXJAOTk5P4CtaOsrMwxUuSm5I5caJqlsFT7PcoACFXBHvxWTPqN1CWVLmUY7bs19O6hcWUmnyrLLE8bowHIYZwfyr5SuX3SFvUdK66k5QS5Webh4xrX5oorXkr3E5mlcsxAUk+gqpPcrawh2BILhTj0waveHLaw1XxOmmane3FrBM2xJY5oo1jPUljJxjGeByTgd6zb+1a21i6sbgXCLa3ZTbcABxtJGGxxux6HFOkm5czZOIlBU3CK2/zK11cyX0DoSyxxZeNR0BA5/GqEV5JE4O4H611IggnllBVMtA+zPHO01Qk0yO10P7TeXD7XHyQooXLHkc1rLTQ4Y6mroVzcyWUk2Aqyjy1I7juf6VbAwPpUOl30F1ZJ5SqgQBPLH8OKtMBjNebVblK7Po8LTjTppRFEpMe0gH3qIHDZUc4p6gbCcUw8NWd2bNKwhlcsJclXAwpBwQKDqFyijE8ox/tmmP0FVnPB+lbRqyS0ZzzoQk7tE9zqd1NBJC87MjjBBwePyrKPUg0l/IyW+9GKtkcir/AIg8Man4d0HSNQvJJ1nvjJ5sLRkC3ACFAx/vMrZx26dQcbJyqatnJL2dF8qVrlnWoIbeye4jhQS4HzY5puop/Y/hi0uLN3WaS2Ls5OTuMu3P5GiiuyZ5NPYxfDC/uLl+c7gP0roI+QaKK8uv8bPocH/BiC/eFNbt9aKKy6nSMckE/jULnK0UVa3IZC/UVl2+qXGja3/aFps8+IsF3rkfMpU8fRjRRXTSOHFfCXvC9vFMt3HKiuoCcMM+taOk2cF34nlgdNsVvDI6IpwMhWxn8qKK7V8KR48/jZzHiG6mm1AQu5McKLsX0yoJrpbNQljbqvQIP5UUVxV9kepl/wAUiwx5o/hFFFcZ6vUjJOD9f6VHk0UVRLIX6H6Vm6gf9Ez1+YUUVtDdHPW+Bk2u+Kn1+3topdJ021NuiRxSWqSKUjXOEALlQvOTgcnmtTWIIbexe4jhQTcDfjnpRRXfDZnhVN4iahH/AGR4XtLi0d1mkti7OTk7jLtz+RrjNO/5CNv/ANdBRRUyWjKpfHH1/U7lScGhOSKKK8w+l6CN978a6fwl/rZzjkY/maKK2w/xnNi/4bNTWZpIYjscjIPevOJ+Nv0oorev0OTCLRmbb662kXN1GdO06+imdXMd7B5gVkzggggjqcjOD3BrR0e5k1y+1O81Eiee5cSyswHLHPbt7elFFa0t0cWJ+0WtLsYLrxPJbupWGCKR0RTgZCHGa5jxDdTS6gsDuTFDGmxfTcoJ/nRRVve5gtrDvDrsNQZQflKHIrqmJNFFcGI+M9vA/wAEmj5jqu3f60UVgjsIiTn8Krv3+lFFURIzdQJ+yf8AAhTL/wAR6tqWl2+mXl7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorrpfCeZifjP/Z", 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", 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", "info": {"video_id": "124104", "label": "lifting a surface with battery on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0e632a95ddb9df4977f0eb50ab62f95f6ddb341dec683e3898493e44b0fe9c8a"} +{"episode": 42505, "episode_seed": 2106501207, "split": "train", "timestamp": "2025-10-13T03:16:44.565418", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2106501207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a notebook with a watch on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64349", "label": "lifting a notebook with a watch on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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/cfoOat+I9fewu2lUKfKbZGGPUkc8flXFFucjqnaETnL1I44JAq45AUnO4nj+VFvBNNGEl+UH+I96fDdXCyG9nCTy4yyuvHX0r0CHTbC7gSQ2gjZhkqRgqfStZpxWhnCab1PKdcuUSRbGNmEUfMhHPzdhWQjEKN2QCOPevX5PBGgSuzPZnLHJIkPNY3iHwXp9npLzaXAwuSyqA0mRtJ5613UMTSjGMPvOepSnKXMcFHK0Zw3HFdH4fiS4uHdkDsgAB64B/wD1ViXGk31jGWkgJi2gswOQK3vCLJvu9mcZXGfTmrx008NJry/MrDwarJNf1qdCLfKZPYUirnjHNXc/JxURiydwr5i57AxYxjn86dgLJjP0qSLOwgjmr8BitNMuLuWLezMscfybiCeMgfjVQTk7Ezlyq4lu6SKFIw3rV6O3mbK+Ux/Dg15hrniS9vruOBZmSC2G0KDtLt3Zsd67bwFqd89gLe/lLpy0DPnIX0J/PFdTwTUeZs5Fik3awureA11V/OV0tZj1fGd31A/nRa/DLR0AN5NcXT/Xyx+nP612kc0c0YeORXXONynIpJLiGF0EsqIWOF3HGa1hOcI8qZDjGTvY8dt/CNqqNFPdSNIOu0AAUh8JKZIyl4ZYUORFJkcZ5AI6Z+lJfapLBrF1GIpGPmOq7AW6EjtXRWyySRJgbSFAya6/aVFrcr2NGatY64WqLAFUcDg5quE2ueOnBrZCfPk1WubcA5XrXjNG6Zb0e3BeSUYI2gAitGa3WSNkIyGGKg0WPy7Nj/ec1qKmTXpYen+7RyVZe8zj5vCTy3JkW+mjTdlQp+7+NVX+Hto9zBcJJL9phcOJHbvuz9P0rvRFgdKRmhj+9IoPoT/n1rq9m31MroxdN0V9PsUtyyEglmK9Mk9qt/Zdo96tPexKMhWI9TwO3r+P5GsyfW4EyPOiDei5c/p71LoxWo1UZ434w0h4vFt9DbRBfn8xmPC4YZ/rTNJkutJjMMmHBfp257iui8W6pbXerNJG4I8kKzkY5BOP0IH4Vz73sL7CzcDHzYOMg+tCm07dDpUU436m683nOodCMetWVI25xTJkVreGWNgwYE8URHPGfrXnYq3tXY6KafIrkUkZY5A6UsWNxDelTlcNx0o8vaSQM1zXLIWXOCOcU+RnjiZgSCBnjuKlgXeNjYDds9DTL1dlo6N6fKaqLu7Ey2MVJ2c5LEN60hnkIwJGBHvVcZH4dqfkFK9GyOG7Oc1WxIlaaJcEnJC9DVfTtSazcoy7omOWXuD6iulljDDkVh32nZJePhv511U6ityyMZQafNE6bTLpHIaNgyMcgj6Vw2laLJqEhlkBWBT/AN9fSrFlez6dchlJHI3IejCuwtrdFACgKgGAAKyxM3RXu9TemlXtzdCrHaRwDYigKOBgVJsx9KvSQjy6rgdjXm819WdiVtja8MWxM805HCLtH1P/AOqp/EemR3VqJDErEMC2R6d/rWjoVt5OlpkfNId5/p+lXpod6FT0rWKasznnZtnITpa3Gpu1tEhPkx8k4AO0A5x1NaMniG9lv1ggt0lY7VZkBJbAOW9ycDn60yXwtF9oM1vK8LkknByDn2qhLpOo2F3GxuGms9pDrjBxtx1rppuK0Zzyi90doGVhuQ5Q8qfUVheJdRhj0S6ZJAXidQw9Oa07GN4rCJSMHGdvp7VzN9bg3U8UoxklgCMhgahWUtTppx5l5mZY6gs0SRhgxbir9vZ28E0stvEEL43heBx0wKr2mnW0R81YVV/YVrW0YKEgfX0ortODsbQWqb3HxYI6fhUgQg81YFsVw7DB9Kf5XmDpXlM1v2KbRnB21uW1gk+jxQzBiD8+QcEHPBrPW2Z3VAOWOBXVC2CoEHQDArfDwcrtGNeSskear4e0qyjvo723h8yOXdbcZJBIyCSegHOeetOv/s8RHn3cESKqFn3AYHJ+VR7YHpxXdXmhWl+ytcwLIV6E1XfwppEkBhNlGFPfGf513xb3ZxuPYyvCLtFHcWu1xEjbkJOc+/48VL4lUO0LtkLgruxnB7VuWGjRaakiRMWDEcnsAAAP0qWa0SRCjqGUjBBHWlJNu5rSkoNHAJbrFK3IwB1q7bKrhgD71znixbvTNfmgt3K25VXRRzjI/wAc0eHdVZgYrl8O3KE8bvatoQ0uzVz7Hq0F1BqenW+o2RDQ3KB09j3BpGXzBnHNecfCfxGMzeHrqTCy5ltST0buv9fzr0bBVySSDnke9cGIp+zn5GVGfNEoX2rx2JWL7RLDgY3KeM8+ox3/AEFC+LLdBltRcjkDOz3/AMR+Qq5PbpKpDqGB5wayZNOh3YEa9e61ccW4q1g9gpO9x1547sYwQJWkPP8AET69lHv+grBvPiFNhhaWc7dvkh2Dv3OT+lbb6XHMh2xLuH3hj9arjTFyV29abx8uw1hV3OMvPE3iO/YlLYx57spc9f8Aa47+lZbw65euPPkuX74LYH5dK9Jk0xGXhMOOmKq/ZcHBHNR9dk+haw0e5yWlaLL9pEl3FuCjID81rXMACFdoMZ6jHFbZh2Lgjj1rmrdJtU8XXOmSapPaxHzDEI0DZZULBfYcHk+nvUwlKtI1bjRiTaRbPE1xHvLW4w0Y67c5yK1ktiwyARjqwrK+H73N9HqLzSmQL5Rw3bO6u0+yqsZjC98/Wire+pMZq2hjCMFMY5qPyiOtXimyQ8fd/lUrxKVBGMNyK52i0zIZCOQORUWokNYPu+90/wDr1sSWpVN45Hf2rI1WBvs3yrkdeKqn8SFN+6zmz8w46ikzxx+VTCJs5x+dNkjOcqOleimcViIfpSNAHU4/KlGeoqtqs0kGmtJCxSQMoBFaR3B6IoXlgsvIGG9a6KIlcCszWLK2g0GDU9P1a+mDXX2bNzCsa3BCbmeIDnapwp3eo9wNjyjwRnOKxxV7JM2wrTuPb5gDUToDyBViNScqeveho9hwa4jpNGHVwpXG6MgYBHp/WteHV4nB3SIT2B4Nck8QqC8uWjsGZCVlUYDetdMKt7Jo5p0bapnfrcwvggE/Tn/Pb86mR4Ax+ZT9f8+1eU22uXcf3ip/Q/pWnB4rlRgH8z8w3866eVHPzM9I2Kw4xj2rI1rThPYylABMqMY29Djiufg8XwdHYL7lSP5fU1q2/iO3uMATKSe2Qf8APX9KHAqM7HA23iCZGVJ0xXf6AFuYJCcEjB/HmuB0+x07VfG8umX97Pb2sszJFNFLHGsfOcsZOMYzwOScCur8ASSRatr+jXLzie0kAhjucCQKrMDkDjOMZwcU68b03YuNWzszqpYdyE45Aqqh2NlhjsRWuE5x2NU54RuyBXkNHSmLb7I7kOSv7sbgT0zWjHqyBcSRRgjuJhiufuYFuojbyZ2txkHBFYt1o2oRR7bbVLmMDopOePxrrw1WFOPLIwrQlJ3R3ratbjPMQ+sgqL+2YOgeHP8AvE/yFeW3Gn+IVzt1eZh/vEVnT2niI53Xly49pz/jXUq1N7MxdKouh7A2sJ1BAB/6Zsf89R+tQtrceSPNUemU/wDr+4/L3rxaTTdTc/vVuG/3mLVElpc20m8RsrdDuTg1pzRezEoy6nfeKntb3UopgVaTygrY4wNxx/OshtOheCOJAAY5cr9DzXMXV3fJAfLKxtuHKjFbOt6VrvhvRNKv766uVnvWkMsWzAt8BCgY4+8wbOO3TrmpUXe6Z0KrGK5WjjLC6msruG5gcpLC4dGHYivpXzDNDDM2N8sIdseuKKKjG/Cjmw245fmhyaqMo3sPTpRRXls7kIDtkRhwcVLNEoYsBgmiis2UirnJOaZPGv3sc4oopIsrvwwXGQfWvOtQv5tJ8W3V7bbPNilbbvGRypU8fQmiiuzC/EYYj4S78ObmSHxdFYof9HuoHWVT32gEH6ivSyo3fnRRW2J6GNLdlO8jUHIHOarxgEEEdMke1FFcrOhD2c+TVaVFLYxweMUUVBRQNvFvxsBFMl0+3DkBOCPWiitItiaRjXlrFDKuwEbutYuuqBpZOP41oor0KXQ5qmxR1nxK+uw20UuladbGBVjie2R1KRr0QAuVA5ycDk811xGHA9gaKKMV0DCdScoEVcelI6ggHHaiivOZ2ELgYrI1Xi2cD2oorSl8RFT4WYYpR1oor0TgEapYj+lFFUiole31ttKvLuM6fp99FNKHMd5B5gDKDggggjqcjOD3Bq3oet37eO7LVXm3Xd1dZmYjh95wRgdvbtgUUVb2Il1Pb7tQk7BeAG4qvIoI5oorxZbs7Y7Ip4BZvY0spyVzjpRRWbNEV54YypO3ms2WFCMYooqS0MWNR27UjopOCAfrRRQNGF4ogiTSGkVAHEiYIHPWuZvtd1LUdMg028u5preB3kUSSMxJbGc5PONvHpk+tFFelhn7hyYj4z//2Q==", 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", 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", "info": {"video_id": "64349", "label": "lifting a notebook with a watch on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "db7509472e3f6cb3a9a3dd5a9c26a29031c156137798d37de10970f78dc68f07"} +{"episode": 42506, "episode_seed": 436793488, "split": "train", "timestamp": "2025-10-13T03:16:45.847198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 436793488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend an empty wine bottle so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "31643", "label": "trying to bend an empty wine bottle so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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KkkAZGXsQRWydtjleu5SdJrpeEESHu3X8qjgsIckyBpGBIG48flUzXXlaX55GSkecZ6kVhW/iGafUreBljRXfBCrnj65rOddRav1MpTjGyOB+JUCxeKlKqFVrZCABjoSKyvDbhWuQD/d/rXQfFNP+JvZS/wB63I/Jv/r1y2gOqSTZ6tgD9aqfwm9L40deshwCDzUyX8kJDBqzUkwOtRtdgofUdRXMdp1kF8txGDu+YVp6CZZjcxxLvkwGxn3xXA210WzCG27xgH0NdP4cvQl8I5JCkhjKk5xnnNaQ+JXIqq8HY6mPT3Z915dknP8Aq4hwPxrUSWKFNsUYBHQmqFvLHNI6JJGWXr81W/s8uMhQR7MK6LvojisupD9ole4lWRsr8pX+v61y/iiae1lFwnMWwAnPQ5//AFV08lrNksFIbHX2rIvrBr1fs90UaIndtc4JIqlGSdyW09DjNP1wnVbOMsfmlVefc4ql8SAi6jav0JQg/pXUz6Hp+m3un3TxQBUO1mHQNzhs/wCe1cN4+vo7vW0jjcOsKYyKmTbYLYglcmYDnnnikYnrUkFtNe3axQKWY/pXaWGh2llEPMRZpcfMzDj8BXPY7Oaxx8N1PDE0cbEb/Sum8OaLqA1C1vJ1CQq2/DHn8q3IYrYSopgUp0wq4/lWv9otIl4hcfUNWkIX1M51nsh2oai1lBGY8FmfHPoOT+laYWKUZKI31UGvP/FmozE2McAAy+9s9MZAx9K2/CWry3kVxbzHLwtlCe6HoPw6UX96xp7F+x51/S2Ol8uNPuRov+6oFc/qOg2mqktP5geBnUBWwGB5GfzroC+ap9LuZezKrf0pNanPd3TOP0fTriPU0ac4SNshV4FZnxViH/ErkA/56p/6Ca79IFWQsBzXF/FBF/siwlP8NwV/NT/hRTgo6ILJbHAaKdjTe+3+ta73O1AynvisG0chm2k84rUUFkRRljmlKN5G8JWiPnmO4EGrltOpjSctiSPge9NOiX84G23ZR6tx/OhND1NphGlpKR64+X86nlNFUXU7Lwte/aIpokClwfMwfy/wrVtbyVWdyqTLnlUc5HJ9axvD1idGinknbdNIucAH5QOcZ71h6Xrl7Z3LXTYwZ9zL6xkcr9Ocj3rRS5UkxQpe1lJo9HGoWJ4Mmxv7rMAar3nkNAxVl56cjpV4R21yoaSGKQEZBZQaiuraCO0cxQRoQMjaoHTmtOflTOSSR55ruTJFbwn55G6j3rUttM+yQW76bamWbOJN68vkYOW9O9aUfhtRrLag8++PJeKPH3SfX6dq3YkCBR24rNLU1lK6SR4FrN22oanLMVwAdoHoBV/r+8BPLEfgKoakqxatewjqlxIv5Ma1YYR5aIecHNEtLIUFcmCtKI4owSzcAD3rpbbw0sUQe7k3NtyUXsfrSeHbABjeOvT5Y/6mukRo3mVZFLKc5AqUug5SaC08PaSsyTfZQWXkAsSv5VrahqDWUEZjA3M2Oeyjk/pTPtFpEvEMg+oauV8WahMWsY4AAC+9s9CMgYPtWslyoVBe0qK+x6EjhhwaVjXLeFNXlvIp7eY5eFsoT3Q9B+HSum3g0k7q6FVpunJxZRZd9pcQHoGZfwPP9a5PSLC4TU1a4PyxtkBeBmuuzi7nT+8qt/So1gVXLAVm4KVr9DJRi90cF8VI/wDkGSADpKn/AKCa4bS38ozErnADD8K9D+J6D+yLCU/w3BX81/8ArV53ZEEsB/FtH61pL4S4aSNmK58wqACM8/pTVJy4znJqKAbXfA6E11ej6NDHAJ7qMPI4yFboo/xrLlN3O25zCh4zuweOhrd8OQXN9rVs4ViiuGkfHAA9/wBK7C1hsHtts9p5g6EbSR+VWDd21vF5dvD5aIpO0KQOP0rRU9Lmft38KQ/T5IL6a5DRKgR/kKcHHT+YNX2s5hzDdlB/dZAa800rW72zuWumxgz7nX1jI5X+o969SilDoCCCCMg04yuaYil7Nprb/LcpsL+FV8y7jdCwXAjIxn8ay9Ya8tjGYQkhPBJGMVt33zWkhHUDcPw5qKZFmAbGQeaG5bXOa/vGdb2Ed7YYugWY9RnArwq4DtM7OSz7juJ6k5r6IiQKAMV4FqSrFqt5COqTyL+TGqjcTPStI01NOtQMAzMMu39K1UhmuDthieQ/7IzVjTrL7SfMkyIl/wDHj6Vs/bYoA8aKf3cZfaowMCphSctWVOrZ2RmWmh33nK8gjjA7M/P6VqS6TK8TKssRJBHUj+lVxrAMoUBV3W32gZPbPeppNV8iKSWXZsig858HtW8YRSMXKTZlQ6DdS3F0NQ06CWFcCBwQ+V7+47VzmkzrH4iure1hkQqzKVR1UEA9s+nWvQodRjklEQbEgRZCvoG6fyrlPGWjxRXMOs2wEbSFo51UH5nKnDcD65+lRUglG66HTQrScuR9dDbty8c7K0rOrDK7jnGOvP4illbbexH+8rL/ACNc/wCFHb+zYVkuluXBkLOrFsZI45raumIML/3ZB+vH9axntch7FquO+JcfmeFlYDJS5Q59M5H9a68nivO9WWfxB4jv9DutWube1Lu0SIgbLIu5V9hweTVLcbOE06NpM89DXe+H9KWOMXUy5kb/AFYI6D1rj/AVnJqt7OrlnRNhIPfOeK9rtreDTYd7YMgXLMBnA9BTjByYSmooyo9LvrjlIGCn+JztH61sWejTxW4WSSIN6Ak/0pZdVVCyhOkBnyx/hFEWqF4hIPL2m3E3JweelaxpxiYucpIp6ro2pGItZJDPIcDaZNuRznrWJ4r0610uxilOnJEzuEJjABPBrrBrEUckqTEKYYFnkYHhVOf8KsXVta6zYPZ3ShopRwccoezD0IpygmnYulWlCSfY5zSnnuNLikEksZ8seW3mBgePT26c1t7xNAPRh/OvPLOCfTtes7WW8WMW0rpIpZgJCCeAMc9e9d1bMfssY/2RWHQ2qaSHWrbrWP1Awfw4qTOBVe0JHnJ/dkP68/1rJ8XXtzY6C89rM8UolQBk64JqY7ELY8n8TRGHxbqaD5R9qY/gTn+tbWl2b3tysa9OrH0FZ3jCxtVsTrlrql/cSy3nkM11EqLcERhmeLHO1ThTu9R7gejeE9DEdmJZxgNy3v7VTi5NWGpKEW2T29pI0aw20LMFGAFHStK00O985XkEcYHZn5/StL7bFAHjRT+7jL7VGBgVANYDShQFXNt9oGT2zjmtlSit2YOo3sixLpMrxMqyxEkEckj+lZMOg3UtxdDUNOgmhXAgfIfK9/cdq05NV8iKSWXZsig858HtVyDUI5JvKDYkCLIV9A3T+Rq+WLYozlHY890qZY/EV1b2sMiFWZSqOqggHtn0612VuXjmZGld0Iyu45xjrz+IrE8Z6PHDdQ6zbARtIWjnVQfmcqcNwPrn6VH4Udv7NhWS6W5kUyFnVi2Mkcc1z25W4nXUn7SKn8vusdBKdt7E395WX+RqQ1VumIML/wB2Qfrx/WrBOBzUrdmK3OP+JUfmeFlYDJS5Q59Mgj+teaaWm4sxP3TwK7jU3TWvE11oWqapdW1hJcKqFJoo0iwQcsZOMAZ46k4HeuN0uxni8Q6jpQS43w3HkrHOAJBhiAGA4z0zjinLVWLhpI6XRdP+1XO5l/dKdze59K7aLS7645SBlX1c7R+tXdI0630LT1U4MoXdI4GTnvirkuqrGWUIeIDPlj/CK0jRSXvMynWu/dQWejzxQBZJIg3oCT/SqeraNqZiLWKQTyHA2GTb8vOetXI9UZ4hICm024m5ODz0qUaxFHJKkxC+TAs0jA8Kpz/hWvLG1jJSknc5PxZp1rpdjDIdOSNncKTGACeDWjpTT3GlxSLJLGfLXy23hgePT9Oa6S7tLbWdPe0ulDRSDg45Q9mHoRXmdlDPp2vWdrLeLGLaR0kUswEhBPAGOevesZxUZX7nXCo6lNxfTX8j0PcJoPZl6fWoLZt1rH6gYP4cU23bFrH67RTbQkCZP7sh/Xn+tQ9zLqWCcCvCfEsRh8Wamg+Ufan/ACJz/WvWPF17cWOgvPazPFKJUG9OuCea8u8beH9U0i0stZv7i4e61GSRpkaMjycBCgZsfeIbOP6g1SHY9nuIxHp7RISqhOxqhPK5vihPytpzsR79KKK1fQzgVNoS1JHVdIUD6FqsX3K6ivbbbxf8BJGRRRS6GnUknkaI61Mh2yCWOIMOygDH8zWtrI3+GrssTlUVgfcEUUU+jF1Xy/Q5XQ2KXaovCsDkVvXp/wBFkPoAR+YoorlXwM3r7kzMTXk/iPU7jR/Eupaha7PPhkfbvXI+Zdp4+jGiirW5mWPg7Gpl1dyPmRYgvt96vQ7hmWS8IJ5ti3PbANFFbL4TJ/EZ2TIkcrnLnSHyfrUkx2WdyB0FjbqPoTzRRQWPv1Df2mp6PNbwH/c44/WtmxmdtZvYy3yIECr2HFFFNb/15ia93+vI5zxMgXxJKR3VG/EjmtbTpGksImY5OOtFFc7+NnRL+FEdExF3OPUKf0/+tWH42P8AxTb/APXaP+dFFC2MYnlvi/xI2szQW0ml6fbmGONI5bdZFZUGfkALlQuTngcnmvc7iMR6aYkyqiPsaKK2hszOp0KFxK5vShPytpzsR79Kq7QlsSvVdIUD6bqKKplR2LF9yuor2Itov+AkjipppGi/tudDtkEscQYdlAGP5miik/6/EEv6+41daG/w1dEk5CBgfcEVyuhsUu1VeAwIIoorOr8SNqP8ORvXpxayH0AI/MVMxJFFFR1MlueVeJdYOl6prStp9hfRPKHMd5DvUMvQjBB78jOD3BqX4Yzy6z4k1fVr9zLePtlZyAPmYnJx29B6UUVpT+JBP4WeiXDMr3pDHJti3PbANZ+TKiSucudHbJ+tFFavczhsSTHZaXSjoLG3QfQnmn36hv7TU9Hnt4D/ALnHFFFJ/wBfiXHf+vI27GZ21m+jLHYmwKvYcVzXiVAPEcp9QrfiRzRRUVfgLw/8T5Gtp8jPYRMxycU6JiLucdi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", "info": {"video_id": "31643", "label": "trying to bend an empty wine bottle so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9df048ac20fe78bccb91270fbd281a32c5596a2caf2b7aa67cfcbd48cb93e82f"} +{"episode": 42507, "episode_seed": 118763547, "split": "train", "timestamp": "2025-10-13T03:16:46.409539", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 118763547, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolled up sock being deflected from puddy jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191610", "label": "rolled up sock being deflected from puddy jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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RMjsS3QbgM4FQynMmPapVUqTuOSRxxio9u64A9TiktxvY+kdIsC9lbcf8s0/9BFWf+EPe/wBcknjJSRURVLKdrcZIJ7dKvaKmLeFD0CqD+QrqbGVjq4iWQ7VBZkDewAyPxrkhRjNtM6J1pU0mjkXsrixuWjjDLPERlc8jIz2rL1HUIb+7s9P1WBZY2kMkrYGSqg4z6jcQfwr1eaxtZo5Q8Q/eNvYjrnGM/XAFeC3niG2n1yaWeIxEfuo277QT19M8Z+lebiMqcZ88NV+KO6hjYVdKi1PEWHNC4UnJ6ipCvPvT+ny4Br3lKx5LjcOC31GafGgYdcY4oRfN4I+UdOOlTJAn90ce1ZuVi1FsbGg3MOvPpTyFRyAQARTktVYYCinpbLnIUce1Tzov2crXsJpKeZrtmoyQ06dP94V9b6aAHB77jXy9oYhsdYtZbjAgDiTJ7Ffm/XGPxr3nQPGEd7b28qW7RmVRJ+9bpkZI4rKrUWjHCnLVHd2ku6+mZ12gblQ9dwB5P8q0T904IHHWub09Lue8kuPPbyJV/wBUF4Vw33lPbgnINal/I32UWgyJbhhCCPQ9SPooNdNOfMjmnTUXZHzB8V7W9ttQsvtu8mXzJUdjkOpxhh9a89VNw5JHvXuP7Q8SifQynCgzRqvYBVj/AMa8RAOAKp6bFfFqwCgLtySScj2p6o+7IYe3FLHH8xJ7VOpBbOOKhyKjEjKS7gcqce1KRKRghRz71OpwxO0kZq7cQJHclUOV2g/iQCah1LOxoqaavczPs7SSKHYAMQAccZ96+ifh9ELfwrp0PdYcsfcsT/WvByispjxncPyrtvDV1PFGZJbgtJM28pk4XAC9OnQCsqtX3blwpWZ7ncXcFve2XmXCIWwkW4/KXJyAfywPc10lrcLPGCDz/n9a4Xw0kerRguqOBg4KgjIPcH3rqdRm/srS3uIiWl4VVIyWc8L9ef0zWlCTauY1opOx558QvDs+o3d1rVjucCQwtGMlm2J8zr7DBGPbNfNAGWNfayQWzfZLUOWSKBisqH+M4w4PqfmIP1r4uZcO31P866GzNNtWI84OQBkdKkEIYZIpRH92pcHdtFQ2Uok1o72pl8s4E0ZjcEZyCKiMEgAIZsGn8kr0Bq6ArWMakfvN5JI9MDH9aycmjWMIu5nC2cr1J74PevS/hSkNo93MXAMwVVDHB+Ukt1644/MVwuNoyBzWvoaCK686VmCoS0ajkZbAY/kKmdT3Rxpaqx9ENcW/9mygzKeQWCNkkA5OMfStzQ9Ut7iygMUqPA6Bo2XgbT0/wPuK8y8K3X2mdLZm7givQb+CDTfDt7Ix2CK3YjAwBwfT1yc1NCo7cw60EtDzT4teLYNRvV0y2AMVk7bpAfvORggew9frXiOsyebJGevX+lbN5cNMe5B96wdSBBjBHrXV1uTJctPlRRCnqMU7BG3pnHSjGTgVLGvO402zBIsW1jK+nz3uVVI2VQpPLE+n0qECTcW2j86sRyt5Zj3nYDkLnipLNVluIo2H32C5x0zWTlbU1jBNpXKuJGYdB+tT2lk017HGSd7N8vH3vb61Z8oLIwHQEgVJF5nmI0WRJGwZGHYip9p2H7I+itJv7Tyoz9oi2nG0hwcj1GK04NSRdaZIopWWUNIs6j5CQANrHtxyCe4rxnQJ1soIoomY+WASSME55P65r2XwqYLu0EhKs5564JBrCnJubSNpwtG7OofUxDpsty65dEJVf7x7D65wPxrzXxd4BF4xkslxqCRIZc/duZW3FuezHt2PTrXbarI0moWsMEJkFuBd3CKcFlU4QD/a3ZIHfZj0qzZXCXC3M0uya1nfazY4wFA3fTOc+h/TujK5xbao+MynINKqZJNSbe9SIvy1m2bqIirtQYqRVYIfcUAZYCpwoLgc9KykzWMSXTmEN1HKfmVc5X8KdHHjgVFbkKpPuatWw3NWU92zeC0RJbW+9v3hOMg13mm3xjYZwuCCu1eB7e1cfGO+K3tOmICHPA61zyvI0ske8eGNTinsIV2ld/CsehPpVp1OoanNLHJsFl+6hbt5pwWz6gDav4mvPLHWLu10a6FmFaUp+5+bBVzgD9ap22qajF4tm8Pp4gvoEjWRoyFDGRwu45z6ncSTXpUmnGx5teDi7mJ8epRNbeHmK7ZfMuvMQ9VOUwPpjofSvGUTLV2vj7V9Q1dtOkv7qS5dFcKXxwDtrkETApyYoK6ALtBqQIFTIFNIzj61N1CD1NZtmySEjUrKQfTNWCSXxUAJM74+lToORzzms5GkdNC3FEMg963NPk2quWKlT1FY64DAetaFoyhsE9awlrubrQ9U8FXckbsguNrsNyD1PfI713VlqUWuaiLqA7rXT8pnBw1yRggZ6hQcZ9X9q8f0S8VMbwDtORntW1q/iSXwz4G06HTbt4ZWuQzMuN5ByXOfqRXTRenKcteF/ePUI7UWN1LFIoNrcqFh5+42CSnsCSSPfj0r4yK/vCPc/wA6+gNV1rUJNBW6t/EOozxSS+TmZFRZiF3F48cgKcDnuR9K8EUckk5JNby0RzU9Q2jipIlyCT9aYTwe1Sr8qH6VmzdLUaV+VDnkmrRI4xVdxgRD0FTYxUSKiWo0BHNaFkdkmPUVRT5Yxz+dW4mCOp9655anRHQ7Xw1cLFexStKyxqwBBPbp1ruPFOrS6lobeG7KVn1CYCR3wcJB6semScKPXrXmOlXIjnGD8p65rr7LU7fTdN1vUUZY7h41VSQCMgYQAfUk1tRdtCKsLu5x2t+FzoVjZTzFma4ZxnGFwAP1ritaC+bGABjmvR7/AMQW/jPxDaaTqmpXNrYyS5i2TRRrbtgbiTIMY64HUnA715rrEElprN7Zyi4U207xBLgASLg4w2OM4xnHHpXQotanPKomuWxQRck1IFwuKdGuBTscj060myUhwTaAMZJ6VLb5DEHsaQcyRj8aIiSz+7Vm7tFpJMsoNxxVmNADx3qrDneOnvV1Mbtv5VjI3gbFlKNqZznoCD0r0fw1q9vptk8krlDEDMr89hkjP4dDXl9rKq5B9a6bTr0izeMnhlKke3elB8ruXJcyPafDsk19Zx6jcosV1qRW4eLdny4wB5aj6DBPuxrRliXSJDKG/wBCmctKSciGRj9//dJOCO3B9a8R8TeM7mxuLKTTbh7eSCPazxHBIY8j9BXQarqPijTtEsLq71a93Xav5sTqMRjClQ2R1IbOP/r12xSep51T3XY8Gx85HYEj9anHAzRRWUjpiA+9mpV/1jH0WiioZpEIPuVdtQN5PcYoorOpsXT2L8ZOT9M1qWbspIB4zRRWHQ3Op02d/IAz3H865TWtZu9O+IVzfwFDNDLhdwyPmXaePoxoorsoHHiNjI8VqALP2DgfpXOj7ooorWe5hS+EBxJjtiph/rEoorNmqCLm5b8asxj94BRRUSLiTuxXyyOuRVxGIl/A0UVkao39PdgMg/wg1n+Kp5Ht0RmyqMAooorSl8Qq3ws2k8Rya7pMAm06wtzCoijNsjrtRRwoBYgD8OteZAcmiiuqZwUt2O2Bl57c0p+5RRWRuJN/rYx7Vaaiiplshx3ZYHMTfSpImLQoSeQKKKxN+prWTEFSD/FTtcuJVshGGIViCR60UU47lS2MfQdW+zarJaz6fYX0Fw4dkvIN+GQEqQQQR1ORnB7g1J4wuJLzVTcTkNNKzSSPjG5jgmiiu17Hn/bME8KcUq8t+FFFZGhMv+uH0ptscs+aKKRXVFqMYY/SpySs8eO/WiisnubR2LMRO/PrW3aSMGIB4wDRRUGi2MTWpGZWJPO8fzrUg8R6rf6JbabdXks0EU7MDI7Mx3AHBJPIGOPTJ9aKK7KfwnDW+M//2Q==", "info": {"video_id": "191610", "label": "rolled up sock being deflected from puddy jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b6777e95bafd08f4b564ae71ab09bc8f950b7b193bbc14071f1b310aac17ca36"} +{"episode": 42508, "episode_seed": 1432737396, "split": "train", "timestamp": "2025-10-13T03:16:47.617742", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1432737396, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving banana up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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UuAsUbM3RRk1hDx4AMvpEwORnbMp+vUVei1aHxBaz/YfOjePgpLFzu6j1GKpYqla6ZMsFXi/ejYElgg8uCeeNJ5Pm2M3JJ5qV4K0tO0G2NpsuGM8z8ySPyWPqaguNGu7N8WswaL+5KM4+h6iso41N+8tCpYVpaPUy5IcE1h6vbLIY1ZQVO4EH8K29R/taCEtBpokb138fl1rBW+lv32XFq0E0R+Yc4OfTP0rdVoTdosxlRnFXaKkVu8GA53RdnPVfZv8AH8/WtKGHDYIwanhiBwMU9LU2zbkDPBjmMDJT3X1Ht+XpVmJYghwauCEUtsEdFdGVkYZVlOQauCMEdKBlLy+O9UzrF1oWtWRjTdZ3pFrKQceWxb5W/UitdoiBVDUrNrzTri3RtjyRsqt/dbHB/A4qZxUotMqEnGSaPQZdPXyUeA4ZRnk5B+tYepQQXlkfPgK565H6g1y3gn4npKG0PxH/AKLqsB8omThZSPQ9ifTv2r01I0NsPLwV28CvKnCzsz0ozTVzhZ9Jkt9NMlo5AWMlUY5U8VRstJt7vTYRLLJC8qnvwSeoxXZXmm7bNvsw2nBDJ2I/xqnpljFe6AjtGQTkYPUYOKwUdTXm0OXggq7HEc4pkC9K0oYs44r3UeMVWsjKVdWMcqZ2SAZK+3uPUVZtZWMgguEEdxgkAfdkA6lD/MHke45q/HD7U+SyjnQK65wQwI4KkdCD2PvTAj2ZXOKieLPOKnRnhkWG5IO7iObGA59D6N+h7c8VO0XHPFIdjib3xRc+C/E4u7iF5NEu0RZ3jXJt5RkBj6hhj8q9F0vUrDWoheWU6TRuowytkGsQWEF3bzJcwpLHPkMjrkFemCK4O98Max4Hu5NX8IyyS2md1xpjksGX/Z9f5/WuarR5veidFOtyrlZ6vNp0bTSPGPKkI6r0OPUd6ytMtDLf38NxHhlKk+jZB5FU/B/jzTfE1q7RyBLoY327nDp+HpnvXUWUQ8+4l7uwH5CuHl97U6+bQ5LV7UQSQwg/KpYgHtnFVo4sDitjxFGBeRsPcfy/xqnAmQOK9HD6U0cNd3mxI4Se1IlvLY4MKGS1HWFR80funqP9n8vStGGKrQiBFbmRVgaOWNJI2V0cZVlOQRTnTmnNaPCzTWqgkndJF0Eh9R6N79+/rUkRSePehOM4IIwVPoR2NIDNs9dFt4hOgupSa5QT2zkHa6gYcZ9QR09CK2Ly3j3sL6NHRgAGIyv4+lYmurewW6XWnQLNd2riZY8cuo4ZQexIz+VaukeIdO8SWMMltMC24b4zwykdQw7GuDEU7O53UKl42Mm60SIX6NA7LgcDqPbr9aoXFpcS6rFa3G0IEZvMVchu2MH2NdpPp8TSxumYnB+8prJe3kOvQQzr95GAcDggVyOGp0qd0Z2hXEvh500e7mEkTAtaTHjen936r/LFUoYxnpWzq+jxzRfZmLBTIHjYHmNhk7lPaqFvETiu/CaXRw4q2jHxQc1zXinxWdGja1s7RprqSNvLkb7inOCcd8flXS6q8tppE08SbioGcdhnk1weu6Bq/iqe1ksbebPKmWb5YSnbnvz6da6JzlzKMUY04x3kZ3h7UNJht3hndBOrFd3GXwcE1r3F3p8scrI4JU4GT1/+tXMLpeoeHGFnqdnJCVk3BgCUcezDg03zYWDfvNhJ78V5NTDPmeh9Bh8THl1kdBJZxSY8qRWUjscmr2lR32n3RktSo3jDqw4YVx32kw5fzEYDrhgf5Vt6J4ne0ui0redC3JU8kfQ1zOnKD7HXKpGpH3dTsZPFyaTdwLqsAt4JiAs6tuVW6Yb0HTmustJ0upAWwccCvGvFOr2OsWwiSQyKzgGL7rL05+nP6V1vhCbUNHvYtJ1KdJ4THus5+jMB1RvcDH4fSuiKbgm9zy6yUZuKPSTbrjAUEfSuR8W2UcctoyoFLbs8deldrakFMk5rm/GwBewx/t/+y11Yde+mcVZ+40cpHDgVbigJ5xSwRk4rRhh4r0ThM/7FLDIZrbGScvCxwsnuD/C3v37+ovWrpcJuTPB2srDDIfQjsf8AIq6kIxRJYlmEsLeXOBgNjIYf3WHcfqO1AEZhBPSq9xEEjZz0AyavQSiQmORfKnUZeInOB6g919/zxTLqPeFi7MefpSvoM4rXfA9p4gsEaYGC+AJE6DnJ5ww7isjQ/Gmt+AbxNE8R7p9PPFvd5LbR9e49uor1IxAr0rE13RLLWLKS0vYBLE35qfUHsfes504zVmXCbi7o6601S11HTo5rWZJY3jyHRsg8etXLG2EFhHEB/Dk/jzXz/ayat8MNTBEsl34emfa/rFnuR2P6H617jomtw6npjXdvKskbICjKcgg9K8+dN05WZ2xnzrQ5y2hzjitSKEACq9sh4rSjXivVPPFRKsIlIiVYRKQIglhSWNo5EDowwysMgism7ebT4BEGMkcjCOKRjloyezf3gBnnrxznrW8y8VnzIJb5FKgiJd+T2Y8D9M/nSZQ+NBtG0grjgjuKHQEU1YjbMTGCYTy0Y7H1X/CpcrIgdGDK3QigR534p8CLcXv9taFL9g1mM7w6HCSn0YdifX862vAPjR9akbT7+P7NqlsStzbsMEN6j2NdBOmVNeUTWslz8TZ5V1SewnhEqpJCgYuojLBD2A4Jyc9MelY1qSmr9TWnUcdOh6vrQEzW7D+Le35kVFbwjFcd4H1u+1yKdry8kuRGkfl7yDtBB6fpXdwrjFXSVoImo7zbHomB0qdU6UqrUyJWhA3Zx0qpcWjGX7RAwSfGDkfLIPRh/I9R+laQTiq90xhgkkAyVGQPU9v1pAZlhObuSaQjYVbYIyckbeCc9xuyMj0rE1zwYbi+OsaFdHTdXHzFgP3cx9HHv610gskEMar8jx/cZOqnvj2Pp3qZJMkRvhZcZwOje6/4dqXSzGn1Rynh3x213qn9ja7D/Z+rQ8PE5+WT0ZD3BrsUCz38U2eEQkfjgVzviXwrpfia2WO+hImj5huYztkiPqp/p0rgdQ8R+IfCdq2iajdSfaC6fYdRjGBcRg8qfRhxkVyVKFneOx1QrXVnuexXcSNcLuHRT+v+TXP28VcZqOuajHpsOoWfiLUpQbj7PmdFRZsLlmj77QTg59R9B3NthkVueRnkVrRjytmNWV7FtIwy7SAQRgg96mWMAAAAADAA7URirCLmugysMSLPHalaDPNWUSnsvFIDlNW0uwbUrO4ks7czeYA0hjXOOcZ455xj0rB1rwfoerzqYf8ARbl35kgwpP1HQ12U9lDqL3KTqWiIEWASOnJII5Bz3/2azLQ2s1pNZMCZbV2jZXOWBHTJ9SMHPfOa48TD7R24SpZOKOAf4Y29nexTm+luCHB2yDC4HsOvNa2o6bfXV3aQsyRSROZ4Zk7Mo4BHoeh9jXWPp0skERW6YMpBAdQ1VbiC4OsWcUyDaSw8xOnTNcbvodV0zQ0TWI721VvuSKdskZPKsOoP41V8T/vWtO+N/wDSuBIaH4k3tmdUvLGKWby90M0caqAByxfjgZ6cngVe0PUNQvdT1O1vrm6lNnN5arc43pyQQccZ4GccV2UINSTOOtJNNI6G3h6cVfjjwKhgXpV9F4ruOIEj6VYCcUInAqcLxQMoXVok6qSWSRDlJE4ZD6j+o6Gs21nkl1CVbgqDGRChUYSRupI9DyBj2OK3JyscbO33VBY/QVQgtQ9mEnQMXGXBHUnmpaAnCcVBNGGB4qQSG3ASdiU6CZu3oG/x/OnSLjg9aLjsc7qVjDcwSW88avDIpV0PQg1g+AhJ4W1+68OyzF7KfFzYs/8AdB+dPqDj861fGtxPZaC89rK0UolQbl64J5rgvF+meItL0XRtXkvrsahvkkVCmDBwuFJx95lbOPw65rOrDnjYunLldz162GFUZJ46nvWjH0oorYz6lqMcVZUDFFFSxjX6VStwDJcOeplYfgMAfyoopgTMBiqE7GC4iMfAmlVHXsc9/r7/AM6KKT2AdL0NeN69ey6d40v7uAKZEmcAOMj5l2nj6MaKKTGSfBYuJ9dgLs0cDRKgJ6DL/wCFeyQ/dFFFOOwPctpVpBxRRTESYqlecyW6H7rS5P4AkfqBRRSYEu0YqvPGrjaR3yCOoPqPeiihgVreVprYO5ywdkJx1wcZ+tcV8UoI5/BVwZFBMcqOh7qwzyPSiihbDe5xlz4hk1u1sxLp9jA0aIqNbo67VA+6AWIA5z0617HABhaKKiHUqZej6VYj7UUVoQWlobgE+lFFIChp4zYwMeSyBifUnk/qa57xvYRw6Nea5bvJb6hZwFlliIHmKP4HBGGX9R2IooqWrrUcW09CLQNWudT8PWF1OEEk0aMwQYHPpW5IA19a57Fj+lFFeY9z0lseTeJtUOneLtYQ2VldxyT7il1DvAZRwQcgjryM4PcGpfBNxLqF5ql/dOXuZ3WSRum4nPYcf4UUV2090cdTZnfW/ar0fWiiuo5y1GOKl7UUUgRT1AZt1Q9HlRG+hNSgDbRRQBHKo2kY7VnxEpcvbgkxiPeoPO3nGB7e1FFJjRzXjz/kWn/67R/zNeb3ut6jfWEOn3N1LLBA7SLvkZiS2OuTzjHHpk+tFFJjP//Z", 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", 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", "info": {"video_id": "57887", "label": "moving banana up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "57887", "label": "moving banana up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3b34bf02a27a9adb1f61df1524d23e0b0f710ccd8cb83281019253c5a296d557"} +{"episode": 42509, "episode_seed": 1027537626, "split": "train", "timestamp": "2025-10-13T03:16:49.819247", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1027537626, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding spoon in front of bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "112288", "label": "holding spoon in front of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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YuGvWESfurcH5jnJbnpmumSztJIofskBACDzJJCTlvauPGTdRKB6WX0VRbqPqQKi9xzVSUCOcgdG/nV+QYYgA8HFUruNipYDkDIryovlkew1zxKl4+FJzxVvRp99uMHkVi3s+ITzS+Hr3apY8hG2OPY8g/wA62xCvG5hhnrY7AEtmnoQF54pqMHjDKaj3BmwelcR1le8soLsEShsHuGI/lWdFo8drIpgubkLnlGkLA/nWlOCAMHvUK7yMmtYydrC5FuRmHdIeamSAKc0qkITuOM1IMEcc5pXGSo2BtH5VHLHg7hSZK85qJ5Tk0XJSKlyx8twTT9AnaSxw38Lsv5GqtzMGZlzyKsaPIBBsXgByf1rSX8JGUf4rNpgFBwPwqPBLUpYE0Ieua5zchnyQaxLoO2SnB961b4SupWOTYfXGawU07WGuQEu45i7AKhjxW9KTi7xdmZzjGa5ZLQz55Lpvl8oj3pbS2kVslSSe5rqbjTobC1ka7cNLGDv2n5Vx1+tUraPzoElKldwztPYV01a9SUbzMKNClF+4S2lqQmSMt6VbYkLgjrSwfIMZxUsiB1z0rjcrs6bJEJbahBqk0wbUrdGIwGzz9KlnJXOfSs6VTLqNqQcbZMn6YNa09YyMqitKJ1O9iOOlNJwOTSRN8h5zVOC/juZ548FTG2OT1rDlb1NkW85BPasvUHbYSp5FablRHnPHqK5vVtYsLdtk04U+mDWlKcoSUo7kVIRmnGWxUbUTkqTgjrTbS3utauvstknmP1ZiwCqPUmmQ2drrcwEDLIcclD0HvXS6Vphs2EcMnloo52ivVWNnUja1jy/qFOlK+5nSeHUjEUrzB3h5AAwuelaVrH5KkHqanupY2lWBRmOPk+7UjbCuRXBXfQ76N7XY0PiT1BrN1iTy7dmHQAk1cLbAcjms3USJY2RuhBFZQ+JGtRe6b1lIJraNvVRU+zg45IqlYyAxR4AACgCrqOTkDqaxSvKxpsUy8zpLuwqdvWucs9asrmee3NixktpNjyGUIH5P5jtXTXjCKFye1eZ5aPxRPcjJi80MydievP4811w2Ekm7G7r0ljZuGOkQbmGS6ztx+VZEOqWA5NoT/siYmqV/q0l1eOZYZkyxCkrwas21vCSAbclgOSvFbKvKC1OWWGhOXuncaReWOoRxiCBonC4MKrnAHpjrWhNfF/3MClIxwWP8hXKWcSREFYmH1zWqJt3y8qB0rF1r7F+wSepqSS7hweabIweLmsslwwwTirLTHyufSueWhuvI5jUJf3ZGaw9P1o6XfOXTfbyjbKnfHqPcVc1CbKk5rl7hyZSa9Lk5lZnmRk4u6PX9OvRHCgLeZBIoaKT1BrVTaWDA9a4bwXrlvNax6VdFUkjz5LE/eHpz3H6iutw9qN4/1YOMn7o9j/d/Hj3rz50ZJ2PRhUjJXL0ijrjikjVMHmqk2q20IAnfy93Qt0P0PeooNUs7jPlTofXBrO0l0LvcsTBQR6ZqWNk2dcn2qOQx7eWFV3vYYVyCKV7jLLnIOOlUby8gtLcySsBgc+9Zt/4hjhyuck9FXkmuQspJvEniuTTLvVJ7RHWVoVRA/wAyoWC+g6HJ9vWtqVJzZlVqKmrs27G8a4mvJnyN20KPQc1p6FdDznQnq2K43wlNc38F9mQttWMgsemc10WlQNDdTF50BAHA65HeuirBKFkYUXKc+a253CggZwDUcjhc7eCagsLpri2zsPcZxwar3VykU213GfQHJri5JPodPMk7NjppW59acttP5kZVgrEZ57UyKdQ4cxswHI3cCtGKU3rnygsZjG53kOAo/r9BXRQgt3uY1pu1ktDJ15JJmgsQ+4swec+oHQH/AD2qYMPbAqvdjyt77izNzuPUmqcLPIeXJzRUnzaLYqnHlWprpICcCnSTEdKoR5DjmqfiW5mtdHkmt5WilEiAFeuCax5dbGjkrXLWoXSw27ux4AzVKWfy7iIn+8DXN+KGVfD8F/Z61fzo119mP2mJUW4ITczxAc7VOFO71HuB0Vlbf2hqCq5+RBvb39q6o0nCLv1OaVVTkrdDo4bhEQAuBkZAz1rImmt2vsT3QgABZSSAM/1q+kAVmkcDgYUegrgfFcnl6pBLjLx/Mo/GppxR0O/RnewXUMVsxV5Lok5LKu1fzNZ01yJ3PyQJz90gufzrKs9SkuNNQs5EkrZK9lX0qCQsZeCamT7DcLbu5v2s72rloWRfUKgAb61qC+ElqXMnlynjYi9vXNc3axzSjcWxV6Nf4GZjURrSjo2KVGD1sOa4IYhDgDqaljmbqWOaYbQ5yucelPWDaOR+HrQ5J6govYtPKskeSOawr+cK0ihhkDNVLS4F54wl0u+1S7tLaSXYkkcscaxdyWL8YxnjqTgVhRzXMWrazb3TXG+CfygtzgSKFLDDY4z9OK0pUXfmMKlZWcDvdIm821UZ5ArctgFBZu1cR4evsWokzxG/lOPTuD/n0rq5Ljy4c9CRWDjyzZ0p80UyhrV3sV1B61x5XDvIRwxyfrWvqMrXEpANUJ0zFgDJJya6VpElaGe7bjitnT7TZ+8PORWbHbkk8Vu24MUKcZ4wa5qr0NYIupx2qXYshGeD6io4iWXkc1MBjoKxi7FNXJAsSrg81UvZFjiZ84AGaz/EV1Pa6S00EjROJFG5euM1heLLHXdE8P6XdXt3debfmQSwsmBABtKhjj7xDZx2/A10U6UqmqOedWNN2ZQvWJB5rBm++aKK9NHmhE7KQQcEHg16r4E1S71O2kiuZNzQ/Kkg4bGOhPcfWiipnsaUt2aGo6fa39g7yQqpU9E4B/Dp+VcKtjFYSXE0BcPHyuW46Zoormk3sdkEnqaMepXMtmsjPyyg/nWal7cTTMrSEcnkUUVzxSubsY0SqZGGSwXcWJ5P41yR1e60bxSb+1KGeFnCb1yPmBU8fRjRRXbQ6nBi9kdH4B+WDVFHQeUP/Qq9C8OWltd2U3nwRufNPJHNFFP/AJeMSbVFWIdRv51vGtI2EcMYACpxxVWGVtzYAHPYUUVyYhu9jqoJctzRBJiBoikbd1oormjubsrXjs+QTwKrW7tnriiito7GUtzUgQYJxXPeNJ3XQ3xjG9T+tFFEfjRMvgZw+v8AiqTX4raKbStNtmgVY4pLZJFKIvRAC5UDnJwOTzXpfh0k3Nwf9gUUV31fhOGj8Zszn921eeeIlEt5Hu7tj8M0UVhSO5lrTEAR8djgVbCgkZ70UVnPctm7bRItqqgcEUIfnzRRXI9zVbF7pGKhYnGfSiimiTzzXNefSNa1GM6fp99FNOGaO8g3gMoyCCCCOvIzg9wazNO1C61O61K/u5PMublxLK+MZY57Dp9KKK9SHwHlz+M1vDVxKmvRQhv3U2RIp6HAJH613d3I2zrRRXNW+M7cP8BgbiZmpsn+sFFFU9iiW3RS44rUkUBRgYoorkrbmtMlgPyk+1PLHNFFYmpieKmK6FJg9JUNef6h4j1XU7GHTby8mmt7aV5UEkjMSzY65PONvHpk+tFFelhPhPNxfxH/2Q==", 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YuGvWESfurcH5jnJbnpmumSztJIofskBACDzJJCTlvauPGTdRKB6WX0VRbqPqQKi9xzVSUCOcgdG/nV+QYYgA8HFUruNipYDkDIryovlkew1zxKl4+FJzxVvRp99uMHkVi3s+ITzS+Hr3apY8hG2OPY8g/wA62xCvG5hhnrY7AEtmnoQF54pqMHjDKaj3BmwelcR1le8soLsEShsHuGI/lWdFo8drIpgubkLnlGkLA/nWlOCAMHvUK7yMmtYydrC5FuRmHdIeamSAKc0qkITuOM1IMEcc5pXGSo2BtH5VHLHg7hSZK85qJ5Tk0XJSKlyx8twTT9AnaSxw38Lsv5GqtzMGZlzyKsaPIBBsXgByf1rSX8JGUf4rNpgFBwPwqPBLUpYE0Ieua5zchnyQaxLoO2SnB961b4SupWOTYfXGawU07WGuQEu45i7AKhjxW9KTi7xdmZzjGa5ZLQz55Lpvl8oj3pbS2kVslSSe5rqbjTobC1ka7cNLGDv2n5Vx1+tUraPzoElKldwztPYV01a9SUbzMKNClF+4S2lqQmSMt6VbYkLgjrSwfIMZxUsiB1z0rjcrs6bJEJbahBqk0wbUrdGIwGzz9KlnJXOfSs6VTLqNqQcbZMn6YNa09YyMqitKJ1O9iOOlNJwOTSRN8h5zVOC/juZ548FTG2OT1rDlb1NkW85BPasvUHbYSp5FablRHnPHqK5vVtYsLdtk04U+mDWlKcoSUo7kVIRmnGWxUbUTkqTgjrTbS3utauvstknmP1ZiwCqPUmmQ2drrcwEDLIcclD0HvXS6Vphs2EcMnloo52ivVWNnUja1jy/qFOlK+5nSeHUjEUrzB3h5AAwuelaVrH5KkHqanupY2lWBRmOPk+7UjbCuRXBXfQ76N7XY0PiT1BrN1iTy7dmHQAk1cLbAcjms3USJY2RuhBFZQ+JGtRe6b1lIJraNvVRU+zg45IqlYyAxR4AACgCrqOTkDqaxSvKxpsUy8zpLuwqdvWucs9asrmee3NixktpNjyGUIH5P5jtXTXjCKFye1eZ5aPxRPcjJi80MydievP4811w2Ekm7G7r0ljZuGOkQbmGS6ztx+VZEOqWA5NoT/siYmqV/q0l1eOZYZkyxCkrwas21vCSAbclgOSvFbKvKC1OWWGhOXuncaReWOoRxiCBonC4MKrnAHpjrWhNfF/3MClIxwWP8hXKWcSREFYmH1zWqJt3y8qB0rF1r7F+wSepqSS7hweabIweLmsslwwwTirLTHyufSueWhuvI5jUJf3ZGaw9P1o6XfOXTfbyjbKnfHqPcVc1CbKk5rl7hyZSa9Lk5lZnmRk4u6PX9OvRHCgLeZBIoaKT1BrVTaWDA9a4bwXrlvNax6VdFUkjz5LE/eHpz3H6iutw9qN4/1YOMn7o9j/d/Hj3rz50ZJ2PRhUjJXL0ijrjikjVMHmqk2q20IAnfy93Qt0P0PeooNUs7jPlTofXBrO0l0LvcsTBQR6ZqWNk2dcn2qOQx7eWFV3vYYVyCKV7jLLnIOOlUby8gtLcySsBgc+9Zt/4hjhyuck9FXkmuQspJvEniuTTLvVJ7RHWVoVRA/wAyoWC+g6HJ9vWtqVJzZlVqKmrs27G8a4mvJnyN20KPQc1p6FdDznQnq2K43wlNc38F9mQttWMgsemc10WlQNDdTF50BAHA65HeuirBKFkYUXKc+a253CggZwDUcjhc7eCagsLpri2zsPcZxwar3VykU213GfQHJri5JPodPMk7NjppW59acttP5kZVgrEZ57UyKdQ4cxswHI3cCtGKU3rnygsZjG53kOAo/r9BXRQgt3uY1pu1ktDJ15JJmgsQ+4swec+oHQH/AD2qYMPbAqvdjyt77izNzuPUmqcLPIeXJzRUnzaLYqnHlWprpICcCnSTEdKoR5DjmqfiW5mtdHkmt5WilEiAFeuCax5dbGjkrXLWoXSw27ux4AzVKWfy7iIn+8DXN+KGVfD8F/Z61fzo119mP2mJUW4ITczxAc7VOFO71HuB0Vlbf2hqCq5+RBvb39q6o0nCLv1OaVVTkrdDo4bhEQAuBkZAz1rImmt2vsT3QgABZSSAM/1q+kAVmkcDgYUegrgfFcnl6pBLjLx/Mo/GppxR0O/RnewXUMVsxV5Lok5LKu1fzNZ01yJ3PyQJz90gufzrKs9SkuNNQs5EkrZK9lX0qCQsZeCamT7DcLbu5v2s72rloWRfUKgAb61qC+ElqXMnlynjYi9vXNc3axzSjcWxV6Nf4GZjURrSjo2KVGD1sOa4IYhDgDqaljmbqWOaYbQ5yucelPWDaOR+HrQ5J6govYtPKskeSOawr+cK0ihhkDNVLS4F54wl0u+1S7tLaSXYkkcscaxdyWL8YxnjqTgVhRzXMWrazb3TXG+CfygtzgSKFLDDY4z9OK0pUXfmMKlZWcDvdIm821UZ5ArctgFBZu1cR4evsWokzxG/lOPTuD/n0rq5Ljy4c9CRWDjyzZ0p80UyhrV3sV1B61x5XDvIRwxyfrWvqMrXEpANUJ0zFgDJJya6VpElaGe7bjitnT7TZ+8PORWbHbkk8Vu24MUKcZ4wa5qr0NYIupx2qXYshGeD6io4iWXkc1MBjoKxi7FNXJAsSrg81UvZFjiZ84AGaz/EV1Pa6S00EjROJFG5euM1heLLHXdE8P6XdXt3debfmQSwsmBABtKhjj7xDZx2/A10U6UqmqOedWNN2ZQvWJB5rBm++aKK9NHmhE7KQQcEHg16r4E1S71O2kiuZNzQ/Kkg4bGOhPcfWiipnsaUt2aGo6fa39g7yQqpU9E4B/Dp+VcKtjFYSXE0BcPHyuW46Zoormk3sdkEnqaMepXMtmsjPyyg/nWal7cTTMrSEcnkUUVzxSubsY0SqZGGSwXcWJ5P41yR1e60bxSb+1KGeFnCb1yPmBU8fRjRRXbQ6nBi9kdH4B+WDVFHQeUP/Qq9C8OWltd2U3nwRufNPJHNFFP/AJeMSbVFWIdRv51vGtI2EcMYACpxxVWGVtzYAHPYUUVyYhu9jqoJctzRBJiBoikbd1oormjubsrXjs+QTwKrW7tnriiito7GUtzUgQYJxXPeNJ3XQ3xjG9T+tFFEfjRMvgZw+v8AiqTX4raKbStNtmgVY4pLZJFKIvRAC5UDnJwOTzXpfh0k3Nwf9gUUV31fhOGj8Zszn921eeeIlEt5Hu7tj8M0UVhSO5lrTEAR8djgVbCgkZ70UVnPctm7bRItqqgcEUIfnzRRXI9zVbF7pGKhYnGfSiimiTzzXNefSNa1GM6fp99FNOGaO8g3gMoyCCCCOvIzg9wazNO1C61O61K/u5PMublxLK+MZY57Dp9KKK9SHwHlz+M1vDVxKmvRQhv3U2RIp6HAJH613d3I2zrRRXNW+M7cP8BgbiZmpsn+sFFFU9iiW3RS44rUkUBRgYoorkrbmtMlgPyk+1PLHNFFYmpieKmK6FJg9JUNef6h4j1XU7GHTby8mmt7aV5UEkjMSzY65PONvHpk+tFFelhPhPNxfxH/2Q==", 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", "info": {"video_id": "112288", "label": "holding spoon in front of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "590e46642c22db755d61bbc8aad2b90c81e6e502bb1280f5e723eb89b5bef4e0"} +{"episode": 42510, "episode_seed": 2588183398, "split": "train", "timestamp": "2025-10-13T03:16:52.673337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2588183398, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving sharpener down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124814", "label": "moving sharpener down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "124814", "label": "moving sharpener down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "550d5124989b458e4091893133cbb0cc4fdab32a0a90d8f43d2a2e9bee4d9d7a"} +{"episode": 42511, "episode_seed": 124707791, "split": "train", "timestamp": "2025-10-13T03:16:53.807120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 124707791, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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G8QPZYxgkxnC5+bKlT/tH8MCrOhaXd3DTs+yCJIxKGnPTawPCjgcHvV/T/tC6HcG2ggSQRhpLqQ8/K4PA9s1VszZR3pF5cSX7mN18scIDt/L+GuxNJJtnDKNpNFz7JaW2ozR2SnULkOQZn/1aDPr/AIVqajfD+zj9o1eRphHHJst4xsUglGGcehFYupatLdN+7RIIHRW8uPgfdHeo4NtzaBPXfEfbcOP1FcCxHJNqJtyXjqXdP1iErLDJeXuz733IzhTw3br0P4VXk1ARyvDIbl0OUfM2M/gBisO1kMd5Ez/dJ2uPY8H+f6VcvAQQzjnlGP8AtLx/LFKpWm7NdBxgtjnbSD7He3kABAVhtz6c4qaRs9at3y4EcpQgsNpJHXH/AOuqL8qapy5nzG0NI2M+5ciQDPBrWvL4T6AlqIoVWFkkUpGQclSDlqoC1Mz81ZXTZZAUZlAKgZJJPB/StFJJEyTbViO1Bv4bO2KoBEz8gckHnk1PNpktrdhoU3LntWvp2nw2UYwct1Jpy3yi8WPjBPWo57uyN1Cy1GEySWgHC7HwxdsKMjv3PSlTW9I06N0kWW8lyCArlEBHXp7ZFP1jT7a+kDrMY40TcVXq3OKp2GkWZuVRl+Vvl596bqRg02cdSEnNpbGrpyae2mC8+zbXmkKpG1yy4Tvk/Sr17Y2ts4k8u2BJPzG6eX5h1OB68H8awb6NYGiKLhWiBx6EcH9QPzq0j+dp6/3tv6px+q4/KlOq3HYUYJMw/FlpbiSC9tRCFcbXWJWAB7dfy/Kr8b4UY9KS4hW6tZbd+jDKn0Pr/n0qAOOBSdT2kU2bU1ytlouM8mka5VFzu6VUknVFyTVOOC61EStCv7qPliTgdcUlG5pKVhLi7mupilujSMf7ozT10+a3kkW74kXgqGHB9z0HUe9a+gaddy3Jtli8tGRwzSzbUA2nrjrWlexadDfr5O/Up/Ljf92v7tTt5wOg+7XTSgpK5yVKsr6Drexnu7EfYLY+WfLfKgrGNy4OWPLcj6VsaRYWiTS27LNqF2IywigbYiMvzckcDofepUllfRUTUr5baIW5VbW3+8dj9CfoT6Vn2+qhJo7e0X7NbbsFVOCwPByfxrOtONKomKEXJE99plvp2qOw022jVWDoj3zcqRkA49jipNQs9PhCzImnYPy5DyTE8ZBx7jH5GsHVEKPA/VihjP8AvISP5EVLayefpwXvzGPqPmX9CRU1cRzRskONOzMbxlBbXFpBe2/lh4yUkCQeXwe/B55/ma5jTX2XSuchQwyR25rtHVJo5IXGUlUjFcxplpsurmCTlkIAP580oVvaU3c0UbSsj0TUra3j08OljcyL5qDzJpBGD+6zwK4zXrKQXSSRQqFl48uN95Bzirt5HNqLbru5mc5B5b0GB+lXrC3t7VQI0AP948mhzpxXuoqnSlzXZJaWQhjZ59rtIBuOO+0A1evbGPXoIoZppHuI2Bjk+8QAoXbjpjgflVHULtUhwCMiq2j6uIJ3ZmwdnH51EZSZ1NR0uNk1K/8ADDyafPfeR8wfajNlwMgHA+p71kf2ndX82yyspp5CeuzH48V1JGm6zq/2jUJPkWB40VRlmfG4Y71q3CeXI5s7caZYsFcyuP3jAgHgVtJuMFI86pDmqO7M7w7a+J/D/wBo1CeKyt/OiRFWaZcgMcg4544NQwaM0trM322wWVpGd83AyW5OencEjA9K1pdQs000xWthHM5gYGa5+d2ZGDA/lmsvTtcuo7kpCIE8wfKFiX7w5X+X60/a0rX7i5WtCtJoqXtjNbG9EhZSV8uKSQZ+vTggH8685eNo3ZHBVlJBB7EV6VfXtx9q8xZ5MZ3phsAA844/KuK8RWvlX32lSSk/zc+tRQrKXuFuNtTSmmIXrWXc3DKQM9atyNuPWqb2xnk64pRST1Ol3M53MkmSc1tywJbW9tIhJKjc+KZZ6RF5m6ZtwHbpWtNcJbtGiADoKuUlsiYRdm2IdZhS1dNzsrRsmOg5x6/SqWmaxt1e2byjJGJBvUAnI5/xreh8P2up3y3Cxh1DxiQu3yjJweBThpun2kskT3IDqzKEhTJ4LD/CmqbktEc87qXvMkuYWVA+3Yu50Eec7ADwue/B61c0qzULK15I0EDIShx8zOOQAK2pI0ezeax091BEc/2m7H3QRtOB35FYT61bWt6lxCWvruJg3myELHGfYdKw9hyVE5GnPeOg/VILcXJmg0i58qZFlTzX28Ec9/UN+dXn+0XGnCWHTbSBiocuz7iGT5W/PIP4VzerX17cJua8ml8qVkxCnyhW+YAH61Us55ZI3jla5ZVYH55go2t8p/oa7nCNmkjnUmP1l3LxiS7E7jOQAAFrMBzRINjsmEBU4IXn8z3pFIGa47W0OyD0LEMfIOatvcKmAOtU1fAqGWXHPpStc0vZF6fUPLiJBrIW4lluN6deuabM+QJH+7nhfWp3kBSIwQsNrFRx261UVbYynM3bCIvb72Ys7K8Z9MgAj+VQed5ThgcEHIqfSor2SGTKJCkbJIXdsYGdp/SrdrYpHPIbcCZo2I+0ynbGMdwO9ZzpSerJU7mhe6SZbD7VcTw2yjbKiyHko/Xj2Iqtpa6Ygkje+eQpiVViiJzjhhnn+E1Kt/ZpEI44v7Rum328s7/cUMMrjPAwaxIPEd3bXkco+yxENhuc4zweB9T+VdsaVOyZhKTuassaQXDpZ2JKoxxLc8ZHY4+lcg12ATWxqd9dXW0y3Dy4GwiNdo+Xjk/TFcsQzEAckmsHBJtG0JaFkytcSBAwAJ6k8CtiBbWKwRJLiSU+U37uLgZDDrWIsQQlSeQcfqK07SLzIEIGQUk/nScuVaCbuy5Z3VrHPGSs7qG/1LP8pqxca1cMtvHHtiXytnyDHRiOv41lsiW+2RyAc5AqWSQXBUQxklZcDaP7wz/OohUlayFKKNqwfzYVLMSfMZST/trkfrVUTEv8ucirej6RfXQnCxFFVBKGfgfKc/yNaiafbW19NHaKL2ZG/wBaTtiTv171nUpSepUJJFmfSmutKa7uZoraMoLhDIcFv4XwPyNU9LXTEllhN5NM5UPGsEJOXXkDP0yPwq0mpWdsFEiDU70SGNyR+7ijcYwOw5rnB4jvrK8VwbWB4X5A+bBHB4H4/nXbCjT5UzGU3c27uMR3L/YLDyYyQ6TXXXaeRgVjalHD9vF2s8MssyDeIk2gY/yR+Apmq3dzdqpkuJp1QlMKuxcdVyfof0rLjmyuzK4U5ARcAfj3rGUVDmS6mtN3aZeec5wKcLoonpgVSabAzVKW5aVvJQ8nvWXLc6XKyH3d80kuxMuxPCjkmtjTvDMklsbzUbyO1BjkdIgcuSo6H0zXOqPKaNlyGKg5B5rbsJnUxtI3ylirEnsy4q1NRexjJt7Gtpl/ZabqUD6fb7n3bfNm5POR/UU6/vbm8EEtzKzsI9gz22kjp+FYsbCLa4YAoQfxGP8A4k1r3RE25IlLsJiVC85DAEfrmsq9SU42IgkmWNPnBiO7/lk4c/7p+Vv0NZTQS2l5hVLNC/GBnoeP0H61vaVbRWF5EL2PzpZgY1tVPJJGAT+OKs61Jfx+RPPd2tm0kWxkiGSrIdvOe/Q/hVYeg5Qu2TUlZlG60i8li8xIGCK3DP8AKNjfMp/mKxNV02G40yaH7ZE1zD86IgLZ9s/p+Nbp1DTrnTAl3qtzcyBWi2BuOPmTp+IrEGt/Z3AtYUtoWG3c45IPcD9a09jGnUTEp8ysYBPNSRYBzULcGk84BetOx03JmuthLZxiqkUr314qeasaDku54AqpNIZphHHk5OMDvV6C0EEUcjRhSSQWkORwewq1GyuZTqdEddpMulWtldKWu76Xasm1CVQlTn8qbqWvSWmoXC2tvZ2cZfeq/eYAgN29xWbYgySbCkjpIjL88nlr09KhvnEclu4aCENChIQbzwcHn8a2pt8tjnk9TYi1S71Kyjt5Lu5nTEkGxF2L/eXn0rCG4sY9ofbyIwfkT6mremyNNAyqlzcGOSOTHRf7pzV46DIk8pvyttBGx/dLxUVujHAgiim1FRbxpJdSzQlQF+VFZemPWoLXSLoSCSVYIY24bcM8H/D/ANlrpbHUGWy2aRbAJazCQzNwu08H61l2ejw6r4zutHvtUmQfvWjKJu3sELhcdAOvJ/rWqfupia1sUNa0+WxeJ5ZonaXcGWMY2svB/Pg1l5xzTGu/Ohjck/dGc+uP8MVA8/Fc00uZ2Omm/dRbM4A61W85ZZQpDFQCSFGc4qnLK2M1Pb6jLDAqRxoD8wLHvkU4wCc+hO8k06bY4Ai+p4q2YBHGz3F4qbZEbbGMnBGKxVklnb5mLD64ArYQRrauFkhQtB/ApZiVPrVwVmYyeht6ZqGnpcqq2E16ZEaMmXoCV4PPuDUGt6pcX9xHI4RFdF/0eE8ZAwdxH0rGhYmVJDHK6hw2ZH2jqP8AE1o3SgwmIFW2TMoigHGDyMt3q6msSIvUS2md0liUCQhd4GdsaFefxqG9wbpjDlxIA4EMQA56gfj/ADrX0zSVSWGfVHWG2DDMSnAwfWrGs3LLo0f9mQeSlpOYTPjGQTlfr2pUtY+gSWpniyvr613fZpnbG7534yo+bj6YNc3bjneeoYAfnXb6nb29n4ei1PTtf1GRXuTb5niWNbhljy7xAchVztO71HuBzNkRj/R4Ax8xB5r9BzUzV3oXB2RSSCWSViflG7q3H8VdDbizstNt5JroF2jlGxfXtXO3DoZ3a5lLfOflXoPmq5bXdgkVvi3MrjeCMZzxxSUIvcOZkIkN5LmOCSU/pXWxaXeQafLcTyQWUSCGbDHLY6dOlcvDeTsQqt5K9kjGWNa7h57ceaMl7Z133MucEH0FFK12hTZq2OpaTDfwLcS3OpbsxtGuQvIK9B7gVX17VZriO2VIhaQhBH5EZ+dypxzjpXOxzs+Csk8mMNiJdo7H/Gta9VUhmT5ItsoYJH80hDDu3bkVpU1iRF2ZHaStIZbULvLocRI2EUjkFj3qK/O+5WSHLmdA5WCMBQ3QjJ98fnWlpekMxinvSLazVgxjBwSPeti8kQae9tpNqois7ggzsMDY/T6//WpUdY2KmtTEttN1HUbUD7JI7kBQZZeMqMjj3XI/Cs6+tTYhBJOryMCSidEra8PeXf8Ai06XqmtXdrHO+0SwTRxLGwOcsX4wPmwBySQO9cz4ijbTtavLELcJ5M7ptuABIMH+LHGfpx6VFWN9i6TsyvcXeEKrS6ZH5t7Gp6fMf0qu8EccKvM5LliCg64xWtpV1dW11G9vaIrHcAWP+yKhQurFzmJdwrBFA3lNkxAjPGfeorQSz7jJMsaAqT7fNTLiO7uRDLeXCohTjHoCa0dITTI/OxbTXcpibbkcZHOaUacVKzJ5nYtf2fYC8mi33FyVkPEY4IyO/Tua6uC0nXR1kSOHToGtsu5cNIxjbB+hwa5bVteuzesY2gs0mjRhHGu4jK47fhUVlcSXUStMZplWflrh9sYDj0+tdHJFKyRjzO5ek1+OBGGmxrCM4a6k5ZiPTuap6mqzQTTMAxLrOJLhvmYMMNhR781mMrLO5DKSpwZCMKuP7o71s6Rp9zqLQrbRkJJut5LmbnqMjHpWNHRuJVTXUzbC4eNpURmGQHVYYsfMpz1Ptn8qgvE8m5cD5STkZO5yD0+lT6jp0WnRF5rxpLqNwCoPOQcH9R/49Wvr3hm/8M6DpGpMs63F55gkjaMj7OAEMYYkfeKtnHb6g1pUjdChocY7nHWqkrtyM0UVnHc6ZjrGNZbyFWzguAcVqygQQxFFG7zHG48nrRRWkvhOfqdX4d0Wzu7i2kuA8jM4zuatbU9D061sbNo7Zd379ctzwCcUUU6OxM9yGK5awS9WBIwGt5Acr6NxVTc2tXxnvmMh2q2wcLnaO1FFOt/DKplXUL2eDzrWFvLiaA7ggwTXPjVbnRtdTU7XYbiNSR5i7gdylTkfRjRRXPTbLZk5KptB4FRkk0UVZcdiByS3NKvAHAPPeiitFsZvctW6jyDIRuIPAPStK0upisShgoIdflUDjFFFTH4iZbEun6fDcgGUu3y/3v8AZP8AgK9BnsbXT9Mu3t4EVhFA+SM8nINFFay+Fkx+I5exX+0i9xdEyMhO1SflH4UeKr+eT7dbkqsQEL7VGMnFFFYU9maS3M7WvFkniCO1hl0jTLU26pFFJapIpSNeiAFyoXkk4HJ5rElu5ixiDlUDjheKKKfUOhSk+Rjjrk8n61esN0nkqXYAyY4OO1FFWSW7cZuTAvyJ0O3gn8a04XSDyAkERIdxlgSen1oorOn8QT2M2zVruRY5ZH2dMKcD+IV6XZaPY2ulvMkIMjWMchZuTuDUUVu9mQtzmoGbVb6Zbti0cRwsYOF/H1q7rt9PvntEIjiaxRmCDGcdKKK56bsmbS6HI2WvvpE06HTtOv4pnV2jvYPMCsoyCCCCOpyM4PcGq+pXdxq+qve3shkuLmZnlfpkkj8qKKfYFuF8iW8Y8tRnzX5PXpVCK9uBcIRIQQePbiiirQmTLloI5HYueRhjkDmt7R4RO6mRnI5G0HA6e1FFQ/jQnsUb6dozbLEqx4ixlRycMO5q9bRLHp93M2ZHVEZfMOQCGIooroMi7YWkWpaxO1yCwQkqo4Ud+lal/fT21s1pbkRRiSNgUGCDntRRXPS/jGsvhM/xPZwWDXnkp8xkRyzHLElSTz9RWNeeKNY1PR4NMvL2aa2t2klXfIzEsxHUknOMcemT60UVrU3Jif/Z", "info": {"video_id": "152468", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "152468", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "29f06866bd752cffec5ff7f566bd9d9d3245fe0d3b74baafc405f78533916402"} +{"episode": 42512, "episode_seed": 122478986, "split": "train", "timestamp": "2025-10-13T03:16:55.838542", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 122478986, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving shoe and bottle of glue so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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cD16dqlvFVorNVwf3yAn6d6qRoTEHB27Tkkd8AYH61K/74QbQAgfdwfY54ovqO+ljE09Eur+FLlNymZWPvg7h+uKXWvEt7qskaLKLW0dzCqBc/N1+b+VT2ymMApuJVuDjpV+XTYbHQ9SuIo5JZpme6j2sVVQCDgkc/wATHjGce1JwlOUUnoaU6lOnCbmru2hyf2s2ckd1ZuElyCQAPmGORn2q7Za3Y2LSXNukkEkhy0GR5YbuR3x7Vi3dxHdxPJHE8UZY7A7Fjj1yeveuduHmjfKzBgOx61tbldmRCMakU09fM6C91ma4vGmLOWY8tuwTVcTvMSW9f4iT/OsVbmR+Wanx3RRQdxzmgurQdKMW+p1Vjez2causx2jOY/4Tn2qxHr5ldllgVnwFR1yAo+g4rk21HzE2A49h3qSO7K5WJS0hTaqqMmlYyTZtTa4bucISVjQYIz1PevUvAsZ1Hw1eaeJXikMKyKykqyglsdOcHArzTSfC728f9p6yvlxKAY7U/edu24ent3716TotxJ4XsbnU5reS5uriKP8AcoMHczHC+wA6mpukwabVjA0+e+2tDcMTCrBokbqEOcEHuDzj6VZvLtIovkAaTHA9P8Kwpte1qfUru4vL2Bol3R28cUQURqDxtx2x25p1vdRygAHmor1k5No3w+ElGKU+gsyeZHh/mJ5OeR+Vcq8i6jPDObhLfUION75CSKPUjvXaGP5SfavJ7yeWN22NkdxnpU0He5pXpppW0Z2mqa8fsItVlVi333UY3ew9qyTqUIgWNUcD6iuaW78wfPkn1zT0mXdg54rc5ZUpRjzM24PJu2cu4inAym7lWx/I1s2UNxaAMuUmzh2DYV88iuagMf3jjGKtRazLE6jd5kYI+Vjxx0pNXLp1nFWPR9P1u2TS1WRwzgk/KDx0/wAKebo67piWNoxy9yNyg/ePv7Yrze51luUA2uxzx2rq/h5d7NciJJ2SSBB9SrVE480eVjo1fZ1FUS1R00Vq1oYLQlWCzoCwPfr/ACrJRy24uPmYk5z1rV1XQ5tP8VNd4kNmrLhge7DqR3HGPyrOmljtLVgzEk5UDH51pOMY2tsYxlKo22tblKeaOIBmyD6d61fDTQu1y0IXMm0EBeSOeD+tctJI00rSN36e1a3h7UY9PNzuBaWXasaDuef8awjO8rG86PLC7Oivb+2sJooZC3mOCdqLuKj1PoKxJNWWe9aSNsqMKv09RWVPcG41Fy8vmHdvnkB4Y9lH+yP161UuriMEGMYZjg4OAfqeg+tb2MIq7sdlba7aXxFncK1tOcEF/uyD/ZPer6IqkgtkMOp7Z9RXB6VfKZ7lJ4N0EwRmiLcxvgjeh7dOnvXa2M6NaRFTJKvPzsOFHQ5rNnTVpqOsdjV06N2vYGRx98ck9v6VpXsbQv8AOuFzlipBANUNMlZUXy1wvDDGQcevvViRxPcoSrfOACWPXn/PWnF2Rzy1exoQhDOzOF5BAx0rCnkaK/hdQMfa2Jx3xtH9a0IgY5NhILt8y7j0J7VQuoiskTsSHMrsAOe/TP4Uk0Nu4vje8n0q2tDFaW72RH3TEG3HOSpPaubhkjuLFPMg2Aj7jDOOemDXa+K/7Lm8Owf2tcpDbI4Z8nBbgjj3zg159BqVpPYefBcmaIExiQrtLEccjsa2nKPs0lujKMZuo9b3PMrKO7F5bFHWW1iJaSOU5Uk/e475/Sug06/vLSa3lmFwtoHeNRjeVBHHvjp+FU7fULYLG9xGVdXJ/d8A5GDkVJNqEcFkqLMsnz7xt6Kvb8aix0usuV2R2lvq9tJHLIZWjd8AKV6e1XI2HDRYXzMEnrn/AOt1rzufUw2UjNdb4au/O0xQ4JdFwnfJJJwPyqWjJGtG5AUx7XI6nHT3PTr7VZLtIR5acn5i5PVfr/8AWqmnkmR2KOsgbnfk/X8OvSgs8EIZkVhyVwxOBmpGaQ3JEFV8o2cZGQKkS3PlrOwzGqyEgN0Ow5/nVZFUldpYHaMFWwFNa0UkkenXMCqrLKNrMVywPfFK2txMyIbctbAIrZHP4/5xW/oe2W2ezmI2SI0TE/7Qx/Ws2BBsCliGHOevNc7rN1JNZXNjFctbPOyqXiOSR3AJ6ZxVp21Fy82hgahe6bp1/caZYyySi2OyXePlVxwwUnkjIPXpVfT47DUtQiguFURvIATjpVPV3t7/AFG+vNvl3Esu7CAnzG6MST05BP41DYwyQyrKqgsDkbqmXNJ8x0w5YRUGdK/gaDUrll0y8iiRE3Oku5mJJIG0AdPrV7T/AIUSSuftFxMwAzkLsH65qHw5qU2l3F1dBwryKqcDoAc4HpWrceL7yUENcMfTmrTdjGdnLTYuL8NvD+nrvnjErjj97KSPyBFR3l5oHh6HFtFbxO3Cpbp8zH09TXO3OvNKxMjSuucZU1Utbkw3n2iARmbPEjjJAHpngUmxHc6LptxqtzBqN8GijGHtoGyrbgeGI/kKueKLqS2sI7syBVjzvyvPI71yVlrt67sDcOuBwc811ugzLrFymn36LNbSgq8b884qGrlRlyu55bdahHCRGZVO84TBzuz0rSs3MHyuMOpwQfWu28f+ALWzsJNS0uBURFy8KjgY7ivOIJXWEPNKGkkO7HoCOOe9RKGh2063Omzp0v0MRDHtXnEwt7uXBXBJ6g9K3JLl03HdwOtcrFE+/dz1pQTRNVxdrmpqHhW4s0R7djOzY/douW5Ge1ZDWd7HIVa1mVvQoa7DQ9QlGtW0kjSLCmS+G5PGK7UanojuGaJy4/vHNdCehyVJX91PQ8cEV8gwYJsf7pq1BbXm5f8ARZDznla9bl1jRwvyxDpgcVj33iPT7aM7SCewC80XI5TjbHw3eX0huLr9xCDli39K73w1p6W6R3qpshWQeUT3CkZJ+vSuUuNblu8HbiLOdvr9a6W01lJrYQtGUym1TG2Ah+lS22NDfHeoNr8VqJLmS3ktbhgIhnDpwVf8CCPxFYkmqPcTDzWBwOKp6tcymU+bu3ISpyMVn28weUMePY9aylzNHdCMIvQ6aNRIuRUF5erp65VR5rgqrY5A7gHtmq8F55YAzWb4gu95t9h5+bP6VNL40OrFzi0h8WqvGjBSoJOclaIr2Q3KSEB/9grlT+FYomPGcVcguVBySBXYefUh7OXKdZazWDqSw+zs7Nvj+8GJ6c9sVoQT/Y22CYp8u8xh8hPUD8a4g3Zlc4OABT7m4eKNAHyxGTz0FS0V7STVmz0jw94gMupPbuWkhZDgZzkiuyt1kaQEnY+coM8ivJPC8pgu4byZdkJO1C3G7nk/TivT7WZJmcY2ALkENzz6H1qGI04laeZBxuOMZ4OfQ1XmhCzW6EEsqsTg9cucVas0+YMCygEYRmz83/16lvtz3wlkAG1QOAAOPT169KSSQjzbxtbRahcma4lleLiOOHPyqR1Nc7ZQwWf7qIsImbdtZsjNbXjSJrbV2iVZdjkyK2CRnuPauYjm33ATPOMVnLmO2nyWTRyTXBlY+lK7FbcYPzEdK2ofBF4B+8vYkYdV2kmrK+FbaFw13ds6qOQBtBroPOszB09JbpsRjOPvN2Fdl4Z1Yw6kbGNVMTKFBH3sgcf1rn9V1O2to/sWnoFXp8v9a3PB+lzBxeTxuoxtQsOjN0OKTKR2UcyJJJ5kbKhweuNvYk/WkhAikbBcIWEakDCkk/qOB+tBEYjLSKkgGADv5cdOT/SomnW48pgHS4R96qw+8B/DzjAqCjVi3Degj2YJUY/gGP0FWkkRICzKFIxkE+lY3nB7qWQuwIGWVVyT2KjH4Va5cgGRQCDkZzwOgx+H60wItz7MQypsHyknn1/+tWBrrC5mCLxKQQqke2QR+RrRlvVtyS6bF3bflH3WI9O47+lcxZGTVfGUmnSarcWixiTyDGgbcyIWAx0UcE5P9adr6C5rO5z0bXJnSVbaUqQdylcEVqrdKu2NhhyOneoG1KaZBLcSmTeoJLVlyXzrO3Q88YppW0KcubU3fthUBSwGRkD/ABpkt1sQYYjucmsGOd2cM3U96ufPKAQHbthV5J9Kdibk8t+20DAJHII6Cn/bRKAfmDDt1NTQeGNXuiCljIpPy7ZPlyep4PWrB8LapDKFNqSCeWVsjpnnHTrRZAWrKfHI52kLknpXY+G7t4tTiuFUlY8sVA6Cue0zwndLbsbmZUhb5l2YYk+mK7rS7C30+IQ22TwCztxkHnaD/WpYyDWfFt1eo8TNsgIII6kivM4ZtO8PrJqF/aG7mdz9ltmOFjGep98flWnrN4y3DqHBw5APvnj61y+uSLd2BJco8Thfz680JXLjKxTXWVumYSQ+XuYkBOQPbnmpSfJX51wPXFWtS0vTtN8PwappGp3koe5NruuIFjW4ITc7xfxbVOFO71HuBg3d4xXA+/3p25RTqcxrRagkYyp5Oee1OGqE5KnjFc55rMACCanhckbQDz2AzTM7mhLq02Th+3QVWF+7SMXHX9KWPTb+4OIbK4cZC7gh6npUh0XUETc9nIVPQgfe7daLBcmtJ/mPLAEhR6c10VjdEMFAAweMdqw7LQ9SupURbWRJM5HmfLx+Ndro/h2G2naa6lMkiLkxquQe233pMZ3qeHtM1zRAt0ixzFBtk7g141rNkug6tNaTLuYE7JAeMe1d7qviCWxVoFkCntg9BXnWr34vpzLK5LKeM85NTa5cJcrEeU4GMirmlW1tqkVxBcsqSHYsUrdEJPWsfwtDbat4oXTtWv7i2gnbas0c0UaxnuzGTjGM8DknA71paTayWmvanaSicfZLnYEuAA67WP3gOM8DOOKXs2nc09snozVl+HuoJIRHKJlHRlQjNTL8NdVZcmVE+orffxhdQKTLdqidyzAVmz/EYRcR3Dysenlrn9a1uc/qV4/h3cRth9TQEdQICf61MPDek6WTcX8z3RXosmFX8hWbd+ONVuYyttb3HzDGSvf6CorLw74j8QSD7YXt4S+D552k+oC9T9KWo9ESLdya7qwhtY2Yg7UVFzgevsBXrlmojt0Rcs0JWAux+7gDP1Brn9H0nT/DyiG2t2kLf66fOS4xnBwPlHNa0TiG0lRHJhkbzEbaM5/u471LGbykbwWjIQjAUcbeaZqMqGVVDorAkAZ65x+nFVIGwFRXLYUfN90bTztX/Go7l/LjjkOyQnGH25wc8DPfNIC02lQ6vps0Fzt8zcQrjt6V41rdg+ia2YZlwFJ+YfpXV+MPFN5pein+zriWCYTKjkHkdc4PpXGeMLHXrLRNK1PV7q5e4vTJ5kUkePIACFAxx94hs47fUGny3HGfKy3davdrE5DLkDP3a4vUdbvpy4eXg+gxRRTRmzY8GaXa3pN7cq0kqzbQCeOmc16nHaxraNMm5GKBzg8Zx6UUU2NbEduF2rb7F2ZA6c4IyahfLlYSx2HLH1J69aKKkZXsb2VtOjYbVJjJO0dwxH9KmhdyIhvIG1uBxjmiigCCT5rK5kblgo6+uMk/rXCy6hNpfiU31sI/OV3A3Lkcpt6fQmiiqiSzFErENET8qqoFQfeDk9/8aKKOpXQ3NJsYru9tYZCwR2UNtOM/MBXr2h6PYRRGBLZVUFmBHXIbjmiihiNO5jWC5DjLFF3Lv5wScGmy4yJgArZPA6ccDiiipGZxmaK/tWwrGZZC24dCF4x+VWTcSyXMeW/gzkDHY/4UUUDOQ8TaPa5inHmK8338NwSSOfrXH+KLGKztcRliMrncevNFFUhMydb8UPr9taxTaTptsYEWOJ7ZJFKRrnCAFyoXnJwOTzWFISSD6miiiW5K2Nfw9p8Go6kYp920Ln5TjtXc6DYW0SKyxjcs2M9/u0UUdAOxW0iS2MybkZk8w7W4zj0qCAJ5S2+xdmQOnOCMmiipKIWy+yEsdpyx7knr1qKwvZW02JhtUmMk7R3DEUUUAcj4wyGtmDEblPA6da5B/mDE0UU+gENnr76VNPG2nadfxTsHaO9g8wBkB2kEEEdTkZwe4NNOsX99f3V9Pcubm8fzJnXjcxPt0HsKKKvoStzsfCfh2w1mGa4vvNlZMYXfx1/Ou8vtNsdIGnwWNpBCshUOwjBY/MO55ooqWHU2tNs4JQ8TrlQWYc9CG4q1cxJBdKyjcUXcu7nBJwaKKkoewHyzABWyeB044HFZ7TNFf2jYVjOkjNuHQgcY/LvRRQBa+0yyXMeW/gJyBjsfy6VHI7tFFl2O9ecnvkDP15oooA4n4kxJ9hYAY2NHgj3z/hXm174i1TUtNttNvLyae3t5HlQSSMxLNjqSecbePTJ9aKKuOxL3P//Z", 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", "info": {"video_id": "151589", "label": "moving shoe and bottle of glue so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "151589", "label": "moving shoe and bottle of glue so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5a81e3f8036581ac6cfeb1be4b47c375966cef28f6b27fb1e32e95917032e068"} +{"episode": 42513, "episode_seed": 1606232459, "split": "train", "timestamp": "2025-10-13T03:16:57.497303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1606232459, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening a hot pot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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3FsNKE0rvnzcBh0+7Xn6IzttVSzEZwBmvRPiv4gTXjpMiosbRiUMgOcE7f8K5TwiiT+IoIpJGQMrLlR7dKKLlOK5tznxEVSm0lsVbTSL+5kVI7Z8t03YUfrXS6d4fvtNdJbryVBcEKsgY8H2rpo7S2tbkxPEXY8IF9TV59OnMkmyGJERctGX5FdXsoqWrOT6xKUdEYt1pUWpxoWF2GjJ4jjBH516H8PdYg8P2T6beyn+z3fdmVstExHJHt61zNteag8AKCOKJAf3rqPkGOue1VFvodrbZPNy3Msnyg/QDk0qkUrphTnJtOJ9ICO1uLLyvkmgI+oIPP9a4XWPDzRTytZfPGvOwnkD29a5zwv4zudCtS00NxPpmfn8uEhYz6qf6V3lte2er2g1PSbqO5t3H8PVT3BHUH2rmep6uBxE6M3rv9xwMgIyCCCKo3FdLqiRSux2bH71zlzEy+9ZNH1tKfPG5k30kk0W15GIAwM84rhP7ItYJRvUAdcqtd1cDKmudvdMmmK/ZkeURquSvOCRk/wBa6MJFPmPl+IYqDpuK3v8Aoamh6NvQTOrmIOEUN0yRmusggEShQMYrU8A6Yk/hSJLtNxmJLA9RzgfyraufClwg3W/79Pbhh/jWVaDcrmmT42jRg6c9G+pzQXjGKY1nAfm8tQ3qBitd9HuI+oAP91/lP61We1nj+9E31HNY8p9DGvCWsZGe8QXlc1GH3Hy3+6eh9DVuRSB0NUZFPpUs6Ie9uU7uEgMpGCKx7hPNjbPDA4NdNcXKTwKssI81AFEi8bh/tDufeudlKwvI0siDd0UHml6EVFeN5KxhTQsI2TCc/wARXJFcz4viaGGxV4kRhvyUbO77tdfOHkyWBt4WGDI4+Yg/3V/qa5Pxyx+1QKr7owX2YORj5elddKUuWzPjcwVFVr0/mYcWkXsjY8rYcZ+c4rctPCTMiyS6hEhAzsRGZvpXUJDapY21xEu5WRSwY5zx3rRjt3vrRXTy4lLdEGSMD8MDiup0opJs8xV5u6RladYyqjJHAZVBJbc2MZ/pXXeGdavPDUscUkapavwqK5bA9s1hfZ50vGSC5XYgy8y8ADuSe2Kzv7TElwUtzI55AkOS7+4/uiipyxJpuUvU96ttRstVgLQSBZG7GsPUbaaByXXIz1FcB4R/tDUdS8nTZdk5yTkM5OPXFbw8d/Zb+TTNWjAkjYozdsiuRq57WExsqL99XRLOFJNZF1H3Brfklsb5BLbSKM84BrFvUaMHv7ispRaPpqGMoVo+69TEuQQOawb638xCcZKnita+uduQKyZL0EYIHFZsVVx2Z58p6V6X8KLI3V1dHzPKUzxRl/UHOQPfp+deeRWEzHnav1Neh+AtT+xWx0zy4/Ne5WRJQME8rlWz9Bg9ua7qV+dWPiKzTg7nVakJ9P1Z7hHkXbKVHzbcgduM9quLcz3MatPcvLHwQueK7ez0yzl8PJcy28b+bubJUMzEnGB6DgVjQaC7KrCEeWV3L8wHfGPrXe6kG7tbHmRp1EkrmhG8U1kklshjikBjUYxwv3se2T+hqWO2Xy8Y69a3ZtHEGh2gjQAwKdwHoev61m7ShwRjFeVVXvtn1eXzSoKK36nJ32mSWMrMikwscgjt9a3vCEMeqXD21yzYhTcADjcM9KuuoZSCAQfWs/7KLO4FzZyNBKO69D+FZKNndHpzqurScNn0ZT8RPKmsz2VuQkStgYHQf5zWFqOnyTxBJH3AdNy8ir16upG9a5zDMWYs2SVJzTXu1lZUk+Rj1BrCbknc5lGtTjqzyf4l6ZFpyaV5Y+aTzdxz1xt/xrnPCELT+IoVXghXbcei4HU/y/Gu3+MIWRdF8oZ4mzj/AIBXHeE74aTqjNNAjiaMoGz8yHqCO3XqDXbh2+VM8PF61JX/AK0PQdfs2tb9jFIxVAoVs4OSM9qbFdT3KBpZ5GTvHuOP1+ldv4atoLnQGvpo42YvtYkBiSAAAB26kms/+wWabeY44o3ZvlY42nsMe/avWdSN9VsePGnJrTqYPiWaVdN0jTkXyluFMz4H3gDhc+vrWHqFxZ2+zTLVCZxNi4umbn02qOgHrXqXjzwzK+g2Oq2UW+TTlG+MDOUGD0+oFeKaTDJqWtWyux/fTrubGep5OK82XvSbPTpaRR7Nq+o+HNH8BX2mWDGaR8BJ3j+Z8kEnPbFeTaF4nv8Aw7qP2mxuHi3ffXOVcejDvXf+Ox4ctNBgs9PuGnvS5aTDZ2DsDjjP415WYTJIMLuA7FgP61Boz3rR9Yj8XaVJeNZPbyxf6x05T8/8aoX1rJASThl9RS/DXVrK18NXenPdW0M0wZvInypb5cZVuh+ldN4surWDwm15LYtbXiovlsVyrHjqQcEYpuN0duFzGth3bddmedXipgnoaf4f8q60fZAQ0ryN8wXOADjOO/HSsSHX4tWuham1ZJ3O1drZBNQfDa+zBIqSMssS7X/MgH8qvDw95pmecY2GIjCUFa17/Ox7N4VjEGnRwk5KcE119tyQK800HUTp1w0UrM0THO4nJGe9egWV4jKsisGU9CDwaSerT3OSth5QUZ292STRrPGkgw6qw9CM1Tk0fT5M5tkGeu35f5VKbyLYSDz6Uj3exAdp579qLJkxnKPwuxzuo+HtPRiRG4+jmsC50axGeJP++66O/vWlJJ61g3U/FTyR7GyxuIWim/vMG7sbSMHEWf8AeYmufvWWAHykSM+qqAfzrev5flNcrqM3ytVKKWyMZ4irU+OTfzOf1CUsWJbJPvXJeKZvMNoo+6ilR+ldBfSjnHJrmNUZnmt3QKzIScNyO3WglHo0WnR/8I5aIpBmZhuTd90bR8uPrms+G3ljJilikVTyuUx1rf8AAuqLrOqRFlji/dFlXJKowHJX9Tg10uqaU19MZANluisElfnJHc9+f0rvjUtFJo4HTvJuJyNzaTr4Mv7mFSqtPHBkD+HOT/SsVr99G06KOyCpcXULB5cAkIWKnGfXHWva9F0Oz1DwvJYN80M4OWxjn1rxLxZ4Z1TRNaktbqJzFGoEUwHysg6fzriqy55tnbQXLGx3/wAOtf8A7G8Mq1vYo1yJJC8pH31OPlP0xXmuu3kmo63dXTgbpHZzz3zXpXhzxRYeF/BkVu8CNeSxPhscqWPUk+2OAPxrzW7utNlndpZXBJ/hjyaye50I2/ASXGs65a2Bdo1lbbknj1/pXqx8CXE8t7EspzCwCDs3Ga8m8K6ppumanDcW80krA8xTw5VvxU5Fey6N4os77UJnjvHsmdVAUt5kZIHcHkVSaDVao8T1u6FlqE9pOmHjcqfwrZ0bwFd+IPDz6xZSB1Un90RgnHUZ9fbvWD42aSbxLdzy7WLzMd6rgPz1Fe/fCuKKLwFZeWu3czM3uc1LinsafWKiW7PlhT8vvV7Sr59M1O2vUUOYZVk2kZDYPINUlTmp1UUJmFj6K8J63BqM7rC7iwDsbcBQGAJ3E/rW1qTWMswMkkgVZfLyTkHjkn27ZrzP4V3BIiQj7rumcfeP3h/P9K9F1eItbGdeGjOGDdMV3ShGpBM4I1JUptPudlBhrdOhBWsfUNK2ZeJSYvbkp/iKs6Ferd2AXI3xHYw/kfyrUrjauj01KdCbscRPBLB8zDKHow5BqnK2Qc13E9iku5oz5bN1wMq31HQ1zt/osybiICR/eh5H/fJqHFo9TD42EtJaHMz4NYl/EHHTnsa3bmFoyQcjHZgQa4NHutS8Y3WmSatcWsX7zyhGgbLKhYL7Dg8n+tZOPNoeq8RClDmeqOV+IbMRpiuxLL5v/stcUg+YHP41sa/d3N99ma5meUgEru7ZxWSi1rTXLGx83jZRlXk4rT/gHtfgXxBHfpaxZIRYlWaNVAxIBjI/BQfxrstSntHuAfLdvLlVYyzHLdyeew/U14x8N7nyfEiRkkB8H8v/ANdev6om61aYnY0J6nketeioxqU1c8nndKq+x6HYhJLYIyhlYYIPQivOfGPwzeIyaj4bt4/NwxMGMYJ5JX3rtfD2oJdWSHcNy/Kw9DXRKQwri3O2cJU5uL6Hxfq8V/BePFfpLFOpwUkGMVnJvBB3AfU19ka74T0TxHCU1OwilJHD4ww/GvL9Z+A1ssjXGk6iUUc+XOM/rRYVzH8G+E9O1DwJLq095PDc+cY04/d5yAB9efUV0Hi3Q9U8NeFjbzag9zprOFKdlPUcentUOi6DrPh3T5dPkiM1vJKruI+VYA55FXPi3rPneC44dOkkBadGZNpBTg/Kcjpz+lFh8x5hpFp5GtWl5GweDzVyR2P9KzvhzciPV72Nujx5x7g1evdPGmaJFqekarqEm65+zE3EKxrOQm5niHXarYU7vUe4HMeE7s2fiCFyTiQMh+p5H6inTbjNMitaUGj2bz904OAoxtAHtWnY6rcWTfun+Xuh6GsISLJYL5Skzpj8RmrKSZGDwaWLg4VW+jPpsjq0sVgY05WbV0189DsIfE0DACZGjbuV5FXRrcUkYEd2hHYFsH9a4Rm96iZ+K5/atG9TI6E9YtxOwuLknJBz9DWTcXB5zXOSSlf4iPxrPuLhsH5zj60/beRyS4fS/wCXn4f8E1NQumAIOB9TXI6hdoQ2ZR9BzTrufOcsTWDdScGmqrexhLKqVLWUm/wK1zcBmIUYHcnrWLdkFlI962vDltp2r+J00zVb2e1gnbYk0c0UaxnuWMnGMZ4HJOB3rI1S1ksdXvbJ1nT7NO8QS4AEi4JGGxkZ9cEj0rVXseZXlG/LFWSNzwbrX9nTTWbOyLcMhRl/hYHBGfQgn9K9xF5G2n28n2UDfzK+ATsx/PtXzbAxilSQdVYN+VfQ+iSfa9FsmADJJEBg/SuuhacHFnm17wmpI6zwvOs2nKyqEHPyjoK3L/RbHXLM219CsiEcHuv0riPDF8lrdyWhf5C5Ck9jnpXoFrMMjNc0laTR2Tg0oyf2kmeNeLvhJq0O+fR5BexHny2OHH+NeS6npV/pxaO/s5oXU4IdSP1r7N3AjOeKo3lrp2oQlb23hmX0kQGlYVz5i+GM0Fp400+a6jXyNxB3jeASCAcfWve9M0zStWm1N57CFS12yRTIOCAo6Ht9KytQ8G+Hxdeda2KwMDkGM4xT7U3Ok289vbXTGKUkssihsH1HoaB8x5BrNxDLqc1pejzI1kKpKPvAA4FewfDG7S38L/Y2nRo4JWBYnG0HkH2zXmni/QbW106S9XeZ/NUFyfU81k67pOs+G9A026murpHvS/mwbSBCAFKBj/eIbOO31zU8vUbmmcUKmXnFFFIZ6D8K5GOuLHn5fLk/MDrXqus3D/2fPGcFWJzkegoorvwvwnnYz4kJoFzLBqcIRuH2qwPcECu9oork6s9vHL3o+iCiiig4TOvI45lIkjRvqK8E8RS/2T461C7tI0WSK4cJkZHK7Tx9GNFFSNSaVjzrX4UhNsEGB8w/lWSKKKRV29zoPBcrR+LtPC9GfafoRXtV9I8tk8bMdrAk49hRRXoYPqcGN6F3w3cSQ6hGqN8rkKw9RXokMjY60UVwLdnvZmv3kH/dRLK58tTVC6nkwRu4oopnmmPOTmuL8fH/AIpqTPP7+P8AmaKKBHnWueIW1iCGKTTbC3MKKkb26OpVBnCgFiAOc8DrzXn1m7R3sDKcESKR+dFFLqiuh7hoaiS2DMMnft/CtJ7aP7CJud+49/eiivQx38MOH21jFbzKJJqNiaKK8M/R0VJzWXck80UUkZz2Me7YgGsK6Y4JoorWmeJjDKsfED6RcXUbadpt/FK6uY7638wKy5wQQQR1ORnB7g1Fdahc6rqFxqF5KZbm5cyyvjGWPJ4HQe1FFdL2Pl5fExqnFe2eDrmV/DGl5bB2AZHXqR/IUUVvhP4hz4v+GaEf7u6fbkfN1z7Cu90K8muLENI2WVtue5HvRRWdf+PI9pJPKaTe/wDwWa5lcDhj6VNHEktoWbOd2Miiis2eYjBuiV3AHoSKyJnO40UUAc98R1RfCsDqgVmdCSO5zXlOpa9qV/p0GnXV3NNb28jyoJJGYlmxnOTzjbx6ZPrRRQhs/9k=", 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", 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", "info": {"video_id": "119651", "label": "opening a hot pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119651", "label": "opening a hot pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4aaaee4c88ecd327111dcdf01e99ee60402feee8cbe307a67a7b4149e673a890"} +{"episode": 42514, "episode_seed": 3925970359, "split": "train", "timestamp": "2025-10-13T03:16:58.755528", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3925970359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a hole punch behind a sweet potato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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o3y4Yn2xV1QQMbuvtVOInjk8+1W1bkDLUxDmDcYY/UVy/iGSW01FJ2YtE8YXHYYrqQQBnnp3rE1mNbxDEy5U9vSoqQ542NaVT2cuYy7bWUEZQyZB71WvdRTeIgOepLVjXcE2nzDHC9iehrOkuPMkLyPn2FcLg07M9WM1KN4mzNqP2ZtwKsV5IIyK6vw/eSPZQiZwXZAT+POK88tbebVJPKEjJEv3mxnH09TXcWJCyLzjHtXRRjy6nHipptI6nf8pG5fwrL1T53h+YH73A/Cr6MmzlueOxrP1FVDxFGzyc10M4ggTgDJ6cnHWr0CNt5J+tUoQRxuP0q7EflzluTTETgMed3aqOqQzTaVcRxuwYocep74q6DkZJaoruTbEV5pNXVik7O5xdtqwjddzYZeoOeauXGrRvG0uSQOtZ2raaWke5iT52ySB396wJbqQxCMuAK4J0nF2PWpVY1Fc2nvQ4MuQo68VY0TU5ZNQ2DYscaHd/tEnj+tcqZyjBYi248V0WiWT2UTNK+XkYMRj7vtmtKUPeuZYidoWPQYZt6BtwP1NKzc8kD6mqGnOvk4ZuB6Zq66xscbwcGus80xYAOCOmc5xxV+LJxxnnvWfAVO0ZOfcVoR5UcbfwoQFjdhTwcgUjMRnApFbkfKuOM4pzMS3QZPt7UwMm+DZDDIxzms64hWe3ZGAYMMHPQ1s3aAxn5c/Ws0KAMBQwHvjFAHH6hossOTBtKddpPNTaPDLGwXYR2NdO6KXwVAqW2t0WVXCgfQVPIuho6kmrMSzt2Rstya3I8jAUYBHWo4QCQT2HpXOxTXWoeMLnTG1e4tIh5nkiNA2WVNwX2HB5P9adjM2r4AiHkdxREcdOMmuX8Pald35lN3dSSYClc84z16V1EAyuRg89zQBcjbAzjH608tnI54FRq3YgYx61IGOw/KMk5piILhiyHg8c1itkMyt09K3ZPmHtyBge9Y9wirMW2gfWgZgarpAuXaVFAkHcng/WueWynhugJYiT2IrvHUYJ2EfU5qEW0bkZVSfUipcU3c0VSSVirYxSSxJnge/FdFZptTpyBxUVpGscQXHY9qh8R3E1joTzWspjlEiAMvBwe1NIhs2M7iucDOcVlQAZ7Hn3xWLqtxLb6JBqNhruoyg3P2fNxGqLOQuWeIDnapO07vUe4GxbkEL8xJx34xQI0Iicjqeas78LnnIHaq8ZKDoM+xzUwPIBUY4zzTEDPgHisq+3BgRnjnNazNkngc/rxVC8jUx4wTQMxbu2W6t2jdd2eCK5PUNIuLYny03R9eOtdqFAXG0sB6Go3iR32lfbmpcU9y4zlHY5rRkdMKEIBHcYzXV2ULK2W6020tY0lVwqgewrZhRCwOAOB2oUbCcrkkfA2qOMdaq3wB8g8d+lYtveNdeNJdMu9Vu7S2eXZG8Uscax9CSxfjGM8dScCo9PmuxqmpWd5NdH7LMURLgDeoyeG28Z4HTimyTeiyAMfpVuNsAcYz2qnAOAeCPc1bVs9QMD1NMQ9nznrxx0qtdMWQ8dKtBvkHAznJ/OoJPmXJ9McCgZhkEkq3bjHpWBqmjmWR54Uw+c4PQ10kqBZidv4Z5NROi7TlG9OaTSejKjJxd0cJBayxXX7yJg49q6+zjklRT0GOtTizic52Ln1Na1rEiwhMDp6e9Ty2HKbluTWihU3YPBzirX3mHTOOKyPEdxLY6E01rKYpRIg3J1wTzWPrVv4i0PR9LvrrULtZrsyeZEVwIAApUE4+8Q2cdvzqyDUjQKOM1ct2L8E/lRRSA0BEqxhuSR60BsjdgA5xmiimBBMm6NjuIwOxrBkdhKwB96KKAJAPuHJyRU0ZOV570UUAXonYg89q4PUNRuNL8V3V7blTNFK23eMj5l2nj6MaKKQE/hVQftAycAIB+tdWrGNgF9e9FFIDRgQSEEk1Z2KpKjOD70UVQEcg4K9hwKx9QJXJyTj1oooAqxszkgk8DNPQlWAHQmiigZbt5G29az/Fsjf2C/PHmpxRRSYjmdX8RvrUcEUmmafbmFFjje3R1KoP4ACxAHOTgcnmuugXCA5OaKKGBdt5GcYPHOOK0I4l2BsniiihASFQMMOvSqN3kLwSKKKYGI8jLIwB71Jjoc5PFFFAEsMjfKe+TWgkrBeDRRSYHD3+tPp2t6kjWNjexyzBil3DvAZRwQQQR1ORnB7g1b0G7n1O+v727kMlxO6ySNgDJOe1FFDA6KNzG6qOh9a0oEDkEk0UUICyI1BKc4+tRScjr04FFFMDEvGYNnOefSq6MzhsnpiiigCSJiH29uavW8jbRRRQBmeLZn/sJhn/lsn865K613Ur+wh066u5preB2kUSSMxJbGcknnG3j0yfWiikB//9k=", "info": {"video_id": "198258", "label": "showing a hole punch behind a sweet potato", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "198258", "label": "showing a hole punch behind a sweet potato", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0f6c612b8aa461dd7f80e2550955d7042cca96827cd369a31d75aeb28ea4d53a"} +{"episode": 42515, "episode_seed": 1628827948, "split": "train", "timestamp": "2025-10-13T03:16:59.821068", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1628827948, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing tongs from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "96305", "label": "pushing tongs from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "96305", "label": "pushing tongs from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "be2de0e44ad89e29d3770167e14f2fc6b9234f4e044c0bcccab4e7d5ef4af2d3"} +{"episode": 42516, "episode_seed": 1229460504, "split": "train", "timestamp": "2025-10-13T03:17:02.511552", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1229460504, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a pillow off of the bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8887", "label": "pushing a pillow off of the bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "8887", "label": "pushing a pillow off of the bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "65c902017c3a21ef9e0c662932a3ec15bfe6d84fc72a2e3cc74d5ecb892b23d2"} +{"episode": 42517, "episode_seed": 1565855760, "split": "train", "timestamp": "2025-10-13T03:17:04.616303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1565855760, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) back cover of tv'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "147859", "label": "touching (without moving) back cover of tv", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "147859", "label": "touching (without moving) back cover of tv", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7daa2ebe6af231caef60caf33b3910fbd34de191ba4ade9c4aa39d4a92b737e2"} +{"episode": 42518, "episode_seed": 165948350, "split": "train", "timestamp": "2025-10-13T03:17:06.739946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 165948350, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a game piece'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96551", "label": "taking a game piece", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "96551", "label": "taking a game piece", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "26e206b870de96d20d74710b1f0cb5fe1d2476ab98c8c955973bd18f48b5d4a7"} +{"episode": 42519, "episode_seed": 1973847210, "split": "train", "timestamp": "2025-10-13T03:17:08.257020", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1973847210, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting card up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18731", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "18731", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3ac3119e993e1af0a04c60cbf4a8dbc86cc5805ef7ce39ad52e313d5c3574655"} +{"episode": 42520, "episode_seed": 243282248, "split": "train", "timestamp": "2025-10-13T03:17:10.284121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 243282248, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving candle away from bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27900", "label": "moving candle away from bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "27900", "label": "moving candle away from bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e6035a547189632626ee60f7db63a27d99655f53e4c6d93f813eae35076502c5"} +{"episode": 42521, "episode_seed": 3571045352, "split": "train", "timestamp": "2025-10-13T03:17:13.001304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3571045352, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving tv remote and wooden scale closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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9jVOBh9nRuPmwdueR6V42Vy/iwfSR6OYLWEu6JpCCHQkhBjFJYn/ieWe5BnbJ8w4yeKRhlhtU8noefxp9mwOtWS4xgPk468V7NH40eZV+BnUA/JtHTk1x0SMxDY5PNdcTzXNx/KMkAc8jrirxPQzodTjvEkUcOorIBgsqk47/AOcV53cadJca4ZPvKuCeenNeueJNMN3aiaOQRvF8wY8jHXH+fWuGttJkTVVNwjtmQEFOh5/pXFGLjPmPR5ozp8jep7BoOoWOkeEvD0FzFcOHtiSERiMBmGOD949h3weasXEC2evamsQwGtbdl3YyflYZ/SnaXpNpf6HpSXQnIggddsUhAILt1AGcjHB7ZNN1t2XxJcYG1ms4h34w7gDpU5jLloOQsAv3yXkZUO0W0LnIbC475okZGYx5PzDByeD+NNjZvIj2qPuDj6UwyCTaoxuJwCOw9a6Y6q5zSVnYfvXygcFXAz/hULnc6ucHIGVP+FOZlZjuUnp9w5pina25gGHc461LGjV8NYOnSfLtJnk4Pb5qh8Ruf7RsHA/hl6f8Bqbw6QbGdgMZuHpusqGvLQ4yQkmM+vy121P4ZyQ+MghUhs9vSrBUAArgAD8qijIACnkEccGkupWiiGACzEBST/KuJbnUyQqPtUeM7dy5yevIxXVf2pZ3HiGXS83JlEgVflbGRyepxt7Z9ciuMtbnzNwc/MrDBHpmuyi062/tyTUlE7XHmkqC7FVOCDgAYx3x6nNbdDM5Xey6FbRDnbMVPPo5FMLKjHk8rkiozJi3ZAMKLyXj/tqaR3ZSWwMA4B615+ClzKa7NnfjVaUX5DWdWxjLbG4H1/nQ7qrqVJ5OD3poYMxZcYA554OfSoyRtypKtjv0rskciKt7hbO43Df8hwQeeuD+FdnbELEhGOEH8q4+6ZUsZty4yhx7V1sHFrEP9gfyrpw/ws563xI5aO2G1FYbiwGB16jpXVeHY9kdzDsBDFE2MAwxznPBzWAo8uTYrAkY2t26Vr6TdwWTF7mfy0K4wApBOPf0zXNDc6HsJ8SQU8ICLaE33luoVR6OT6D0rBsRjYzHC5+ZvSrni26j1WCxtre4aYC7EshCKMKoY9vc1XjVVAUjaAOa0k7KxEVqWd3muRkHnG4nH0NQLOCrDBJUg8g1NJEYR8wKBl3YPXBHFUHZojlTnPGcZz+VZl7F20crPIM9YyP1H8qokn7RIF5LYPtT4m/0pWJOWUgkccY/+tVd2K3r/OVwvPHOM9q8ab5czXnH+vyPSir4F+TLZbae/wAxzycVd8OMDBec5/0hv5Cs1piqY4JJyfQ1b8LyB7KeQdHuH/Tj+le9hviZ5OI2RoantJiPUDd+XFZV5aJNbmOSNCsi5YHndn1rR1JsNHwe/f6VWyCrbnzkZHaprfGx0vgRheG/DdvZ+KtPmhdkRLpGCFc4+bpn0r2KwihQiVIIY3kbczqqgkkjPfvXndsojvLaZOHSRTknPINd21+sMYxeQ7VUZULJnIxnHPtShHTQqcnLc8Y0uRWu7gITzPJnI6Hea6Dd5UigDJbHToDWVounSC1kuiuEMpG8+pOcVpTLgnafm+vt9OaJO7BKxZlfzNNCYwRuX9SKzrSWMwJtyWAyRj+lTxuzWr7v4XPbtVC0lRlZB8pDbSQDnrXh5e+XFV4ef+Z6eMV6FKXl/kaaBgoJHIyQP5Utm+ddsgeyycdulRRyBBneWxxz6+3t0qOwlMniS2XglInYkflXuUfjR5db4GdjkE4rCjiV2ClSxHJ7cDvmtkkcViRu2CB16HcK1xPQyw/UWaMSoVfBDdj0rKOkLBNHKr7gO+PXp9a2Tjfgk8jsKiY4LBi2B0HXJrni7G7SZv6HOyaXgImY8qu+RRuySTwfrWPqczT+IbhzswLaMHYcjO9z1wKzZkaZsRzyxx9AqOVyau21sbSylRy28SfNvbJ6d+9cWbSX1WXyOzL1+/TKNrMDagBd21inI57imsyBvnfHQA+v0qrbytErAcZkYdP9o0+V40YmTJLAgnJAHeuum7wTOWorSZNnJ+QZ5z7YqTdsI6nJ3HJxVZHGQyuEVcZAGcVK8pCBTjPce1DBbGr4aYHT5znP79z+tSaqu+5tucABznP0qp4Uk36Uz9nmdh+f/wBaruo4LpzgqrEe/I4ruqfwjjh8ZEighnCfd79ME/zpssSzp5bsASR82eRSRuTghsDPfrmnYVgy5PHTBxxXEjqZU+z/AGZ3AZire2OBXYx3sn2eN9sKtJ8zBpQSp59s965N3G3LbmPPBGR/n2qp9hlunI8+ckjdtEjfKB+PFaqS6k2vohJJD/Zssp/57yOMDt5hNSu4cDAAyA2cU/VQI9JAXoIlwB7YqksrHMecADHSvKy2V/af4mejj1rD0F3IByw3kfd/xpyksSFztxgHHOarF4Q20jkMSNx9ec+9Sxs+eJAQ3IUDrz1r0ZHBES/kH2GcZwNmMnmusgYfZYvdB/KuL1af/QZehyAoI9Txiuxg/wCPZF9FA/SurDbM56+6MTB84nIGTxt6A+9SsispDBTtPOTxzURkVFaI8Pycn6dP89ackuYtqlsHHH4VyHQNjwkm9VwTycHpSu4PBYgfXNRs4wPmwB6mqVzdqq5LbefyqhXLrTeY5eaY7gAoyOoA4Gfbjiq6yElu+Dzjoax5tUjDAlwRnIOf881FNq0KwoxkX5uOGGRg9xQxXN6NlWRJCTkHHSoZnU3rAEAkZ6Z9KwJddgAGyVBjp2GfSmR6zJJJ5uwMxGAEB57d68uthaksbCtHZK35nfSrwWGlTe7f+R0TupGAgVQRgHkmr3hllW2uIQfuTv8AkcH+tci2qSFTkNgnPTPNUfDV9c3vjK+0/wDta5slkZ/L8pQ25lTcFHoOCcn0r1qEuWWp59ZcyPSdUXc0eOeuR/8AXqCNckAHO7oD/D7VzHhbWry+M8l5cSXGFXYWOSuc5x710McoVyQTkE4YcDFFV3ncVNWjYfI5I4wcDjGfSs6eEsxJLe/zGrzsACGyN3+0f8mqc91GmcuOOc570kUSwlY40jLMIupA9u4zTJJVLqFbK46/1/nWRNqcSKQJBwORmoF1mDY2ZUGBnk4z9PegLm/G4xOjHnHGD7VRtGRJJO3zk5AB96wv+Elt7Z+FkcN1ES7vzNR2eteZuZEkG7oD1H1xXkUKE4Y6pUt7rX+R6NWtCWEhG+qf+Z1e/aOFHJ5ZvT0pmnukeuWr5xvjdM9PQj+RrBOp3DsrGNlOMrkdR61i67q9zbGylgLo4lY71OCpA7/Xn8q9am3GSZ59T3o2PZGYbf5ViRK24qGAP5qR3rmb7Up49Dg1HT9f1KVDc/Z908aos5ChmeMddqk7Tu9R7gdIZkMa4OCuN+euT3/+t2rWvJSsZUY8tycEIAwUHt1701ZMZHzYx1zSNJmJRklRnnAH+e1Qu4XnPQdDjP6d6xRsSO/zE7sEc1LHO0lrdPKS8jvlm9TjrWTcXaoVPmY6n0qk2trbRyRGIyb/AO6wAHHvXFmNGdXDShBXbOnB1Y06ylJ6Fq2fBnABIEz8Yz1NSOEZOTncMdOtYwvEhUM5K+cfMC7gcA+tJJrMAxiVdo6c9R+NdFKLjTinvZGNSSc21tdm0NuzhuSehXketI5RjgJtUNxk5OP61iLraAArlsj0pp1VmGDnk8H6+9UK6Ow8LkJpjRA/cldf/Hiau6kckKCvIOcjPpXm3hTVjdeLrnTrjVLyygmuCqPHLGixkdSS/GMD6k4rotLub19T1W3vZrqRrSTYq3BAdAGI528Z4GcfhXZKonTscsYWnc24wdhJ6Dkhuc/SnyPtBUBcEZ6847VA0yyOGGQCD8oH3fSnySbm3Ek44znFcx0DxKduCWHPr1qEzvGGaOQqSCpx6Ecj8aikmVR97OevrWdcXqq7DzBknGD0NMVzU1Vg2jquMYhI/Q1UV8xqeeQOcVlz6ybiJbTyh/d3mQD26Y96h/tOCJypkGV+XJbv7YrzsBh6lKVTnW7ujtxdaFRQ5XsjXdY93f5cngdAeKcSoPPzYH8PHPb/APVWEdah3cyLknoO360ra0CNqZ69enFdzuciaNDUFV7WRsAEAMAPY5rtIHDxKQeCK8m8Q6xNHpEzxO0b8Z29cdPxrVu18SaB4b0i5utQvY5bsPvhZMeQAFKBjj7xDZx26dQa6KE+VWMK0eZ3R04GUBJ6f0pXlIVGwudnXHT3oorFGpia1eTQqiowGScnHJ6VhXK7kBLNkqp6+tFFUSzNdFZsn601rePIGKKK0MiWxgjdMsuflzWnZDoRkEYII9aKKllInbBkwQPlJHTr9a5OfUZtG8UyX9oEE0Ujbd65HzKVPH0Y0UUluU9jrfASB7S+BJwgjwPXkjmupMrLG6cEAgjNFFKfxDj8JR1O8mjtndGAZs9unTp6VzyqbmPMrsSWxnPaiigDLmhQMV5wM4qNoEA6UUVoZBDDH5v3eMKcfnV+NRHMAowBiiikxo0ZFCxqB0dSD36elY/iRQNHJwOHU0UVJRDc+JpNcht4pdL062MCLHG9sjqVReiAFyAOc8Dk816Ih6NgdcdPcUUUVNkVDdksrlTKVABBABHpmue1i+mjm8tNqrjsOv8AnFFFQUYl2X8w5kc8nqaz5BzySee59aKKpEPcjlgQ7s56Z61NaW0TpllyR/hRRV9CDWslAXcvBHTHvxT/AJWcfIoCg9O/NFFSykc1LrB0bWb6Iafp95DNKGMd5BvAZPukEEEdTkZwe4Ndb4SvbjVNRvby7lLz3DK8jYAyzHk46d+PSiim/gD7SOpVjHKAOQcg5+lQvMwTgABc8Y6896KKzRqzmJrqa5unSR/lG4gDjGB/9asu4HzEEsc8daKKpbkSKwjVm5zz1qB4IwyHHVsUUVaRmy9FbxLGjhRuOM1qRgLBnGQcEqehxRRSY0ZWvKp0qQ4HMg/Dmsn/AISHVL6yt9Nuryaa3t5HkTzJGYktjqSecbePTJ9aKKcNxy2P/9k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"info": {"video_id": "128867", "label": "moving tv remote and wooden scale closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "128867", "label": "moving tv remote and wooden scale closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "16a5d7eb6f08630c5b7daa5ca002a7a11ebce4eac5acf9cdfe81caec4436fba9"} +{"episode": 42522, "episode_seed": 622174469, "split": "train", "timestamp": "2025-10-13T03:17:16.102938", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 622174469, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving specs and watch closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212838", "label": "moving specs and watch closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "212838", "label": "moving specs and watch closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ebb934158213e79ead5d58a73cd8c020b21661d75fb03a69914df9d09f31b8c8"} +{"episode": 42523, "episode_seed": 1483786683, "split": "train", "timestamp": "2025-10-13T03:17:16.666687", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1483786683, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into switch board'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117979", "label": "plugging charger into switch board", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "117979", "label": "plugging charger into switch board", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "118cc620b26a43f19533b4f9b30fda1d3118c5a60f82d20cf24ca276a0d95cec"} +{"episode": 42524, "episode_seed": 3203378980, "split": "train", "timestamp": "2025-10-13T03:17:18.624923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3203378980, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put sweetener sachet next to mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110793", "label": "pretending to put sweetener sachet next to mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "110793", "label": "pretending to put sweetener sachet next to mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "95b617fd7d20d79615052b9806776ca0f5cf734e74082014ba1c9eac0e0e1fb4"} +{"episode": 42525, "episode_seed": 444815275, "split": "train", "timestamp": "2025-10-13T03:17:21.197204", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 444815275, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling water onto a plant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48613", "label": "sprinkling water onto a plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "48613", "label": "sprinkling water onto a plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "160126f81dc914a8fd851dd97c8dd577233570ad605915b98f3f04a80b45fe8e"} +{"episode": 42526, "episode_seed": 4087363170, "split": "train", "timestamp": "2025-10-13T03:17:22.771439", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4087363170, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take a pair of glasses out of a glasses case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "174251", "label": "pretending to take a pair of glasses out of a glasses case", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "174251", "label": "pretending to take a pair of glasses out of a glasses case", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "637ec18514c15530a7bbb1527828b6e5b8fae38b5b2d518398e62569b07bead3"} +{"episode": 42527, "episode_seed": 1700627830, "split": "train", "timestamp": "2025-10-13T03:17:26.006142", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1700627830, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving wallet across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "177158", "label": "moving wallet across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "177158", "label": "moving wallet across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2be6dc44f9496a69dda99dc5a57a4a6ddbc3900019096cf6172504a751e3af6c"} +{"episode": 42528, "episode_seed": 2982046286, "split": "train", "timestamp": "2025-10-13T03:17:27.883503", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2982046286, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of note book, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64600", "label": "lifting up one end of note book, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "64600", "label": "lifting up one end of note book, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "efbf6b0e1aaa7650d35bd2402c25485797bf938589c1c49fdcb2fa9c6089161d"} +{"episode": 42529, "episode_seed": 3392425305, "split": "train", "timestamp": "2025-10-13T03:17:29.746599", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3392425305, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a stuffed animal that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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0pUMOODSsr3LTdrFS5kcEHrn1pLFyLhRIQFPH41LKMgqeDVdY9p5OT61pcmx6X4O0v+0JykFylvIVJEsi5CH1xXZ+FrDV7zxdDDfSI9tpjl3eI5WRu3P9K8y8Ia1cW16ILeOSW5mHloEOMEnr9BX0TpNqmnWCRjHmEbpG/vMeprCqzamdG10NvWuT8Wag90LfRIJCr3xLTspwUt0wX/76OEH+8a0Z7kIpLMFAGWJPAFcZBqccen6n4tuwSk6/6Mh6+QhxGv1diW/4EPSsbtlWSPNfjHqKzaxY2UIx9mVvNcdAzYO38Bg/8Crg40je14GF7/Wt7xhIZWthO264laSWWT1kYgnHt2+gFctFIzAx8iuymrQSOafxmnp+jXV7bXNzEmUgjLEnoxA6D3rPjkMhGFUHsa6weI4oNDgsrRNrrGFfIxz3PvXJbnguuFHXOPapVy2+x0WkRmHVIVlwSGH4819IT6LCIIHgvSpaNcpn0FeMvYnVPCVnfPHDb6jD9woNvmJnv7/5710fhzXL6e4t455tzqmCMDjn1+mKmU04vuXGDUl2PWbRVQJFEAqjgAdAK2/OVEAHYVh6e5+ziVhyeBUlzepDEzyuEjRSzseiqBkmueLaRrNczMfXdSNx4httLtkjAjha5vJNoyFPyxrn1Lbj9Fry74gSvd6jHYQMStsollH+23Cj8Fyf+BCu20e5U6Te+JL7Mf25mvG3dUt1GI1/74GfqxrzGa5a7knu5z/pFzIZpMdV3dF/AYH4U43vcjTY5p7TbC2VIOemK9Y8I6Hpeo6RZvd2kTAN521gG8w4wC3t14rzy475xXb/AA4u0uZJGjYohGCpPA9do7Zropy3uY1VorHnXjjQI/Dfiq5sYC32YhZoCTyEbt+ByPwqbQfEqI62uon5Dws57f73+NdP8W/DGqDV5PECjz9OaNIyyDmDHABHoeufevL9rEFtpwOpxwKclcUHY9ot4MIrp8yEZBU9q2LRtgXnPv6V5J4a8VXGjOsE26azJ+5n5o/df8K9X0+7ttRtkubOVZI2HUfyPoa5pRaOuErnQ21zx83I9a1YJMgYORXMwS4PHUdRWjb3O05B2mosaHT2rl3Cg/XPatSVIJItkkasuOhFZNoTHAGcYduT7U65v44IXlmkEcSKXd2PCqBkk/hVxfKjCfvMx9bewt9RtbCESNcXCPJsHISNcZYnsCSAPU1wd5Z6dYeMbTybdVnkRjKsfHGRgkfgfyroNLuPOt77xRqB8kXq+agfgwWiA+WPbIy592rzKXVrifWZNbmYxPOxIVv4I+iL+A/UmiPxBHc6XxN4cOp6tb3/AJZkeAlV2nqvVd305qSFrPT4y15IfN2khQeK5iLx20dzJHK3mK+Rn7oB9a5K/wBZkv7lpGlbgnagrZR7mk5q9zY8a65aa3ZWq26lTG7Ng+h4/pXGQS+RcDng9alnDMjHPNZ7Kd2WJzWkVZHNN3dzrNOjM92gA716paePn0fSGsLR2NzCgijUqcsS3YH69a8n8PamqXMRkPQgHj9a9zsba38R6xbTSxRtHpoHJQZLEDAyOo71M3bUcFd2PRNOmkGm25uDmcxgyH/axzWP4q1iXT9DuHtj/pUuLe2Gessh2r+Wc/hVppyq9eK5a+m/tPxbbW3WHTIjdS47zSZSMfgu9vxFc7k2acqWpgeNWjh0qw0RXZxMQZGJyWiiA5P1bb+tecT6esMpZWDKRjpXVa9qq3niK+uF3NFCwtI2HQKn3j+Lk/lWDO4c5AAOex61UU0h6HE2lyUU2zn5DzHnsfSo5R81V5BlcjqKcsvmKM/eHWuhqzOXccDTg2KZmk3UmUiVgrrhvz9KbBB5lykTkYY4B9aZupGfK4pbFaHsfgfw1a6bMl6y5mC4BPrXoy3WFyTXifg3x6tmY9O1hsRD5Yrr+77P/j+depreK6Bg42YyGB4x61hJPqaq3Qh8R3Ul8LbQ4HKy6i5WUjqluvMjfiMKPdqy/FN0lxf2+lQ4FrZKtxMijgNjESfgMt/3zWN4f8VWt14j8Qa3dORZWsAhibGcRqSTj3Y/0rA0ma61zxPdWl3q09q120s37pN26QIWVPYADGT2XHehR1E5Lc5/x2264stuON/A/Cuaij2Ak/eNX9Ru5r54ZJ5mlKrxu7ZqpXTHSNjGWsrj1GRV2yltYriOS9gEqoeDjj/gQ9KoqalD1LGjor3W5rqQLG4IPYHjHtXZ+CLCSW4WRs5J615XGTFIJI8cHJQ9D/hXtXgDVtOvtP8A9GkAuUGJIWOHX3x3HuKykjaMj0hZ1jiVBwqjArlPFt6b1bLQY5Nr6rP5UhBwRAvzSH8VG3/gVac118uM9a8wtNb/ALY+METo+bezSSCIA8EgHcfz/lUJBc7HxvdqbC10eIBVu2/eAcBYI8Fh9Cdq/ia881IKjgxsEI/h9a6DUNQ+361qN5vVolP2SAg5+RPvH8XJ/IVyXiaYw23mRS4cYGV78mrgraCe1xr7yuTz17Vu+EdRtdNhUzMu92BJByT6/Q561z2r2trb+H4NU03V7+dWujbZuYVjW4ITc7xAc7VOFO71HuBiw6hG2Nr4NbQVmY1HdaH0dpWoWur2stm+2dWBR0boVPBFYXiHwhaWngnVtL0Sxii8yPzVXklimGzk85wCBXm/hzxPLpk7ybyRtPQ967N/iPbNbS7i+Yoi+5T1OOn51poZK6Z4op5BrZ0TXb3Q7nzrV/lJ+eJvuuPf396xx6mpAaxaOhM9o0XXbPX4xNA5jnQfvImPzL9R3HvXUaanmTh3Hyp+pr52tr2exuEubaVop0OVdf5H1HtXrvg7x3Z6xAllclbfUFHKE4WX3X/CsXHsac90elG84yTXL+ILhta1K08ORE+VOPtGoEdrdT93/gbYX6ZqS91SG1tpbidwkMSF3Y9gK5TwFrX2uDxD4iv22LLKGP8A0zijUkD8AfzpdBGn4/1JpoodCtSuZQJ7odAsKn5V/wCBMPyU1xP2dL7S9Tt5WH2hAskL9BkZ4PsaZp17/b/jOdNWvrqxGoSj5o5Y4xAoHyhjJxgJ2HJP1rntU1C602fVdNl+0ZS58tfPAEiBSww2OMnjOOPStqULGdSVloYLOzuScg0oAphOTn15NOU1bEmPYNt9R+tVGRSxI61dDVG8ayHP3W9aVygsLS6uJ1W1Vi/qK+kfBOmLoPhuG2JzPIfMmY9SxryDwDdafHfi2umWK4J+TccB/YH19q9nhuQF5rKbb0Liramlc3iRIzuwVEBZiewHWuSsL+Sw8JX/AIhkXF3qDNdRqevzYSBfy2fmazPiLrgsPC08SvtlvD9nX1AP3j+X86j1nUoJbbQtNimXEca3MiDnhF2xj/vok/8AAahRKb6GReRLZ6els3z+UgVz/eJ6n8Tn86wFAJIOQOQATV/xPeGPS5XjkYOzqCV9M81keINB1fw9oGk313LcrPfGQyQlCBBjYUDHH3mDZx2+oNaxV0TNpM5VulVslZsD1xRRXRI5kWKae9FFZspCUhoopFIiet7SfEuqWmjahp0c+YDB8u7kpkgHae3BoopS2KRFptzKmmwWatiG4uMygfxbRkA+1XBqlzpXiBr+22efEzbd65HzKVPH0Y0UUIRhuMfL2AAphooqkSwFPzxRRQNBk0sN1PZ3CXFtM8M8ZykiHBFFFT1Ger6N4k1HUfAt5qVw6G6hjkCuq4yQOCR615v4Xu5bW5vryMgzQ2sjoW5w2OtFFQupb6HS6cTFp1uik4EYPP51leInP2cd/mH86KKvqJ7FfW/FD6/Dbwy6TptsbdFjiktUkUpGucIAXKhecnA5PNZ/iDTYNLvY4rcvtZMncc0UVSJWxX0vM1yysTgI5AB7gE0O7F+SaKKGSKCacDxRRSAY5NQl2VldWIZTkEHBBoooKOn1HxNqmoeBliuZg+bryXfHzOoGQCfrVjTLue38GWcEUjLHd34WZQfvAc4+hwM0UVH+ZRHPr8mmaneq1hp99HNIHZLyDeAyjggggjqcjOD3BrntRv7nVdUlvbyUyT3DtLK2MbmPtRRWiM5EJpy0UUAh4pKKKktEUnK16H8PfEmp3d1JptzP50MUe5Gflx7Z7j60UVL2CO5R+J11LL4gsLVm/dJEGA92PJ/QUkF3Lda3fPIRmMrAmBjaigYH6miikhv4iDxFIw0sc9WBrDu/EWq6npdvpl5ezT29tI8qCSRmJZ8ZySecbePTJ9aKKuOwpbn/2Q==", 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", "info": {"video_id": "30717", "label": "putting a stuffed animal that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "30717", "label": "putting a stuffed animal that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cfb7549ada6f092f0fb3aa7997b1634cc5d89c7bac19d1480c481545f648f9f7"} +{"episode": 42530, "episode_seed": 1421171892, "split": "train", "timestamp": "2025-10-13T03:17:31.209888", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1421171892, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving keys closer to pen stand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109382", "label": "moving keys closer to pen stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "109382", "label": "moving keys closer to pen stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2bc4cc8ecb752abceb9d4a87d68ceaabc9775bf9b288a7453c1763cb0550c692"} +{"episode": 42531, "episode_seed": 1214644584, "split": "train", "timestamp": "2025-10-13T03:17:32.896540", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1214644584, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding a paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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+jXG4Ag9a7fTZgE968s0G+G1Vz0rvtLuMhee9dK1VzklozoNUhN1AkZYfOhBzWJBoDWlrHbwk7E6ZOeK0tRuTDBFICSSSoHpVVdZ2xlSMN61NtTrg7wRyfjhI7e60+JCdwR8/mK4LVZo4ri0z2fkCuo8V6otzqkHzZ2K5H44ri70b5Yd3LGQVHLdnTGfLFWLE8P2ljIvDBuap3w8srj1q4XZAQDjJzWfqL5UHPQ1bL6XKl7ciKJ3J4Arc8AIIdFvb6U7fNm+97KP8Sa4TUrzzmCqfkX9TXb2r/wBn+BreIcPJGCfqxyazeiOac+eXKi34mus6eQjghyOR3HWqOiShtdsgx4gjXP4DJ/WsrUrpntoEJ4CZP8qXSLj7PcTXDfwxk/0FQnqaWtFnrPgnVpr/AMUTqGPkjII9xXq88mLdGPrXi3wolU3k9y3U8H+f9RXskjLLZgk8Bv6V0Qu43OKSSqpI5261WSbUns/KfZs3h8fL9PrXglwyx6zHuOBtNfTSWtoVOFUyEZNfLVwu/VonY5OWNTNXsddKXLcdLbu9wsg5DHJqte5jlXPNaccpjTG3vms3VD86kVLNbWVyjcTBAxJ4HNZ9qSyPK3V2JqPUbne/lqflHX61LbDEEY9qieiI5+aduxZxjHsK7PwRcSJOYUIw4y3+fzrjRyK6XwvKILot3KgVEPiRVb4Ge1aYw2rjrXTRTBLdvXaa4TSb3IXmussplkhkB5JU11nlR+JGNe6s8mqfYvKk2sm4SAfKPY15/wDESUQvp2Bt3eZ/7LXrUdnasoYqPMI9a8p+NyR2I0PyureeT/45Wctj0Ivllc5VZ91oiKfdsV13hZVj0n/fkdv6f0rz7RZ/NgIY5JrvdBYxWMSHowLD8zTSsjOvLmVzQvZQvGetYtzN15qbUbxRebAegrJuJ855pMwiRTSgk1QkNOeXJqF3zUM2Rp6VcbJF5r0DSbpGCjBry63l2yCu50S73RoBW1JmFZa3PRrNCQrryKk1EOXKxj5mA/lVHTbnao5xV291CGCaIyHkrnGK1ZFF+8fNJ2794wPaqt3diNTk/MegqM3QRCzHj+dZMsrSyFmPJrBnZKpZaEchLMT1JNaNrD5UeP4261FbW/Amf/gI/rVyPm4iHqw/nWcmKnHqzq0bbEq+igVC5APFJvGOtQySc1AGzot0Un25r0rRJskMegGa8etbnyp1Ir0rRNQCW8bDkscV0UnpY56sXzKx3eoXcNnpazzx71EgHJwBnvVeVrC900XCKYwwztyM1z/ie+u7rRFhgjR1LqXUrn6fhmuJ0i7vbvVpdHfWrq1i2yeX5a7tzKhYL7Dg8mk3qbQvGGpn+J72NfE0cULEqoO79KrXkKzhfmKkHIKmuNh1Ga4vRcTys7sQcsfWuke8BKHPanE1jK5djbZbgNywHesHXrwhVhQ4PVjVu9v/ACIOCDI3Qelc7IXnbHLOx/M0mFSrZcqK8URuZ1jHAJ5PoK7fWZgtnbQoflXA49AK5mO3Fqm0/eYZY0pmcrtLkqOgJrOTFTjZpk9y/mzKg6AD8gKN+IGUHl2x+A/+uagRvvP3xT4lJ2+5rI23R6r8OI2h09mHU88e5/8ArV6g8k50kGNwCXH5c1594AxFasOPvAfkP/r12XjW9nsPBrXVnO0E6zRhXU4Peu2CtA82cv3xcistTCNKpPT1r5zu1mju1mjVWC7gd1eizeJNTt9Kjv7HxLqsySXJt83CKi3BCZd4x12qcKd3qPcDzyS4BlIOCKjc66buWF5TcetYuu3Ii2In3yMk+gq9PdrBCXY/7q+tc5eSNcM0j8sall1KllZFIIZJAq8k1pRDbhfQYqOGH7PEWcYkcDGewqRD81ZVH0JpRtqy0o4Fa2mOY5A3TmspMnAFaUHyAVnE2qv3bHomjXhIXBr0LSUeS1LYHzKQPavJ/Dk4aRVJr2HRnAt1H+yBXZHVXPLlpIyobTUgPMBLH615Z8ZZp3k0dZ85XzsE/wDAK29K8U39545uNLu9bvrS3lmKI0U0aJGR1zvGMAA4A6nFcH8SNR1C61VbW+uLmU2kssarc43pyBzjjPAzip6HW5GJpFz5b7SeK9L05ylnACTkRggfXmvIIJTGwINen/2vBBaWOf4wI8+nAFNPQibukijqd2x1V3J9qrPcbqgv5d19Kc96rh8A1m2CRMz00vmoySRxTA59KksmViDmuo8PXPzBa5IPzWro1yIrtQWAB96um7MzqK8T2LSGLBTnHrWxqdtaywxT3bBI4wRuPv2HrXAX+p3Fp4da4s7hopRKg3oecE81R8XT+JdK8M6bc3upXpkuXYvEy4EOACoJx94hun/166JuyOej8VzxKR2Z8E8Cn20ay3KI3QnmiisGby3NKbhgAMADAFMoorM6UatjO8lu285KttB9qeSTmiikQIpO4V12gXMrTKhb5VjDAe+aKK0p7kS3R6Hp0jCFnz83rXkfivV7nRfF11fWYjEsUz7Qy5X5kKnj6MaKKp7lPY4OP5Tx2xWrFK7BcmiihDRWeR5WLOcnNaOjRI8s0jDLIvy+2aKKTMo/ERXR+aqjHAFFFZPY6eo+Mnymq1AdoVh1HNFFQzVHdeEtWvE1JUEnyEcpjj613vje6kn8Ckvj/j4i4H40UV3R/hnmTX7w8y1LxG+rtBE+mafbGBRFHJbo6lY1zhAC5AHc4HJ5rlDK5mHPeiisjphsVLqZ5Z8MeF4AqfToUlufnGQqlgPcUUVMiPtiXx/fIP8AZqCOiisWdSNC3GSKvJ0FFFJEzNzQpGS7GD2r0HTLmby8+Y3A9TRRXTT+E5mvePNptV/sXxJqkIsbG9ikuclbyHzMFM7SCCCOpyM4PcGuW8S31xqepz3l3J5k8zGR2xjJP8qKKnoU9zEUkDNaFnNKYFBdiASQCelFFD2CO4z7ddOWZp3JL8nNOFxMy8yv/wB9UUUikPLuVXLt+dM3Nz8x/OiigoRDlyT2FTQkiaMj+8KKKAZ2EMz/ANh3MW47RLG2PfJqebWb/U9Pi068uZZ7eB2kUSSMxJbHXJ5xt49Mn1oordnOj//Z", 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", "info": {"video_id": "164736", "label": "folding a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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fRCtpICOgz+tcfpNyWwSa6y3ulNu+4/KFPb2rpORP3kcN4zLrc2Rbod4X9K4XVZo4ri0z2fkCu18bahFNJpuw5KiU/ntxXn16N8sO7ljIK5pRvJnrxnyxRYnh+0sZF4YNzVO+HllcetXC7ICAcZOaz9RfKg56GqZp0uVL25EUTuTwBW54AQQ6Le30p2+bN972Uf4k1wmpXnnMFU/Iv6mu3tX/ALP8DW8Q4eSME/Vjk1m9Ec0588uVFvxNdZ08hHBDkcjuOtUdElDa7ZBjxBGufwGT+tZWpXTPbQITwEyf5UukXH2e4muG/hjJ/oKhPU0taLPWfBOrTX/iidQx8kZBHuK9Xnkxbox9a8W+FEqm8nuW6ng/z/qK9kkZZbMEngN/SuiF3G5xSSVVJHO3WqyTak9n5T7Nm8Pj5fp9a8EuGWPWY9xwNpr6aS1tCpwqmQjJr5auF36tE7HJyxqZq9jrpS5bjpbd3uFkHIY5NVr3Mcq55rTjlMaY2981m6ofnUipZrayuUbiYIGJPA5rPtSWR5W6uxNR6jc738tT8o6/WpbYYgjHtUT0RHPzTt2LOMY9hXZ+CLiRJzChGHGW/wA/nXGjkV0vheUQXRbuVAqIfEiq3wM9q0xhtXHWumimCW7eu01wmk3uQvNdZZTLJDIDySprrPKj8SMa91Z5NU+xeVJtZNwkA+Uexrzj4mZWbR2jG075M/8Ajtewx2dqyhio8wj1rzH4yRQ2UmgkHALzFj+C1B37SPPCEdWD9jVS7IB4qdiHXcvKnn61SvJAiFmPApM1b0K1zceVHnueBSeHlMmv2pPOCXP4A1lzTNLJknjsPSt/wtb4vDM3B8s7fbPFS9Ec0pObOtnPPWtjRLnopPesCR+MH71TaZceTdAk8VMXZhPWJ61pc2Qua6y1k3qwBwNprzzSbvcE5rtNNl3KAGxk9a6WjkWjKFzogur+O9LfvIlIGD69c+tOTT/s8c0s5O0KcevSmjU2ilYbTtU4/Kqes66FtXOccVB3y1Pl2J9kgI7V3nhmcyz7gT8sZJP5V56Dhua7LwTdql1Orn7yBR+f/wBalExk9Gdfq1wyaYyg8NXNx3X7oL3q5fanHeae/l8bJCuKxN/v0qZMmKLby5NQ76j35NNZiDUFku4mrVlN5c6896obqekmGBzTW4PY9S0Obei4713umjMZU4ORgj2ryzwxeKyIN4z9a07PVNSufF91py63dWcQL+UsQDZKpuC+w4PJrrvpc4bPmsZ/xHFvp+o6PBA4L/vfNUfwn5cD61yt5Cs4X5ipByCprH1zWby+1OOW7uJJSHYjec4zjNWnvAShz2rFHpQehdjbZbgNywHesHXrwhVhQ4PVjVu9v/Ig4IMjdB6Vzshedscs7H8zSY6lWy5UV4ojczrGOATyfQV2+szBbO2hQ/KuBx6AVzMduLVNp+8wyxpTM5XaXJUdATWcmKnGzTJ7l/NmVB0AH5AUb8QMoPLtj8B/9c1AjfefvinxKTt9zWRtuj1X4cRtDp7MOp549z/9avUHknOkgxuAS4/LmvPvAGIrVhx94D8h/wDXrsvGt7PYeDWurOdoJ1mjCupwe9dsFaB5s5fvi5FZamEaVSenrXzndrNHdrNGqsF3A7q9Fm8Sanb6VHf2PiXVZkkuTb5uEVFuCEy7xjrtU4U7vUe4HnklwDKQcEVG5103csLym49axdduRFsRPvkZJ9BV6e7WCEux/wB1fWucvJGuGaR+WNSy6lSysikEMkgVeSa0ohtwvoMVHDD9niLOMSOBjPYVIh+asqj6E0o21ZaUcCtbTHMcgbpzWUmTgCtKD5AKzibVX7tj0TRrwkLg16FpKPJalsD5lIHtXk/hycNIqk17DozgW6j/AGQK7I6q55ctJGVDaakB5gJY/WvP/ifLNI+mpcjlfMwT/wABqxpXim/vPHNxpd3rd9aW8sxRGimjRIyOud4xgAHAHU4rkPHGq6hPq5tL+5uZTayyRqtzjenOOccZ4GccVJ2KSuYTP5cYAOcd6xb+485gqn5R+pqS9u8jykP+8apxo0rhF7/pSYpzv7qC1h86XJ+4vWup0Th5n9gKxkjWJNi9BWvo5AgkJ7v/AErNu5SjyxNeRgfwqFJCjg57015BjrUBkqRHoOhXW9F5r0XSX+VB6DJrx3w1e5mWM16VpeqlQSAMDjNdUXeJyuDcrI1U1Gwk1aexeAB1cjduH5/jmuY8atZ2dhM4Y5x61yviS91K21C5vvMMExmADRjBbJ9e4xj8zWL4/tNe0/Q9KvNSvLt3vWk8yF0OIMBCgY4+8Q2cdvrms7tnXe1kzzWTiWpLeWRLmPY7Kc9QcUUUlsZF2a7njRFSVlVmywB61GLq4JwZn6+tFFSX1JI5ZC/Mjnj1pjM2PvN+ZooplIa5ODyfzqTsBRRQD2NjRZXQ7lOCr5FdHJqdxpviOa+gKmZHbG8ZHzJtPH0Y0UVtH4TCXxHL+IEWMWpUYOCCfXGKqxSuwXJooqOprHYrPI8rFnOTmtHRokeWaRhlkX5fbNFFJmcfiIro/NVRjgCiisnsdPUfGT5TVagO0Kw6jmiioZqjuvCWrXiakqCT5COUxx9a73xvdST+BSXx/wAfEXA/Giiu6P8ADPMmv3h5lqXiN9XaCJ9M0+2MCiKOS3R1KxrnCAFyAO5wOTzXKGVzMOe9FFZHTDYqXUzyz4Y8LwBU+nQpLc/OMhVLAe4ooqZEfbEvj++Qf7NQR0UVizqRoW4yRV5OgoopImZuaFIyXYwe1eg6ZczeXnzG4HqaKK6afwnM17x5tNqv9i+JNUhFjY3sUlzkreQ+ZgpnaQQQR1ORnB7g1y/iPUbq/wBUnvbmUvcTMZHbGMk+1FFJFPcw8kitSyjVbUyAfM2QTRRSZMPiAVNbTPDOmw8MwBHY0UVmdD2NeVjnFRMaKKCC7p08kLs6HBCkivR9FldoowT94AmiitqexH2h3j2Q/wDCMMOPlljxx05rxnWPEmranZRaXeXs01tbSvKgkkZiWfGc5PONvHpk+tFFJlPc/9k=", 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", 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", "info": {"video_id": "164736", "label": "folding a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8aa50f2ae952ca0205e005105b8acde6d0cbbfb0e234b2d65f5f7c014b0daaac"} +{"episode": 42532, "episode_seed": 3740127109, "split": "train", "timestamp": "2025-10-13T03:17:34.882049", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3740127109, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding nail cutter behind cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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k+yS3t4QeH7c8e2f1qnc3qMDM/IDgcNtVmI6E9cDvV0stzahGVTnIAxgkjtWXbFH1KAuxSKK5aVumAQgPP5Grm7LQVNXlqSaktobCQCELOHAkjQkjJ6lSfpXDa7ArCIo2ydcFlHbHT/PtXY+K4lhZJbJykd8Y/LjJOAcEk/y/OuUe2EruZSBMrEk5JFJbalS0ehzaiSLVYJpSSrNtPFd3DCkpQqoKgcGuX123ESRMcArIMAflXQ6bcbYghPzKBXnYpWmergZ81K3YtaqqiHaemVUfiRXQj9xqf2Zw5jJGGB6DAxXH63dFjCGOBuDZHtXRW9+txKs0mXDAIR3yO/60YbqYY/7PzNh32JMuAM9M1HqWqLMkQXPCj5sdTUt5I0gVxuK/dI7ZrO+xy3FjD5eQ+DtYfX+dd0Op5qLkayTTWzBTtCnPPQZ5pJroxRur5KHg56nvgfpT4C9nDBDIQTkjk8n61T1JYwPN2dWUkjkAhh/iTW3QOpHI9q5mS7WV0jIZmEmDGeqgL36d+4rzvxXp0P8Aac8cedg4Ljpg85/WvS7Kxt77Sb6CeT/S7iSWROQGDLgZx6da8y8QJMb64j3boY2WFjnuoAP8qyjdrU3mlHYm8JTK1k0BP7xSRn1rtYSkduQSMDmvPNGAtLp2RuMZHJ9cV1/n+dbbhnDLxivNqq02j2qMuelFlfR77yby8dh9+UNn0rtUsoxp8t3AMSfeOPTNefaMw86+L/fj2kqR1GTmut0/VCsctoznn9306A9D+tdVF/u1c8jGL99KxqwOstn5oVtxbBDVZi1AW1zubO1k7c5IHSodPnURyLgh9uGI5GfWqkoka+hU5JEhBB4ya1i9UcvUSK8Mt+CAQSeg7H2qaFZIbQswZctxjnPrn8aqx2Fwt8kqbhGHzsI4PI61f85JkkjO3AbGc9K6ENlK8ufNRlkYoyL8zJztAxn8TXFeK9DtZdLmv7ZJLW+iXzVRpQ4lQY+b2OCD6EE10t1Hky26AxiQRo2fTcR1/AUeOrC0i0a41K2YbY7eWKQKRjdjaMenUVlJtuxtTVo3OX8O3kd3YQEcFQMjPfFa2rXO7T9uPkBANef+GbuS3iuI5TtljcMPcGvQ1sVu9FkvZpkhtwMZfq59FHc15lWPLJo9ynUUqcZsp6ZchNNilGN4jKEA8nGcGunsLmO9jWN0wJEBOe9cZoRt3lKAl0gYsSw2nB/HnrXVxuttFE8WSQhZM9RjqDXdTleCZ4WIjarJeZtXsC6b5GwMYnGML65/lzUpKxTRlMkbeCeMcVT/ALRF3bxfMGWP5j2yp4P64q48qnT18sn5eRkZJFNsxsQ2M3nfZ5AOCuwnpz9Ky2Il1Qx8Aq24g4z9aWBzFb2tup/eSHL+wNR3lp5UzSKVeaXrknn/APVXSg2Ibx45o7jLfucFSO+Qa5rztYvJfsovS1qo25PD7ewPrx61el1Fftl3aBl2MQuc+/P86q3LfZowDGVdpNm7PJYf/WqboqN1sPt7GbzpIto8sShyQc8EcfnQdXaOZljBA3jOOPwpNKunM10T8pZSfpjis1mRbadHTDsy4YdsdRUuXYEi7qki2+qvIOBI27cfTA/wrjNdRJL6VosFmBya6rVmRtOjmLAyEBjn8v6VyGsSO7xyZ28YBA9v/rVEioWTTYmkk30RtHGR0xXR6DZyaHOyx5AbkH1rl/C0jLqRZ+7V6hBbLKynAIxXmVW07HrwalHmRseGZVN7cNIBukQc96375lOmQmTqpxz2Nc9o8WzVGQEgKNxI9BWvMJdStZIgxEW/HB64Pb/PavSwjvRR5eJ/isjH7uy3E4ZmOwE98fpWDqV3c6ZM09pHC5mUCSBuMnHYjoc5/M1bvZja2RY5xCV2cjGeRxVC6eO8mEu1vLbChVHfg/zrd9jFNp3M9nv7yKG5uYQnlOpjiUYEYz/9f39zRdlbW2aaVdpkbIzkcZ6UXF82x4kdypIA9sYz+HFHiSU3MVuSMqV3ccHrUtqw3du7OU1a/N3byuW+ZJFPTtWz4fuGu7lFUFjt/hGSa5u8VHvrqOJ/3b8qT6Ctnwt4ln0SOaPT44sn5HlkXcx+npXBi7u1j0MFJq6RseIrGe1gjkkikUZyu5SMir2mgmM9jwRz34NZ+uaze6jZid7qR++3jH5Vd0Z5LiCFFwvnY3Ajp6Vnh76pjxt7Js6GOaSMPIeUZQcdRW3YSp5dqUAUbSCOuKxHieNhEATGPfvVyxnaCwjcEnzJPkH44zXfR3Z5rC5Vf7SdU+9v+bB561BqMaziWAgFdrHd2D+tOvIp0u2vGL5K4CoOnHYeuazJ71I7m5tyCXddwP8AtH/9dbiM2XxBqaSrbRWamZAVFwjNtPuRnAPTkg9PWsS6tHJnhKEl5Q24jqSOTWyzLaK0iuRICF6cZHQVFBetPdT5O7KAAN04qLpFtuRxN1dJbahtjJH8IGc8V6LokGn2WlxtrE7mVk3La2+C+COCx7V5fev5E89zj98pBTI4z61f0u9dDG4ctuGWJPUnrmvOxMbyuj1MHK8OS50djeWq6/LH5Jj89Cgy+eetXoWYX7r2wOR7VggC31W2uWxsLEE/3cjGf1rdtWDXO0nBU7R3yPWro/BY5sZG1S50sRcKwTqy5GDzkelXLa5DahAkoJYZbeT7d6q2qSzxSXRABXgBfwqLMjX0CkfvHbGT9a3hpJHHub9wUbS5gxGFbqOO/BrMtgPLlY4EYxx1BweMfjVueeSdbi3j5OMEkZ5x1rIkDW9pJbyM5VVLNkdcEd66iStf3EllImoxwCRsFZYnbBcZ6g+vTH0rnNW1O51rSZ7VbaW3tAS5R2JYt+Pv6DH1rYvLmO9ghcHAC/OSOhJx07VRuLwWqNEkmVC46cjsKl2vctSfLynCSweTetcPlItoEhHsMmt+LXZr9BFIAihNsUa9I19BVTxI2dCiYJuPCsVHJ61g6bdnYrEnK4U561w4iKcuY9LBVLLlZ2PhsRRa5PFP/wAtoGROeCeCfxwK675f7POG3MrMSa87aR1ihuIydynOR2xXWWF6Lmyd4wdqkOBnPBGMVVGd42MMbTtPm7mjpblgvUdRj8a10mmjWMKxAXKsR3471lWEnlsXVQ5xnafU1qFZbe3VyCfMGfXH+RT8zkbMq6Lm4O3J8oZYqakN4fsmZGwyhgGx1yeM1nSapGzMylPMlPTHQf55qg0zMLgkiRin8Z4H/wBfvXTzCtcaYGbURMI1Bkc7iOQfcVLqv2RbNrZS/nDE4yc9B61dRFhaFZCoYr3+lc3qFwYpWkClmVjlW9OuP1pPQa3NDw68cjSmT7xypJPYiqeq7red4Qu1WPT+VRaTdeXvLZCYPHp3q3qANzfowO7HBAP6UugupTeMyWpUtggHAP8AL9axb+FPsyliSCABg81v3sQgiZUGACysSfu1zeruoiGGBXHb6f8A16TQXIPD53368YBc16hYyhUHqK8o0a42XY5+7yDmur0Wa41bxPPp7arcWkbLIYhGm7LKhYL7Dg8n0964KtNyqWR6NGooUk2egW8yl7px02KD+tSWd5JE6xSE7D1U8YXB5/SuL8F6rPeR36Xk7SMwiKFzwv3s10V5fFwTCduPlDHnj/P867cOuSmkzjrPmqNofrgWa1SDBK5Dbk7Hnt+VVtMhAtt0khhVGy2Od209fanQlprxiFcARKSx7npn2/xpmoMEso0VgquSCM5yOlave5j5GNelItSeOOQNDLLvUjoAeOK1NYt1/s6GRdzFFC/l3rnHuUaRE2kunHI6jtXQS3Hm6ZKgxllG4eh5/wAKlFM88vnMl07rwW7DvxVfSp2jnaNsjfzzWtPZll3nIIbHTg1iAGOQSjIEZBwfTODWNWDaN6FRRmdvZhZLcxNyCK6HwshfEWD5kZMf4dRXJWM43ADvVy+1G70aM3FrK0TzbVDocEc1yUZWnY7sXDmp37HogmjgLxygvtYlcHo2KqXEzxmARnDKoIGMge9cVrV9NHpcWq2OuajLm5+zEzxqiz4XczxY52qSFO71HuB2Et5FvknUnayhAAfbnivRgrXPIReN39phDuQWQtgk8EY4Irk7pN+rNMBJ+8cAoTgjp3q3JdsfNRsrGEbCIPmH+eKnt4y6W7MvzNzjpzVvUexBqdvu0199yhmLLIoxg8df5VmaPi6mldmxkFduP7wpuqXQFwZZG3KpKAA/wmqulXCLI4XhSOG5H0NRfUfQ5nxJD9nnmiwSGP3j1rP0iYhGQsTtPGfSui8VL59yr7RjHpXMhfsk5yepI6VjVhdM6cPVcZI6tG+02rDrhc1vaNL9psoWCZdWKOR2Hr/9auZ0abJIPpjFdJ4amW01j7LIP3VwAVHow/8ArZrmoytOz6nVjIc1PmXQ7e3jZLFXGVVDgE4zn6etRyywvdxyRqQwDlz2BOM1yyanJN4wudEutWu7SzabYjRzRosXAJLFxjGM+5OBTfD17cR3ut2V/PdF7d/KiS42+YvLDnHGeBnHFd0VaR5KOgtdRe3kfoULDPqef6A1HrUgNlOm5h5u4bwckemarXNysUaIq5kjH/fJPuKpfaGnmtkLZdwdyqPl4P8AkVpfSxVupX02KRllhRxu+6WblSDnGPeqmvA2180isrJMi9Dnkdfp/wDXrYlLW1rLLH9/cBnGB9Pyrk7uSNQYnbLI+4D1z1qHohot6jZCXQAxYHbljgZ4PIrgfMWG8dANu4fqK9ChuFbTdp5GwgqTn6GvPb2E/bJGHBDEjPeomrqxpSnyyudJp7iaEI3oa1dDl8meaCQ8KN6Anr7D8a53SZ8Ec1rTMUljnUcoc49R3FcUZckz060PaU7HfWqRmfaqkICDnHBPpW5KfLOJjiN0x7qPUfSuV1TUMeFPttjI8D741Rk67CeR/T8Ky/E8niPStG0y+u9SvfOuy++JlwIQApUMcfeIbOP/AK9dzj1R4vqZ6uWkRj1/+tTWcqZSMDeBkfjRRS6mxrhfNvrbeScc9euAKyNUIlBcqqlcD5R1yT1/KiirZmtzPR2hjOw4w2P1rp7GJJYomYcheMfjRRQgkUNQbapwABncR2JP/wCquOvebZ892IJ9qKKciUZWmDN+Bk/eFdfbSHSNXlvrUDz4ZWVS4yMFNpyPoTRRXDN/vDrX8Mf4bUI94q9Aqj9TW2xP9nOwJBVuMH8aKK6IfCjN7mhZzSefOocjMa5I9qdbwrcaUTJlslzjPpkj+VFFarYye5yw/wCPhT3B/lWtZ/vGkR+QFH8s0UUkNlW+hXyO/wArBuvWuLuuZv8Af3An6UUUT2JW5r6XIzRRMTzgVr+JT/xTinAJWRCPzoorzF8aPaqfwzM1XxI+uQWqTaZp9u0KKkb26OpVB/AAXIA5zwOvNdLuIWHBPCqetFFekzx4kjO6Xt1GHO0RnFXZriVjZDdgfKOPoaKKcRyM/X4Ej8t1zmQsG/Disa2kKIQMc5J/Kiin1F0JL5Q0MLkZZl5Nc1qCAXEo5O5u/wBP/rUUUnsC3LmkMdyHPUV0dwTGkM6HEkZDKfQiiivMl8R7f2Svr2stpviTUg1hYXkdxKHaO7h3gMo4IwQR15GcHuDUOjX1zf6heX1zKXuLh/MkfpliCe3SiivTe54UTW86RbaV9xzjPP4Vb064kEkDcH9y55FFFKO5o9gWV7lLhJDlWwfoSvauYvuJ27kEgHvRRVSJjuWEYnaAcDpx6HP+FYGoIsfnleuCOaKKTAq6axBAz3rosbkyfSiivOqfEezS+BF2GeRvC91CWykdwm0emeaxr/XNSvtPg0+5u5pYLd2kQPIzElsZzk8428emT60UV3U/4aPHrfxGf//Z", "info": {"video_id": "169581", "label": "holding nail cutter behind cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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k+yS3t4QeH7c8e2f1qnc3qMDM/IDgcNtVmI6E9cDvV0stzahGVTnIAxgkjtWXbFH1KAuxSKK5aVumAQgPP5Grm7LQVNXlqSaktobCQCELOHAkjQkjJ6lSfpXDa7ArCIo2ydcFlHbHT/PtXY+K4lhZJbJykd8Y/LjJOAcEk/y/OuUe2EruZSBMrEk5JFJbalS0ehzaiSLVYJpSSrNtPFd3DCkpQqoKgcGuX123ESRMcArIMAflXQ6bcbYghPzKBXnYpWmergZ81K3YtaqqiHaemVUfiRXQj9xqf2Zw5jJGGB6DAxXH63dFjCGOBuDZHtXRW9+txKs0mXDAIR3yO/60YbqYY/7PzNh32JMuAM9M1HqWqLMkQXPCj5sdTUt5I0gVxuK/dI7ZrO+xy3FjD5eQ+DtYfX+dd0Op5qLkayTTWzBTtCnPPQZ5pJroxRur5KHg56nvgfpT4C9nDBDIQTkjk8n61T1JYwPN2dWUkjkAhh/iTW3QOpHI9q5mS7WV0jIZmEmDGeqgL36d+4rzvxXp0P8Aac8cedg4Ljpg85/WvS7Kxt77Sb6CeT/S7iSWROQGDLgZx6da8y8QJMb64j3boY2WFjnuoAP8qyjdrU3mlHYm8JTK1k0BP7xSRn1rtYSkduQSMDmvPNGAtLp2RuMZHJ9cV1/n+dbbhnDLxivNqq02j2qMuelFlfR77yby8dh9+UNn0rtUsoxp8t3AMSfeOPTNefaMw86+L/fj2kqR1GTmut0/VCsctoznn9306A9D+tdVF/u1c8jGL99KxqwOstn5oVtxbBDVZi1AW1zubO1k7c5IHSodPnURyLgh9uGI5GfWqkoka+hU5JEhBB4ya1i9UcvUSK8Mt+CAQSeg7H2qaFZIbQswZctxjnPrn8aqx2Fwt8kqbhGHzsI4PI61f85JkkjO3AbGc9K6ENlK8ufNRlkYoyL8zJztAxn8TXFeK9DtZdLmv7ZJLW+iXzVRpQ4lQY+b2OCD6EE10t1Hky26AxiQRo2fTcR1/AUeOrC0i0a41K2YbY7eWKQKRjdjaMenUVlJtuxtTVo3OX8O3kd3YQEcFQMjPfFa2rXO7T9uPkBANef+GbuS3iuI5TtljcMPcGvQ1sVu9FkvZpkhtwMZfq59FHc15lWPLJo9ynUUqcZsp6ZchNNilGN4jKEA8nGcGunsLmO9jWN0wJEBOe9cZoRt3lKAl0gYsSw2nB/HnrXVxuttFE8WSQhZM9RjqDXdTleCZ4WIjarJeZtXsC6b5GwMYnGML65/lzUpKxTRlMkbeCeMcVT/ALRF3bxfMGWP5j2yp4P64q48qnT18sn5eRkZJFNsxsQ2M3nfZ5AOCuwnpz9Ky2Il1Qx8Aq24g4z9aWBzFb2tup/eSHL+wNR3lp5UzSKVeaXrknn/APVXSg2Ibx45o7jLfucFSO+Qa5rztYvJfsovS1qo25PD7ewPrx61el1Fftl3aBl2MQuc+/P86q3LfZowDGVdpNm7PJYf/WqboqN1sPt7GbzpIto8sShyQc8EcfnQdXaOZljBA3jOOPwpNKunM10T8pZSfpjis1mRbadHTDsy4YdsdRUuXYEi7qki2+qvIOBI27cfTA/wrjNdRJL6VosFmBya6rVmRtOjmLAyEBjn8v6VyGsSO7xyZ28YBA9v/rVEioWTTYmkk30RtHGR0xXR6DZyaHOyx5AbkH1rl/C0jLqRZ+7V6hBbLKynAIxXmVW07HrwalHmRseGZVN7cNIBukQc96375lOmQmTqpxz2Nc9o8WzVGQEgKNxI9BWvMJdStZIgxEW/HB64Pb/PavSwjvRR5eJ/isjH7uy3E4ZmOwE98fpWDqV3c6ZM09pHC5mUCSBuMnHYjoc5/M1bvZja2RY5xCV2cjGeRxVC6eO8mEu1vLbChVHfg/zrd9jFNp3M9nv7yKG5uYQnlOpjiUYEYz/9f39zRdlbW2aaVdpkbIzkcZ6UXF82x4kdypIA9sYz+HFHiSU3MVuSMqV3ccHrUtqw3du7OU1a/N3byuW+ZJFPTtWz4fuGu7lFUFjt/hGSa5u8VHvrqOJ/3b8qT6Ctnwt4ln0SOaPT44sn5HlkXcx+npXBi7u1j0MFJq6RseIrGe1gjkkikUZyu5SMir2mgmM9jwRz34NZ+uaze6jZid7qR++3jH5Vd0Z5LiCFFwvnY3Ajp6Vnh76pjxt7Js6GOaSMPIeUZQcdRW3YSp5dqUAUbSCOuKxHieNhEATGPfvVyxnaCwjcEnzJPkH44zXfR3Z5rC5Vf7SdU+9v+bB561BqMaziWAgFdrHd2D+tOvIp0u2vGL5K4CoOnHYeuazJ71I7m5tyCXddwP8AtH/9dbiM2XxBqaSrbRWamZAVFwjNtPuRnAPTkg9PWsS6tHJnhKEl5Q24jqSOTWyzLaK0iuRICF6cZHQVFBetPdT5O7KAAN04qLpFtuRxN1dJbahtjJH8IGc8V6LokGn2WlxtrE7mVk3La2+C+COCx7V5fev5E89zj98pBTI4z61f0u9dDG4ctuGWJPUnrmvOxMbyuj1MHK8OS50djeWq6/LH5Jj89Cgy+eetXoWYX7r2wOR7VggC31W2uWxsLEE/3cjGf1rdtWDXO0nBU7R3yPWro/BY5sZG1S50sRcKwTqy5GDzkelXLa5DahAkoJYZbeT7d6q2qSzxSXRABXgBfwqLMjX0CkfvHbGT9a3hpJHHub9wUbS5gxGFbqOO/BrMtgPLlY4EYxx1BweMfjVueeSdbi3j5OMEkZ5x1rIkDW9pJbyM5VVLNkdcEd66iStf3EllImoxwCRsFZYnbBcZ6g+vTH0rnNW1O51rSZ7VbaW3tAS5R2JYt+Pv6DH1rYvLmO9ghcHAC/OSOhJx07VRuLwWqNEkmVC46cjsKl2vctSfLynCSweTetcPlItoEhHsMmt+LXZr9BFIAihNsUa9I19BVTxI2dCiYJuPCsVHJ61g6bdnYrEnK4U561w4iKcuY9LBVLLlZ2PhsRRa5PFP/wAtoGROeCeCfxwK675f7POG3MrMSa87aR1ihuIydynOR2xXWWF6Lmyd4wdqkOBnPBGMVVGd42MMbTtPm7mjpblgvUdRj8a10mmjWMKxAXKsR3471lWEnlsXVQ5xnafU1qFZbe3VyCfMGfXH+RT8zkbMq6Lm4O3J8oZYqakN4fsmZGwyhgGx1yeM1nSapGzMylPMlPTHQf55qg0zMLgkiRin8Z4H/wBfvXTzCtcaYGbURMI1Bkc7iOQfcVLqv2RbNrZS/nDE4yc9B61dRFhaFZCoYr3+lc3qFwYpWkClmVjlW9OuP1pPQa3NDw68cjSmT7xypJPYiqeq7red4Qu1WPT+VRaTdeXvLZCYPHp3q3qANzfowO7HBAP6UugupTeMyWpUtggHAP8AL9axb+FPsyliSCABg81v3sQgiZUGACysSfu1zeruoiGGBXHb6f8A16TQXIPD53368YBc16hYyhUHqK8o0a42XY5+7yDmur0Wa41bxPPp7arcWkbLIYhGm7LKhYL7Dg8n0964KtNyqWR6NGooUk2egW8yl7px02KD+tSWd5JE6xSE7D1U8YXB5/SuL8F6rPeR36Xk7SMwiKFzwv3s10V5fFwTCduPlDHnj/P867cOuSmkzjrPmqNofrgWa1SDBK5Dbk7Hnt+VVtMhAtt0khhVGy2Od209fanQlprxiFcARKSx7npn2/xpmoMEso0VgquSCM5yOlave5j5GNelItSeOOQNDLLvUjoAeOK1NYt1/s6GRdzFFC/l3rnHuUaRE2kunHI6jtXQS3Hm6ZKgxllG4eh5/wAKlFM88vnMl07rwW7DvxVfSp2jnaNsjfzzWtPZll3nIIbHTg1iAGOQSjIEZBwfTODWNWDaN6FRRmdvZhZLcxNyCK6HwshfEWD5kZMf4dRXJWM43ADvVy+1G70aM3FrK0TzbVDocEc1yUZWnY7sXDmp37HogmjgLxygvtYlcHo2KqXEzxmARnDKoIGMge9cVrV9NHpcWq2OuajLm5+zEzxqiz4XczxY52qSFO71HuB2Et5FvknUnayhAAfbnivRgrXPIReN39phDuQWQtgk8EY4Irk7pN+rNMBJ+8cAoTgjp3q3JdsfNRsrGEbCIPmH+eKnt4y6W7MvzNzjpzVvUexBqdvu0199yhmLLIoxg8df5VmaPi6mldmxkFduP7wpuqXQFwZZG3KpKAA/wmqulXCLI4XhSOG5H0NRfUfQ5nxJD9nnmiwSGP3j1rP0iYhGQsTtPGfSui8VL59yr7RjHpXMhfsk5yepI6VjVhdM6cPVcZI6tG+02rDrhc1vaNL9psoWCZdWKOR2Hr/9auZ0abJIPpjFdJ4amW01j7LIP3VwAVHow/8ArZrmoytOz6nVjIc1PmXQ7e3jZLFXGVVDgE4zn6etRyywvdxyRqQwDlz2BOM1yyanJN4wudEutWu7SzabYjRzRosXAJLFxjGM+5OBTfD17cR3ut2V/PdF7d/KiS42+YvLDnHGeBnHFd0VaR5KOgtdRe3kfoULDPqef6A1HrUgNlOm5h5u4bwckemarXNysUaIq5kjH/fJPuKpfaGnmtkLZdwdyqPl4P8AkVpfSxVupX02KRllhRxu+6WblSDnGPeqmvA2180isrJMi9Dnkdfp/wDXrYlLW1rLLH9/cBnGB9Pyrk7uSNQYnbLI+4D1z1qHohot6jZCXQAxYHbljgZ4PIrgfMWG8dANu4fqK9ChuFbTdp5GwgqTn6GvPb2E/bJGHBDEjPeomrqxpSnyyudJp7iaEI3oa1dDl8meaCQ8KN6Anr7D8a53SZ8Ec1rTMUljnUcoc49R3FcUZckz060PaU7HfWqRmfaqkICDnHBPpW5KfLOJjiN0x7qPUfSuV1TUMeFPttjI8D741Rk67CeR/T8Ky/E8niPStG0y+u9SvfOuy++JlwIQApUMcfeIbOP/AK9dzj1R4vqZ6uWkRj1/+tTWcqZSMDeBkfjRRS6mxrhfNvrbeScc9euAKyNUIlBcqqlcD5R1yT1/KiirZmtzPR2hjOw4w2P1rp7GJJYomYcheMfjRRQgkUNQbapwABncR2JP/wCquOvebZ892IJ9qKKciUZWmDN+Bk/eFdfbSHSNXlvrUDz4ZWVS4yMFNpyPoTRRXDN/vDrX8Mf4bUI94q9Aqj9TW2xP9nOwJBVuMH8aKK6IfCjN7mhZzSefOocjMa5I9qdbwrcaUTJlslzjPpkj+VFFarYye5yw/wCPhT3B/lWtZ/vGkR+QFH8s0UUkNlW+hXyO/wArBuvWuLuuZv8Af3An6UUUT2JW5r6XIzRRMTzgVr+JT/xTinAJWRCPzoorzF8aPaqfwzM1XxI+uQWqTaZp9u0KKkb26OpVB/AAXIA5zwOvNdLuIWHBPCqetFFekzx4kjO6Xt1GHO0RnFXZriVjZDdgfKOPoaKKcRyM/X4Ej8t1zmQsG/Disa2kKIQMc5J/Kiin1F0JL5Q0MLkZZl5Nc1qCAXEo5O5u/wBP/rUUUnsC3LmkMdyHPUV0dwTGkM6HEkZDKfQiiivMl8R7f2Svr2stpviTUg1hYXkdxKHaO7h3gMo4IwQR15GcHuDUOjX1zf6heX1zKXuLh/MkfpliCe3SiivTe54UTW86RbaV9xzjPP4Vb064kEkDcH9y55FFFKO5o9gWV7lLhJDlWwfoSvauYvuJ27kEgHvRRVSJjuWEYnaAcDpx6HP+FYGoIsfnleuCOaKKTAq6axBAz3rosbkyfSiivOqfEezS+BF2GeRvC91CWykdwm0emeaxr/XNSvtPg0+5u5pYLd2kQPIzElsZzk8428emT60UV3U/4aPHrfxGf//Z", "info": {"video_id": "169581", "label": "holding nail cutter behind cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1bea18edc87636d88e696cd06274976abdd42df190983a58fa756f837db4caef"} +{"episode": 42533, "episode_seed": 3433190673, "split": "train", "timestamp": "2025-10-13T03:17:35.223181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3433190673, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing toy so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "131315", "label": "pushing toy so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "131315", "label": "pushing toy so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4e42f221e1d684d54e2b9fc7768f82e276d4a0d1f6d46a59e18ec31fb91839b0"} +{"episode": 42534, "episode_seed": 4004308594, "split": "train", "timestamp": "2025-10-13T03:17:36.282574", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4004308594, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving notepad towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55804", "label": "moving notepad towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "55804", "label": "moving notepad towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7c8bf19d00ae17b2753db2fc2f3dd3f82877f51a8935fe1f9fb08adc5de7e0b7"} +{"episode": 42535, "episode_seed": 1964882832, "split": "train", "timestamp": "2025-10-13T03:17:37.173451", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1964882832, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of lady to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81434", "label": "showing a photo of lady to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "81434", "label": "showing a photo of lady to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e923b9d07082c5cb7ad6925be1c529f9e14f73ad288886b785404f6052217955"} +{"episode": 42536, "episode_seed": 615297824, "split": "train", "timestamp": "2025-10-13T03:17:38.058049", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 615297824, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking lotion bottle so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "86585", "label": "poking lotion bottle so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "86585", "label": "poking lotion bottle so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "56551b955f9f1a0f0f13576a87613476345f26395c57334d88654a34e6b8a3f0"} +{"episode": 42537, "episode_seed": 3083088378, "split": "train", "timestamp": "2025-10-13T03:17:39.787306", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3083088378, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a can with a pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "50088", "label": "hitting a can with a pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "50088", "label": "hitting a can with a pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ad7ec1fff674db1013f18b929a76dbd77b3ce3636353487b8dd5d9f0a7ed35d"} +{"episode": 42538, "episode_seed": 1281974088, "split": "train", "timestamp": "2025-10-13T03:17:40.950837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1281974088, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving cap up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "3310", "label": "moving cap up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3310", "label": "moving cap up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "51967f79fc83a6f8e600fd09c86db161a6f4e71af075ef4da60d0c21ff06e03e"} +{"episode": 42539, "episode_seed": 1690740197, "split": "train", "timestamp": "2025-10-13T03:17:42.210837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1690740197, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving hair pin towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "191336", "label": "moving hair pin towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "191336", "label": "moving hair pin towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5d22d4851dbdca72e86b7afa8dd1fcf489d41d408ac6319f59ba2dff354a2d81"} +{"episode": 42540, "episode_seed": 3692494931, "split": "train", "timestamp": "2025-10-13T03:17:43.202024", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3692494931, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning iphone upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157701", "label": "turning iphone upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "157701", "label": "turning iphone upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2ef71f0d6516b46c09f54c6ceeef01d9198fc72c7c2ee45889910909b5f9e7cd"} +{"episode": 42541, "episode_seed": 2056412360, "split": "train", "timestamp": "2025-10-13T03:17:44.682182", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2056412360, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166914", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Yw3G5pIQXYKc9CD+FK9t5BcYJUp8m5sn3FRy6lP8AZt4h8pCQFB6moZLqfNuznA3LnjkZOKaT3DQsiNBjaDk4J9BzV8Iu0K2fu4yvemhIV4LDae3PrmnMIy2BIozUt3C1jGe3H211Nq+d/wArKvv1zXJ6jM1n4+uJFZlbyBygBONoz1+leiB0jJJmTb9a4K5iS5+JgRjmOSMAkHHBXpn8DWc3excVa5m+NNRktI7abCedDcvGkpXgZjyW/MV85yN8m1TyWGOOnNfR/wAYBHb6HpMYA8v7Z5YxxgeW3+FfNsUrhlUj7rZGenXGKwqp81zWl8JqNEu9cEqTgDnAPNdykaDwjqMCea8qrlOAFVQRnPr3rjc7QW3cqR2rqtAu916qESPFPEYXXcCqDH6k0YZc0WKo7NMn3ldItL0fM8YNtKfryn8iPxru/B9wdS0ZYmQM0TmM89jyK86tbp0g1DSSoYyKYR6h1OVP5j9a2/C9/wD2fqUTNIFt7lQSWPAYDI/rXNTny1E310Z3Tp81NpeqHRwGHx1KWOHW7dePoQK9BtrSZlEkz7FHQHqx+lcHpMqXfi5LhzhJL5zn2Oa9JYxhc7wc+growsrqXqYYqNnH0MXWlVbdAQ2C2PlrG1rS1vfDdjau2I7q/CAnrx1/nXYTQl4vkMZUgHGetYGqLI97o8McW2OK4Z229CQCa2n8JyrcpeL547XwhftE4b90Yxg8AH5fzryCyHlOuGYbUyMV6L40ilj8L3JfKhygIPGW3/4VwVjHh5SSPuAAE85rmxD2NqS0ZtaXMtxqAIjAcIVbIwQwrZMHmK53IruoBYHkdxz9a5/REkE9s4ffujZueproopQ0aLIHiHoy4rnirN2NHsrmpZZmRXdFVX5AzggY5zWlPPHbw75ZUjQHq38Xt9apWwBwZeG6cdPy+lQ3NxE2vRWrIPLjt3Zc/wB84/p/OsZNrU1pxUmkSzaNqOsaVbahJO0XO5bePgHd0BPUmuh0/wALLYS2NlI5aK4IjkI7E+npV3SJFaytYmGQoX9K09U3NppZGKyIwIYduetZxndps7JQUY2iXbLwZbW1zunmE0CjbHCUA79z3NJruiRt5MdkYFkkIUwyt8sgHPT8Kl0jVlttLtxqV2zyLE3mTNxuYHkY9en1rBHin7NqU9/HbDyZP3SrMx3cd89s5r2lytXR47unZnHatpE+kahNBMwBK7vLVtwXJrn2XZlY1PAwAO/Oa63xT4gTWbxJo41hjRQNnGSe5J/L8q4+a5TzmYsBjgGvOqw9522NoyOgcJLdyKykKYdoJP1Hb8K7bwhrP9sajNLho5rXdbyITu3uqj5unfrivOZr6N4pZ95EseFGO3f8qb4G8b2OneJLy9vpJLS1v1BIRS+11OOg9RyeK9vA0J1qcuVXaRwYiag033PoWNi8eWHWn1BaTwXNrHLbSLJCyhkdTkMD0INT1g1ZmsdkFFFFIoKKKKAEY7VJxnAziqca3KPDzGqOxaXPXOOAP89qtyDMbDOMg1GkCFo5myXVMD5jj646Z96fQXU+evjQg/tx3CspklbnHDbVQVx+m6hFb27WDZ8y4kDwtgbVIXDZ784GPxrtvjaZI9WsYJ5crJLLtyMYB2mvJDqAiuIduSYJhJu6fKOCPxqIxc6vKuv+Ra0p3/rc+ihfTXVvp9kJN0cdtGN47kqCf8K07SFYVSTG8uAT68GuX8O6ja6kFube+ivCzBP3Y5Un+EjAwefSu6gSKO3iVSfNI27T1Bz/AImupJrRnMzTjh3ws8/OI8rzwOewpdvno/OGCkqR9DUdvHL9mmWYk7V4GeRnk1f0+EeSzkHlMDPvSbtcFdmTDdROEcMBKFwy/XuPapDfJBHIUdmk2kCM/TrVS7i+zK0MHzSlf4R06Ec/nVITvcL+9+/j8T2pt6BYkYvJbs8k8jSkAj5uPesr98PEouoLfzmtoQyrnHmOV+Vc/nV9ZA7og4GzABqbTrNrqe/TzpIQVh2Sx4yjAHkZGO3espFI5H4q3Mtz4d0NbpFSVrwOwU8KQjZH64/CvniFcsxBwfMFfQ3xPt3tLDTktcG2TfEd5yQ20YP1xmvneDJKsADls4z0rGqb09jY+0bHMMpwrHAOeMCtK1T7RfWTadLHCxmUNdEn5h6Y/TpXHXMvm3TueRnAHtW/olw0FmnmHEbSHyyOxGP8acVKjS5479fQpJTnyyOw1iya3195OAJIlkUjoWU4P8hRbSJJZKj8hHZfyPFQ3GpvcR2MNzuaZGKq/qpHOffIH5VPZR7FKn+9n868rEyTldHqYaLUUn0NGzH2Y20uSAJlYnrgE4P6V3ZuSSFBbqR6YrhZj/om3ODiuj0a++1GKUkM8hG72PQ10ZfPSUTmx8NVI1726YSYVznABXsOOaksL0bxFNtwV8wMxxtIOP1BNc/q+swWl68ZXe+/B2n7o/xrRVI7jSRcwxmYMNrRtgblJ5H6/pXbzxbsmcPJJLma0MT4kSs+g20URDLLcAtj+6oJNeb2VyjGfocKK6jx5dbTa2Uf+rhj5AP3Sf8A61cZp8Uc08qSNgEAYHU1z1knqy4Ox0+leYlyilSQIvvAcCtdJI1XZICSRypJ9f8APFYNvIYZ5NhBXy12HdnIzzmr0BZmzxyetYQV3dmkmbsd5yG6gDhc8fWqZuWl8Rc9Y1HPrnApLYNvUkgc1AxKa/IW/uD/AD+lKul7NmuGf7xHp+mDZcKvYIDW/JGs9pJGejLiue06VftIOcjaAav3d+ILJiDz2rgg7I9KSuc3r0QkMF2mVfGx8Hv61kTXD+Q0e/OSCx757VblllvpThsAZbH14H9aqtZEna8yde1ehRqWhqeXiYr2mhkzsAxyxrJucAMRk49a6OTTVB5lOB6DFZ17YxiM/e+b36VTqxMVBl242XGmOsabcMrMFwME9iPoa4/wnJNb6zJAWgjVkkika4jWREA+YkqwOR8vbB9CK6O3vLm7sXxHGFaTYdp+c4xjPvWFf2z23ia7FusqyGMzR+V94fLuJ4+hJr6LI5LmqUn1X9fmefjfhUj0/wCGeo3dzea5opukuIUg8y2jgdhCPm/5Z5wQp3CvXTKsMSGXgnA9ea8H+F95ql144i1m6y0N0j2s0xP3mCAg8+6qOOM8V7XrN4llbpK2C275Qfp1/KlmcV9Y07K/r1DCu1LU0FdXGVYEe1DOi/eYD6muYF8s1sNs3luTkdcfjTLXzVvERpUcnkYyAO/pXnW0udHPrY6c3MABJmjAHXLCpQcjIrl75TLNHEu3fI+Nq9Md6vtqf9nRRpIVkXAVQOG4qVJaD5jYfGxs9Mc0iEeWuOmBiqLalBNbsMOrupCo6kEnFeb3mr6tN43vtLXW7q0gRnEKRKG5VMhRkcDg8mmUcx8dFQeJtOZk3ExEjvzwK8MuFYXLAZJOR06813njfXL7U72wa9uHu5VVipkIynAri7xS8RmIw3mHPtn/APVSoPlxC8y3rTOqsNWn0XVdL1C1is7WOeRBMtuw+dMg4aMs204zgjHXsa+k7FzA+rZjYItyrQs33dpUfdPoOfxr5FN3PNbiwVFcl1dHCAPwOhOMkDsM4r6n0fUP7S8HxXRYLLNZrISeOdoJr0cTay7nLZl+z1K1uWJtrtZC3y4V/bFWftF1FCESZuUAbvXkUOqRtdKsL+V5Qwr7vu+/8zTLrUdUlO6S78yPsfP6j6ZrzlWvo0bey6pnqkd5BCwSR0BwBy3pVy3htGV5yEc5z8pGQa8k3ZtUd0AyC28nPH0q34c1O502OaYKHjnIJVmx93PIP0qFiov4tCnRa2PQWKxyMRjaqY6VY0VkS8vSpO7EW4HoODjFYtj4s0O/UK0n2Z9vzCXOPfmqGt6jNa6PrGoaXdMh+0W0azRMCCNpyAf51s5J7Gai0L8Uvn8KzSISGS6iYY685H9a+ZVwhXGABn869n8W308nhhbuPXdQuImu1iIuUVFmKruLxgc4U4Bz6j6DxaNhI6Jg4Oaynvc1hsQIjTTBF5ZjgZrWsEubu6s9Gdz5QvAPkOdpYhSR2NOh06DzA5DZzwM8VpQ3kdhcRmAFJI2DKyjoRzT+tRUbJXDke5p3ED2l/Lbzn99aybM+vofxGK2LWQF5V74Brm7zW31TVGmuFHnSRgFgMbiO/wCX8q2dPnEh356w4P4GvIrxsz18PPmibVwM2ZI6qAazrDU7uwnlW2kHIyAwzgnuPetJ2zbsPUVguDFdP6AgVlTk4u6NKkVJWZatYLzW9SMS8Ff3krnooH9TXpWmSpDYiy2KI14BHcjp/OvPdF8R2mk2l9DNFmS4kBWQDnaFxj6ZNVNP8YvbNMsyOYWYFPVf8ivToJRjzdWeVXm5S5eiLPji1hXWpG3fM8SuVz+H9K46J4beZ2cN8w2/J159K37Waz8T+PXtdVv7i3trhhFFMk0UaxAd2MnGAM8DknA71zd7C9jrt7ZSLcIbadowk4AkXaxADbeM+uOKcotu/QhNWsdLp8ou9RaNom2hAORg8H/69dTbW8KgAIBgZ6CuV0mb/SCQGSTYCckHPbrXQJ5s6KgYKnVj7+lcvU0L66jboSEU5HtWfqLxT6vaOuV3xlSCMHIPH6N+lL9me2EcrFWUeneoJYBea1Gbb7kMYLA9mbnH5AfnTqqCg2i6F/aI7XRrppLWMtjzE+RiO+OhqTVLtTC0Wc4YAmsrTHMEE7ZwwyeaimmeW2XZgvIx25+nX9K4Yq7sj0pNJXZXiSSeSSaMMyg449qr3jGA7dwLDlto6fj+VXoNQW2sEgjGJOcMB3J/nUYgihizdhdzngN1FekvcjZnkTfPK5HbakZf3U3DBcq3TI9/eobx0aNjhfaq3iJmtdILwSMrK6hXHUc1k+J9O1vQNB0q9u7m5Et6ZPNhZMCADYUDHH3mDZx2/A1nGl7TWIc3Loy1pd1JHJ5Sqm1kD/d5zmrs6eT49tRGSvmJJEx/2SrKf0Joor3cs0xMvR/kcGJ/hI9E0vSLSz063t4EKRxJtUZ68ZyffNamms0ryWzktHt4zyR06UUVxOUmpNs0slYejFtOuFP8EgxSWd7M17G5YZwF6dsYoop/ZkT1RNezut7FIMBlXioIXa8vV887sjP6ZoooXwX8g+0XzMwZxxheleOeItUudL8Z6jeWzDzY5nwGGRyu08fQmiiuenudDPNtVYia3Y8kEjn6iq1/zZj2b/Ciito/x4lL4GdBZQR3ckdzIoEiWECArxwFxn64Arcs9RvbXEEN1MsOBmPedpyOeKKKMU37aQoL3EXRFHFqwjWNdpbpj2qLzWRLiMY2+YOo+tFFcsN/kjSRoyStLo+44BEeBjtziqb3MotIogcLtxRRU0knv3HIs2i+VbLtJ+Y5Oaq+INSvbfRXt4rmVIBIh8oMduc+lFFZpv2vzNGvcOT8UeL7nxBBBBPp2n25hVVjktlkUqoz8oBcqBzk8da5K34KkHkDOaKK9B7HMjS851hZgeTUanJb6iiisIlMtXKgXFjIBhmYg471taUxCuM8AuP5UUVzV/hO7CdTp8/IfpWLqh2yMRxwp/nRRXJHc65bGHAfMuFVwGAHf6VeEaqpwMBjyO1FFdtR7Hk9zMj1w6LPdRf2bp19DK4Yx30HmBWTO0gggjqcjOD3Bqmb+51a9v8AUL2Tzbq4kEkj4xlmyTwOn0oorqX8My6m5ochW9QcfPGxJI9DxXZWfMYz3oorjqbm0die8UPY5PVcYxVXw389hdTn/WNK2T/n6UUVnU/g/M3w38R+htRn/QpT3NJZcyIDyAvHtRRXPDc66/wMswWsKyMwQZzn6Vh+IJGF5gHAVRiiivQh8aPJezMrWJGbw6f9mZQMVyuoeIdU1LTLfTry8mnt7eWSVBJIzEs2OuTzjbx6ZPrRRWtHqTLof//Z", 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", "info": {"video_id": "166914", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f7d44ad2bf732d3bf04bd4c1b4d21c27ae725953f008fa9d667606e4b3991aa7"} +{"episode": 42542, "episode_seed": 1844725371, "split": "train", "timestamp": "2025-10-13T03:17:45.816799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1844725371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming cd'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "149744", "label": "turning the camera left while filming cd", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "149744", "label": "turning the camera left while filming cd", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eb622dbc6632e5927850260566fb6fd093d008c653da2dc2f4d0750359bc002e"} +{"episode": 42543, "episode_seed": 58947509, "split": "train", "timestamp": "2025-10-13T03:17:48.592943", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 58947509, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding phone next to spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28690", "label": "holding phone next to spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28690", "label": "holding phone next to spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3703ed6fb1a4c06a6c34441c82a13f5c2102393054e1c28a8776b9a9cd7083c3"} +{"episode": 42544, "episode_seed": 2002402249, "split": "train", "timestamp": "2025-10-13T03:17:49.491453", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2002402249, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting an ashtray on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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VuMDuT7d/pWjrKzQWaTg7i5MCMwyZRj5jz74/Otrwv4ft8TQ2ZJOB9ou3/unHyj0qG40q8l1eRLhSYtOkEUaqv313dfcn1qWhNnFapCNM8PSnBWS6KwgEchfvN/IVyfGwda6/4g38NzrT21sAILd2RQDkbs/Ng+mRj8K5IphfwrWGxLI8j1qGQAuoNTMvoagm4K1vDczYyb7wHpScYzSOctmpIwpQlj0/WtOhHU6XQdfk0XRbyODb5tw68HrgDrWRcXBfe7HLSMWJ9yajWAm33K3zjnb7etVi+78KytdmiZteGVT+2IZpThEcE49q2/F2sy6rfzyBQkctwZFUdBhQv9K57SpBHlm6Vowq2o38RICwJx0yMDk/z/WspPUtbFuOIS6rZ2pZGbciERjCDpz796huWd7rUbyQ/K8MkqHPUNwta8Dm00/UtRV4WkKfZodo5DSccfQbv0rI1yEWely7CdspSIE99oyf5VK6IGzlyRjvTaeFyopDXQQRUKSrhh1FFIeBWjILkgZkR15jbkVc09ossN7rLjMYVc7m9M9uM81QsrwW5KSr5kDH5k/qPeuh0aCAmSWCaJlKlRucBlJ9Ae9YyKNfTrWSPUlNwxWJdsogc7s4/hOPpXsvgmRIU1B5dqWpYTRxqu1Y3bH59K8I8+7S5kKkIQMliwABrduvF9xFp66dZTb2dMTSqCEz/s55P1rOOm5bVzV8U+Ko44r/AEmy63Eh86RTkRx9wD6t0/3frXlcsnnXLOfWtiVRscM5LPyzdzWa0KxD5Cc+9OJTVkRtjNRN1p5PetPwvpFv4g1/+zrq9ktQ0UrRmOPeXdULBfQDg8+1WkZydjJU5JAqxDISmPSqduS24k9hUwfY49O9W1dEJ+8W1dce9SAHrnpzVfgmpELDoaxaN0y9DcBSMD8RVo3HyVmJIR2qRpVPU4NRYtMJJsseBVZ27d/rT5X7YzUDEHpTSE2NY0wmgkE96imYhMg81okZSYp61AHKMGB5BzXUa5oek2vhu31bS9RvJw1ybXNzAI1uCE3O8Qznapwp3f3h7gcoea1ijJu5sxSEgSI3BHFayM8tqsq52qcMB2Nc9YTYBhPfkVq2t49nJ5iYZSMOh6MPQ1zzjZ2Nou6NbTmR7kReVK8kilI/L5O8/d4+uK7TXvCbaRe2sbzbI5Il3Rq2TuHOSOw5PFZXhO602XWbW9ilgtpLdg+2b5QCOevOT6Vd8a67d6t4lmuImjjtV+WN2kUDaBgEmoa0KTO88MCS6v2uJBtt2gDPEqBVO0YB965Hxf4sSw1O9gsCjXMq7EdTxGO7/UDIHvz2rnz43k0vTIrLT5/tF9NxJKqkRoD255Y+/A+tcZd3TIXeSYyXEpO5m61T2SEl1ZUvJBLcnb91eB9KjY8UxDkkmlJzVJW0C/UY/JqCb+Gt7wnYaXrHiSLTdWupraGc7UmjmjjWM9yxk4xjPHUnA71k6vZtp+s3tiyTx/Z53iCXAAkXBIw2MjPrgkVrBamTd9CiTxTo2xxTSKb0Naks0rdsqVB68VVkhaJjkcdjSwyFDkHmtSFopgDJ0rF3iykM0y3N1L5e8IoGWbGT9AO5PYV1kdl5CR2USj7TLgMm7IjXsue57k+vsKzdPmitGzaxAynjd/dzW/Lps1rpj36iQMy/u5sffLHBx+G78qylqWmZmoiBdTisoPntoHAcxnh36Ej+QrO8YylJLWxMu8wIS2BjBJ4/QfrXT6PpdtFBLdXUojjjjLsT1Cjk49ycAfWvPtVuZLq8knlwHkYsQOg9qILUG7lYY2gZph64obIjBB5rovEfg6/8N+HtH1G885Z78yebCYyBbgBCisf7zK2cdunUHGyIbscz3oIypoorViIxVywdknGKKKiWw47mrfhd8DbQCynOPrTk4JoornWxsyGZ29arSMf0ooqkEiu1P03VbnRNVj1C02efFuC713D5lKnj6MaKK0RjIgteQ/tinydqKKtGZJCx2DmrGTRRWMtzojsS0gPGaKKzLIJCQGIOKgWRizg44xRRWiJYpzzzUcpxFnrzRRTIexr6/wCLZPEVvbwzaRplqbdFjiktUkUpGoOEALlQvJJwMk8+tYFFFaxMhykqwI4IrZIymfUUUVnWNKYltNJBKGjbBzWjq5ElnbSlV3l2BIHXgUUVzv4jdfCZk5MM0bIeQoYfWqtwxmcyvy5PWiitImcthB92looquouhY03Xm0czxnTdNv4pmVzHfW/mBWXOCCCCOpyM4PcGqd/qF1quo3GoXsplublzLK+MZY8ngdB7UUVpEy6lY01qKKsp7Ahq6/yTKi8Dav48UUVMhI3LWRoY4tmBlufevRNVJi8E2k+dzyKv3ui8np6UUViy0eeXd3PLne5IPbtWNdncDmiiiJpLYqOcIKv6h4m1fVNJttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1oorVGEtz/9k=", 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VuMDuT7d/pWjrKzQWaTg7i5MCMwyZRj5jz74/Otrwv4ft8TQ2ZJOB9ou3/unHyj0qG40q8l1eRLhSYtOkEUaqv313dfcn1qWhNnFapCNM8PSnBWS6KwgEchfvN/IVyfGwda6/4g38NzrT21sAILd2RQDkbs/Ng+mRj8K5IphfwrWGxLI8j1qGQAuoNTMvoagm4K1vDczYyb7wHpScYzSOctmpIwpQlj0/WtOhHU6XQdfk0XRbyODb5tw68HrgDrWRcXBfe7HLSMWJ9yajWAm33K3zjnb7etVi+78KytdmiZteGVT+2IZpThEcE49q2/F2sy6rfzyBQkctwZFUdBhQv9K57SpBHlm6Vowq2o38RICwJx0yMDk/z/WspPUtbFuOIS6rZ2pZGbciERjCDpz796huWd7rUbyQ/K8MkqHPUNwta8Dm00/UtRV4WkKfZodo5DSccfQbv0rI1yEWely7CdspSIE99oyf5VK6IGzlyRjvTaeFyopDXQQRUKSrhh1FFIeBWjILkgZkR15jbkVc09ossN7rLjMYVc7m9M9uM81QsrwW5KSr5kDH5k/qPeuh0aCAmSWCaJlKlRucBlJ9Ae9YyKNfTrWSPUlNwxWJdsogc7s4/hOPpXsvgmRIU1B5dqWpYTRxqu1Y3bH59K8I8+7S5kKkIQMliwABrduvF9xFp66dZTb2dMTSqCEz/s55P1rOOm5bVzV8U+Ko44r/AEmy63Eh86RTkRx9wD6t0/3frXlcsnnXLOfWtiVRscM5LPyzdzWa0KxD5Cc+9OJTVkRtjNRN1p5PetPwvpFv4g1/+zrq9ktQ0UrRmOPeXdULBfQDg8+1WkZydjJU5JAqxDISmPSqduS24k9hUwfY49O9W1dEJ+8W1dce9SAHrnpzVfgmpELDoaxaN0y9DcBSMD8RVo3HyVmJIR2qRpVPU4NRYtMJJsseBVZ27d/rT5X7YzUDEHpTSE2NY0wmgkE96imYhMg81okZSYp61AHKMGB5BzXUa5oek2vhu31bS9RvJw1ybXNzAI1uCE3O8Qznapwp3f3h7gcoea1ijJu5sxSEgSI3BHFayM8tqsq52qcMB2Nc9YTYBhPfkVq2t49nJ5iYZSMOh6MPQ1zzjZ2Nou6NbTmR7kReVK8kilI/L5O8/d4+uK7TXvCbaRe2sbzbI5Il3Rq2TuHOSOw5PFZXhO602XWbW9ilgtpLdg+2b5QCOevOT6Vd8a67d6t4lmuImjjtV+WN2kUDaBgEmoa0KTO88MCS6v2uJBtt2gDPEqBVO0YB965Hxf4sSw1O9gsCjXMq7EdTxGO7/UDIHvz2rnz43k0vTIrLT5/tF9NxJKqkRoD255Y+/A+tcZd3TIXeSYyXEpO5m61T2SEl1ZUvJBLcnb91eB9KjY8UxDkkmlJzVJW0C/UY/JqCb+Gt7wnYaXrHiSLTdWupraGc7UmjmjjWM9yxk4xjPHUnA71k6vZtp+s3tiyTx/Z53iCXAAkXBIw2MjPrgkVrBamTd9CiTxTo2xxTSKb0Naks0rdsqVB68VVkhaJjkcdjSwyFDkHmtSFopgDJ0rF3iykM0y3N1L5e8IoGWbGT9AO5PYV1kdl5CR2USj7TLgMm7IjXsue57k+vsKzdPmitGzaxAynjd/dzW/Lps1rpj36iQMy/u5sffLHBx+G78qylqWmZmoiBdTisoPntoHAcxnh36Ej+QrO8YylJLWxMu8wIS2BjBJ4/QfrXT6PpdtFBLdXUojjjjLsT1Cjk49ycAfWvPtVuZLq8knlwHkYsQOg9qILUG7lYY2gZph64obIjBB5rovEfg6/8N+HtH1G885Z78yebCYyBbgBCisf7zK2cdunUHGyIbscz3oIypoorViIxVywdknGKKKiWw47mrfhd8DbQCynOPrTk4JoornWxsyGZ29arSMf0ooqkEiu1P03VbnRNVj1C02efFuC713D5lKnj6MaKK0RjIgteQ/tinydqKKtGZJCx2DmrGTRRWMtzojsS0gPGaKKzLIJCQGIOKgWRizg44xRRWiJYpzzzUcpxFnrzRRTIexr6/wCLZPEVvbwzaRplqbdFjiktUkUpGoOEALlQvJJwMk8+tYFFFaxMhykqwI4IrZIymfUUUVnWNKYltNJBKGjbBzWjq5ElnbSlV3l2BIHXgUUVzv4jdfCZk5MM0bIeQoYfWqtwxmcyvy5PWiitImcthB92looquouhY03Xm0czxnTdNv4pmVzHfW/mBWXOCCCCOpyM4PcGqd/qF1quo3GoXsplublzLK+MZY8ngdB7UUVpEy6lY01qKKsp7Ahq6/yTKi8Dav48UUVMhI3LWRoY4tmBlufevRNVJi8E2k+dzyKv3ui8np6UUViy0eeXd3PLne5IPbtWNdncDmiiiJpLYqOcIKv6h4m1fVNJttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1oorVGEtz/9k=", 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", "info": {"video_id": "51574", "label": "putting an ashtray on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "51574", "label": "putting an ashtray on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0439e10086c7b69eb07860a2dd538969aa3087145bc14f8e013049a918bcf16b"} +{"episode": 42545, "episode_seed": 4116980013, "split": "train", "timestamp": "2025-10-13T03:17:52.023070", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4116980013, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into plastic bucket until it overflows'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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c+txOfKbOr6xZbrcpN5gO7JTnHTqKZb6taEgC4UHuGyK565TLL8oHXmoYkyCR1JzVLD6bh7Q7W6jh1fTbiyMiFZ4yu4HOD2P4GvGJ4ZLLULiyvVKTROyHHZun5V3kSlCHQkEdxxXPeMLYXHiuWNf9bLhkPrwTikqbgx8yZgtaBSD93/aXof8ACtCPRrp7dpIprdigy0bPtbHsfun86WEEwRywSIwc4ZGPAGB1PY1LFPCrMksMts54+U5U/j6UgMd5ZEODC+fpUReVjkIR9a2S0Esyh7hzvBKjbn+fFU7q8hVsQwE7BgNKMD8h1ouBBbWUksqbgWLHCqP4j6CvXvDGqWdhoVlZ3LmKSJDv3rgbiST/ADrzfQmktxca5cnclptWFXXiSds7Ex6DBcj0UeorsInLxKxIbKg5PfPel7N1OoublO3F5bTAmGeN/YNXCQazKh/eRK/JyQcU5wo58vHuKo7QFJIrSFC1+YTqX2N+31+DnMcq44yMGtFb3T9Vhexmm/dzgRsrfKcHjj3rk4o/lAxVyEeW6SdNrBvyOaTw66B7TueeXCPpt7LayASIGKgkY3AHGRVpLTzV3LGJUH8BI3rj+daviCzifxNNbOQB+9ZWPGCBmseye2vpRIjMswYHaHCsemcZ4PTp1pWKLIsbJoXBaaGXbuT0J9NpB/PIrNktbhGK+YrYHJVen611KRSNJ++mAiwfvjBXvjp6d6x73dbO3lR2zR5BDMwLY69OgpXAyPssjvtOW9hz/KtHSdNF5qUNlC4Msh27hyE7n8hkn2FUp5bq4yjMQucBE+VTWxZKuiaOtwcfbNSG2EdDHbg4d/beQUHsHPcUtWB3+mazcabY29qbdJI4Y1jXa20gCo9V8QGYw+XblcBgwc/TGKpqAACGOGGQQe1V7hdzLznGe1aLDRvcj2rNK31yH/lpHIuO4wa1bfWrNsfviuefmBFck0Yxj1qwqZ5pvDroHtGXPHFjFq/h83ls8bTWmDkHqh4I/ka8wiMcwCP8rf3+oPsRXpyQB7K+hJwJLZv0IP8AQ15xFCFhlu5NqIBsPGeuVz+dRyOOhSlfUctmsbqsoaIZ5deRUlxZtFFvhuY5lGN3yMpXP55/A1ZtFvIYA1rKnlYDKJcMPwPapJLkFDmx/ehTnYcg/SkMxWSYsQAuB3wTn36UxLSWZ8ZyfQdqvm6EcZH2JyRn/WOcVSkuJpxgkJF1KoNqge/rSuBt+H9MeW6E0IV1tnSWQnowDAAD8T+PNemx+JyBie0fJySyNnJriNNA0l7XRMsLp1869JOCrlcxxH/dUkkf3nx/DW02QD8x47HmqVBTV2yXNxZSYDIFSoADycU2MD5mJz2FSogYAsa6zK5PGCQccEdK5Pxb8vieN4XXdM/nIAcldw5B9CGz+h711sQzXKeKrZRrVtJuClgCWx+HNRUV1cqD1OaS/ntBbmOTDNHjcD0y38+K021SOf7SZoY2EbAKy5Rjk4PQ/j0rBlU4jXoQuMEY7mp7K1ad15AVpVTcTgZOT/SsDU1G1sQvIkYYCMjarMfn9aXTbWbWNXjgMixoweW5mCkrDGPvOfXABx6nA71WsdFvtb1O5MCJHDAxa4uZm2QwKD1d+306noATW9Z3Nn82laNue1LBru8ddr3bA8AD+CMHkL1J5bnACS1sJuxV1aX7XqizxRmG2SJYraHP+qjXhV+vcnuxJ711aSm4tYplPzMgb8xWDfwBbS3bAyMqcf59qseFYm1fVxpk2pz2ibJfK8tNxZlUsF9hweT6e9bL3TP4i/I28AHIOcHPanoAD6CsrRJ5rvzHnkaQhVxntmtdUL9TgZrRaonYsRDOR2xXPeLibfVtL1FGVc+WOvO9CA36bT+NdDGOcCud8Y2XnfZXH3gj8/Tn/GlNXVyouzOS+3y2l7cSROclnAI6HJ6471ppqwe68p40GY9zSREqQ23J46eornlVyWOORyavacY0a4ZxljA6xj1Y4H9TXOamg/iKLyyEtpfMY8u0gyB0wMCq8Dz6nfQpbwB7i5nEccecs5Pv7kiqVppt7qGopp9nayz3bttEUa5bPf8ALue1dVZraaFK1jZTR3eryqY57uFt0VqhGGSJv4nI4aToBkLnOaVgG60kafZLG0lElnZbkDr0mlP+sl/EjA/2VWt/TZjNpNuc/Mq7c+4OKy7u2VNPcAAFJAeP8+9RQXUkOjTiJykiSqQR6H/9VbJcpk3c395bI6EdRUR5IFR6vbwW+gwanp2r38wa5Ntm4hWNbghNzPEBztU4U7vUe4E8Q6t+FWpXE1YVQFOTVuMAg56VXRR1bmrEWCcVSEzmvF0sTa1ZupZZXhIlwuADt25HrkAH65rj7WL/AEOaUDOHVOv+yx/pXceKYYxqNk0nyo42sw7YOa4x7e6s7eKaVSLW63PE/BVyuVPPZhnofUHuKwmrOxrF3RLpt7cQtPN5zBUj4U5I3duKqSaldzMHkl6dMKBUtscafPGDw0sff2ar9l4XmSCPUNclOlacfmV5UzNOPSKLgt9ThR3NZlEmjac2rX6ieSRLK2/fXlxn7kfAwP8AaY/Ko7kj3q7qzPfXq3zxCJXASOJfuxooAVB7KoA/DPen2l//AGtMllYW5tNItn8xIC25pH6eZK38b4/BRwAO92+hH2AY/wCWchH6n/61aQjfVmcpdDS0+Tz9LgLHJC7T9RxTwG3YbnHf1rL8H/Z7/XhpV/qFzaQSSbUlilijWMnkljJxjAPA5JwKtRJcQarqVpObj/RpjGFuAA6gEj5scZ4GccVcZaktaXLQGZDx0qaPA4J5pqDEY9TUyqo781oIt2brHPG7jKchwOu0jB/Q15rrLiNLy3ilDolyyHy87SM5z9DXpEAyenWvNvEFsw1O6ijQlzNwoHX0FZ1Y9SoPoUJLu4srj/RppI90ShgD146Ed6lk1mR4MvBatKSQT5ZDD0PGB7VUujcNOY7neJIR5RVxgpt42ke3NQOMYrE1Lkd7NNLyEAwf4c4Fb/hu2Cyz6vcJ5lrZsiwq4yJrnqie4B+dvZQP4hVLTvD/ANntU1TXZn0+wdcxJt/0i69okPb/AG2+Ue54rbtbuTVYBKlulpY26lLS1jJKxLnJOTyzEjLMeSfQAACV3ZCk7Iz4jLb6sbmV2eUzea7ucliTkk+5ya7GYE8oeR+orlPEKmI+YhxuUcj8q3NZ0fWtB8PaRfXtxcpPeh/NhZMCDAQoGOPvENnHb6g1qny6GVnLUsL0H0p60UVqIswj5s1z3jBQLi3bHPl/40UUS+FjjuWfh/pNj40nbStagEqWSBbedGKSohydmQcFQc4yDjPHFd14m+Hnhrwh4Vk1G1sXvJI38xY7yZ2TcBxkKVzRRXA2+Y3PENV8R6jrMccNxJHFaRHMVpbRiKGM+oReM+5yfeuj8JQRixkfHzE8miit4bkT2LuooBYNx0lOPzNYel6lcaRq731rs86Fjt3jI+ZSp4+hNFFaTM4mr4eAUTgdAFH862xRRVx2B7ksR+dazvFgxZW7DqC38qKKp/CxLcr/AA+0Sz8XW+oaVqSsI7OH7RBNDhZVLMAy5wQVOM4IOD0xk11vh74SeH7y9fz7nUWWIbgolQZxzzhM9qKK4G3dm55t4k1ueyvb/RNNhg0+xDmOVbZSHnH/AE0kYlmHtnHtS+D4I2nkkI+YDFFFbU9yZ7HQ3yKLa7HsD+n/ANasEHEFwvYhSR9G/wDr0UVpIyW5o634mfXLe3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzWxH91foKKKIFskHWp4vvZoorREMxfHA/wBDsn75I/lXIWOvajpAljtJ1EMmC8MsSSxsR3KuCM+/Wiisa+5pT2NO38a6ysMjWxsrNwpPmWlhDE//AH0FyPwrmbq8ub+6a5vLiW4nflpJXLs31J5oorJbFnb+D4UGnyPj5i2M1oX6AWd2PRs/oKKK6FsYS3Of0zW20q9vIjp+n3sMzB2jvIN4DJ90gggjqcjOD3BrY06+uNSv729u5PMuLmQSSvjGSc547fSiiphuU9jXU5qROooorYgtWp+YfWuC8TqF1e4I6iQ/yooqanwDhuWNM1aLWr54tW0mwvpkABupBIkr44G5kddxx3Iz6motS8QjRbww6To2k2cg5FwIDNKv0MrOAfcCiiuGL96xuc1cXl1qV69ze3MtzcOfnllcszfUmvRNNt449HiVVwCnP5UUV00zOpsZPiP/AI8LZu/H8hVdvEOqalo1vp15eTTwW8ryJ5kjMSWx1JPONvHpk+tFFN7ijsf/2Q==", 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", "info": {"video_id": "95216", "label": "pouring water into plastic bucket until it overflows", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "95216", "label": "pouring water into plastic bucket until it overflows", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fdad8ace23a6f6775f65a7a43b01345c37b7f36d3d9b3e1de4988b61224a6fc2"} +{"episode": 42546, "episode_seed": 2061474706, "split": "train", "timestamp": "2025-10-13T03:17:55.059920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2061474706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving potato and onion closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "62831", "label": "moving potato and onion closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "62831", "label": "moving potato and onion closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "892ebf8098b3f1c366697b7062a03b8e5f92071674bf866e0ba1d572e8ef528f"} +{"episode": 42547, "episode_seed": 2254429895, "split": "train", "timestamp": "2025-10-13T03:17:56.199358", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2254429895, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving newspaper away from a clock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90744", "label": "moving newspaper away from a clock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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YLjLL0HcVqXHxUuz4Yh0R4kkgMLJKxPOTyCPfdXn97qF5qly095cvNK3Usf6dKqMu09aqVSUlZshRitkd7aeOrqa9trq6WWSVbm2ZnyT+6jXBUe2a1Lv4kbYdfWIyM09xEbUy8siDO8fjXmUM88MitDK6Mp+UqxBFTahfy6hOJrhV8/aA7qMF8dz7+9RcrQ6m/wDEk11DDsk+TJDD1wauQX63cKxucMe9cNasxlWPPBPSuht22lTnpWE42OulPmRtSqEBXrxXB24JuUABJLYwK7dJQ6YPXFcvYXBhYlFC5/u8E/j1p0upNdbH1F8N9V0qx8C6ZaTXtvDOqMXjkkAIJYmtHWbuCbU4JLeWORDERujYEZz7Vm6H/YOj+F9Ht9XlsIZ3tox+/dQWYjJ6/WovFV1pnh4xXTmK1s1jLsw4BJ6Y9Sa3lscS3Kvi+TPhq7Gf4V/mtU9Ek/4lUHXG2vLvFXxVn1VJbLTbcRWjAKXlGXb39ulcRJq2pzB/Mvrlgy7WHnEAj0xWbg27midlY+lXk49qqzFZEZWAZSMEHoRXznb+INXtJRJBqV0jBdgIlPC+ldZonxF1GylVNVaS8tHHEhA8xD9R1HsealwY0zN8ZaL/AGLrTog/0aX54voe34GsXTZRE0qMOSMj869M8Tx2vinwybvT5FmaHMkZXr/tKR2OO3tXmdjA8ssvyMQkTFmA+76GqWqKi7M04rvLYqnrrFhbn/e/pUNvLtk5qxfSKxgJVWxn7wzjpUJWkbzd4M774ITW9n4sjvLyQRQpFIBI/C7iMDn8a+jLjWNNurGdIL+2kcoQqrICTx6V4b8FVjudZv7q7MfkW9rt/esAoLMPXgcA17As3h/U7C6uNMewuWgU5e3KsUOPaujVq5xS3KtpP/o68/wiuJW5A8eX477V/wDQRVbxH4/sPC9kIXbzb8oCkC8ke7egryHVfG2p6pqU15A7WjygBvIcgnAx1rOUW0VFn0X52RULy5PWvmqTxTrqyF/7UvN7LtJ85uR+da+l/EHxNGwUXb3WwcRyIH3AdcnrUODRSPdZZK53xLpqaxpjWzEB87o2I+61U/D3jbT/ABCgiVvIvQPmt34J9dvqP1rUupOBSSaYPYwNA0CDQ4GIIkuZPvyY7eg9q8q16ZD4g1BVACrcOFA6AZr2jfyOe9eEao/mateP/enc/wDjxrVCTsJaTETxp5zRKzAM684GfTvXew6fZ28DpbzGWeRSJJnO4hf4j6DivO0XJr0bQ7ZJtA2xgK0kbIT7kEVSG07XOF1fU5NUvmnYKiABI1VQuFHTOOp96olTgH1pZI3hleORSroSrA9iKbSESMsg+XqB6HimsrKBnv2zTzLiQOo5Hc9/wprsCi+3fFLUuSjrYkPmlN+9juG089R6VNb3LBBCx6NlfaoyQIV45wKSDi4Q4yAcn6UNXQRdnc6qxunUKjHcvcGtBiGOV6dawILhcgZrVtpwxwfSuZo7U7mN4jGz7N6/N/Sjw3JpzXb/ANoJvIwYwSSpP070niQZe3/4F/Sq2iYj1SBiMjcM1vS0ijlqpymzp/E19Jbacs0BaIz5hjxwVTqx9s8D6VwgwTycV6F4u057vRllhG5rdt5Uf3SMH+leeVozDYkjjDuw3HAGcgUqwlsHcMEgZFMQ7STjPH5Uoc7uQMEjIHFTqaRcLaodGoNwFGcZ7jFSzIM4zn3qOMk3QJxknPBqSZju56YoFpqQRsY5lYdQa1I7pt+PSqlvGoIlZeQcge1TXcTWt6QR8rfOp9VPIpSVyqcrG1bSZwTnpXNRShZACSo3ckdQK2rSbcgANYKrlqmno2aVru1j06xt7KOMGzma4vZVx58jbmGe+ewHoK4vxLrt1qt2ts1xK9lZ/ubaNmJCqOM/jXY+EI420lGUAMCQxrzzVLSSw1O4tpVIZJCPqOx/KtmzmasyqVwucjrjrUhjfgBgcjpnpUVSNL93GcqBhieRUFx5eo0oVUMSOT071oQJmzQnGMf1NUncvGeDy2T6CtBGKabEQMnB/nSZaSvoaHhvVm0XVkJci0nIjnXsM9G/D/Gu6tbbThBKbOOExTE7ynRq8tzvdFHUkH6Cu48L3W62nhJ+64YfQ/8A6qGjORy+u6Y2lakyKD5L/NGfb0rOmmysZPUZrqPHUnyWKjrlz/KuOYlwB6UW6lKWljrvCUdheLP9vuZAqsCLcvtRvc9z9K6DXten0Cw8/TpXt5blfs8Gz5dsY5Y49yRiuR8Jxx/21CJACGOOa6D4iWUhsrK6QExxMyNjtuxj+VaJ6ESjZ6nCz3Mt23zHq2SWbJZj3Ynkmoo1Y7trAYGeT1qOnxvsD9eRjFSxxtfUXypGYBuM9yelXdFXOqIOvDfyqok2CF5ChtwA5xVzRzjVVOMcNx6cVL2NEo3XL3Lt7CYroSRuY5kbKyIcEEV6PoXiNNY0uAzyoL1cpKmcEsO4HuOfzrzjUJczsMYC96fodyba8iuOg84N+HSkloKolc9WMmOfSvC7ht9xK3q5P617RLLtgds8BSf0rxM8nNUjIsIvI4r0HwrIX00r/dauBQEmu58LErZP9acTomrRMTxtbRR38U6IFeUHeR/FjHP1rlq6nxlcLJNCnGVyc1y1N7nOPZw2fkUfSmZOMZ4oopASGUlQoGMCmZPrSUUAXoZcuDnrW7ZvwOa5iNsGun8H6fFruujT7i/ltQ0UjRmOPeXdULBfQDg8n096zlG50wqJLUr+IlH+it67v6Vm2JKXCEf3hUt7PLcQ25kctgEjPbOKbZRkzpgd6cFZFvV3PTo/mtFbPVa8n1JBHqd0igKBKwAHbmvVYyVslz2SvK9UlE+qXMg6FzitWcb3KyuyElTjPFIzs5yxyaSipAcjlHDDqKC5ZgWOabRQBObhjJkHC56V0M1sdS8PwTIMzW4K8dwO1cvW9pd7JHo92iOVdGDDHoQQf5UDTKdjLtlAPSqyLzXSazoWkWPhq21fStQvJg119lzcwCNbkhNzvEM52qcKdw/iHuBzyAk1NrHRB8x3fgxy1tKnoc1U+IFtELe2udg87fs39yuCcVa8GqQknHHFN8fSKNOjQgbmcY9qvoZTWp53UhlJXG1OmM7eajopGYVZ+2MLVIFUDbn5qrUUDTa2LlqwCMx+8T1roPDV1s1Mx54kQj8RzXLLJtTAq5pl0bfUIJSfuuM/TvQBueNn3TWa+isf1FczCMkn0rtbSx0zXvG0el61dzQQSfJHMk0caxc5JYycYwDx1JwO9czqFidN1q/sfKnj+zzvFsuABIuGIwwBIz64JFIqmryRb0R/K1CBh13ivVri2ju7B4ZkEkUi4ZW7ivKtJRjeRcfxCvWeVs8/7NOJpVR4XdRrFdzRr91XZR9AabHJsz8itn+8KsaoQ2qXTKoCmVsAfWqlBhsOZ9zbgAvstT2V19kuRMVL4BGM1WoHWgabTuXZr2S9uFEgCoT91auBwMAcY6YrLA8uRSRj8c1NvOaEhtu+p6WLvztAa4z1tiT9dprymuvhvXPg6ZVchkYxnHoecfrUPiPwTe+GvDuj6jeCVZ74yebC0ZAtwAhQMf7zK2cdunXOAkxYvvV2+gfLYuRRRTjudNb4Ti9ckaTUX3HOCcVm0UUPc5gooopAFFFFAE9moe8hRhlWdQR7E1f0zU7jQdaW9s9nnQM6p5i7hyChyPoTRRQyokc/EcQ9BgVa03m4T60UVMTpXwnd6g7R6HM68MI+PyryljliT3oorSRyiUUUVIgooooAKuWTlY5wOhjyR64NFFAGt4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61nQ9RRRSZ0UOp6B4RA8lziuf8fyM2oxRk/Kq5AooquhFT4mcdRRRSMgooooAKchwTRRQB0n/CQyaVeTh9O02/jnEbsl7b+YAyg4IIII+8cjOD3BrLn1G61XU7vUL2Xzbm5kMkjkYyxOTwOn0oooZpS+NG3oQBvYwfWvR9WcxaHOycER0UULY2q/EjxO7/1rH3qvRRSRjU+JhRRRTMxST69KnB4FFFCGaVvIw0TUFB4zG345NM1DxPrGqaRbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQxH/9k=", 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", "info": {"video_id": "90744", "label": "moving newspaper away from a clock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "296085d2a75188501c9d2617c9f014448f48e4d45a7072b3dc476a18a68f54fd"} +{"episode": 42548, "episode_seed": 2322813315, "split": "train", "timestamp": "2025-10-13T03:17:56.954408", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2322813315, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "125769", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "125769", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "69de6cdc009000212c346ce5efb3f0966d9f7530ae190d2a0377354f237094a9"} +{"episode": 42549, "episode_seed": 3116066659, "split": "train", "timestamp": "2025-10-13T03:17:57.968973", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3116066659, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a battery with a hammer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "86656", "label": "hitting a battery with a hammer", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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gjBIXPI5FeDi1RwgYZKkkV9LS6d5mVHHHbmvnhY8vgDvgCvTwDvzfI83Gqzj8zqvD9oYtIR8BfMYtn26D+VbkK/ec9uMmobOIwwQxDDBMDHtV1cb8iMg56DpU1Z3bZpShZJFyEbo1OAK0oYQE3MwYnv2rOtnAwCSQfU1orK6FQq8N04rkkzpjE8l+Ik633itLFf3X2VVi3MeDuw2cegz+ldv4JuJTZHTp03m2RSJdwIdTkAe3QHHXBGa4H4h2FxP4su5o1DBUQsO44FeleCtGudK8JWEU0KRNKHd8cszFu/4YA+ldVVxWHSOejGTrtnQrHEV2kZ7dQKbJaAYVdy54zUsaMVwy8dhV3ZtVW2k5HIH+Fefc7mjHkggQtvXnHGRx+Nef/EZXM2mbkCBRKVA752168bXzFJKAds5Fea/FG0MH9lH+/wCb2xjG2urByvVX9dDkxS/dM4Tw/Yq2qwKiYCsXP4c13ax7W2k5yRmuZ8OoI5pJicbcKDXUxTYQqQGG7j1rtxEtbHLh4+7cvW4xIFUA8Y6frWlBEHkwWwM9PWsqJxuAKkY6fN1rWtXLL8o+bHJxXBOR2wiVvEmoNovh+61CGNXeELtU5wMsBk47c5rhLDxzqkiJL59nPIXJa18sLuGONpByWJ4Awa7Dxj5s/g7UFYlcqMZH+0K888A+Gb2TxjbO6wiOAeYXc5UEggHn35+oFb0FTcG5oyre051GDPZIgGjQsuGKg44zyM4/Cp/Jjl+baNw4+9TEjdQuc7sYyeOauwR7nOQORyfeuC528pnm1ARmYN9D2qGQFRm3jwcdxz+fet2ONiSuw+gyev4059PEr7QfxXmmpENI8Bs0AuY2KghDuI+ldZZ3ke4bz1OT71x+7AJU81GbifOAxzXtV48zPJoS5Ud+dVtUZQZAu3jn+dW7TWbFQFe4QfWvLpJbiUkZOaZ9lu36JKwPoDXM8OnuzpWIa2R7KNd0opk38CZGMFsVxWoGHUvE2pS28qSxfuhuRsg/IM81yaaJqk2SlnK+O+K6nwjoer2t1Ks+my+VKBhgV+Uj2zUKnGndpl+0lUaTR6tbxKkMMeQo8tBn/gIqxHAucgcd9v8AWpV+zJBG27LYBw5zg46fpSspK7iwQDggetcNR3kdcHaNixEF2bVG0+1ERK7lkxz0GMg/jVbeYnUnzDnjg8VIHd9qEZJGQQMYFSosUmjz/wCLEZB0jdyMS4yef4a5jRdsVsqlfvHeTjr2/pXV/FcAQ6KT94+d3/3K86S7uIxiNsDpXr0lfDxX9bnmyaVds7pLuCKJXJ5OeaZHq9orL++XgnqK4m5ubpo+CSp71mmC8mbgOfYVl7FPdmvt7bI9bg13TABm7iAPc9qzfFOs6bceHbyGG9hklcIAgfknevAH0rzldH1GblYJCfQirMfhPXHI2WLZ6jLAVKowjJNyKdeck0onp3g2yWGW9cAZ8teT/vCusWJHwxKk+h7VleFLaWKBmv7aS2Z0XguPvDntnIreBQkrDsxnlgOQa5KzudVPQWGJY2AZSTnGTU0gfCsnI9x0HrVfaQzDcWwMEA/pSxTNgbd3y5zv5J9vrWKTKky2R5iMYzk7cZ6H8a+d7KMG9QlAQrFiPpzX0LbLvbLDCMvQnjFfOrSmJ2KHBya9PBKyn8v1PPxXxRO1tJo9w38buTx1qeTUrWJlUybdvHNcC2qXWcBznsKrS3F1Ox65PWqdG71Y/b26Hp1rrViuFe4QemRWguv6UUJN/CmRjBbH0rx8WN7L0SRgfTNTR+HNWm5S0dsd6zlQh1kXHET6ROqvvI1XxJqM0EiSxDyfmQ5B+UZ5r1OKFY4oYshR5aD/AMdFeWeEPD+sWd1Ms+nOYpQPmV1O0j2zXr3+jJDG2RuwCQx3YbH8uKyrtJcqNqN9JNEUduvUDgdQv9auxAbNqjaeRgVXZSV3MwTsQOmaC5idSfMOeOG4rjtc3bLERK7lkx7AjIP41538WI2B0ndyP3uMn/dr0AO77UIySMggYwK4P4rACLRc8s3nd8/3K68GrVo/10OPFP8Ads8+tpniUKoGPvHjrWrBqgiRWY88gn2NYcm9R8pOKjYyP3+Wu+pFSdzmhJxVjrbbW7UbczYxW1b+JtLUDfeKoI5yOleZNYyyHKsTmkGj3kv3I2J9xWMqMH1NlXmtkd/4m8RaTd+Hry3t76OSaRUVUGcsdy9Pwq94JtwtxeMccRLg/wDAhXncfhPWJGwluPqWAr1vwnaS2aFtRgETsgHyyZ+Yd+P5Gs5KFONou5pFzqNuSsdAqI/OVJ9D2q1DGsbAFc89Sc/jUAuEdisRAXPJA5z6ilXbvZQ24jgjPX2rz7HY2XZA5CshP4jtUv8ArlypPAxluCPY1SikcAAKylTj5uSfarFou91dgApHfpiqUWYtnzuUwi5+XjPSlSH5lYdD6+laL2uMEFSFAAPpimQwCa4+ZW8sDg54r2JTvqefGFlYihQxvuxkA5LDpn610dpdQREeYh+Ucg/WudmjkjZFTcBjof6+1XLYfvRJuHPO48Ae5rCaujaDszqYbu3ZEJV07HB4/KtyyuEUZUSug4JLc9B+tcP9qkWTAPzsD0Ocj39KvadeNbhXYEljx8xzjrke1YOnodCqHYRXhYgqxOAcDGcD8a07a44/f7GBHHP+ea4+LVUM3mPhAclSvUj+XX1rSg1Z2ZQCeAcLjt7VnKDK5zp47lEi3q7GNsgHOAMVOrxNkhh1OccfzrDScTqoHGPk64Gfoa5b7ff33jS70s63dWsCmQQiNQclU3BfYcHk+lVTp8z0M6lTlV2S/FEs76TlcACVhjkY+WvPIwGIXcfwrSn1O+1hFN5dyT7B8gkPTdgn+QqlIhjUqo5PQKenrXfD3YKJxtXk5FmHmIbtp5zj17CtrTpY13eYpG3qOmMjvWD5QSFXQMH2nPf86bbyyMGV3+903c5xWM43NYysd7BcwHauwk4+Yjg9PWr1q0QfhpN2cbc8depPeuStr1o4VAYY6sGfBx6mrsF81y0SksV6dcHH+Fc7gzqVRHZtdbVjUh0Yggljnj8O9S280jbQpA478H8KwBqStAI1RW5zjOQQOpFWYNS2BRExJxzgZA+mahwK5zp1khdkCMFkbps5JqRbmN2AZgCMZ3Ek1h21+SBuyQRhT9fes/xPe3On+H5bq0uHhmEqRhlIJ5zkGlGF3YiUrK51xfYhCDJAOfm7e348188yJyMkjqeBXb6pqd1baLDqFjr+oy5uPs4M6KizELlnjxyFUnad3qPoObktNp3Ag7QMH0xXoUo+zTT6nFUam010MpLfLKeoPUH0q7bgwvuxkBgS/bP1p0MAmnO5G8sDjnio5lkjZFXcFx0P9faieo46HVWd5BFgSKRtHzA/WtSK7geNCQydjg9PwrjbY/vRKHznnceAMdzV5b2RJOvzkEfKc8e/pXLKnqdUatkd/Z3CoMqJXToSW56D9amjvNzAqTwDgYzgfj7Vx2magYQrMGLM2B8xzjrke1asWqI83mNtXOSpXqR/n1rNwNFUuddbTAj99sYEcZP+eanSdI4t6sxibIBzgDFc3BqkjFQC3AOFx29q0UnE6gDjHycnAz+NRydwcjYDxHkMOpzjjH51wXxKDyzaTleFWZhggjHy4/pUQ1Se58b3GlXWsXltambyo3jljjWPoSWLjp146k4rCvri9udRvLW+ubhzaytEi3ONy/NzuA4z8oziuylTcLTOSpNT90wxAshCgseM/hThbkoOQT2Hc+lXZVCKY1wWPIVT09anNrGturIu2TYSTkcfWtJSEokFqvl7/MT7vUE4xmtSKZF2qIycD5j0/WsiCIsCkj4DdM8571qIPLtwA6AdWVm7e9YzRrE0LWZFfo4YHHXA69c961v7Q2iJXUoeQWznj+prl1V5pIgVYr0AY84q6bs+UUVV+9n/AGSB/Ks3BM052dPa3Ej7VV9vy5AJ6+wrXjuopGjVeJG6FOCfzriLfUXiAEJbI67eMfnWtZ6m5UCTJBGBn3/lWbgV7S51Md4jttcgFcZBG4//AFqtLN2j2lup+bkj2/HmuH8Q6hPY6BJc2ly0MyyJHujYEgHOQayNXbxJoejabe3WpXiz3RffEVwIcbSgY4+8Q2cdvzrWnRcldGNSok7MwJWxLtCgcenvT7XlH9FAwB9cUUVs9iOpEfnMu4DOwHNXIYoxM8YjXao4496KKmRSKzyNEJJUwCq9McGsY6vdcD5MdcYP+NFFa00nuZ1G1sPGt3hbcTHnH9ypz4j1LYF8xOO+wZNFFb8kexi5S7kg8TasMH7TnbzgqKxH8VarZ+IH1JJUe4SRmBdAQSylTkfQmiiqUIrZGXNJ7ss6Bcy3EFz5pD+WFC5Hsa0WPIIwDzziiisJ/Ezph8KJbv5FZR0xznvwKiCqN77QSoXGe2RRRWfQrqWJCBGuFUbgM4HsKoXup3Nq8ccbDAGQSOaKKIK71HLRFZfEN+gYBk+brlc1Zh8WapC3yPEBjnMYOfrRRW/JHsYuUu5KnjDWd5KzoueeEFVdV8U6tNprQSXAaPerEbByR0yaKKpQj2M3OXcg1fxvea3DbxPpum2piVUSS2jdSqD+AAuQBzngdea6CUjzNoUDj0ooqK2ljSjsxbX5kkz0UDAH1xVVgHMhYDO0HNFFYrc2exYiRBNJGEXao4496rtI0aySrgEDpjg0UUkMyG1e6AwNmCc4wf8AGlHiG+3lsx5xj7lFFdCjHsc7k+5a/wCEr1XYq+bHxjnYMmp18W6yVBNyDjnBQYooqlCPYmU5dzLbxpqFrqN29xa6ffi4kEjreW+8B16EEEEdemcHuDV7SNZvdXm1G+vpRNcSsHZioGSQSeB2oooqJKOg6bbmjSDMQGzg4PSrd8TGrqDlR2Pfp1oorkZ1x2HBFRnfaCwCYJHqDVqfBCKEUBuDhfYUUVD3KWxiapqNxbXIt0YbFUEEjJ9aoDVbv5lDgb+vyiiiuulFOOqOSpJqWjJU1m+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", "info": {"video_id": "86656", "label": "hitting a battery with a hammer", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "682f6ee19a217f5adde07359eced40aef41829a9bb73113807b4dd817cf90af8"} +{"episode": 42550, "episode_seed": 377725706, "split": "train", "timestamp": "2025-10-13T03:17:59.599661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 377725706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching photo to mirror'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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bHaPKtxAjt1JJC8e+Sa9H8cWFpZ2kMiQ7WlzEGU4weoz614/NqKCS5jaEOZJCH3N1+bP9KxnN8uppRiuZ28j1r4PzGXWPEsm3aHeAgHrj5xzXsMZ4rxf4M3cd5ea5LFb+SGEBIDEgn5+mecV7LGeKIbGklqT1z/jZDL4N1aMEAtBjJOAORW/2rn/GrbfB+qMe0Q/9CFUtxdDyvwPJFHp/xHniRggtURPMxuCkuMEiuK1OzvdL1fUYr4BZjp6y7B/AHAZQffBFeh/CyBLzWvF0E6xtpoaCWfceGKlmVfpkZPsPevPvEmtN4g8Q+JdWDGSN0ESykY3heAfyFOq1yMiGs0zi7VlW7TeoZScEGtt7a2cf6tPpiudzhsiunt44rmyWQSqr4Bw3f2oo2d0wrt7o2fDuoL4dnllt7dXWRcMM9Pp/nvW1Nq9pc6dHDbO8bxoWETgKJHIPU/8AAq5eOKRFBZWC9ie9dxF4Rtby3ingmZSVBweRW6hBbs5pV6kTj5nNla6dCygSi3uHZF5OWG0E/r+Fev2x+VfoK8c11ora/EMjfPDasi7R959+APyr2G3+6PpXPa0mjrhLngpFs1FK/lxO+M7VJx9BUtVrvi1n/wCubfyNBaM/TfGGl6rM0FrK5n8rzjGyEELxz+op1xfW0d28LzxrMuQ0bMAwP0rzX4bXNqnjFr28wsdpp7yqT0DDbgn6Zz9cVz2q6q2u+IL3VDlEcsIlPUL2/HHJ9zVSnaNyFHWx7lFLkcHg96sRsMHJ6V852mtanYsDa39xFjoFkOPy6V0dn8S9ct12XHk3S+rptb8xUqp3G4djv/FTGWK1iUkGW6RMjsCDk1wuqj7NaxZRRhGkQk5J6nP54rU0/WJ/Ed7b3EsRjhXfiNWyBgAMxP44rC8SNtgDME2mNUiwc4XPJ/QUm+prBWiZNtKVhsVX74nZ8noOBivRPgs37zW+c5MPP/fdecxEBokPIWGSXJ90/wARXofwYGDq7evk/wDs9RHVgz2JT8tKKiQ8U+rEbpbZYwr6qKw7xsyEelbdx8sca+i1z10T5hJ7mt+hz9TQtubcCq90vzg+nFPsX3LtouzyaQFN3CDJNfPesa7NY6lrNtHFGy3d1IWck7gNxGBXvc0mGGfWvmnXZVuNTuWRGG2aTe3UZLmsqjLp6O5aHiK4uEW1e3tjCV8tVCYKZ6YPbk5rKmuZixR3OQcHmq6Z3AjtzSElmyeprFq71N+Y+1IlIxVlKZEvA4qcLitEzNotafxK/wDu06+f92abafLI3uKi1JtsRq4LW5lN62OekkL3QB6A1ekG62x61l/8vQ+tap/1ArQi5jgnfirSDcuDUG3ErfWrSCkSzzz4s3LWHhyxuVClo75eG6EbW/wrwOcStcO7KQzMWI+pz/WvoL4xWjXPhGDauQl2rv7KFbNeN+HNJtvEPiT+zri8e1QwyPEY495Z1QsF9hwSSfSueXxWOilblPSvgauX1vA4AgA/8fr2lBgV4r8A3LnXSxzxb/8As9e3qvFaTknLQ1nq7jh0rmvHgjPgfWRM7JF9nO5lXJAyOgrpwOK5f4iKW8Aa4q/eNscfmKSepk9j53sfFM+iaR4k0+2JW61SSKLKnkIN27H5gfjWajLDpWoWiYIgjUMR/FIT83+H4VWaSEXt5qcaFYkf9wjHJ3n7v5cn8BUNkxGj6gSfvbB+tRUd9BxVtTLrUs1S4tAnmbZFPAzWZjJpQDvAHXPFOEuV3CUeZWOrilu7eCJZ8yQ/wsvOK67TNaW3ktVLMlvLECXU42NnGfoaZ420KLRNFtL+2jMTifY0IbIZVRefx5/E1xaa/cW8clvGd0BP7rcoyAedua2lVV+U53QbV2a3ixPL8Uup+Yj5mPqcnFewwL8g+gryHxFZ2B0m312x1O+neS6FoTdQiNbgqmWeIZ3bVJCnd/eHPUD2SFfkX6CoclZHVCPLTURwHFVr0Ys7g/8ATJ//AEE1dC1V1Af6Dcf9cX/9BNTcD5uFzPC8qRFlNxEI27ZBwcfoKWNgsrIp+WOMj6nuajWRipnc5ZVEaflj9BTIOBKf9g1EmCIaKKKAPQNAj+y6E8u351sXLAnGQ7k5/LFZHid1OoRqdnlLEypt7gEit8xLHosVspQS3b21uCF5CBRn9a5vxPKJNUd02mNDsXaPcmrmrIpMx4XLmXfztgKj27V6f8G141b/ALY/+z1xXhPR9M1PxHFput3E1os5CrIkscYiPUlzJxjGeOpOBXofwssjp+t+J7Fo54/s86RBLgASKAzjDAEjPrgkVMXZDT6HpyCpVHzD601RUhXcCDyD1FVcVjTlkBJJ7CsO8+ab8ax/Gev3Xh7Qxe27AkTIr713DaTz+lcPonxSutTuDHc6bHj5tskbkZCqWPB9h+tauorXZj7N3sj1GzuYYZMSyImTgbjjJ9KluZA7ZB4rxzxH4ph17w3LcWsciNFIpIJ5Q811Hg/xhbazpUMc1ygu41CSKzYJI71MaibsVOk4xTOjvHwygd2ryrwxZRw6bcXbsoe+vXLBhn91Hk/qc8+1d/q+pxW0Lzu42r+vtXMhT5ek2hdgWinu5MIBsUjaAf1/Wk9WFLuec6sYZdVmuNqm3W4KhEXAK5P+FY++EomxCJAzFvTBxgfzq/rEvmXdy6s2JJmdRjGcnrWn4g8F3vhnw9o+o3glW4vzJ5sJjIFvgIUVj/eZWzjt065xlHc0vqfWkXQVLRRQiWTQH94fpVfVP9WKKK2pnPU3Obc4nH1rW/5YD6UUVqQzPcYkqZO1FFIT3OS+KX/Ii3Z7jp+WP614Bod/NpevpeWwTzYUfaGXI5Uqcj6E0UVzz3Oin8J6l+z99/xAOw+z4/8AH690TpRRUmo6uT+JP/JOte/69T/6EKKKESz5V1A7LWyiXhTGZT7sSQT+QFLbf8gW8/3koopMEU4lBBzVnS41l1qxjcZV7iNWHqCwooqkLqesfEO5eWxgjKoAJnHA5wMY/nXk0527wAMAqR+NFFFX+Iyo/CdBrnip/EekwLPpOmWr2pjhhktUkUpGAcIAXIAyc9OTz1r3iIfIv0FFFIaJR1qnqH/Hlc/9cX/9BNFFMR8zz8LEg6BAfxPWki+7J/u0UVL2Aip8QDSoD0LAUUUwPR7538/SgHOHuySPTDECsLUFEviC73AYi3yKP9oLxRRWlXqOJl6V4hl0trjzNP07UEnZXZb6DzMMucEEEEdTkZwe4NemfCPULrVtU8R6heymW5uJIpZHIxliXJ4HQe1FFZdBrc9YWniiimhnnfxjdk8HRBWI3Xiq2O42tx+lePaXK8GtaYsZ2j5Qfff97+dFFEgj8SNfSY1I120IzEUV8e4J/wAa5i2H+nhQSBk9DiiioWxtV3Xqbfhm4uLvxFbWtxcTSW4Lv5bOSuQpI4+tejyQB/EF2hkkAGlkghuRz0HtRRW8PhOfqeUa3n7Whyc+Sh/E8/1qbVfEuralo9lpd5ezTW1uzTL5kjMWZ8ZySecbePTJ9aKKyQM//9k=", 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", 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", "info": {"video_id": "29336", "label": "attaching photo to mirror", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "29336", "label": "attaching photo to mirror", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4bce651d10c0e3c068b517d6a935c740a104c2d16427d5e706aaf7702f686ef0"} +{"episode": 42551, "episode_seed": 3134942267, "split": "train", "timestamp": "2025-10-13T03:18:01.356880", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3134942267, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking camera from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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4FfPXhC5FtcSJnh2BBz6CvfNPmWaCKVTlXUMK1ovRo5cVHVM2InNNvH+5n3oj5HFR3g/1f41snqci3IAfmp05zBt/vED9RUa5zTySWVffJqizO8SWRv8AQbpEH7+NfPt2HVJU+ZCPxGPoTXnfxVuJrzTdKv44S9nPbFlcDIR2w34cEflXrHeuMuvD2vaej22h6tE9jMGj+z6gm4WqnODERycZ4VvaplHmViqc+SVz54JdWYlTj1xSGQmvqSHTLS1sIbNYImiijWMbkByFGMn34rz7x58PLS9s5dS0iFbe8iUu8MYwsoHXA7N/Os3T6m8cR0PJYpQ/DGrVvtikDDpmslWK1btZGkkVFG5mOAB3rnlG2qOuM0z3H4dasiX6Rb/kmXafr1FevK2Ur5r8GXH2bVICxUQA5EsjlQxHQqOMKDj5icV7/o+qQ6pZefbzxzKHKMY84BHUc8/j3qqFVN8hx4uk175SAxyafnC5qPcPWklbbETntXaYEtucQL6kZrO1rQ9O162WDUbYTKhLRsCVaNv7ysOQa0dwVQPak3cUiTA0nRF0Uzu19d31xNtVp7pwz7VBCqMdhk/UkmnavpNnrlhJZahCJYX9eqnsVPY1qTYJquWxQB82+JtAm8Na7Pp8hLop3RSEY3oeh/ofcVmwytvAGST0Ar2/4jeHRrui/aYQovLMF0J43J/Ev9R/9evK9NtLPTITqF7IJHVSViX+E9B9TmuSs1BdzuoNyW/qX9ELWt5G77AgYGRn5Bx1CjIzjuxOK9+8La3aanG9tbzhzAi8BSox6rnkjoM+or5nk1J7y4EjKscYI2xr7dM+v8q9V+HOvra6tHFMw8q5Xy9x7Ht+tY004zTky66U6bseqa0QPs//AAL+lYl1dLDAzE4CgmtPXpNot8H+9/SuI8Q3bC0ZA3LkL+ZrrlLlVzipxuh2p65bWOlTSEqWiiJUYzk4rkvD+j6pOtzLrDKVlbzWRfmZyexzwMcD2xUerlpYYYhz5tzEmPX5s4/Supt5bS/spZmKlInwRvPpnIx7Hkdq5Kk5yV0dEFCMrM4XxVAkNtLaRM0YN3H5aseFDR4PH0rlPJ+zzT2crZKkpu9weDXX6xbW934lUQgGKWzlAw2RvHAP15FcnqwZ7lbvGBKiFj/tEf8A1jRBuyRrGyk2dT4V1NNO1gSTfKk0AVyOeRwP6V6VFdLnDblP+0pFeR6ennWm5OqkJ+OM16tYTia0gkB+/Gp4+ldFF6WMcVHVSNISow+V1P0Na1ocqKwuMgjr64rWsjmMEHHHatWzkNgNhetUt3FS7zt5P6VmJexOeJFIzjrRBgX3fahNPjwsSj2FUJZg0eAwOeODVh5NorQLmJ4kjkjkN1/Z899ZzWr2t3HbkeYqEhg6g/ex83A55rzOH4bJrZuLzTNVkFoH2wyXNsymXgE8cHAPGcc4NezLMDUU0gbvUuKe5UZtLRnzjr/h3UfDN6sF+gw4zHKhyjj2Pr7VQSRWGGr37xHpMGvaNcWMoXc65icj7j9jXz3PDNa3UlvKhWWNyjL6EHFYzgddGs2tTc0e5WGcA9yMV7v4TuxcaJD6xkof5j+deDRWp0+BZbljGT2H3j7D0/Dn6V6Z4N8TPc3FlYGDERbAYSEkHbjkdMdP89OenUamuXVM1xELw16HrUJBUUy752DPrUUDkLRM+dua7VueWtxoxnFJnNyo9AT/ACpFIPekiYGRz6ACrLJ2Oagk6ZqTfk1HJjaaBFVmJPWk4NI/BNMLjFAHiHxF8JSaVrhu7KD/AEK9YsoUcI/dfYdxWVa2VrodnJc37B5nAVETnr1H5fhXo/xEumRLSKaFpLLa8kgXqSCAMe/P615Jq8N+TDcXNpPbwOCIvNVhux1OT1PSuKrFzly3sjupT5YqXXoXINSea+WaQBV3ZCA5/E+p/wAivcPhnrUTtPYSbRLIBIp/vYGP5V8825OcV3HhXV5LO7hmR9s0DAg+oqV7ktC5r2kGme2r9p6mNCc9Ff8AxFNmmlUIGhcZYDgg9/rVpWB5qC4f97EvqxP5A13nnjpLgHs4/wCAmkF0vTdz6YNPUnHtVaZzzzQxCy3CqcMwB9CarNNk8fpVabB+8AfqM1UMUbEfIv4DFLUNCDxMJp9Au0gfY+Ad3sGGa8s1bwl4hu9Pn1KW1ihtoRvEYOHcDgvjqTjnmvX1to8Y+YA9g5/xqQoQMb3Ze6scg+1ZyheXMy1UcY2R83QghxXT6DeGGZYmbB6qfeo/F+h/2F4hlhjTFtL+9g/3Sen4HIpnhTTYta8RCxnv5bTMUjxNHHuLOqFgvoBweT6e9c84uTsdcaiUbnuEesDVdFs5icyqGST6jHP41y+tz5lhUjq2fyBNYvw+1Ce7tr3zpmcKIyoJ6Zzmtu9QXN2gI4VWOfrgf405XcdTJWT0OZ1i5eG0FxFu8y3lSZdvXKsDWFeeLLSVGS2OoxIzlyhuQBk9TgLXT6jZfumQng1xl5oI3MRx6YrODSXKwle90ZlxqjPcRyQSTRbScnzMnnrURvJXt/s5kLx79w3DkYyB/Oq8gRFUD7/f2pVOa6LJIIavc6bQrvbbmMnnzN38v8K9N0ScHT41HReB9K8c09pDOEQEt6CvWNChlh09WlZd5GSgOSAO9ZRmozs+pvXi5U7rodGshxmtqyP7pa56KT5aXX725sfDzTWszRSiRAGXg4JrZs8860MKi4PXke9cHqWoXMGjQ6hY69qMqtcfZ8zxqizkLlnj77VPynd6j3A7eNxgVcBkd1FCxjUxr98Y+Uduf6U4RxnsfwYiopn3XUSjsGb+n9alzgVYiJwEPDP9C1Up5pP4W2/hnNWZmrPmbJxRoFyJrifOAyH6qR/WvM/GH2e28Q3F6IoRMqKJBz8zEZyM98V6RkBs1jap4Z0/W71ZrsOUAG5EYruI6ZPpWdSPMrGlOpyO543JeTXU5lncs59ew9BXS+GtSks72GeNvniYHHqKh8Z+HV0PVla2QiyuBui77SOq/wBfoay7GYwzK/4GueorLQ66cuZan09p9/DeWMNxG42yLuHt7VJdSSNsESBvU7gMV5F4I1qW61waPc6vd2ltK37topY0WM9SWLjGMdhyTXb+F7u+k1LWLW+nuZDbSiNFucb05Yc44zwM44ropu9mcMo8srHQiSZRzDJ9Rg/1psFypWQkOp345U9qssRtqrA2YgwxliT+tagPF0gJy4H14pWuAVyCMetEjELVCZic88elLURLJMDnFV3l4qjJHHu+4v4DFIkCnnLj6Ow/rQBcaCG4kikkjDtESUJ7E1R8Q6HD4j0e4sJAvmFd0Lnqkg6H+h9jVlY2UZWWT8SD/Sp7ZmEmCxJ9TUtCbsfODQvbXDwyoUkjYo6nsRwRV2ynNvcJID35+ldT8VdHOn6+uoxLtivl3Egf8tBw358GsfxB4S1Hw34e0jULxplnvjJ5sJjIFvgIUDH+8ytnHbp1BxyyptnbGqrI+hFJqCQk3yA9AjH9RRRXYcpP0HFVJ6KKEIoPyTUJ4oooEPRialzxRRSYmcT8TraJ9Bsror++juDGrf7LAkj8wK8u0/VbnRdVTULTZ58W4LvXI+ZSp4+jGiisH8Z0Q/hnY/DVj5WpD08sD/x6uwH+seiipkCM6/GQaw7lQQ1FFc32jR7HN3thbCVpRH89Yt3GqbWXgng0UV0wM1uWrNjFaSSocP2Ppzit/QLu5SLbHczIvmISqucN8wHI/Giis38R1v4D02PgkUzxUceGj/vxGiit3ueccxqviF9Zit45NNsLcwqqRvbo6lUHRQCxAHOenXmvTVJEdFFawBkKnNySeoXr+NT5O2iiqEU52PNUJGJoopEkOTSr1oooBnP+OYI7jwrcPIuWhZHQ+hzj+RNeVRcUUVz1Trw2xs6Nr8ukXckf2CwvY5mVyl5Bv2smcEEEEdTkZwe4NeseB7ye/vdWvLmTfPO6SSNjGSd1FFXS2RnV+M7KViIWOe1R2o/0eI/7A/lRRWxmOkPFZ81FFAFR+tIGIOKKKBEyk1LB/rxRRUsTOc+KlvHL4HeVlzJDcRtG3cEnB/SvHb7xLq2p6Vb6Xe3s09tbSPKgkkZiWbGcknnG3j0yfWiioluaw2P/2Q==", 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", "info": {"video_id": "24352", "label": "taking camera from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "24352", "label": "taking camera from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c7f8098414c7b1f68f868d49e669985219a4123d02ebe831fe0688a70ee77859"} +{"episode": 42552, "episode_seed": 603823698, "split": "train", "timestamp": "2025-10-13T03:18:01.927303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 603823698, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying grey socks in blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "62886", "label": "burying grey socks in blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "62886", "label": "burying grey socks in blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "448b3e14f5d55980e4b214d0fefbb6743c56be97cb4fb75981caf86c6eaba9e9"} +{"episode": 42553, "episode_seed": 1991817133, "split": "train", "timestamp": "2025-10-13T03:18:03.435392", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1991817133, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding eraser'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "111469", "label": "holding eraser", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "111469", "label": "holding eraser", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5c40431b4335fbad963ca27115a40e300dfb5c7de47fa02b6c5150fc0a0814db"} +{"episode": 42554, "episode_seed": 1386284834, "split": "train", "timestamp": "2025-10-13T03:18:04.489533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1386284834, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "89862", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "89862", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a8352388d4b35135dfb67461c35faaacefdf8d49214c61d65d47ec8a06aa434e"} +{"episode": 42555, "episode_seed": 3857746754, "split": "train", "timestamp": "2025-10-13T03:18:06.027936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3857746754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take bottle from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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eQyzsLvXNRvdTvionml3CKRcqq/w8ZGMdqk1KwNu8MKOC0vylI12qfT69TVXT5NRN9Ks9wLaTlZTK5Pfj5gD612uhaNBqfi7SfKuTdQxJ5smTkDH9Ca82unNNnSmo2R6h4d0xdH8OWlkBhkiy/wDvHk1882bwlyVCk55Jr6af7h+lfMFouZDvAwCeK1SSVl0OWq9UbsDeYcKC306VopC3lguOB0FU7CVIsAx5/GtJ7hEAe4YKvZPWkKJzPi3w+2raIVjAEqyoUY9ucMfyzVS20SCxSGOziUpEBlWHLn1PvXR6hfCWHbwATwPWksYPMKPgEEc4q6dRwfka+z5o2Ed1udEnjtYHW4A3ZCEgc88gVyF19qc7p5N2wYHGB/8AXr2DSdG06e1uHlmSMiP6E/41xer6XAZiIlJCnA9BXZGpRgrxWvmQ6dWeknocTDd6v4W1a2v9CmeJ7hlSSELuSQn+8vetDTdJluru7ur2bdfySF5GOG6+uau3Fo8kqxQyeU5O1XxnHaszT9Ouo5ZBdySQxodrtHGSpOeO4rknNy0OmMbahrtoLYxIJGZnGMcAEduBXf6foA0bwrpDsSk92ZJnOMHb8oUflz+NYljodlr/AIk0e2smd42O6cMPuqOp9uh4r0X4gLGn9loqfKgkVQOgHy1xyajWUL/1Yiq7wMm0ComVPflmOa0YRub5RuzxkisqzjGFZyceldDbyII1WNMt79q23OaJXktgwCkZNedab4IFjr2rTSlkjSUpaoCQGB53H1AzgfjXqJnjgHUPIf0rHZvtF3Jjkk5qozlHY1jBS3KmjRW9nKFubXbJnO9Vzmo9ba8S/m8ltsD4CKU5Ix2zXU2FhDOVEwAI/vDpVrXdKs1j+XO5lwcHkD612RqUW+Zr/Ihwqpcqkv1PKLnTBqMEiPgSRAGJ1OGQ+x9abbXWt+ILCyj166eWzsp2RTLwz4IHPdu/PtXUS2CW6PtXGTx9Kx73R7uUQz28jPG5aMxY+4TwMH61jWrOTub06SirG1JYW9tayZmdo0jJ8vzOwFdr4E037B4aikZcS3J81vXB6fp/OuL06ztnmXTHime4uXEZeTb8uOuMV6vFGsMSRIMIihVHoBXLCC5+YuctLHzJawXMyD5tqnsK0otNyOOtatlpZVAQOK0Ftdn8PUVm6ly6dJIwPsxhIIp93IEts46itm4tF2bgK5nWJxC6RnOM54rSLuay91Gpp2lgRLI4bzG5LKxB5rp5PCUE2hfbJELYfjfg8Vzeh6n5ltH5hGV46cV2L+IC2hparwFc8+3pXVSa6nHOUu5yV5Z/ZkCsuCUDD/dPSqOmrsW8mI52iNPcmr+r3b3MiHj5UCcegGBTrO3ZoIYdv3mMnA/AfyNROWo0jC8ROos7aNEU4GGYgZx6fStj4baLJqmtx3E/zW9sfMckfeI+6Pz/AJVk+Kn87Ukt1C5jVYxgd+teueBtHGj+HIQy4lnAkb2H8I/Ln8a5sfieSN3uTCPQw/ig2Z9JJ/6a/wDslclbTlcfNgD9K6v4nEb9L55Hm8f98151cmWYBQ5Re5qcFLnoxk33/M5638Ro259ajhOy3JkkPBaqV5qiiWO3JBkkG5ueg7VlrJDApVG3S44HUmsl8reCeQEz7gcn09K61y9S4J9D0DR0E+Mr05yK73QFusskE23KEcrmvMdB1MQzvESCCvBP8q9F8O65HbCQOvVP1qYP3jod7GVqtg+XlkBPz7dx9etct5W/VYUx/GM/Qcmut1jVvtFk0IUZMpkGPXGK5m0z50s5GdqEA+54FOo9dBx21JXaEreybAwI+VMdcdDxXV/C3TfKsLrVHBBnby0B/ujqfz/lXK3qCDRDGIwZbh1RD3+gr1TRbRNL0e1sl/5ZRhT9e/61w4nFRpcvMPlepqSviNvpXzVbGCaNbiCQSRONwINfRkz5jb6Gvjbw3PqFsZnikIt8k+WwyCf6UsJi1WlN9Fb9TKrSbtY9ClvpIOLdCXP6VCZJW/fXLkheSM1nJfzXGAgjBxnNaGn2Ut8spuroRW6qWJbhSwGQPc/413xlzaIzjBrcoDU57rU1LIFhOVj55H1rt/D7RvAzA8g4wa85Zwbw+WTsQ5zXSeH7/Ez7pFG7uRUTnfTsdMIpbHsui6ek1hcySFcbMcgZrlNXshb28c7EYld1wP8AZxz+tXNNutQazuBAjPGVG4qQRisLU55WURSMcL2BzjNauXuhFe8Y1vHu1PzGHyRAu34U+eYJp11JsBkkPG7oPf61PbwuLd/WU7PwHJ/pS6tDO0dposajzZ5gSpHIPQfzrBVOS7LlG6sdR8KdF+z2VxrEq/vJ/wB3F7KOv5n+Va3jePznsgCu4CRsH0+Wuh0yyi0vTLeyh4SBAg9/U/nXk3xt1W90vUvDd5YSlJE+0DA5DZ8vgjuK+fw2K9tjk+mv5MmrBuDNeIiJclsU06zKQYbZSF7t61z+neIZLyzje8tPKmKhmVWyP1q0L2Z8eXBhexY19EpI5FCSepbu9UksbVsAy3MnQZ6e9TaHciZYGclScLz1yODVLWLWW3to765ZQ867lUADAHHA7Vn2Nw8UaqzY3Pu+lVJ2XKbQjrc9gsIg0ioMY6Vo6haJMyDhQc5x7CuU0q/kkRDEyucDhTg/ka2dRuLtcSSKY/l7kCqg9C5J3Oa1RRs4696YiGOO0tthJUCRwOvNSNE1xchAeSeSe1W4U2tLenISPkMewA4/lWLdnc1toTeGYDe+JLu8cfJaoI0Hox6/p/Ou26Vh+F4DBoyTSjE10xuJD3yxyP0xWu8nFZvEQjBybMWtbI85tbVRHjFPa1Hp0FSxNj6U+R8qSKxR0pmRdqFQivK/F+ofZ7tthG4DCj3r0zVJwisc9q8N8R3gu9cmfdlAxVRW9MJanW6Dqha2SaF2CnhlPYjsfWu0h12P+yvL8iHzy5IkEYzj0rxvTbyaylDwvgd1PQ/UV6X4W8RaPeMlveWqLOOhyefw71oqjiYzh2Na0tJ9RlDtnb1diOBW+LF7acSIyogQEFunAxjNXl8o24aIoY+MbelM1e6S20S58wgfKRz9P/r0022ZvQ4rRdM/tzxsFYDyY3Mr45GM/wCFe0+eiLgYGO1eeeDLMabYSXT/AOuum3nP8K9h+WKx5da1K+8bXumDXLq0g3SeSsShslU3BfYcHk18/jOfF4lwg9ImsEoxuxPjCDdXuiSo5UwrPgg467P8K87tb5bkJ5kzNGRz83es7xj4n1O/treO5vJZi4OC5+6OMgfXj8qytEukgBhds7l4LLnGe1evg6MoYdJvb/MxqtOWx3Vjd2VhOJ2UO6EFY2GQ/PINMjU31487DCnJVayo2iWQcqx9h0roNKjLoT+FayqtrlNKUL6j7IeVccHDD1rqtF1O3iuwLmBHjHDEFgcfga5m7TymVlOGJ4qaxv7SCcLfKQrHllbGKcZW1NZQVtDfursXczrCihQcKEH+c1oRaZJHZbiAG3AsPQYq5pdvp/kiSyCtn+Lqf/rVpwsF3ZHUkc0ubmM9jLtrGS98T6ZFOg22qGd8cg4+7XfbwO9cboDIl5qN4vCzTeWg7bUGP55pnjXWbqw8OPPZXDwTCVAHQ84J5FfK5nOVfFqnHpobRj7tzr7i4VY257GvkTVNTTToDZ2uBKQQxH8I/wAa9W1rXL+LQ476y8RalKrTm3zOios2Eyzx452qcKc+o9wPB4ka5nZ5CTzlie5r18swkqHN7R32/UzlK9lE6fSJ5WthuY+YnGBzWqZpijb5mVM8r0rlYZPsz+YhwadLq87cYH416jleXu7EqjJbm1f38drExj4B4UE5Jo8N6qI3MFxJtycxsfXuM1zkkzygs7Ek9zU0B6GkzohBJWZ7Lpl1eRwMYo3ZXG0lRwa0bXS7q4w0ymNSckn+leceHPF1zokyqXL254YE5wK9d0zWrLVrUSQyLuIzjNRzy2JlC2osmmAxRFMqifKcdRnvTfD9mLzxbNqEjCWKzTy439X/AMQKvT3q2dnJcMfljQvx3qHQgNP0tEb/AFshMsp9Wbk/4VwZnWdPDtLeWhdOPNI7FrlQPvV5r8RrOPVNT0eST5ltxKce52/4VUGt3F343uNMudZvLS1ebZG0U0aLH0JJLjGMZ46k4FcD4x8S6lZ3F3p9xPdPKsrxKbnAeMA4IOOMnjOOK4MuwFSNSFS6/pBUqQScbFm68RQtrUVpbLmNAVdx0JP9K6OK+njRRxuGMc9K8u0aCbyZJ3cqZenrj1rq4dee2g2SAuem7vXvznShaMXqcip1JPma0OpurqW4LSXku5gchQOK5zUtbkhvohARmI5Zex/2TWfNr8s7sIl2H+8Tz+FUFIMxyOWHX3o5m9WdFKk1qz1vRdRW7jR7VhJnHyjqD6V1W69vWjTyXwvGSO1eJ6Zey2UokgkMbj07/WvV/Cvj6K+C2t+dsw4BJ6/T1oU2tCp07ao6yx04QnMnLsCOOgzUN1YqqLZGRla5fysdmXqT+QrUjlikKvHIrKRkEVUMom1sk/dtIsDP99+v/joH51liavsqLmZRV3Y21YIoVcBQMAegprygDJNcj441a60/w289ncPBMJoxvTrgnkVw+u33irSNI0+6udXvllu9/mRkYEIG0qCcfeIbOP8A69eDQo1a8Oa+g2lF2Z00cjBcZps0riM4NFFe/EDjPEt5NHazsrcqhIrxtmLy/Mc55NFFbR2GSo7evtU8criVSGIIYYIoopsFsekeFNdv3jkjebcqkDnv9a6zxLM8llYxMfklm+cetFFVHYwnuXhcSJbqFOABXmep6rc6b4tur6Ar50crbd4yPmXaePoTRRXg4T+M/wCuptP4ThNZG+W0VuR8w/lUYOBxRRXsfZRMOpo6QzPK+4k4967/AEgkQcetFFT1NYi3zt56D3rntamfawzxg0UVqthljwhruoW90sCTnYDxnnFesWt5LLprTsRv2M/HTOM0UUkZS3I9JlePSrYKf+WYP4kZP86x/G9xI3h1wTkean86KK+ZSX1i/n+p0P4Dhda8SSazbQxyabYW7QoI43t0dSqLnCgFiAOc8Dk8153FwuBRRX0kOpz0xXY7TzUCHLc0UVrHY1e6JFJwB71OCQqkdaKKTKJPMYd66TQ9QubW7hWGQqrEKR2NFFZy3KlsejHUbi80yGKZgVa4RW46gAn+YFay3Emzr2oorysy+KI6PU891PXpNN1zU1axsb2OWYMUu4d4DKOCCCCOpyM4PcGuR165m1fWorq9cyzXEjyStjG4nB/Ae1FFd+H0hH0/Q5Z/Ey4hKgAcCoLiRhnmiisI/Edi2GxjCIe+asRHMpBoortBbFiKRtvXvV2ylf7QpzyAaKKmWw1sej+F9cv1gI87O19vzDORx1rrbK6leS6kJ+Z53z+BwP0AoorkzD+AjKmvfMLx9PIfDDDP/LaM/qa81vNd1G90+KwubqWWGB2kXfIzElsdcnnGOPTJ9aKKxwX8J+pFb4j/2Q==", 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", 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", "info": {"video_id": "33509", "label": "pretending to take bottle from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Cz1NNVbzpmBb9550SM25SOcj8qv6jaafdaOn2ad5LqGQbgwID59j0xmuZpzbZb91JJGZoFk7rHEqEiQjoOSa7PT5oIYiPLZmPGW4xWj8MvD7S6oJp0Bjs18w85BY/dH8z+Fc/ayNI2FHOeprmW7MqnQ1EG58kj2oktfl3Y6/rVu1tgMNIcn3q2I0clzxGOPrQ73Ejxey0/WbfW77R4pnNnC2+dG5QrncuB2J46V3GhaFBesJJZi/zDMecD8a1byKEajcSxIqtLt3kfxEDA/SprXRzMyyQEo3UkV1UpxmnCT5fMtqUWpJXM7xBcQ6ZffZUsYCBGvMcaqf5Vyc0FzLNDdWc7217anzYpI/4Wr0/VfDEzW8c0xblOWZ9xP5gVy39mtbySscdMcdK3bhTjvdsSU5yvayKFz421zxjocWkXkMaPFMBc3UQwZFHOCOg6fjWrHoCwwkM0W3By/lZc++SevvWLdW93aW5NvGotJZj5pQ4JYj+Id+2K39LXz7V/t2qKsnknaiMeOOcgjpiuCo3UZ0pKCNz4WaUbzX59Sly62qkBm5y54H6ZrR+MTRiTRBJ387A/wC+K6f4c6T/AGX4ThLLiS4YysfboP0/nXLfGXO/RMf9Nv8A2Ss6EOWGvUzrO6Zw1vIioAMD2A5rVt0d2DKpGe5rIs1Vdp2gnvXQwXBaPEahfVj2qzCIx7bcQgGTXEr4SgtvEepXUyKVL/6OvZcjlvrnOK7k30MYKRMHf+I1lbxc3jYI+buTQm47G0Ip7kOlKljIq3EAZS2Q6jJNQ6+LyPUHkg3RQSKNgZCMjHoRXU6bYxS7VnAHuw4rS8TaNp9vHF5MokYxgEqc4rthUoy9+UdSXCrH3U9Dx+bTheI8EgJKLlWzyp9c+tKup+Idd0aLTdVu3l0+yuMb5BhmwBwT/FjtXRy2CQbyqkZ4Gaxb/Trx1inhffDuZPLC8qT3H4msqtdyd0bU6XKrPU1jo0cNuQsp8sIeAq5x35xSfD3QBr3jCFJAXt4D5kpPOVXt+PAp1hb2UKSRahczmYxkfMhXbgfU5+lemfCbQhpfh2S/kTE145KkjnYDx+ZzXn4hqnFSbNL3uYUEGzDbgVYBgV7irMmoJZgHl2z8q15b4J8UapBGNPnj+02sQ4Zj80Y9Ae49q7k6msmPKgZnx69q3ukzj9nJGm1/c3TCSZysY5I6VnNrD3eqhAjCAApGc8MepOPwqzYxXmpl7ZVRFZdxPfAGevasOVtl8EjbIjbORV83KnI1jG7PR9CKPblw2cHFdjZQKbZiwHzDHSvLfD9+RNIDIg3HvwK76xubt7aQJGWBXqCCBShubSWhW1S3SFEYn7+7P54rm7ZMag85GUiUsfr0/rWtqE0jfI7H5ewINU4oHFv7ynGB6Dk/ripmy4rQrXEskelTFUxJM20H1yeAK9D0qyXTtLtrRf8AlmgB9z3P55rlba2aXW7GxYZigJuZVPYjhf1P6V2e8AVHtYp+89jOa7Hl/wAYPMMuiiLAP77k/wDAK8/hsZXIMrFvc16f8R7b7ZPpffb5v/stcxFYFVwRWarqauioUle5hrpxUZx1qaAbMow+lbgtgwwRg4rNvYvIVmAxgVUZXOi1jNSD7dflMZROWHrXT6RoaXl3Hb4kwWA2hsjH0NcXpupGPUQwzhjhuM/lXoGh6ytpdRSjBIbn6eldNPfU5akm9inqfhyPTr25SKMAIpZyABkA+31FczqMZ3BVGSeBXYarrDzzXL5B81SuO+CQf6VzNqrPfI7DIjO8+gA5q6ktdDOO2pbcxR3BUjKRReXjsx7iuK/ey6gygKpdsFVHBruZybTSLq5ZRukQqNw6lvSs7wDog1bxIruuYIDvf3A7ficCsqtZRpXfQOX3j1fwjpH9i+GoonGLiYebL9SOB+AxXkFpJsHHHPWve3b5Dn0r5+3lFITnPSvPwNZ1pTb8v1M8QrWNoX0UEWZ5PcKOpqsdY89XkchIIxnJ4GKwTGA5luJT9OgqvqEnnxCNMm3xliBgN7V6VkZwRuWd8LuRZgowxzjOeM12emwmPYVJViM4xXl+lzi3RgnyqrZUfXtXommasrpC+F+6M47VLa5tNjqinbU6/WLe8uLC28yQuGAUKFxzXC6pbCDeuMEEg/Wu7vvEKPDaMqDKEMw9xXB6vcm5upH7OxP4k5q6j0CFyrbIi6Thx80spxx2GOaW4sv7U1+xsIUw0zKGkGefU/gKuwQeZLbw7ceWgBHuea2vBtql54rv9SCBYrYeVGB03Hr+grkr1lTpScti7apnpMKJBBHEgwkahVHsOK8w+LcsD3WjQPIFldZ2jXON2Nmf516UZOK8I/aH85rrwx5DMJQbjaVOCD+7rko45VK0YR8/yInTvFmarpCmT1FQG+u5zsGUi/KsO01O8iiWO5ZZJAoO4jBNXVe7mKhWVd5GAo5r0lNdDBU5J6k15fSWcDQ243Tv1ZuwqxodwHWDzPlOdvHqDVbW7aOxghdrjzbmZd0gByVbJGD71n2kzQqqFvvNk05ysuU3hFbnsWmwrLKsakbeBmug17R0kurS3QqGcBWIAH41wWj30kkaeU6s+BwDg/ka39XudQWRZbhXjYIMFiAcYqqb90uS1OS1QKFIHXNRxoIrS1gYHcx8x8dQM8U6ZHubkKvJJx7CtC3jYzveY/dw4wxHAA6fnisXLW5rbQxJLKTXfE9tYQoqCRgvHUDuTXvFvDHaWsVtCu2KJAiD2AxXm/w6083uqX+vzgZLGOI4xyeWP5cV6M8gVetfPZrjOaryLoKMNLHzZEbPwvou+QBpGHA/vt/hU2gapLc2izY2svDBq4DUdTufEOpgLlY+ir2RfWujsbmWxl3rIWXABXsQK96Tp04++/eMuWc37i0O6XUbsxPHG4SMnJrOvb2KyilcHdj+I9SfSsO48TfKVEbEk4wDisy6vZLxcyY2gZVR0FSpuS1NYUZN6nU+F9c3SvBcyqpJ3Rs3cnqv+Fel6Zd3SRMY42YMNuQDg14bbFeGxxXbeHPGV3okiq8jSW54IJyQP601Jo3nTT2PTrTTrifDTKY1znmtaSwV44yoIVPlIHXHrUGla5Y6xbLJDKuWGQM9fpVy7vPsmnS3CnLKmVH+12H54qua6uzB6Mbo0aGW5vQ5fe3lIx/upkfzz+Va5k9TWTZhbKxhtwf9WgUn1Pc/icmvPbrWdUu/HF/pg1y6tIA0nkrGoblU3BenA4PJr5tSqYqtLlZUo8urOz8Sqs81p327v6VmG1XGQO1ct4O1rUNYa7e/vJbgoE2eYc7c5ziuvD/LzXq4eDhTUWO5SlgCLnFct4klENjK3txXV3j4U5PGK828d6h5WmNGr4eRgox6d664bjb0ORstVVtW8kkgE7UYf3vSu/0fWGiuIvOVJUDAkSKGz+NeOwkHBB5Heuu0PxELOSMX0azxDjLZzj3x/Ot1LlZjKGmh6Hd6ib66ZYEVImJIRFA+nStKw0eRbaQuv75l4X0Gc/0qbQbzSL23SWwSNGYdM5P4GtqL5Jj7Y5o53IztY4/xUzQaPHCzK53bgBww9sfWuw+HulrpPh1JZABNcnexI5x2/rXL61bprfiuC2BxHFh5SPQEnH4nH5Vr+L9XuNN8MtJYztbyrJGqshwQPSvLzWq2o0I7sqmt5M7e6u1WFsH+E18uW8jaasVv57AMDtXd3BrvtY1y+h0OPULPxDqUytcG3zOios5CZZ4++1T8p3eo9wPEnv5bzUWuZHIK8qPQelXluEnTclJ72/UVWSaPQI3gkj3uxZ+pJOavXOowy2S2FogKqxbzduGIwOD6AVzltcQ3MKuGVQFAIK4rTsyrsoQcV3uo46IinG7NBLURQIcE8c1tWdz5ES5CuoPAI/rUQgBi59MVSSVkz3QN0qYs6+RWO2m1a0OlxLHbos4yGJywx2xk1WsrR7y4yV/djGT/AEqDQ59G1Aqr8TL/AAM/FdcsaxqiooC5wAB0qnUbdjG1jNEM1q11IVBVVYt2OD0P+fSui8G2P2Dw5BvGJZyZnyOct0/TFYuthLq2gtOA9xMseR1C5y36A10aXgVAAeAMCvBzus1CNJddTWnHm1NYyqo5NeQfGieASaPcTEAQifk++z/CrEuv3dz46utLn1q8tLVp9kbRSxosXAJJLjGMZ46k15N8StR1O51JLO+ubuT7PNKix3ON64IHIHGfpxUZbgakakKren/AFKSSaMJdWnvNT837sI+UD+6K6NJplACOwAIw1cfb26rH833jyavDUpYECKcgfpX0MpLRQMlSm9WdHLKBuMjtJLngk1g3OqyG+RoWz5R/An/CqTahPPkEhQeoHeo0OZD70eptCnbVnpui363ao1q28njb3B9K6pjqF+6K0MnygDJHYV45YXclnKssMhRx3HevVfCvjqO+VbW/bbMOASev+NQ5uJcodTpNP0rym3SkGRs9Oi//AF6ranbvZaZPCsn72Y+UsX97PTFbiSxswaN1KkZGKoXTpea9aRNzHZqZ2B/vnhf6moqVfZwc30JSvodToNrHpGi21muAY0G8jux6n86s3F4Ah+auM8Xazc2Xh95rO4eGUSoN6HnBPNcrr9x4m0TRdOvbvU70S3ZfzIiuBDjaUBOPvENnH/16+Wo4Orib1b9TeUo03Znk+ixqlr5gHzueTWm7tsPNFFfRV9ajFR+FFNWLzgHtzUwOIyB2NFFbw2KW5aVioTHc81OJWBHNFFMpbnR6DqFzaSW5hkK7mUEdjzXpkWqXVzbQwzOGXz05xycAsP1AooqJfw5GMl7yNj7RJt69q8h1zVLnTvGl9ewFfOjnbG4ZHK7Tx9CaKK8jAfGyq+xoeAWIa+APTyx/6FXc+Y3XNFFetE5zM1O4kETkHtXj3jW6lk1CONmyqoSB70UVtHcDmI2IAI71YEjBetFFaDRs6Hqd3Yy7oJSuXGV7GvZ9Bv7i6J85txABz36UUUomczP0SV3vL64JzI0pBPsKq+NLmRtBdScjzU4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"info": {"video_id": "33509", "label": "pretending to take bottle from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab1906867c95a34deffc5cee1b079d2ee461bba5457f040ebaa88498993f2916"} +{"episode": 42556, "episode_seed": 2629411225, "split": "train", "timestamp": "2025-10-13T03:18:06.904820", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2629411225, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting a small jar with a dvd casette on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "107741", "label": "tilting a small jar with a dvd casette on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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hLk8Kg71W0zxZYWbC4ktrmacHKx5VUB+vWtadaSSVi29bptPyOh16/wD+J49oh+WGJQQOzEZ/kRVEXBVTXP2upyajfXV/OQJp5dzAdAMcAfQcVot57KSsblfXBxV+01uckouT11YXE5OawdRkyjfStCeRlHIrKmhecBjkKTjIrN1Y9zRUZdjPlGZXHoajrYisY5C7BWLbjzmrD6fHCm4qM/SsudGnIynpGlC6kWe5ytqp/GQ+g/qa6ea9U/dwqgYCjoBWS93vwRgDGABwAPaoJLlerthR1qX7zBaCaxqbSr9mRsA/fx6elY+TGArAMMZH4ikd/Mkdum4k0rAvGCOqnH5//XzWsNBSPVNL0HTIbW2kNjCZTEjFmXcSSASea0ZpBFGVjQD0wMUtudkMSn+FFH5AU2faYWHUjnFec5tvU9BRSOZ1R9zg7T9K564ZSScHOa6HUSC5cDBxmudaT98G4wOcVSWo5StEhhl/fKOPvZrba4ULWHcRiOXzIxgZzSi4baSe9dEVockpXIdYBlmhVAWZiQABkk8Vr6NYR6YhlmwbtxjHURj0+tULa8RJmYqPMIwj9wO+Kne6wOtX0sZN6mrJfpCpOc1zOo6hLfXG5ThI+VHr70l7dBo2XOWbjHoKoowVgT07/SqirMHsdJ4OsLXUr64F1bpKscQIB6ZLda9FsILXTdn2a3ihAIJ2IBmuG8BIY7rUCeyqv6mu1eQbBz0rnrTanodFOKcNTrbmE3Fqk0Lj5hnk9a5DxBZow3SJkMCDU9r4kj02YW90Ge2JyGX+HNM17WrO4tmW2JfcpwduMGui6nG5yqMqczza+VIH+TgA1Z06YLExOOtNvIxLCQ43MDu/xrNR3izH79azUUbOdzXupVZCD2rB0zS2vpd8hMdsp+d/X2Hqasy3JPGOtXFvUkiXywFjUYVB0UelXsZtmwbiKONI4lCRINqqOwrL1PWWihMcRAkbgH096qy3QxhmwO5rHuJlnuXdRhTwPpQkFxpZkG1sMCCRn3r1PStB0yK1tpDYwmQxKxZl3EkgEnmvLGG+MEdVOPwP+TXs1uQkMSn+FFH5AVniJNJWNaCTbudR4Z8MjVkMjjy7cHA2jGaq+JvCOmQTBEXDAf3q9E8GrGfCtjtxkKQ+PXca5XxTo0tvcz3LXLSIxyo/u81vSpRcVdHBXr1FN8rtY89utNttNs9zRoMN8rqP881x+sTeZqMcuBhsV2GqXYWxNtLjeX3Ka4/WoswpMnVG5+lE4JaIuhVlLWRI1wNo9q5/VlM08KxqWdiQAB16VMLhsEnvRBeBJWJUb2GFbuB3FQlY3bL+lWkelxs8hDXTjBI5CD0Hv61PNfiNS2QMdSazGn96p3l0phZM5dsD6Cla4rkF3dy3tyZSfu/dHoK2fCNjbahe3AuYElWOIEA5xnd1rnkYBgT07/Sut8DIY7m/J7Kq/qf8KdR2puxUF76OxtrG2ttkdtbRR5OPkjGTXRN4IuLuzae4uRCCpIQLuPT9Ki8LRRXPiG0jcBh8xAPqFOP5V3+s2V4+nkWjqshPTPaow9NTXNIjGV5U2o09Dxr/AIRWJJA5JnA5KMcfp3/OsnVDb2ttPaQINp5CjoDnr9a63UVuNM1Jo5HJEbAkKQccDP0rldQMU11NtXMbsR16Vu6UY7HPTxFSbtJmBp8wWJs4HNOuZVZcHtWa4ltZpIGBBDGkkuGbg96y5TrcrlaKcrGUbqtVpZGlbvjsKkSMyvx0xzUhsrh5QqDIxwc4GK15OplzrZkSW7kZO1R/tNipIlC3SRl1IcgEjtzxWnHpNvGo8x3diOgOBVuG0ghbPloCORxWnspJXZn7eLdkdgt+g2jPy4oku+evWucW6xtIPpU320NgZ6V5KierJ2RJfOCSM+orAePO7titS4k3E89ayrk8k84PpWsVYybuhkcm6Mo3OO3tVVn2uyE9KTzDHJkVqeGtGtfEPiI2FzeyWyvDI8RSPeXdULBfYcHk+lbxRi9DEkc4yvVTkU6S5JjyOpqBGJJyc8VIls7RsU5OPzFaqN0YykkyBUeRsgEk9zUpg2oSzoPxyf0q3aaU0uTcMUUDgA8mryadbhSUTdju3NaxoyepnKvCLsaHhG4EVtdS5+YlV/If/XrfF8XU7jyKwIDHApSMAKRnj8Kka5IVvyFefWjao0ehQd6aZJqV15igZ4qpFfyxxoDlscVCwadmHbNEiAKV67v50QugnZ6EdzcES7guAexqrckABx+fqO1Rznknv71DJLutiueR0rVbmLVgeQEZHemRzGN2XoDyK6DXNB0i08M2+q6XqF5MrXRtc3MAjW4ITc7xDOdqnCnd/eHuBzQQyMoHWtoxM5MbNK0rYGcChIHPJ2qP9psVMbK4eQBBkY4OcCtGPSbeNV3u7sewOBVxpSexlKtGPUzYUC3SRl1IcgEjPHPFemHUApVR93FchDaQQSZ8tQRgjitBbjhSD6Vz4qDi0mdOEqKabR6JY+OpNCliawRmhMSCW3fJVmxyQexPWjX/AIrw6hZvDFo9zHMeAXZStcGt1nC+mKrXTbi2D1FKFaaRNTDQk7sjutYluZPMZTvU5Geg9qoy6ibkMpXAxyvr61Hdf3ucN6VQ8wxyZBp87e4KlGKshWk2syHtVaRycFeqnNb3hbTtJ1nxPFp+rXM1tDcEKk6TRxrGe5YycYxnjqTgd6yNWszp2tX1i0c8f2ed4tlwAJFwxGGAJGfXBI9KuK1FJ6EL3GUBHWq4R5DkAk+tTJA7Rkp1x09RVi101pcmdiigcAdTWig29DN1IpXbKnk7V+Z0HtnJ/Suo8J3CxQXMhPzHaPyH/wBes5NPt1BKpux3Y5q/AY4VKxgAEdvwqcRScabbHh6ynUSR1+m6x9luVnDsjIcgr1/Cu2g+KFn5BXULadmBwJIU+8PdTjBrySK5KEn8qe82+JsGualUlBWRtiKEKjvI3PEvi631LUpbiCGZEJ2qWGG2+nXg1ykmriAFVg4/hJPI+vrTJzvyP7386ypiST1/GtXVlLciNCEVoS3k7SkSscnjn1FVHkBwRStJugKdx0re8R+C77w14c0fULwSrPfGTzYGjIFvgIUDH+8ytnHbp1zhpXHtoc/bEiQ/Ste35zn6UUV10zirbljOSvA44oYlgWPXB/lRRWs/gZhT+NepWaRsjmnQSM0hyaKK8aJ7s9iyScZ96o3J+RvZqKKszRmv96ptM1a50XUo9QtNnnxbgu9dw+ZSp4+hNFFaxIlsUF71o2bEpj3oorpp7nLW2NRTt7DkYpQ2BsAGDRRXZ0PPe41iVGB6f1pisSpyaKK8at/EZ7uH/hR9CxAPk+pps3HTsaKKXQHuZN1xIwHrVNjgZ680UVpET2NrxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rFiJEqketFFbw3Oeexswcg5+lWAclTgccUUV3Q2PMnuKTu+Y9cH+VRtIwYc0UV5+N+JHqYD4H6k8TMX69hUkhyM980UVzLY6J7mddH923s1Zbn5qKKqIF7StffRxNGdN02/ilZWMd9b+YFZc4IIII6nIzg9wao6hqN1q2pXOoXsplubmQyyvjGWPJ4HQe1FFbxMJEtoxKY960lO3oByMUUV2U9jgrfEOBwNoHBpCSowPT+tFFZYv+Ga4H+L8hqSMQeatKxKgZ4zRRXnxPSmQSnHTsay7niVsetFFNbk9CoSRj61paj4m1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1oorZES3P//Z", "info": {"video_id": "107741", "label": "tilting a small jar with a dvd casette on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b20bb336d216202c4c9816c71ef07ba4d24fff4a58fee82ccaf4bc615577f561"} +{"episode": 42557, "episode_seed": 1453777702, "split": "train", "timestamp": "2025-10-13T03:18:08.241337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1453777702, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic bottle up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23798", "label": "moving plastic bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23798", "label": "moving plastic bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1848ab05e64afada307272151f6a0ef957adc1ed553ba72bbee11356f2cbf5e6"} +{"episode": 42558, "episode_seed": 1798201197, "split": "train", "timestamp": "2025-10-13T03:18:09.193988", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1798201197, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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xDqN9FbSWcszDTSpZEEQOJAMnJAzjBzz61rXMQVcY/gU/+Oir6DQ34ajZqtuVGP3siEHt8uf6V3PxDRZX0ZgOFEuCe/3K4XwQwivi2Dhb/afxQ12vxDW5lTSXg2AAS5B/4DWrfuGa+I5klUDO33I1LsfYDNZPhwbo5JmUbpGLE0t9PdRaFfPMoQybYEwc5LHn9BUmlaZeRWkbRTqPlGFZay6GxsSFQrsfuojOT9BmqWjQkWMZI5b5j+NJfG9h0fUJJwhJjWKMp3Z2A/kDUdneyQW6LJaSgAdQuRS6CZoyp8/PKgZP4c1j2dtqSRKV8plIyATjrWil/HcJchQdyQO2CMYzhR+rVft4gsKg9hS6Ac1dtfBlSW3wGIGVORya15YdkDjrt4qS5i8y7t48felQfqKkvCBFJjpk0dARk6fFutGbHWVv6VFbRhfE9tn+4/8AI1p6en/EqiYD78kh/Wqlmm/xdbqOojcn/vk1cdwZ1o8Ok/8ALUflTx4bP/Pbn6V0iwNipBGcjioNPaSOa/4RtR1lP5UjeHo8cyt+VdUYj3AqneXEFohR1DTSjbFHnGc5yfwHNOxUZSk0rnOSatoWj25sIruKW+eWMTqT0AOcfpXPJJBqGqMXJ8p5cZB5AzXH65ozPqV1IJ182Ry42dFPoKs+Epbi5SaCUnzYG2n3rOa6o6ISa91npieFrLaMl/zqynhmyHd/++q1NOjlbT7czD95s5zV5YM9apHI5ST3MVPDtio6Of8AgVaUVjDHGETIA9DVwW4IqUWq46mmS23ucr4gtV/0f5c/e6/hWGbKNs5iX/vkV3N3axyMokQMBnGar/2ZbH/liKDWFVxVjjP7Mt2626H/AICKQ6Ra5/49k/Ku1XS7XB/c/qaZJpdvniPH4mgv27OSuvDcXk2rLZKRJEX3IM5571g634bmFhusonjndxDEORvdiMDn8a9FfTIeyt+DGqushdMt7Z2GJbaUvDznMhXv7AEUnoXSrTctGeY6dorvZfvjLJIHIZsnqOMDHarX9iAPjy5cfU12Wh2EM+nM7Fw/nNna2B61sJpELMAZZwP9+hCnXkpNXOIh8MI+mvc+XLtD7Swc8dP8ajj8NwFyxkm+m6vRRoymMp9pnKHqpbg/hSpoNuP45KZHt5dzhl0C3RSVDk+5ri9XuI5zpkEbhlG+R8HoScYPvgV7yNNghj+ROQOp5ry+TwdYMTttpE/3WNMlNT+JlKzmjEQwVP0NR6zIv2bTY+P3s8kpGeygKP61NJ4Ltsfu5p0/DNV38GynBS9Py/dyDxSK9nB/aL0LhUGaSdgbBj/euol/Rj/SqCeGdaDhIb8MWOBkmq9xpfiSBWg3JKiSl+GBywG3P5ZoRLo9mjdRxsHNR22G1CX/AGbeU/pXMXGoa1YlI7i1YFs7cRk5x7ikg8QXVnPLJNZtmSFosMrLjdjnp7UhPDzLPjmIf8IzZTbymb6VRgZyREnH61vagAPLx3t4j+aCuP17W11rQ7TT/K8toLiWfeX4JZVUDHttP51rXPiGzuVjKCQbYY0OR3VQD/KrvoL2U10L/hPCz35HWO+t2/PcK7zxgT5Gm5PTf/7LXmfh7Vbe1/tTzpVTzXgkiyepV+fyBzXc+ItUstQt7EWV5FcN8wbY2cE7QPpWm8DDlakcvr7eY2l2Q6OWnb88D+RrftECxgY4xXM3Di88WXAB+S2CwL/wEYP65rqYMKn0rPyNUVNbA+x2UHea5LkeyD/E1aiT5FGO1UtVfzNbs4B0t7UE+zOSx/TFaEeRz6CkxEU0aCyuSFGZGii/Nt3/ALLUyKAgqK4OLK3HeS7ZvwVP8WqXooFDEQRKG1m0z0Eu78ACf6VjXOsWrwFd5D46EYrbshu1lD/cjlf/AMcP+NYur2Vq1tcMbyASgAm158wjHBXsRnr9KErgXLR0Xw/ppJAaRZHH03kVU0Y7/G0I7CCQ/wDjrVMtjHN4b0JXyGS0JyD6uTUHhiMx+NBH95fs0uCeo+Q1cdHYTPXEFSqnzCkjUVKOGJPQDmoQxCuASegrg/FWrbgzR4BUFFPcA9fzrqNa1SG2tmUSKGI557V5VqF6NTupoYnB2DccU7aF02r3Zz0srNcby2TXoXgDQLcwzarKuTNL8gxwQoxn8815xLDIt4YGB3k4H49K950izWw0m1tUGBHEq/U45rNI2rSVlYvoV2HA6VIh4qsJAtPRwelUcpbWplqsjCuFl1PUrrxtfaYut3VpCGk8lY1Dcqm4L7Dg8mmM7i5Ub6YicVyHgfVtQ1b7ab67luNgjKeYfu5zn+Vdqo46UANVeKDHx9akQZWo7q7jsYvNdN56In95/wCFfxPFFhrVnL6x480Hw7rMNleSuZD/AKxo03rF/vf/AFulcnqfiePV4VWGYSRvM02R2zwAPwrF8aaE8mv6hcPJAqXUhc28a/LGexU9c+/euO0N5rLV2s5CwUsRj0NKUU1odFJuEtT2bwheRlp7V2AZtroD37H+ldfgAjFeYWVxDZ3ME0soiVXU7j9a9HjuFkVWVgynkEelRDYnEJc10X0apVwaqq4PSsPxpq8mk+HmnguzbTmZFV1ODjnIqzA6puYzXKBOuDXPX+sX0WjQ39j4i1KZGn8jMyKizYXLPHjnaDwc+o+g6aMcUMYiphenBoaAEYAGKmIJ2gU8pSApJD5MyTIq7kIYZHeq1xao3mTSfLklmO7AGeSa0mWkuBbpbos5GJuvGQFHX+lA4RcnY8s8RQS3F3cXC3MkWx1hskUlS6n78nv2ArqRpBVQhfeQoySOtcxqN40usgzEN5M4GR0wG7V01j4lsL/UJLeFn3IcZKkBvoamLub1ouKVhv8AYMUjHfDEfwzVu68JaTc2VsVs4DLtxIpQDB+o61oK+WyDmrUbcGrRgpy7nLL4C0wn/j1KE/3ZSKqXuj23hq/tHQPtcSSvubcMRjP9at2+pyXfjWfTLnV7u1tml2RtFNGix9CSxcYxjPHUnApbHT7rW7/VLTUZ7pzZyGJFuCA6gkgg7eM/KM44ppjcpPdnE+HrsSTSTSP+8kcsc+5z/Wu0jm8xkiVhlyF/M4pJ/h/GF3QnHPcf4VXtvDl/p2oRThnaKIl9qnOSBwMH3xT3YkyD7St34k1GdSCnnmNf91flH8q1VkwpOa46C01TTGZnhyWO5gwKnJq8NaKIfPgkXHXHIpNagdDct8+mxekMkp+rPgfotSlxjJrGvNSiTVkjLqDHaQIFJxjK7j/6FVg3imPgg5HrQxWLumyE3104/htJf1wP61zHi28NjaJcRsscrz+QJGTd8vlsSv4krz2rZ0ufKao/923VR+Mg/wAK4/xzITDYgjcryyYGcbWCqM+9OO4up3KnboOjA9fsCH88ms/w63/FaEg9LOY/+OGo/EdzLaeHtOEDtG6WVsMjrgrWfd6PrfhmDTNXnurmO6voZ1ljMePIAVCqscfeZXzjt065ql8QNaHusXOM1PqY8jw47x8O5AJ79aKKUPiQmeJeKrmZd48xufU1znh7K3N0QTnZ3/GiitpkIvQ/vvGcKPypZM17Jq88lto1zNE210jyp9KKK55GvY5jwxe3UhKTXEkokj8wlzkg72Xj2worromOKKKkc9xL2Z4bCeRDhljJH5V4dYa1fWniY3yy+ZMxkc+Z8wyQV/kTRRVIS2PRPhsMHUR6CIf+hV6AOhoooYmSqBsFYfiC6khhYLt+VSwyO/rRRTRUPiPGtXu5pL4lnyc1TsLSK78XaekgOJRlyOpIziiis18R1VPhN/xhK2hXo+w4Xywm3cM9Rz/M11ng+6luNCtDI2TsxRRSRjU+E6qIk15p8WLqRWsIuDHu3bT0Jooq0ZIyP+Elk16wgSXTdPtvICxxG2R12IOigFiAO/TrzXqkf3aKKGBP3Wn0UUhoy9eu5LDRL27hCmSGFnUMOMj1rn9e1W5ktbab5VaSwWXCg4VmODiiih7G1H4jztnYg5J5qhY6hdQ+J7OBJmEbSbtvbJGD+lFFZR3Omt8J69ZSMyDJ61caRlRiD2oorU4Dx2LxHcabq2qSvZWN9510Cy3kO8ArnBBBBHXkZwe4NbbeIdWh1GW/ivZEuLly8zLjDn3HSiiqRpTXvI6/wj4v1PVrv7LeCB1H8Qj2t+hxXfeUjKcqOlFFWOqkinJaQuuGQEGsi80PTpmbdbqCe68GiikznRyHiDS7b7RJOylnYjO7HYYHb2rnJbZYoi0TyJgZwG4ooqXuMn0a6lGkaq+7Lb4FyfTJNYHi+9mmSxhfaUi37OOQWIJP6UUVUdwR1Hi92GnwqDwtvbAf98CuZj8R6rqMaaXeXs01tbCWVBJIzEs4GcknnG3j0yfWiim9xn//2Q==", "info": {"video_id": "217224", "label": "opening drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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xDqN9FbSWcszDTSpZEEQOJAMnJAzjBzz61rXMQVcY/gU/+Oir6DQ34ajZqtuVGP3siEHt8uf6V3PxDRZX0ZgOFEuCe/3K4XwQwivi2Dhb/afxQ12vxDW5lTSXg2AAS5B/4DWrfuGa+I5klUDO33I1LsfYDNZPhwbo5JmUbpGLE0t9PdRaFfPMoQybYEwc5LHn9BUmlaZeRWkbRTqPlGFZay6GxsSFQrsfuojOT9BmqWjQkWMZI5b5j+NJfG9h0fUJJwhJjWKMp3Z2A/kDUdneyQW6LJaSgAdQuRS6CZoyp8/PKgZP4c1j2dtqSRKV8plIyATjrWil/HcJchQdyQO2CMYzhR+rVft4gsKg9hS6Ac1dtfBlSW3wGIGVORya15YdkDjrt4qS5i8y7t48felQfqKkvCBFJjpk0dARk6fFutGbHWVv6VFbRhfE9tn+4/8AI1p6en/EqiYD78kh/Wqlmm/xdbqOojcn/vk1cdwZ1o8Ok/8ALUflTx4bP/Pbn6V0iwNipBGcjioNPaSOa/4RtR1lP5UjeHo8cyt+VdUYj3AqneXEFohR1DTSjbFHnGc5yfwHNOxUZSk0rnOSatoWj25sIruKW+eWMTqT0AOcfpXPJJBqGqMXJ8p5cZB5AzXH65ozPqV1IJ182Ry42dFPoKs+Epbi5SaCUnzYG2n3rOa6o6ISa91npieFrLaMl/zqynhmyHd/++q1NOjlbT7czD95s5zV5YM9apHI5ST3MVPDtio6Of8AgVaUVjDHGETIA9DVwW4IqUWq46mmS23ucr4gtV/0f5c/e6/hWGbKNs5iX/vkV3N3axyMokQMBnGar/2ZbH/liKDWFVxVjjP7Mt2626H/AICKQ6Ra5/49k/Ku1XS7XB/c/qaZJpdvniPH4mgv27OSuvDcXk2rLZKRJEX3IM5571g634bmFhusonjndxDEORvdiMDn8a9FfTIeyt+DGqushdMt7Z2GJbaUvDznMhXv7AEUnoXSrTctGeY6dorvZfvjLJIHIZsnqOMDHarX9iAPjy5cfU12Wh2EM+nM7Fw/nNna2B61sJpELMAZZwP9+hCnXkpNXOIh8MI+mvc+XLtD7Swc8dP8ajj8NwFyxkm+m6vRRoymMp9pnKHqpbg/hSpoNuP45KZHt5dzhl0C3RSVDk+5ri9XuI5zpkEbhlG+R8HoScYPvgV7yNNghj+ROQOp5ry+TwdYMTttpE/3WNMlNT+JlKzmjEQwVP0NR6zIv2bTY+P3s8kpGeygKP61NJ4Ltsfu5p0/DNV38GynBS9Py/dyDxSK9nB/aL0LhUGaSdgbBj/euol/Rj/SqCeGdaDhIb8MWOBkmq9xpfiSBWg3JKiSl+GBywG3P5ZoRLo9mjdRxsHNR22G1CX/AGbeU/pXMXGoa1YlI7i1YFs7cRk5x7ikg8QXVnPLJNZtmSFosMrLjdjnp7UhPDzLPjmIf8IzZTbymb6VRgZyREnH61vagAPLx3t4j+aCuP17W11rQ7TT/K8toLiWfeX4JZVUDHttP51rXPiGzuVjKCQbYY0OR3VQD/KrvoL2U10L/hPCz35HWO+t2/PcK7zxgT5Gm5PTf/7LXmfh7Vbe1/tTzpVTzXgkiyepV+fyBzXc+ItUstQt7EWV5FcN8wbY2cE7QPpWm8DDlakcvr7eY2l2Q6OWnb88D+RrftECxgY4xXM3Di88WXAB+S2CwL/wEYP65rqYMKn0rPyNUVNbA+x2UHea5LkeyD/E1aiT5FGO1UtVfzNbs4B0t7UE+zOSx/TFaEeRz6CkxEU0aCyuSFGZGii/Nt3/ALLUyKAgqK4OLK3HeS7ZvwVP8WqXooFDEQRKG1m0z0Eu78ACf6VjXOsWrwFd5D46EYrbshu1lD/cjlf/AMcP+NYur2Vq1tcMbyASgAm158wjHBXsRnr9KErgXLR0Xw/ppJAaRZHH03kVU0Y7/G0I7CCQ/wDjrVMtjHN4b0JXyGS0JyD6uTUHhiMx+NBH95fs0uCeo+Q1cdHYTPXEFSqnzCkjUVKOGJPQDmoQxCuASegrg/FWrbgzR4BUFFPcA9fzrqNa1SG2tmUSKGI557V5VqF6NTupoYnB2DccU7aF02r3Zz0srNcby2TXoXgDQLcwzarKuTNL8gxwQoxn8815xLDIt4YGB3k4H49K950izWw0m1tUGBHEq/U45rNI2rSVlYvoV2HA6VIh4qsJAtPRwelUcpbWplqsjCuFl1PUrrxtfaYut3VpCGk8lY1Dcqm4L7Dg8mmM7i5Ub6YicVyHgfVtQ1b7ab67luNgjKeYfu5zn+Vdqo46UANVeKDHx9akQZWo7q7jsYvNdN56In95/wCFfxPFFhrVnL6x480Hw7rMNleSuZD/AKxo03rF/vf/AFulcnqfiePV4VWGYSRvM02R2zwAPwrF8aaE8mv6hcPJAqXUhc28a/LGexU9c+/euO0N5rLV2s5CwUsRj0NKUU1odFJuEtT2bwheRlp7V2AZtroD37H+ldfgAjFeYWVxDZ3ME0soiVXU7j9a9HjuFkVWVgynkEelRDYnEJc10X0apVwaqq4PSsPxpq8mk+HmnguzbTmZFV1ODjnIqzA6puYzXKBOuDXPX+sX0WjQ39j4i1KZGn8jMyKizYXLPHjnaDwc+o+g6aMcUMYiphenBoaAEYAGKmIJ2gU8pSApJD5MyTIq7kIYZHeq1xao3mTSfLklmO7AGeSa0mWkuBbpbos5GJuvGQFHX+lA4RcnY8s8RQS3F3cXC3MkWx1hskUlS6n78nv2ArqRpBVQhfeQoySOtcxqN40usgzEN5M4GR0wG7V01j4lsL/UJLeFn3IcZKkBvoamLub1ouKVhv8AYMUjHfDEfwzVu68JaTc2VsVs4DLtxIpQDB+o61oK+WyDmrUbcGrRgpy7nLL4C0wn/j1KE/3ZSKqXuj23hq/tHQPtcSSvubcMRjP9at2+pyXfjWfTLnV7u1tml2RtFNGix9CSxcYxjPHUnApbHT7rW7/VLTUZ7pzZyGJFuCA6gkgg7eM/KM44ppjcpPdnE+HrsSTSTSP+8kcsc+5z/Wu0jm8xkiVhlyF/M4pJ/h/GF3QnHPcf4VXtvDl/p2oRThnaKIl9qnOSBwMH3xT3YkyD7St34k1GdSCnnmNf91flH8q1VkwpOa46C01TTGZnhyWO5gwKnJq8NaKIfPgkXHXHIpNagdDct8+mxekMkp+rPgfotSlxjJrGvNSiTVkjLqDHaQIFJxjK7j/6FVg3imPgg5HrQxWLumyE3104/htJf1wP61zHi28NjaJcRsscrz+QJGTd8vlsSv4krz2rZ0ufKao/923VR+Mg/wAK4/xzITDYgjcryyYGcbWCqM+9OO4up3KnboOjA9fsCH88ms/w63/FaEg9LOY/+OGo/EdzLaeHtOEDtG6WVsMjrgrWfd6PrfhmDTNXnurmO6voZ1ljMePIAVCqscfeZXzjt065ql8QNaHusXOM1PqY8jw47x8O5AJ79aKKUPiQmeJeKrmZd48xufU1znh7K3N0QTnZ3/GiitpkIvQ/vvGcKPypZM17Jq88lto1zNE210jyp9KKK55GvY5jwxe3UhKTXEkokj8wlzkg72Xj2worromOKKKkc9xL2Z4bCeRDhljJH5V4dYa1fWniY3yy+ZMxkc+Z8wyQV/kTRRVIS2PRPhsMHUR6CIf+hV6AOhoooYmSqBsFYfiC6khhYLt+VSwyO/rRRTRUPiPGtXu5pL4lnyc1TsLSK78XaekgOJRlyOpIziiis18R1VPhN/xhK2hXo+w4Xywm3cM9Rz/M11ng+6luNCtDI2TsxRRSRjU+E6qIk15p8WLqRWsIuDHu3bT0Jooq0ZIyP+Elk16wgSXTdPtvICxxG2R12IOigFiAO/TrzXqkf3aKKGBP3Wn0UUhoy9eu5LDRL27hCmSGFnUMOMj1rn9e1W5ktbab5VaSwWXCg4VmODiiih7G1H4jztnYg5J5qhY6hdQ+J7OBJmEbSbtvbJGD+lFFZR3Omt8J69ZSMyDJ61caRlRiD2oorU4Dx2LxHcabq2qSvZWN9510Cy3kO8ArnBBBBHXkZwe4NbbeIdWh1GW/ivZEuLly8zLjDn3HSiiqRpTXvI6/wj4v1PVrv7LeCB1H8Qj2t+hxXfeUjKcqOlFFWOqkinJaQuuGQEGsi80PTpmbdbqCe68GiikznRyHiDS7b7RJOylnYjO7HYYHb2rnJbZYoi0TyJgZwG4ooqXuMn0a6lGkaq+7Lb4FyfTJNYHi+9mmSxhfaUi37OOQWIJP6UUVUdwR1Hi92GnwqDwtvbAf98CuZj8R6rqMaaXeXs01tbCWVBJIzEs4GcknnG3j0yfWiim9xn//2Q==", 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", 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", "info": {"video_id": "217224", "label": "opening drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "07d83fa2292635c470c1a604021834bef24ca89d0c4d30fa5ab3aa7070a98556"} +{"episode": 42559, "episode_seed": 65177260, "split": "train", "timestamp": "2025-10-13T03:18:10.043867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 65177260, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting ball pen into earthen pot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "112382", "label": "putting ball pen into earthen pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "112382", "label": "putting ball pen into earthen pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d6c59cb9a9c583ddc16d0494645d6c6fb73b07b59171980913a479690c964bce"} +{"episode": 42560, "episode_seed": 4234841220, "split": "train", "timestamp": "2025-10-13T03:18:11.041496", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4234841220, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a tree so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197207", "label": "poking a tree so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "197207", "label": "poking a tree so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1b1778f8eceed2a9b1f8b598af4f3dd268a8e9db52ee62c16ba5d5317fd6fd68"} +{"episode": 42561, "episode_seed": 909819427, "split": "train", "timestamp": "2025-10-13T03:18:12.620888", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 909819427, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving handler away from notebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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cngV7BY2eyOOAq6PCFRosZIAHevNdC0WyXxLfqY3f7HMDEN3A56n1xXrEOoqbQ+YQt0XA81FwSoHciprVYTkoHTRo1aMPaX0ej/Ilubmaxm8oIzxBMoM9c9j6VxVneLdxzxSKkSsud45PX6813KSjURLbz8pt/wBYBgg+9ebovzCNEBYnAzyawUpXu9kJwSjLn8jUsI0lkUhfkh43E53H/wCtWvuwPWqluiW0Kwr1HX61IH4Ga8utP2k+YUFpdj1dgTvI6/KAOlPDjzI+cYO7/P4kVAGw5bPU0ltPDPfiJnAXeI8n+91P8hXRhIN1OZLbUU2rGpbJFI7QfatscXztI2cDBxjPrntWwIw9snluTz+6kjXJ69eaqTJGNRh8gmKCTCl0XIL+h9z61Dqmo6jDdyxM7RxgDCJwMdq9Cr7sb7F0HVrz9m3sP1C1ZbjyJG/esu522kKW68eteceKbUWmoDLkblyevQ5x/P8ASvQ7LUllQfbV8xUBaNnBLK2OMf8A165rxl4fu/Eot5bGUG7iQrhhgOp5Az2we/vV0JwcuYrEU6yi6UtWvyOU0NVuNWsoISC0lxGMHthwx/RK9A8UQyxQQXci7JlLkKDweVGfcVxPww0G7vfEaahMyrbWbsrDPzGTbjGPx6133ixGWeKBnLKVbAI5xxxV14Lm5uxw0V0exwRmuJn+eR3JOTk55+laZnmljhgVcNwm7PJ+uPSkuUjtkVPLVCSfmHP4ZqbSYd90znGIhgAHOCa46jdOLkz0a9RTguVW7GyirDEkY4AGBTHIxvIzilwerf8A66M5BIHSvLhCU5Wirszuookt5DHIr7jmul1WOaXTx+8CRRlTJj7xGB0981zEYBu4ISctK+AB2HUk+wFdJvmuldGOYmdhtOOUJ46V6eHw86Sbnpf/AIJlJqo7ROE+I1leX2m2+q2rFhAzIYCm0hCAcjH3sEVy/gWGW/1iOa6R47ONWPm4ON+CF+vJr1nVIIToV9a7ndoo3dHfkp8ucfTiuH8BWM134ctZYombazpn33HpXVUrTjT91XHh8NCc7VXbd/lY76NI7ZfLuW3s8ILOvKEEccVVj0uWO5ElsoMZQGOXOc+x9ahAAYpJJISAN3zcCte2MTxERyLEka52s3QdzmuVxVXS9jWrScEpPoeXajK1rtdBvJOcdOPr61fsde3qqlwx/uzfK34Hoaqz7Lq/eN0zBBkHjkmpDHDJEiSQqUfomMgVc3DlUaiucseecnJM2XvRt3GGUewXNVZtanVcW1hM7dAz4Vf8ayfKSC6aC1uZ7c+isSg4z0NMddaCsw1GIrnChol6/XArfD06dNNwvqTK8ldggljuGNyd91dsN5xwF7ge3QVurcPbbQYUIUEtg42j29fpWVp9ssNyHvZ2luW4809E9MD2rQWyMU1t9kkaaPfmRickH+nFXN3dy5XhBJLfqdb4aXzbOW5IZ43yqqcVc/sS0SX94zdcnB+6KisJ41s2Z2+VATx2A/rWtaMZIiFIYMvykjP4GuSNWM5qMkb89SnHmTPKfHjPp+qaXfKQFhl2jHHGa77StTivIRNKDLGU65yyn2rlvirpjtoP2kDDRsDIoPHXrTvBd79t8LWskk4BBMRDHuvc98Vs7qKceg3Upyb5uupqeIL2K4hhL7uWcKu7PTHeuP1Nv3bzqSSeMe/ofauk8RwXML6dCyo22NsSoOGBxXOagCrRWagFpPmbjtmovNzu9kckaloabsj0zXmSMRs+0jjy5fu/g3+Nb66gJIwzROp9vmB/EVirDbpE6rGBEvynPO71zUU0EFmY2t5ZbYyA8ITt/I1DhQqys1Z90WlOKu2a8usJEpCW1xKw7KmP1NZU1zcz3S3t3H5aRjEUQOcE9yfWmsdZ8wiK7gkQDJLxgn9KbDDdTOsmpzAxg5SOEYFd6ajGy6EqF5amzas8UKbbfeXIwF43E12lhP8AamxGzARqAy+h+veuOFv5avcxzeZ6RDgKtdhayM1vEwUITGC+AASfeuWpN07FqblKy0R554cjgu/iX4ht3JRG3uq4xnDDj2613Vzai0Kpbvu3AMzHr6EV574TlEfxgvw3O83C9M+h/pXrF9aNOjlV2HG5HUcE9wRVVYxk721sjTD4hx92T0MpL5oW8gsCGXO3PDD615xBqK22oDeke/GApOCfcH19q9BW2lebYVDSc4JQEf8A1q80NnDd3EszMRFvIwRy1Y03eLU9i8Yopx5N2dPHf28pGTsf0cYqQ3EEfLyoq9yWFYCWcsZ229yY8D7jAOv60v2i8MO5bS1nAHLDIqaeFouSlF7dGc7lK1mXb7Wo/JeDTh5tw3AkVTtj98nvUOklYpYY1LyeRyTnGXbqfeqxvdWfaiadDEW/iL5A/CtHTNODxbIrzbIXzLIw5P0r0JPTlQoJK8panX2Gpx+X5abo2d8KSvD9OmK1bzTlvFQMSsyjLSYzx2+uKwtDs50e4M8IJjYCNnGcH2P5GuhEgSRI/NPmEEgMfTg1xVK0V7slc1ozm/eWjM+XTorSHfA5aQkqA3b3qFbxrUou8jeDzk8n0NdDPb/aIBlR5e3B7EemK582ckc/lvIRwSWZsYA7+mKU0otcnU7KNaNSL9p0OL8IXjab4+13SANiXMjSIoPAYEn+TfpXQ+JJjEtk92wVl39+vTivP/EF62i/Eq31CJyPmjZiw6gja2R34rqvFcUlyLIphmLPwzYHbpn8K6KuqXmeXz8rcI6ooTOkwCqCqnle+axIbi6hv2EcZYZOAG2sv0PcfWtmJClu5LK86ocKD3qC2RooxHJxIx3yA9QP/wBdYRcoRbkaSfM1FFqDWih2XDsh6fvYyP8Ax4cVM187jEV/Zxqe+ckfmaYRK8E4RQzYyoHNNTSEuYYzNbQuS3zbauioP3lCzHJa8rZc0u4ht52ZLs3d9J8oKkMcfh0FdNMY0iaOSOX93tMrA4GeCFz6/wD1647Tmt7S4nNrbpFIGIDrxkZxXY22sm4tksrtd8TLtOBg8d81dScW9zSnSnOk/ZiamzW/hnUmaQzNJau6nGNq7TWN8JD5vhEx72Ux3MmMD2U/1rd8VIsfhfUDAuYRaMBxggbeD9K574PnHhmckHat25zjgfKtYxnKMHfuYtJNW7HS30ckUnmRrvRyTnPIPcEVUhjkW1KRozA/d53ZI7Ctw3sWoStHGFxjcAy87fX2NZ9/aSPZrJEr+XGp3IxJbOevH5Z9BXO5xdRpHW8S/YbXPP5Zft2JLQqoR9zKwxn34qaJXKM+MKp6E/1rnYRJJKiKxG5gNxOBntk1fijmecCebIQ4Vd+ct3rq5edqTOaolSm4RNaG6jF45jRBnrx1+tVdVuY2m+yRxkFX3FgchiRxUtlb5ZmHA67s96ZfPbS3RYRAycDeSecd8Vs9I6ilT53ywI8NHgSLtcAZHp7Vd0aWX7UyIcqcgnqMVBdRqLeG4UDDZ3jONvv9DU2hzMFlkO1SAEAX19ahK0jpdWPs+TqdTa7LVTJI5VCQGx0J+lb0V4lvpz3UTRsqgbVPGOcc1ylkzX262lfjGQRzg54/z6VqC2udOtLNW2yJvfKkAhuc96zdGMZcy6HJOU7cu5S8Sn+1vDOpRNu3LEWXPG6uP+GEjXGl6lbh23W5DhBjkH6+9dVrl9HbQylpRsnBAhBAxnj8q8v8LR3Vr4xvNKi1eayS4hlCtFHuMhVSyr6Dp1PYe9Xh6T5ZQ6PUzqxkviWx6N4v1SVrfTo3XaE3Lkd/u9+9YYu4ruIRRMPtBXAZl/QGuT0/XNV1ezUajezTogBjWQ5CZ64q3HI6gMCQRnp1FJylCXKzspYeMqCb8zpLdJsLEy4kC4ODkGpJpI1eIMimReMtzWSi3ohRBIRG4HzeYMY+tXY4N0qAEttGM/1pwhy6mMJKe+yLmo3MENtu2EPMpUFeQKoQA+SMqdmflJ6EVfvorf7NHHOWLKSVKcHFRW8IntHVAd0akqN2cj0FaTV3YdJOMvaPYbBcSQXSPG3bqK7e2laaJJCNrYyMHt3Brg7Z919EqRks5Uhye30rZ1/VZbXQrgx42kBdw6gE4J/pUKCnFqTNq01JpwOCXWn0T4hX+oQBXdXmCbuRkjGa9J0bx/calAv2y3ATAG+EY59cGvNNQ0wahNBc2xRcAowIwTWvfmTS9AzayMkoZRuHX3q6lONSPL30MYQ5W2z1zKTplSHEsR2yg9jXlY2w3Hk7GSOMZVmGQT7kVLLqFzYaNb3ml6/qUkT3RtsXESos5CbneIdQqnCnd6j3Azbe/uGGzh0UY5Un88VzfV507xet9glJS99dDZiC7nLgqGUjI/pUljb2otnVUYADJYc8Cs9Z7m5iLSfIh4RQMY960LGFY4iz42AENnjFdFOPLoJu8ebqU3uhNfboGdosBQB6Y7/rU8GedvXrio7SKCO42RGQq42nPHB9q0ra3EE8odFfZIOGOBjHX86mXc3w7VJP2nU7zRxLeaUqSDKjjnvxT5PKjulheTMw4BZc4yP6062me3022RWUMoBYE8c84qs9qby8tblJCJA6lg38QB/nSqUYzs+plKUk247DtQ1N4ZxbRbXCqGG3+LP9Kn2q5CKcxOhDDHPNY2+RI5ra5k2/vT+8ONwwa2dPgihjMjXKSqSASM8Vz1KLm7wZMVOMbyWjPHfivp32PVbZ1bOUKglsn15/Ouj1+7GraF4dvI1GZLcyS7R/FhAT+YrN8UW9r4g8eyafquo3MNk1z5cUiSxRrDwOWMnGMA8dScDvWHZXF/bQXujPLOsdhLLCiXWBJEoboQuQCRjoSK7qkWoLsY0GlU1J49Rktpyw2tzxnpVqK8tZHErlo7hgQSudv1rD5JA9Dng1etlhSVWlO5TGX28+uAM+tcqvLR7HpYqEIQ5luba3kTKy24YsF+ZsYBNW7VJZrSWENh3QhW6c/WsiwmRoPkCLk/Mo657HPcVqtdCO1SGIEO4+bjH5VsrROWF5x5erF0XT5JLowyBWmbp82TjuPr3rcjWKKWNWIJJ4UKTkg469qzND8yGdZ+d6nIGOPw9a6iG3t72UXEkjx3AcOFUgAnuT6VlpLY6vfw8Pd1RY8WS48K6naQwl3No6oF5ycdK4v4efaNP8P6m1ukrWvn7o3cFdwwA3H6V2yh57lopclCPlOM9e9XTbpDYTQxqGkddpGeDzzgVpOquXV2OSdFJruY1vC7TR/wBnxkKUGQzfMD+Nb4tC9hNAxCyvHt69zXnfie7urDSJ5oXkhuVmRQ4OMKeD/KqOsXHirRNG02/utUvhPdF/MjZf9SAFKAnH3iGzjt+dY0aUan7yxdeiqT5E9znklkjMW1iNsBx+JOadpkjM0sR+6ctx1B9aKK2ic8/4r9WaL3MkcbxqQFYZPHPSqpYxzrjkt3NFFEtzuw/wsuWkha+ERAKgjt15q/chY/NWJFjAcDCDHYUUU4/CTU/io3/D6K0tuTz82Mdq3/EEhjto1QBVCFgAO+aKKKmlKQqOuIjc8z8cv5Nhp5jVQWJJNcOup3Gk66b+22GaN227xkfMhU8fRjRRVYX4QxvxMl0tQqFB0GB/OtZXZLSfacZCjI+tFFZ1P4v9div+YX+u5aErHUgTg8FcY4xj0rYtPkusDopIHsMdKKK0icFPZlKeV5pgXYndyatRMUY7SV47UUVj1PUt7qNCKygMIutmJRzkHrz6Vm6wxl0O+DnIReBRRWr+JHLBaS9TH0li1jCWOTnFXdcA/wCEfkOM/vU/nRRWi3G/hMfWPEsmsx20b6bYWzQKqRSWyOpRFzhAC5AHOTgcnmrwcww3vlfIVk8sFfTGaKKqqcb+EuRk7IWzy6/N+AqzeTyeVFHu+UoCfeiisejOihq4la3YqgYfez1713XhG2gvNOuzcxJLsI27xnHWiiphudGI+BmrydQQZOABx2rbtUWMOQB1zzRRVx+Iyr/Avl+hykjlr/LYbKFsH1qawlaRnLYyQ/b0PFFFccfiPWmlyfI841bVjBreqRXFhY30M04do7uHeAyjIIwQR16Zwe4NZ9lPLdXF5d3DmSe6kMszt/ExPP0HbHpRRXdV/gngv+MXLS3imv5RIgYbA2PfNTanbxKJnVQpEK4A4A+aiisoL92aYhttLyRJp1vGNOEvO4pu9s/5FSMxNxD/ALv9aKKUtjow3Q6i1AMJGBgI2Pw//XWqs7wwuqHjIP48UUVzw3Z3VdjSiXybOa7jZhIpHfjn2pqXUj2AuGC7/J39OM5ooqMZtE8yP8RnN+Pf33g95GHzLJE4I7EkivP5dZ1C+0RbK5uppYrdmkTfIzHLY6knnGOPTJ9aKK2y9v2T+Yq36n//2Q==", 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cngV7BY2eyOOAq6PCFRosZIAHevNdC0WyXxLfqY3f7HMDEN3A56n1xXrEOoqbQ+YQt0XA81FwSoHciprVYTkoHTRo1aMPaX0ej/Ilubmaxm8oIzxBMoM9c9j6VxVneLdxzxSKkSsud45PX6813KSjURLbz8pt/wBYBgg+9ebovzCNEBYnAzyawUpXu9kJwSjLn8jUsI0lkUhfkh43E53H/wCtWvuwPWqluiW0Kwr1HX61IH4Ga8utP2k+YUFpdj1dgTvI6/KAOlPDjzI+cYO7/P4kVAGw5bPU0ltPDPfiJnAXeI8n+91P8hXRhIN1OZLbUU2rGpbJFI7QfatscXztI2cDBxjPrntWwIw9snluTz+6kjXJ69eaqTJGNRh8gmKCTCl0XIL+h9z61Dqmo6jDdyxM7RxgDCJwMdq9Cr7sb7F0HVrz9m3sP1C1ZbjyJG/esu522kKW68eteceKbUWmoDLkblyevQ5x/P8ASvQ7LUllQfbV8xUBaNnBLK2OMf8A165rxl4fu/Eot5bGUG7iQrhhgOp5Az2we/vV0JwcuYrEU6yi6UtWvyOU0NVuNWsoISC0lxGMHthwx/RK9A8UQyxQQXci7JlLkKDweVGfcVxPww0G7vfEaahMyrbWbsrDPzGTbjGPx6133ixGWeKBnLKVbAI5xxxV14Lm5uxw0V0exwRmuJn+eR3JOTk55+laZnmljhgVcNwm7PJ+uPSkuUjtkVPLVCSfmHP4ZqbSYd90znGIhgAHOCa46jdOLkz0a9RTguVW7GyirDEkY4AGBTHIxvIzilwerf8A66M5BIHSvLhCU5Wirszuookt5DHIr7jmul1WOaXTx+8CRRlTJj7xGB0981zEYBu4ISctK+AB2HUk+wFdJvmuldGOYmdhtOOUJ46V6eHw86Sbnpf/AIJlJqo7ROE+I1leX2m2+q2rFhAzIYCm0hCAcjH3sEVy/gWGW/1iOa6R47ONWPm4ON+CF+vJr1nVIIToV9a7ndoo3dHfkp8ucfTiuH8BWM134ctZYombazpn33HpXVUrTjT91XHh8NCc7VXbd/lY76NI7ZfLuW3s8ILOvKEEccVVj0uWO5ElsoMZQGOXOc+x9ahAAYpJJISAN3zcCte2MTxERyLEka52s3QdzmuVxVXS9jWrScEpPoeXajK1rtdBvJOcdOPr61fsde3qqlwx/uzfK34Hoaqz7Lq/eN0zBBkHjkmpDHDJEiSQqUfomMgVc3DlUaiucseecnJM2XvRt3GGUewXNVZtanVcW1hM7dAz4Vf8ayfKSC6aC1uZ7c+isSg4z0NMddaCsw1GIrnChol6/XArfD06dNNwvqTK8ldggljuGNyd91dsN5xwF7ge3QVurcPbbQYUIUEtg42j29fpWVp9ssNyHvZ2luW4809E9MD2rQWyMU1t9kkaaPfmRickH+nFXN3dy5XhBJLfqdb4aXzbOW5IZ43yqqcVc/sS0SX94zdcnB+6KisJ41s2Z2+VATx2A/rWtaMZIiFIYMvykjP4GuSNWM5qMkb89SnHmTPKfHjPp+qaXfKQFhl2jHHGa77StTivIRNKDLGU65yyn2rlvirpjtoP2kDDRsDIoPHXrTvBd79t8LWskk4BBMRDHuvc98Vs7qKceg3Upyb5uupqeIL2K4hhL7uWcKu7PTHeuP1Nv3bzqSSeMe/ofauk8RwXML6dCyo22NsSoOGBxXOagCrRWagFpPmbjtmovNzu9kckaloabsj0zXmSMRs+0jjy5fu/g3+Nb66gJIwzROp9vmB/EVirDbpE6rGBEvynPO71zUU0EFmY2t5ZbYyA8ITt/I1DhQqys1Z90WlOKu2a8usJEpCW1xKw7KmP1NZU1zcz3S3t3H5aRjEUQOcE9yfWmsdZ8wiK7gkQDJLxgn9KbDDdTOsmpzAxg5SOEYFd6ajGy6EqF5amzas8UKbbfeXIwF43E12lhP8AamxGzARqAy+h+veuOFv5avcxzeZ6RDgKtdhayM1vEwUITGC+AASfeuWpN07FqblKy0R554cjgu/iX4ht3JRG3uq4xnDDj2613Vzai0Kpbvu3AMzHr6EV574TlEfxgvw3O83C9M+h/pXrF9aNOjlV2HG5HUcE9wRVVYxk721sjTD4hx92T0MpL5oW8gsCGXO3PDD615xBqK22oDeke/GApOCfcH19q9BW2lebYVDSc4JQEf8A1q80NnDd3EszMRFvIwRy1Y03eLU9i8Yopx5N2dPHf28pGTsf0cYqQ3EEfLyoq9yWFYCWcsZ229yY8D7jAOv60v2i8MO5bS1nAHLDIqaeFouSlF7dGc7lK1mXb7Wo/JeDTh5tw3AkVTtj98nvUOklYpYY1LyeRyTnGXbqfeqxvdWfaiadDEW/iL5A/CtHTNODxbIrzbIXzLIw5P0r0JPTlQoJK8panX2Gpx+X5abo2d8KSvD9OmK1bzTlvFQMSsyjLSYzx2+uKwtDs50e4M8IJjYCNnGcH2P5GuhEgSRI/NPmEEgMfTg1xVK0V7slc1ozm/eWjM+XTorSHfA5aQkqA3b3qFbxrUou8jeDzk8n0NdDPb/aIBlR5e3B7EemK582ckc/lvIRwSWZsYA7+mKU0otcnU7KNaNSL9p0OL8IXjab4+13SANiXMjSIoPAYEn+TfpXQ+JJjEtk92wVl39+vTivP/EF62i/Eq31CJyPmjZiw6gja2R34rqvFcUlyLIphmLPwzYHbpn8K6KuqXmeXz8rcI6ooTOkwCqCqnle+axIbi6hv2EcZYZOAG2sv0PcfWtmJClu5LK86ocKD3qC2RooxHJxIx3yA9QP/wBdYRcoRbkaSfM1FFqDWih2XDsh6fvYyP8Ax4cVM187jEV/Zxqe+ckfmaYRK8E4RQzYyoHNNTSEuYYzNbQuS3zbauioP3lCzHJa8rZc0u4ht52ZLs3d9J8oKkMcfh0FdNMY0iaOSOX93tMrA4GeCFz6/wD1647Tmt7S4nNrbpFIGIDrxkZxXY22sm4tksrtd8TLtOBg8d81dScW9zSnSnOk/ZiamzW/hnUmaQzNJau6nGNq7TWN8JD5vhEx72Ux3MmMD2U/1rd8VIsfhfUDAuYRaMBxggbeD9K574PnHhmckHat25zjgfKtYxnKMHfuYtJNW7HS30ckUnmRrvRyTnPIPcEVUhjkW1KRozA/d53ZI7Ctw3sWoStHGFxjcAy87fX2NZ9/aSPZrJEr+XGp3IxJbOevH5Z9BXO5xdRpHW8S/YbXPP5Zft2JLQqoR9zKwxn34qaJXKM+MKp6E/1rnYRJJKiKxG5gNxOBntk1fijmecCebIQ4Vd+ct3rq5edqTOaolSm4RNaG6jF45jRBnrx1+tVdVuY2m+yRxkFX3FgchiRxUtlb5ZmHA67s96ZfPbS3RYRAycDeSecd8Vs9I6ilT53ywI8NHgSLtcAZHp7Vd0aWX7UyIcqcgnqMVBdRqLeG4UDDZ3jONvv9DU2hzMFlkO1SAEAX19ahK0jpdWPs+TqdTa7LVTJI5VCQGx0J+lb0V4lvpz3UTRsqgbVPGOcc1ylkzX262lfjGQRzg54/z6VqC2udOtLNW2yJvfKkAhuc96zdGMZcy6HJOU7cu5S8Sn+1vDOpRNu3LEWXPG6uP+GEjXGl6lbh23W5DhBjkH6+9dVrl9HbQylpRsnBAhBAxnj8q8v8LR3Vr4xvNKi1eayS4hlCtFHuMhVSyr6Dp1PYe9Xh6T5ZQ6PUzqxkviWx6N4v1SVrfTo3XaE3Lkd/u9+9YYu4ruIRRMPtBXAZl/QGuT0/XNV1ezUajezTogBjWQ5CZ64q3HI6gMCQRnp1FJylCXKzspYeMqCb8zpLdJsLEy4kC4ODkGpJpI1eIMimReMtzWSi3ohRBIRG4HzeYMY+tXY4N0qAEttGM/1pwhy6mMJKe+yLmo3MENtu2EPMpUFeQKoQA+SMqdmflJ6EVfvorf7NHHOWLKSVKcHFRW8IntHVAd0akqN2cj0FaTV3YdJOMvaPYbBcSQXSPG3bqK7e2laaJJCNrYyMHt3Brg7Z919EqRks5Uhye30rZ1/VZbXQrgx42kBdw6gE4J/pUKCnFqTNq01JpwOCXWn0T4hX+oQBXdXmCbuRkjGa9J0bx/calAv2y3ATAG+EY59cGvNNQ0wahNBc2xRcAowIwTWvfmTS9AzayMkoZRuHX3q6lONSPL30MYQ5W2z1zKTplSHEsR2yg9jXlY2w3Hk7GSOMZVmGQT7kVLLqFzYaNb3ml6/qUkT3RtsXESos5CbneIdQqnCnd6j3Azbe/uGGzh0UY5Un88VzfV507xet9glJS99dDZiC7nLgqGUjI/pUljb2otnVUYADJYc8Cs9Z7m5iLSfIh4RQMY960LGFY4iz42AENnjFdFOPLoJu8ebqU3uhNfboGdosBQB6Y7/rU8GedvXrio7SKCO42RGQq42nPHB9q0ra3EE8odFfZIOGOBjHX86mXc3w7VJP2nU7zRxLeaUqSDKjjnvxT5PKjulheTMw4BZc4yP6062me3022RWUMoBYE8c84qs9qby8tblJCJA6lg38QB/nSqUYzs+plKUk247DtQ1N4ZxbRbXCqGG3+LP9Kn2q5CKcxOhDDHPNY2+RI5ra5k2/vT+8ONwwa2dPgihjMjXKSqSASM8Vz1KLm7wZMVOMbyWjPHfivp32PVbZ1bOUKglsn15/Ouj1+7GraF4dvI1GZLcyS7R/FhAT+YrN8UW9r4g8eyafquo3MNk1z5cUiSxRrDwOWMnGMA8dScDvWHZXF/bQXujPLOsdhLLCiXWBJEoboQuQCRjoSK7qkWoLsY0GlU1J49Rktpyw2tzxnpVqK8tZHErlo7hgQSudv1rD5JA9Dng1etlhSVWlO5TGX28+uAM+tcqvLR7HpYqEIQ5luba3kTKy24YsF+ZsYBNW7VJZrSWENh3QhW6c/WsiwmRoPkCLk/Mo657HPcVqtdCO1SGIEO4+bjH5VsrROWF5x5erF0XT5JLowyBWmbp82TjuPr3rcjWKKWNWIJJ4UKTkg469qzND8yGdZ+d6nIGOPw9a6iG3t72UXEkjx3AcOFUgAnuT6VlpLY6vfw8Pd1RY8WS48K6naQwl3No6oF5ycdK4v4efaNP8P6m1ukrWvn7o3cFdwwA3H6V2yh57lopclCPlOM9e9XTbpDYTQxqGkddpGeDzzgVpOquXV2OSdFJruY1vC7TR/wBnxkKUGQzfMD+Nb4tC9hNAxCyvHt69zXnfie7urDSJ5oXkhuVmRQ4OMKeD/KqOsXHirRNG02/utUvhPdF/MjZf9SAFKAnH3iGzjt+dY0aUan7yxdeiqT5E9znklkjMW1iNsBx+JOadpkjM0sR+6ctx1B9aKK2ic8/4r9WaL3MkcbxqQFYZPHPSqpYxzrjkt3NFFEtzuw/wsuWkha+ERAKgjt15q/chY/NWJFjAcDCDHYUUU4/CTU/io3/D6K0tuTz82Mdq3/EEhjto1QBVCFgAO+aKKKmlKQqOuIjc8z8cv5Nhp5jVQWJJNcOup3Gk66b+22GaN227xkfMhU8fRjRRVYX4QxvxMl0tQqFB0GB/OtZXZLSfacZCjI+tFFZ1P4v9div+YX+u5aErHUgTg8FcY4xj0rYtPkusDopIHsMdKKK0icFPZlKeV5pgXYndyatRMUY7SV47UUVj1PUt7qNCKygMIutmJRzkHrz6Vm6wxl0O+DnIReBRRWr+JHLBaS9TH0li1jCWOTnFXdcA/wCEfkOM/vU/nRRWi3G/hMfWPEsmsx20b6bYWzQKqRSWyOpRFzhAC5AHOTgcnmrwcww3vlfIVk8sFfTGaKKqqcb+EuRk7IWzy6/N+AqzeTyeVFHu+UoCfeiisejOihq4la3YqgYfez1713XhG2gvNOuzcxJLsI27xnHWiiphudGI+BmrydQQZOABx2rbtUWMOQB1zzRRVx+Iyr/Avl+hykjlr/LYbKFsH1qawlaRnLYyQ/b0PFFFccfiPWmlyfI841bVjBreqRXFhY30M04do7uHeAyjIIwQR16Zwe4NZ9lPLdXF5d3DmSe6kMszt/ExPP0HbHpRRXdV/gngv+MXLS3imv5RIgYbA2PfNTanbxKJnVQpEK4A4A+aiisoL92aYhttLyRJp1vGNOEvO4pu9s/5FSMxNxD/ALv9aKKUtjow3Q6i1AMJGBgI2Pw//XWqs7wwuqHjIP48UUVzw3Z3VdjSiXybOa7jZhIpHfjn2pqXUj2AuGC7/J39OM5ooqMZtE8yP8RnN+Pf33g95GHzLJE4I7EkivP5dZ1C+0RbK5uppYrdmkTfIzHLY6knnGOPTJ9aKK2y9v2T+Yq36n//2Q==", 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", "info": {"video_id": "6371", "label": "moving handler away from notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "6371", "label": "moving handler away from notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f17d89bd1c02e13493c723583989817766933f70b19d191866e9ff618ce3e477"} +{"episode": 42562, "episode_seed": 3846699717, "split": "train", "timestamp": "2025-10-13T03:18:17.459149", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3846699717, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending a stick until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5116", "label": "bending a stick until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "5116", "label": "bending a stick until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b9ccd342f32999e315ab731319b577525ea944c22ddfe1b8f87bc850f47d7a0c"} +{"episode": 42563, "episode_seed": 2069963285, "split": "train", "timestamp": "2025-10-13T03:18:18.849667", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2069963285, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing case glasses from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17091", "label": "pushing case glasses from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "17091", "label": "pushing case glasses from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5f12f9f508fc5cccd38d2567b373083224530f95d00cceab8de51d408a6be3c3"} +{"episode": 42564, "episode_seed": 3186282572, "split": "train", "timestamp": "2025-10-13T03:18:23.696790", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3186282572, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water onto grass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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tOuWnNsbPeQjLhZg+wEbvxz6HmtKb1NJK60ObZ5DaCWdrZVdAhZpARjPODnqeBx61labcTafqsVgRMNOUYtjPhjlyCSGAHfP51euWtxbW9klsWlLkSIz/ALtRnrgY6gDjpx0qy2mW01+4uZZgsZUYQ4IIJzgjkYA61rF2TT6mdmjSsrNYbVmSeIux3MMYIG49M9MLkevJNLa3hjSKGJAnmuDh8FuuMY7cfzFRi8thdTlpoUt44hiN1JfOeN3uMdat24gAkECNHIzEAsDgLnjcCfTnFYz3uw66Fq9uUuEWMqHaRWdUIxsOMdfwrMuJ44F80GKZtpYGToD/APrqS8LhAW3SyNkb43AbGPvH0+nvis52jvCiIYgFAZsR5JOBjPrxk8dKytcmUrmh5iFGKMo3R8vsKggAdCPU/wBKFYAKW8wyliHEZG3bgdfeqRDGSaFgjxxjLRgDufl//VV2KVGAhhaV5JmG11HAXJypGeT05p9BIsRm1itFeQLFLLKC29Ms5zgcDv0qW4U/vQ6PNJvbcuCNwyMEflj6002jxvCwLRHeS0zgfL3Zj/ninQFFaSWKNpZpcBUkOQcNwAPzNItx0uY9nas17PcGUIHcM8S5Qt6Ajnkjp7fpoxiedxBBMELhpJCwzs6ELkcjt3+tVbK2ePTUilvI5rhYQXZcNtbtzgYGcZ/Kp7yx+wXRspr1BcSrthjUk7l25HI5JxjjjrzXQ7AloYks8Uuo3cBuLlWEiuZo7j5Hz8uBGccg555z14rWuJzIrQRtIpj6heh/Hjg/1qrFZ6XNeIu/ZM2FSUSHIbBOSPr2+lPSOdPtTlmaNykKtngqfmYn0HAwfpWcrS1QkVYItso2xyzQOCGLsfYYPqMA5/Cq80wa9uhprPKyAZnZgAw4zsHOOAR74zWuxtbaKe0QuZZQC7kZxj+FR6dPzNZ4hn0zTJ7mSFydoHlxj5V9Rk8nGSRQtRcth9hcbLmeLzpZJEbYgYYyQu3PuO9Wnvd6LbqcN5YLMvBQ8AKB1OeTVS0urmWyMk8CKrIrbSTvIw3r2yevTFSQY+3xQrkAqsskuORgZAz0PH40uUdmty3bqLaK22xpJMQQUaMbgpOAOCPrx3q7aXa7QkduqFjl3Q8DHTAJ55zz7VnRW1lOY551n8qJDIGRiu3a27vwScnvxV63IuJZYrYIkZUMWVgQin0x0/hB/KkwSsy1rCfbLmCWWXCK7FMAgN0xjufTPSqKBJpER5GhjkzLNtfAwQcY7EcD1A5q3cbHjSL7X5rBXLADBP8A+r29MVSuY9PsJ7eJbh7t59q5jPETsOQ3OM8H6Z9a0ja1in1MK4vI11OeIKj2rqu0PCjMzjaud3BAIJ4zgY+ta7TGaYwCSHyljLKAOm0cj8c8UxNQjtbyC3aMBSTGd5ADoCQ+CeT3/wDrUiw28s16yOImMYQqwyAAdxOepJHAP8qT96xKI4bYXZlkZpFFupcuq44Ixj3OBjHaqgZtU1SV7xg6LGU8pclEXoD+ROT1zWqLqa4ngji/dwlQSGPAYjIJ9TyPzpjWVoiSWsZILhvNfO0c9SeDkHj0xxU3tuDjYpQC2M7yfayGdVBhLDB6IB7A4PftT2JEyl2O+T93GnZmLc4OeM//AFualttDk0/ToREgkcrumLtyWPO0HscgVkadNeahe2jwGEQxymJXKHhACSQPqfw4FVFJ3aY+Wy0Nye3nndI4bpLb53VTsyp77ePpyavKEjvMQkzNKCySbSASTgtz2yTx7VVuJrW0sDLazASh5GEm0EKPQt25NR6SFs5GmiaSRU/dRM2TvJU528dNx6VNtBG0xa2s1aXy7p42ysUbEFSRgcd/r71S0+GG2WZpI8K3G5gAvBAX8T/jUWmMJI98lv53yjcWDYDYGNpyM/40ipbmT9+8ixRxs7KHIy7YIx6jk/liqjdXLb0IJdaSPUJJIzOrq5i8pIiVPAyCx46+nNW7q4lgjcgb3kzlmPCD2x256Vgwy34vp2RLv7IZFkVRI5SIZOSB2zxn1PNXkljea8OGJXbjcchGZuOP7uAaU46k36EVvNKZVtbliyv/AAx/dGWHfr6n6VTl/wBJurqKzkdgGHmTEnEgzkhR2GM8dyM1rrHHb2c8MkyiVwCq44iXuD6k4P4EVmR21zZ6VPOIsS7PljDABBzlfU8Z9hQrdCeUmtRLFHcq0DRxliN+7cSOwGOhO2pIt01ydx3B8RgRnOVAJzjtk/0qtEt3b2StcySedJGrBU+4mRgDHQEgjg+pNN0y4a/1hWjgdYngYCViPkUEA47knJOO2RTUXZlctjTjS5uLyMvc28VusY3hjlgu0qdv49Pc1atVbEkUeYWib55GXpjBxz9f071R1ARRQwQC5VVljjWZzngZzw2cdB0Hekhklj01o0DiSbEreYMsEV888jORilbYFubqTK9xFawzq6SrtkcphsgYGcc46E+2aXxIr2Ys4J3UlgzRyAZ4JBADcjpjn/Cq9nczWcG0yeSCrMqE5wACOWA69+veq+rTvC1ss0rANu2Ru37sYwTz268e9OC1KlLSxn6fALSaeQSQpPLMr5Kliwwen5GrllDKxYMiRJnAQrktuJ6Y5JOcY7YpLOFUuUZChZTuG6UgdcbhnoOtLqeqQq6Ro7RrhpFkjhZiMHoQOlaX1EpJbmlLZmeGdTJEY1yrADI3ddp/Aj8TSPbm1Do08WJCdp2YJHfj6Hpz9aqx6h9pgW6ZiYCOQqgGQgjn0zx0qjJq8s98rSRORwqFyAMH0H8Xf8jWDbdxuaRNJAiMXSXzFjkX5mTAAJ+YjHbFNdbcXAACLKG3khiCT1JHHY4qteXk8QQzqqQhc71bG7qcKO+RgbqW1vTdy/NAY42G/IcAAE/1AzSaMt2PjgBupvtEwZTh1D437c5GT1IzjiraJ8uyGKJnckIsjkZ3DlsAcD/CqyNbpDGyJmVgxjDD7+M5x7AYFMtEWFba9naQ+WWjQiUEDoM/n/KgNjQ8uSOACCA5UEbmOATwOPVeenc/jU1tZm1s1nM2NyDakoGUOMkj9f8AIptrNbrtVWkd5Dz5gyBg55x7kcVqyZubpGKKVDleBuAHGCfX8Ohp36G0dtTLAEcSSjyjESXby/nJBPHoQB1x1/nWRJcWcmswmyzsWTzNwblFbhSfXPXHQVa128hMrw28StlmUrzhV68sDg4OB75AHSs/TEtQJZPOa3u5FZz56sGm2qGCLjOO3p0rVKzbMb62K2n2t7qer+baLJHGcQxJjaCuME54JbdjHr9K1rW3Ym6RpHjtZgdoVhklmJK8eg68VDLHd2xlvYAYI0aP7Fg+YrKCDyOvY5z/AEqhd34OsPE1k0X73cGGTjI5zyO5/DHSnuOLadzVspoRfSSriLnjeBgAngbj6evt71JEouzJ5pDI7eQWf+FSCcA+uBTWu1tYWit0aVY1z5UvJZgOOOpyfz5qsbz7JMtxPPNHISVMf8CHA3Z7cZOKxd3qW2nqW9YNrJBM6ofNMTbGYYV1AGAB12kgD3rDsbGDSbuG41AO88EblwoJXeTn5vQ8d/p2rRZ7gQtITHNKJMc/Mck7uPU4IGB05NWoryK9v50nUmHy2/dMvDjnOMc8tn/63FVF8qaBNMoXmtWF7p8QQYgiIjkMZJcEtkggDGMA8/XrVu2cw6fMLeNEe4SQoiYYInBHfrgcj3qE29k805iiUXAUp9mySN/zc4PoeB+vWtmyt3hSOR444bhlCmKVdwTO4dRzzgcf7VN26CsQxeYkDPzGqknDYDSYzkk5+73HHYVk3uoxX+rJDawhHwJihXOVU46/3jyc8cdOtauqxXEGnWsccY8xlGFEYKIAADyRnGPxz9ax9NMMTH7baPsdgzywuobuAWzwFGBnt2pxWpMt7EH2NLvV3u7t1SMEpCVb5giFiSPQnJFa9xHDpmrXBaN5ZYmaBSEG1skDd6/dC8VXEUN9b/app45GuLf7OkEiYA2nGQRjg5P51m6lZX630EKyyBDCifMvyMB2yeuDxz6U730bErrU2IjLPPLcrMOVZVWRSS2OBz+GPoKVpljvXSQeaZSATEAyJzknJPIABHtVR7+SS7+yNIp8nanzcDfu+6PU5+mMVFgLAtra3EgiKAiUt33Hdz6E+35Vm03qy+a6uy/eXySzyP5rqYmwZGXkrt4AXtgkAdyaPs1ncyWltFB5iFFIBbleAM49Sc85/lSGHaJUWXcERfMcxgA8k9vb16cVTchb0XdmpW2icKux9zEHAK888DFELdAhK42Pw/Al04iuXmgYFbjeMMwBHIySAeuPb61o6LbwtbRSpHhIm4jkyuWBH3e2Of51Xs43vtYIaEQmMsvyvhSq528H6Z962Lq7dhBEkYchDuUrkg5Axuzx6mnKT2YOxNHaNLAQ8UceJHIU/vMYYnIbPA6YHpWZdx2FpqMNlDKboXR2LMrYSLK529e3GcfTita+1W7t7ZUjKGVowx2j7ozjHt1J+grmp9Qj1DXAltGIgmJ2RgMbcgBSfXqffpThdg5J6CJrX2fVYoZSIiIy4X72VCkAEdBnBwD6d6sws08l7ALYfasmQPkgZX5Q2fxPB/8ArVm2yWtneS3uqZcNid1KniNCdue/Td/nFXb27Szv5ooZ4QA4IYAb5It528k88KD19zVKKtoTF6ktuI11SR2kSR4+FLHAYYAzg4x+NWYle4upAWLgOI+V3YUkjHvnB9sVBGIrVAHWCZ3AMm1TkA4OOf8AdH1qlJOQsdzLbyLcgKFiU4EZYcED6YrJ66o0bT1NLUZpJllgCpsZWQgjBQbQBuPrg9B04qr/AGRCkosLSd4VWIqhUYTbkkFsZ3evTPWo2sxIrRSI6GR1YlsDZuJJyBxwQOO+KYkkltq24tIYCfIdypG4ngY549Px7VUFZWQou5B/YojgnEsrXNqi+YmSSd/PAz2OAcDGOK3LKAfZw8aqjzRlQk8RJAKt155ztA/EZrP0hWu7qW6ETRMqb/LMny7s9vXj+dbEkt3cXhkhZhACqh9vAOOcd884596cm72YnZFxtPf7EPOJB2AEbiFBwMgKemB2qHXrNpodNmnj3IXk8sRsOgCjBHc4H0qvqDXUlxmF32QsMEfw5B5PpzmtTU4lj0PSLQ2xIjMgGGA2jIyT3PWnDq2Ju7ZzbyQyL5bFQhZRn+4oxge45POOtUdSknbUom0u3uEt0LIyQll8zg/K3qBgEDt+Nad/PbWViJorN3vhvZg/CBSeq+/Pb0rN1PUfsDIoKRpIxWNlzkFgCSAOcDPJ68Cnd7pBJk0VwZJbWGSaRSVAlAXoByT+GKW2s/te5pkIt1Bk3F+M44A9Sc5HpmpXuILnVQZEKM8bLG8YwRuyDgevyn/PWh9ourrULa0igKxRH944ONi47+/AwKjlY7XWpFGDc6t50oLi3Vl6YEad157jnPrmn2xsZp2dGYyBQuFyUIUhQD+Gc/hWm62yM0XlgRY3ySOMnae/Xr19etMh0RdPsYIrcxxybSzgnmRmJwOedvTkc8GlzJoSSKZwZ4yxLPOdkYHKtlsk+2fx59qtmGSa5jEd6LfaW5CbgcNk9OgH61iaeLy5vbWd7gQQrK0amWNVYoASdufUnOP8K2by6sY9NJtZvLbMgaXAwoPABJ57/SrlGzsNqxeiRRNJDbBmLjKO4xhTk5OeucZ9s1orKYXtixjllY+Wro5CxZOckdAPfNYFmwtLO5a3WQiRJI4S5JLIAPmz3HB+nFaemhdys9oJDvypkU5yCScDPI/pUNFRdjLvb51s1S2USPcMCuWCghVDHHA5we/vUAZJlaJY3kSRUSKUZAJACnn1PPp0GfSqOjSPe6G8+4qFZF3bhhATg8HPbP5Crl3b3QFnFHcLDbRb5AYvvFFbJYk9/m59ce1dM6fJNx7GFO7VzTWJIA8jS/uY4dsar0UgE4POD3HXnFZdvM9xqMsiWsC3DIHQg/K5PGW/ujuSMZ9KEtYngDoN8sm9jAY22ndxyRk9l5pljbzXU7WFr5iB5XSQKcK7ck/MR+X4Vi1Y0kr2RPHp1zaySxpNBJOMtPnBw20DI9hz9c0trMvnfapW3b5SAzjIJAAJ9v8A6xqta3lrDYpHcTGMSvGZGCjc8Y/5Zg5PB+vqfSrVxcQmBfKtxaJbzbtsSlAnIJIGOu3PPT86UkyXctzXiW7tMJkefzmaMgHtwAMcng+nU1DFaSJeCYSbZ9zCRmYMFyMbVPc5A/HNRKsN0fJj8xHRjM0ynBBJKgZb3y2KlhjSO9tba7doZYt0iBScsv8ACGJ9Sf8AOaS0WhUNGS6JBIRM875niQIGZMkkY5J47g8961Glu5rrdHvWNCqAv91TjJIGOvPT8arR3H2aPzZzFGyFimBjPORjtjBrBtL/AFDVvF02mf2xe2NvtlMIRd25lQkAg9OhOT296cYOpKyE5WOi8Q31y1sYIm+86wiQoTy33j74wBnnFYMUssdt56BRFGnkSFvlG45JK5HAywP/AOus/Qbq81eG9muJzI6wbVMjc5I4xjHcCr13aW89lbxtO8cEl0IUjIwA/wDFwOTkgZFWo8vuslXbuaMN1ZQXceGLTQ4jOxTht2cY6joP0rHtZC9550k726rkMJMgZI42jnLc/hmtK3tnjtDNJbRou75C7nKBQMADOe386oIqtMZPPP2YeXtMmSzk4yeeR9fpU6I0ktkW7eTTnVhFarFY28Rkm3vlwQTznqSSRj0Boa1uLWC5nkMcLNtMaK5+RCucN0wcHt7elNMTtcXRsZ444WkZo/MG/aCR1wB6DnJBwKjhuB9qZLyaQyMArEYO45Pzc9CRwKTV0TKPUszNdzW8rJMY2VY1jDFQ5OOnoOxz/s02J53RoolWO6jKpGjHICnj7xP3u+e9ZcOoRwpHeSymfyCAEBOfmBXOPUcAA+9TPcXN7awuEiDwl2CDKncuBk44IHtTUWhp2Z0Maxm+mKJiZWAMmRgjGOv4Hn3NPm1fywEtVw7uFlYJldpJO0+/v15rKmlvHMMMsWx5N2F3nIx2OOeOeaoaxNNZeHYhbXkQkHlKZYnIZT3x7E55qVC7sKR0S3c0kbFoS84Gxg0e5Ru9h1wMDPasfTpFhDG6sFdHO9mSXBBIPztgE4BA4GfSqV3ELXSIdT07XtRlJujAHniWNZ2ChmeIDkBThSCOpHuBZSWSO0a4V0jihQwSFsgEnJO3jgZYfp61t7Jw3JRethDdIHJuPtl5EBKC2QFXgHHbjmsu4sbGbV1ImhZAgYqAVZQvXOeD17e1aS6hFHOvlQeYybESY4AZTn5iQOnbPHUVl226KUzOkFxIDhdsnGSBknH3vYe3rUaouS2LcMV9LMbg25/eFRHDKMN5YJxx6nC9ewNIk8m6ad23tCVhZ1bjd2B9B0z7H2pq3kg+1S3l2q3KI0KTSHJT1JBwDxuA9Me9Wg8d4ksFnBshZVKMqgFhjb8xHfOSSfWlK9hO4t7csY7lorc4LIspY5xuAA6dfoKbbO8ixizj3P5gQRngqCR8+ORk8k+mfaq0eosBHLLmC2X7wAIw5X5fpznn3HWopLt5hBd2sDArucgSgF2Hy88Z4yf8mlGPQcXZm/bmFJppYk2lXJYtgB8DP6j88DNR3N9PcSxxwM0ce1lL7sB2wMMR3x2rNvjdXCeTIoh3RSMSxztxnlseg7/pVlltbkRqZnltwQwAjxyABnd6VNrbikT28z3jQhZo02t0Jb5sDA59eOhrpdaikXSLVL7zGO5w2EwAOODjqPTFcFoE8EnjFtOlv7uztpJdsTxyxosWOeS/G3GeBznFa91e6vfXN3p89xPK0LtBGLtwrR899vfgE4POAOhroVK1O4k1YztQ1Oe8uIbBkO0MVaRAUKJnJc8dSePoDimTWvmX0M9277GQRRKqY3DaocjJ6f196WzFxDIzR+VchmI8uUcOQFYgsOemTx9Kuxy28lwbkxTRTrK8dvGhIG05PK5JxngfSs9kCvIdcz28Lw3likbxGASwN5vCEp8wHTIU5+mRRaQorz3bq0McgJXGCGYjG76cisnU9Jy9skcmdm5WKSAMp3dNo6dPzzUpvBHcCFZN8UA2NLksC+QBj8SMnnoaUldaDjJrY1JZf9JZrUeduUxSSAlFHIDEDHBG0Co7q6SeWZtsvlxkN5gOXOQcD2AyAB71RaOKZfIt1IiZCGZc5Yhj82OvII/zitEwKimNHmCCJQHZ8lsnPH4D+QrN2TG5WegwG0uXtII4ISWjUFZGxjgAYHQngn196pxaNYCaRrd3MO3EqMRukwRtOR3zk/pT3UyX0dzbQiONXGyBcqx6A8HtjH5VLp0D3mqy+cIVmj3AFSRnrtGPpitNUX01L2jwIILe4EKRtwFinBGD93Of7vPoavJYs1hCWVU2xAhVUNt428P1PWsbxPqV5FpwltJHjMZjy6qMBiT/ABdfTj6Y71U8RP4o0TQ9Lu7rU7zzLxn86FlwIsBCgZsfeIbOO34GnCnKcbohySRR8DxoNKkTH32Uk55Gc1sXaIdctkVFVLfTtsaKPlGSqlseuCaKK6cT/vEv66EUvhRe1MGWC3hZ2CNGMgHGfmP+FZMAY6vHZq5SLcAAoHG4genvRRXLFam0d0WxEqRunUbtnIHOQOeO/HWsX7VMlpeRK2I1ygXAIwcZ6/WiilHVCl0K+oXc0AhiiIQSFlcjqQSGOe3WrpRo7W0uoppkleOORirnrx+nzGiitI9CF8Q2SV52likbKqIFHA6EjNY+o38+l+Oby4typkt7h9hcZ+8pU5/BjRRWlDf+vIJfCL4XvJLGxvvKVCW2x5cZwASK6X7TJd3s8cmAulHzbUL/AAuwBJP4saKKmp8Y47IW5vJY/DVu6hAwLAfL6OFzj6VBAv8AxMtQSQmUW0Enl+ZycgAZz1zyaKKkv7RTumlTdbG4mcCJZ/Mkfc+/jue3A4q5YOpNsnkxhZJvLYBcZHB/mTRRSqaCm/eRlTW0UBhiQYF0p81uhP7xPT6mtJLhmsJ7kKiSrA3KKFzjP/xIooqpCn8Q/Urmb+zJroSMJXKRNjptIBxj8ax/E1y8enQwxqiRjyvlVcZJXJP1oopU/iJfUqax4ol1eGzR9M062aCNFikt0dSiL0QAuQBzk4HJ5rqLjT4ZrWKNy/lkxOEB4DMCSR7miit6+6IiLYyubj7OrBEklYNsUA/LwMcewqJIYjfSSGNdyNFGvoBkc49aKK5p7s3LJfzby8mkVXl80l2bnedw6g8e/GKzEJM90VJQR8gKeDk4OfXiiilHYT+Ew0kdobmJ23oM7d38BEoUEfga6m9RbBXa3GCyN1575PX1IzRRWs+hMvjIdXmk/s5p97b5pkjfngqF3AY+tPRWvSkskjjKbdiHC46Yx+v1oorNB/mc7da22l6rdq1hYXsdw4kdLyHeAy9CCCCPvHIzg9wa1NJ1O71CfVL2eYm5lQytIAMhmHOPTr29BRRXTL+EjKRM8slgIkhdsxOSrk/Nz7/h/OtyGJEs7dtoJVBKpI6EgcD2oornluaR3MS5G/V1lbPmfbjGGzyBz+vNaRmH2/T7VIIUhdyjqqfe65Y+5x1ooqBLqZNtcvcnWpmVFaAxrHsGMAjOKu3oZY50EkgEdtG6/Mcjg8Z9On5CiiiK97+uwoDVuJH0q4mUiMwyLEioOAnTbg/U1uhFUtKFG4nk+o2g4Ptmiioka/ZRmeN55Y/DsJRyvmzjfgfexkjP07Vx95r+p32l2un3V5NNBC5kHmSMxJbGcknnG3j0yfWiiuzD/AYyP//Z", "info": {"video_id": "69294", "label": "pouring water onto grass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69294", "label": "pouring water onto grass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6f5904366d16ee71935771f40992b0ae77bdd9afbf2f81251a5ddd0bf873da20"} +{"episode": 42565, "episode_seed": 3346712959, "split": "train", "timestamp": "2025-10-13T03:18:24.644845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3346712959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving banana up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "11287", "label": "moving banana up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "11287", "label": "moving banana up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "42b3e714f61701495a70ce734c4a61664443656619d6b325cbeb29428cb62607"} +{"episode": 42566, "episode_seed": 2982313748, "split": "train", "timestamp": "2025-10-13T03:18:26.047244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2982313748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'coin falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "220445", "label": "coin falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "220445", "label": "coin falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "33e1c5ca8f4e642a15da4d48fccf6cf1a845c0d315e072b083823969c2a214e0"} +{"episode": 42567, "episode_seed": 1414726072, "split": "train", "timestamp": "2025-10-13T03:18:28.177498", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1414726072, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a screwdriver without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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4DTmJhGD6kVyVh4lhntNyyqGUcc/jWtpvie2uEdXkVWVtpyazWhrys8yk8U6zpWr+fcpLGY/3e1gQNuc13S3UPjrwvNp1y3lXbqTFIDyrdiK35odO1VPLlhjkDA5yAa5XWEsfBt8i2gIe4i82FB0VlYA/QYNVF9TduE1aWjPnSWxu7zVvscFtJJctIYxFGpJLA4I/Sul0/Q4vCmr20/jPRbg6bMkiKo53PgYIwecZ9e9dbD4iuNHuZ208QI0jlzuhVgCTzj3Pc96yPE+r6h4skgbUpUZbcERokYVVz1IHqcV0KSZzKKUXfc57xrqPhO+uoJfC9jdWi4PnJMAq+20An3rlg/OBXVf2HEwxvI+iiov+EbG/h2I9iAapNGNmi54D1L+z9cgdgWjLqxXPXBzX0Ff+KdJ1WNhp0/2h7fKzAIylfTOR7Gvn2LRn091ufKvvKRs+asSsBj1wa9JsvF2i6V4Im1NlUzCQxN+72vI2MqP9rg1nV1joKGki1eeLLW23xu2w/wC1xise++JkdrbmGzMctwRgEHIU+uf6V5Xrev3/AImvA4jKKCcAHgfU0/T7AR4a5k81v7uOB/jWSppLU1c+iOkjme4lNzLKfMLeYXY87s5zTbi/WNZJYSXkOfmPTJ702F1CgADHpipwInUq0SEem0VSa6iT6GPqk0t9oQODJPa3JjY4ydsi5H/jyN+dRaF8PvEeuo8ttp7IqNsHnnyyzdwAfSup09YbSO4CxKoniKALwSR8w/kR+NO/4THXoVKQarcxoV2hVYcD244rVTRVOMb3kUNH8U+H/DelzaJrPhRL29geWGadHUMfmPG7rxyK4C6mjluppIYjFEzlkjJztUngZ711P9nxTyl3LFmOSc9abLots/HzD/gVCkiHTd20ctG2Wr234XeMNP0LTLiTUzIEwq740Lng45Hp0rzuDw7G3CIXc9P3uz+hrb0Lf4c1W3+3addRwvIuclXRhnHpg9aq6ZlNWOUtbK3gIYruYfxNWpG6noaz9xJqaME9awbbNkjVhYVcjO7CryT0rHUsDwSPpWnG0ltCHLAs3GD6+lSVYtM81nGBFMpduSHQMPzPNUnvZwwzZ2jkHngjP60hndiS4yT3FQyHLZHH1oW40W7llN1KUQIpkJCA52jPTNNDVX3nOc570/eSa1QmWozzXU6FPtjKnof1rkojk9ea6DSn2gUMiRmfEKwtGh0pUjESb5nYIMbmIQZ/IVzFtHDEoWNQq9wtdP48k/caZ9Zf/Za5FDUyYorQ1IjyOauRtWPG7A8NitC181/mO0qPXjNQVYvoJVJl3JtHIV1yD+WD+tV5r9mOZrJWPbZKRTZL0yHG35e2Kgdww4NIpItCWOS3ikSCSF8sGDNuB5GCD+NKr8c1TV22AHoM1KsnGK2iDLIfPetTSJdlyPQ8ViK1aOnsVlFNks7fQ7TT7TxBFqSQLHMFZSycA7hgkivJ7zWBPLnBDdCT3NenafL+9XntXjEpO4/U1L1sTGTi2ka8OrtGCFnYZ7ZqX+2JicpcOD6hq55V3H5sVbijGAATnPapsjSLZ32i+P72w2REtPnjnr0xV3X9fvtZmtp96I8cXlqrIGGM5J9f/wBVcnZ2xto/OfBduAD1HtV5ZnjUGRdx9RU2sbKV9yCe9uVYqbO0dgfQj+RqS6dGupTHGIlLkiMHIX2zVWdt77hxznmk3ncTnPf1pxIZaBqSNvmqoHzirERya0M2dh4fn2xlexrnPiTaWq2+liOFUBeZ2VRgM2EGT+ArW0d9orI+IjboNL+sv/stK9jJ7nExSKoAC4HtVqOePjJxVAHFSI341JSRtwzKQMEEVfgUFd7nCjp71iWsAmYMR8o6471YkmO4LFI2wd/U0i0jTE0z3kbxMAyMGXcoYcc8g9azWky5yR19KmgneMliAxxjI61VK4O7nmhFItQnBJqQvzVSJ+eD+tSbufxpl30NOzbEiketdxZypKkayIrjI+VhkVwdpjeuK62wk+5VLc5qh5dGCxq4gAXmq8SlTzV+BASGbkdhnGag2WhJAgjBlk4wO/b/AOvQ1wZn3Hgdh6VBcz+adqtlR+tMVsCkMth6PM79DVbzcjGaN1BJPxn3py/X+tQBsn3qZGqkItxEMRhcc9j/AI1t2LqAOeawY3AFLoqPqvieTTX1Oe0jZZDF5abtzKhYL7Dg8+3vVbkyZa8bHMOnfWT/ANlrlwPlp819d38cRuJ3lCjK7j0yBmlhjMhCjqamQ47DreMyPjsOprQluAg8lOMdf8KrSSrbxKsZ5PIOOfr/AIfn6VXV+akZdDjilLA8VVWXFO3+tAE5Of8A61ALDvUIbinq1UFy1Gyngg5z2/wrSsiA4yfzrKjIyKTULiSDT2eFyj7lAI9KdxM7nTpP3q89q8jkOXOPWu2vmFlocGpaZreoShrk22biJY1uCE3M8Q67VOFO71HuBw5zk02KGrYqD5q2tMtMfv5uAvIzVPTrXzZBI4+QdB/e/wA/56VpyTh2CqfkX07/AP1v/wBdQ2aIueb5jBiMAcAelLJLkVSMu0DBppmLDGaksnMnOe9M4z/WoN5pwbmmjNlhcnjJ/nVyLax+7jp0P+NUo2x1q3G/FUmJm/p7qoGDzWP8QH/0fS/rL/7LUWhSRX/is6be6jdWlvLJtSSKWONY/UsX4xjPA5JwKxfEr3g1GWyupLlvss0kapc43rg45A4zwM44pmfUxs+9WbWFp3wDhRyTVeKJpH2r+J9q0jItrCI4yNx98/8AAv8AD8/Skyx884iUQRnGBhv8P8fy9ajRzwM1XHang4NItGgr4HWmlgTUKtlRSbvegTJwQRU8ZK5x361UU1YRulMRp2zBXGQOvpiuj0+UM6jOOa4i9upIbIvE7I24citbVtK1vw7oelX11dXKTXhk8yEpgQAbSgY4+8Q2cdvqDVIzkYcKhnwemCf0qe5ZkQgHq238NoJ/n+lFFZmxWpQeaKKBiKeakoopkCqeTViIblYntRRTQmSRmsuPUrjSNfe/ttnnRM23euR8ylTx9GNFFNEyIbdRsx2GBV2PCrtCjBGT78E//W+lFFTLcqPwlJnZ2LMeTT0PaiipGP74p+eKKKYhSTipU6gUUUwJhxUOpn/iXk/7S0UVRLH6r4mfXIreKXS9OtjAixxPbI6lEXogBcqBzk4HJ5rJhjWW5SNs7SecUUUSHT6mpKTFBhDjO0fgUBP+H0qBSc0UVlI1RICc/hTc80UUIGKTyKevLUUU0SWIvmBz2qeM80UVSJZnprTaVf3kZ0+wvYpZA5jvIN4DKOCCCCOpyM4PcGqeo3lxqd5Le3chkuLhzJI+MZY+3b6UUVT2IW5NFGsUClf4uue/yZ/+t9Kobi7F2OWPJooqTREo+7TSxyBRRSLJ0OVb2GaM0UUyJEiE4H0qcE55OeaKKYiHUSfsP/AlpJ/EGqajptvpt3eTTW9vI8qeZIzEs+M5JPONvHpk+tFFNESP/9k=", 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", "info": {"video_id": "139771", "label": "lifting up one end of a screwdriver without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "139771", "label": "lifting up one end of a screwdriver without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "37be6d011341c48fa5b9c3e1a7f13e8e3b9e318245c52c663c47efb4b842d239"} +{"episode": 42568, "episode_seed": 3433721847, "split": "train", "timestamp": "2025-10-13T03:18:29.788530", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3433721847, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding plastic spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22491", "label": "holding plastic spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "22491", "label": "holding plastic spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d40ecba0c51affd4fef49c76f132bfbfbac2a0a4652647888fee31e864571ea5"} +{"episode": 42569, "episode_seed": 1997156801, "split": "train", "timestamp": "2025-10-13T03:18:30.779923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1997156801, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding a bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "169054", "label": "unfolding a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "169054", "label": "unfolding a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a5180818b7b6799b9ecaca8367253e1de28d91335cac24b893af2ebed5befede"} +{"episode": 42570, "episode_seed": 3192851535, "split": "train", "timestamp": "2025-10-13T03:18:32.049188", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3192851535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying cup on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202433", "label": "laying cup on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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tEW1soYVGAiAfj3pJZuKrtOSOtV5Lj/Gs+Y8/kOo8K4ku5mb+HA/PNegaWIzLgYzXnXg1WmXUNv3hsx/49XW6fdSW1wvnAqfet4EPex26oCOOorLutUj0+7SG+O21lbCyH+A+/tV8TZhWVOWHOPWqOoafFrWnyRNyjg4Poa3jG4k0tyj4k06SJfPszwSpkVQP3ig5xn9apyajJaWrvbOAZE2bh1APXHp6UnhvVDaO+ga3JtkhOIZX6OnYZ9qw9U1CGK8nt4WDRI5wR0AqJRXxnp4S/wDCav19RJ7lHhUPxIvQ1iXmr29kvmPbRyiNgTujViF/ixnuR+VRajqKAlt2ABya5DUdXjmilRWyW4rm9rLnXL0PQxEKapNT6om0DFxql1eOMtyQcAcsfb2roXlFYGgkRaeW7u5P5cVoPOfWiU7yPBcSSSXDDnvXsejSebp6MOg4FeGSSkkD3r2/RENrp6IxyN5H6VpSd2RNWNJgLi3Z4z8yEofaqFndfaYbmwlH+kwHcv8AtIe/9KSO5eHVHixiG5XAPo45H5jIrK11rjSLm11qBSTA4WZf70Z6iuhxsrijq7HnXjPRjoniWG+t7ZHSd9/lOm5C45II7g1rNHb+ILaS6v8ATf8ATZNoZmYgqBgDaR0UKDgep+ldx4rtItU0+O8twHXaJY2HcYrIt7RGtQV7jNYylUg7RO3DYelVSnU3OSvNItrTQys26RAwdmkJbkc/lxjj1rNt9c0G112O9S0jWM2GwKLcOIJyeTtIAbA4z712mo2X2jSJIwOvf0rxV3ZWKnqDg0UKk4X5u5pmFCnLk5NFax0fiTxBbavCsNnZpaxLO7IiRKuEP3QSOSev5+1btqq21nFEowEQDFcLpwEuoQK3I3gmuwM5qK1VyldnCqaiuVFiWXjrXQ+DZc/buemz+tcdJPxzXReDC8hvghx9z+tKnL3kTKPunR3ky7iGOK56X/icaxFYQsTHjfIw7KOtaWq2Wqv8tvD5oPdSKsaPpjeHtKury5QSXbjcVU/kgP1roqVFbQUE+h5d4ohW38S3kIZisbBQWOT0FaWgeILK202TSdQtIzayuHklUHc5HKhyOSucdPerFz4dvNZ1Wa/vpY4GnfcyRjdj2FbNh4R02Jv+Pd7hwOsp4rnWJUHpqehHLKs172iMC6/sa8vJ49KM8KsSq+VvKNyoDeo/iOKuanbaJpUd7C1sqtPbMbaaRSx3gAAY5wT1z611X2H7LAI1hCem0cVyfxBiMUFjJjks6n8gaccXNySasjWpltOnRlLmba/zQkXirRbTTtPhh02NpIlRZd1upYcHzDuP3ixxjPTFY3h4+fqVzdyDLckHAHLH29q50yE966XQnEWnkgcu5OfpWlas5LU8yNJQvbqdBJIKqSTc9ahkuKqST81zcxSie4C4WeCaA8srEfgelUnVdR0+4tbj/XxfI4/vKRww+o/WrlwogkiuohuAGHUfxCqN+GM0eoWI3soIKj+Ne4+v9a9JQMOY8w0i9m0XWrnSrzIUMVGe47H8qg1+GyW5/dBTMeTgdKv+NpLDUdWtrqxfc/lYlPQg54B9xzWEIGKlsEk965a0kk4HZSV7SOj8NXb29k0ahcAk4xWjcujxK7tkuQWrE0cGNXU9TzVudz5YGa4FO10fS4eKnTgzH16VGuYwMHAJ6Vk+ZtOVUA+oAzV3UsPddeFXH41UMZbBAzRHZM8zFu9aRAsshfHmMOfWtVbfco5rN+zsGzWtA/yBTWpxyRd0m6utOaT7LK0e/G/ABzjNbL6nfME825kZc5wcVjWnzO+egxV7eCQMU+Z3MuVXu0eq6Ldrc2EbZ4Aq44aydpYPmic5dPf1HvXmekeI5tGbBXzIGPKdx9K6uLxTp11HmK6Csf8Alm/BFelQqQat1OKrSmndbFvVtMttYiMnAkTlXxyDXnOosFneOQhDGcNgda2tY8WwKki20/l3CHG0dDXn97ey3MryM5ZmOTisMVOLdonqYFypR5pv0Evbze7oqgpjHPestRxjC4HtU7KWHJxSJCenrXHotipzlOXNIjaV1ACsVHoOKtWQaXdvdj6ZNQNATxU9opikOaEZstG3CnOM16j4W1G41PTZYJJt1xE+4EjBx2/WvNt2Vrb07UZdMu0uYTyOGH94dxWtOfLJMwnDmVlueolY7yx+X5ZF591YU66kj1TTWjkUbipSRcd+9c3aeIbO5jkmSZYmVSWRjgmo18U2UdulyjlmkYK6dwO/5V6jqU1G7ZxQo1ZStFamn4evYbLTbjR9QbD2wbyWP8SHkVn2k8aReXngHA+lZviDV7O5u4zZOJB5eHb69qw11U27jdiuWpWhHRa2PZw2FlKPPLS52+o39m2l3dtCm1mhOCfUc143f4N4x2ICpI4X3rrJNYSe4xuGGXGK5S8TddyHPeuWrX9pI3q4dUqSs76kAOw5AAPqBSLJIzY8xh+NPKcZqMR7WB5rE5Gav2cMAc/rVzTry601pBaSmLzMbsAHOOnWqlvL8gFWocMze1UmZ2VyS98Q6wj/AC6jOB6BsVr+FrufVLp4767uJf3ZKqzFucjt9M1zc6h5Tn1rV8PytZXTurFCykAik5dzooQTqKx3DWMUeNkTuT7dKsQQhUIKhTnoK5t9Yl3czMR6ZqyuqGFEfzdwbqD/AErWEqZ6U6NXZnSJpxv3EAdUyM7mPAxXM+PtOjtNJhcukx84xn5eBgdRUv8Aannhtsm3HtXP+IbtrrRWQvna4b+lXOpS5LJanP8AV63vNvS2xxoCgY2rwf7ooaVgAFYqPQcU5UHTNNdK5jjZZs0aXducn0yasm0XvzVK0cxNn0rS83K5H41SM2juLPxgyQwQ3cW9twDSqedvqR606XxTFZeIQtvEZ9OZP3uOPn7EZ/WuODgnIqZ5wVUDtXVGvNKxzujBu5Dcx/bdTurpkEYlkLhAemTUzwqIQqrgikjyT25qQcDGa5ZXbuzojoiFU2PlTgjvSz+eycuAD3A5p55akdiYwucc1lZM7KdacVaLM14FXk8nPepFhBjAx3p7xyBySOM1Ig2jFSZTepVMIIxTFBTirLcE0mg6emueJW0641CW1Vo5TEY49xZ1QsF9AODyfT3rWKuYNk1qwwx9hViN8txzWHpFw80chkcsSFIB7VrxSiM7iO3FXaxJLctngY4qqAdxJFPZzK2QetOEZABJppWKTMya2LyFj3pBbgVpsAQcYqsykNnFRI0hqip5Iz2qSOIb+RmpPKdlJXrnoafGjKfmGCKyuNoYbcBs0xodp3Dt1q3IflqjfytHaEoxDZGMVUTNkqEbsfnV0t2zTNY02wtfD1vqmmapfTq10bXNzCsa3BCbneIDnapwp3eo75AaDuOa1UbMgH+UFvwqHc7RkAkZ96fPKCoRenvSRITjmiSuXF22KssMjLkMw9eag+zMD8zE/jWuEAXFRSRkvSehqpNmf9nZSGU4IpzRtnJ5J61bCHOO2aQwyKxyBgd6ycncb2IhbbkBxS/ZR6Zq6nyrimE7ScUJmTKqp5fHpVqFhtY98UeH7ew1bxSmm6ne3FrBM2xJo5Yo1j7ksZOMYzwOScDvUDQyWWrajZSi4U287RBLgASKASPm28Z6Zxx6Vqo6XI6kirls9TU+8xuMYyKjjdY23HOccUwEyNnPXrQ1c0jKzJpJrgtlQoBqI319Gu1RFgccrU6oRgluKV1yCRUqCSOz61UfUofbL0nlwPoKa1xPJbSQyZbd0PpUxQigwuU3Lis2kh+3m1uUYoyWHHNS/ZjnmrSRsPvDBBp8nK9KdzjZS+z7DkVMhHSob6Vo7YlGKnI5FaGv+GNU8O6BpGoXkk6z3xk82ExkC3ACFAx/vMrZx26dQa0im0ZtjT8jDFRnljk98UUVaJLUZIb6U52JY80UVLKQKSWHPWpFA2t9aKKxkdC2I5AN4NRDr+dFFJESIZPvenFZcGqXGja1/aFrs8+Fm271yPmUqePoxooreG5ix+iKAsw9AoH61pMx2de9FFWxD4uKnYkRGiil0GiHJIPNKBuUE9c0UVEjWJIUUlhjg1HjAFFFZIpjGOU/Cs7UTi0P+8KKK0juZMk13xU+vwW0Uuk6Zam3RI4pLVJFKRrnCAFyoXnJwOTzV37rYHSiitnuQQvy5+tTw8n8KKKQ0K5O880ZORzRRUSNIkiKCGGO9IVGQaKKx6mj2GHqKY9FFMykZ0Outo9zdRnTtOv4pnDmO9g8wBkztIIII6nIzg9waltr641W+vtQvZPNubhxLI5AGWOSeB0+lFFdC2M+pOxO38aWL+tFFIotFiI6FJyaKKg0QMASM+tSuigMAO1FFZy3NOhBjjFMb7lFFCM2Z2o/8ev/AAIVFfeI9W1LTLfS7y9mntraR5UEkjMSz4zkk8428emT60UVvHYykf/Z", 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", "info": {"video_id": "202433", "label": "laying cup on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f5d34d367421a7b2f9cd9008c97bc99ac3b3421b8d8a4855530e00e08feeba57"} +{"episode": 42571, "episode_seed": 4194245173, "split": "train", "timestamp": "2025-10-13T03:18:34.093709", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4194245173, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting three paperclips onto a piece of gauze'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "81351", "label": "putting three paperclips onto a piece of gauze", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "81351", "label": "putting three paperclips onto a piece of gauze", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c74f3a49f7c42c1f3ce2f2bb32abb35d0bcbdfc6c9c1b583a04677e0da1f52e"} +{"episode": 42572, "episode_seed": 1150279967, "split": "train", "timestamp": "2025-10-13T03:18:34.973262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1150279967, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding patch embroidery over table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105717", "label": "holding patch embroidery over table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105717", "label": "holding patch embroidery over table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "87b5543f82a57194e8d6e49eaebf3d98387cafada18705e37049e114c0457a89"} +{"episode": 42573, "episode_seed": 4210116897, "split": "train", "timestamp": "2025-10-13T03:18:36.279741", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4210116897, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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T6hOh+q13Ph7wZoPhhSdKsEikYYaZiXc/8CPP4Cto1pO6hv8A1/XQ4nTvueaaD8Hbu+ke81y4+xpK5cW0OGkxn+JugP0zWh4q+Ffg/TfCGpTi3nVoLd5BMZ2JDAHHHQ89q9ZIAHJrxD40+P7F7D/hG9PuVmkkkBu2jOQiKc7c+pOPpiuTExlZRTfM3/w/kaxSR4RvkM10Ylj2pCUffznnHHvUJcgAelVXZnLM7gEHG3HUZp7Pyea7ZLZEHqHwnukhh1pnIA/c9f8Agddde+IoIt6IcuPSvLvAcU91NexxOyp+7347/exXqekeHYnaNnUk9810U6qhCxm8M5yv0MeKHUNVnDBCqdR9KuyeEpZkO4nd3Feiabo8UQChPu+1aZ05Bg49q56taTOqlQhDQ8Sv/Bs0dkYgpwARgemc/wBa5KOK6sBJZSRIkQRmedk+aNQ4JI9+3419KXWmRNEeK8y8ceGYbmCTaGVvvApweuf50UqzUveHVoRcfdPK9ViuoL6BLkbHCFtm4dGHDEDgNxg/hWRqzk3UgY4AHb0zWtqawSajlFmW4PGXl37j05zUNvot5rGtTWmzaiNhiB39M+tbYitGPvt6I5IRtoYkkga2Us7c5PznJOABj+dTNPHLJJJFGI0JACjsAK9ZtvAlta6YMwguq4BYZry3VLF9Ovp4mAA3kjAwMV59HHU8ReMTSSsVw/zD6ivqjSrURqnGBgE18nl8MPqK+xbSHbGn0H8q0krWOnC7SLphBjP0rnriQi1ljSMvKwYKvcntXUKuUb1A4rmdatrxdRs0tdqRz/u5JieY8dwPU9Kc4e6bRl7xzHiHxS0kbaDbFPLgt4klfHJySf8A2UfnXnWm3dxb38h0+3EuZ448SrkFjkcntya7Xx1qWkQ67Hb2lr5rW1kqy+XJt3MJBwTjkjdnPvXn8kEk15Pb3H+hSR3ONisSIlxwevzEk9fb0rrpR0TPPryvJou6zDcf2RHKZ/Mt3kKwyNJ8zupy2B/cyDgdiBWXq0hMNuAeCePzNWJxYDRbaN4JpPLyqymYhgM9l6D6Vla7JPbRWW2RdkoJOwgkruPXHSqqyU7WMoRtuZsEsSW87ENsQhC+cnBYHgdO1TwX7TpBb7AiQI5XIwzZPU1nKymFlk2r5jnk9BgdanjklMq+aScQrt9gSTWE/gZr1LjSnk16z8EoUuzroYA7fI/9nrxx5a9o/Z/jY2muzEf6yaL8gGFc8ImlN+8j0i70SOUEKADXOX+h7VkjkjyGHXH4/wBK9E2DnIqC6t42iyQPxraMmtzodmeD67C8Eu1uUJGxvUA45964W0ysF0mPuXB/VB/hXv8ArPhm21BZAy8dQR2NeMatoMmh6pfQzTxJHIyOjSNtyMMDWkZXOetC2pzEMdtO86X9yYGMhOUXIzsPH9Knub6SCye3O8vI0SSLLjcgHTp1yMfQ1Shk+z+XJBbi5IlZgxydxAI4Hpk/pVvUBcy6fZDybcbFJk2yK0jsTks3+FdEZWjqcrV2Z2oyALEOTxkj8KqLPhDK0Q345JP3skcY7AAVJqMiZjBPzBMgAdaoIxWElSQ2/O7Pb/JrnubpF4vKtvaK8iMojLKAOVBPc0wyVWj2qTtbdkDtjHtSlqzkrsD6zvtbhskaeR9oxwOvI/8ArVy99Pb+IbUTeermR8RNG2dgAJyD6kgVMdP815pgXJijJD7uc/8A18H8Kp/8ITJLayahb3BtrlU85zD8mT7j7pP4VjCCXqd8pO+2hD4j8MyaZHZT3N6bpLhZFETD5QSuScfifzrzvWLufTNIj0+1nkjsEnSXyA525znP867DU9Xu7ya0W5lLrCNq8Y+p+tcR4nBNk+ByBx+tdLjypI4pT522jPm2PPbyrMz3X2iSNg0pBX5vlIPVfrXpHhj4wa/pdiba/EWoouBHLMxV19mI+8PfrXk92ojuXllgO13yWdeOQMY9Tyant5I1tTkEtgc5/hHalXpxm0+plG6O58S/FnxBr1td2skv2WDG0izJUAZxlj1I/EV5Y8xcseSAp5q59tES3kaoSk6FBz05BFZq4w+7PC9vwqYU4x1LV3uLIpX74w3BBHTFNY5pWYsg+6FJ+6D0IFMrQZ6j8HLX7S+rcZwYR+e+vddPsVjXIXtXkHwFt/MXXHPYw/8As/8AjXutvBtyB61D3OiHwlm0h+ctjjirUqqEJpsRCIaiuHLRkCnyXJlIhnYEYrmtR01NSJUlhjuKv3WoiOQJnqDWS2rrbX5ik4yN6+4rmqJttRNo/DqefeJfh3avdq7XEiLkkjaOc9ea3/DnhbT9OYiE5VSSAfeui13yL+xjnidTnqPSsLSrkx3LR54Br57H1a7i6U3ojBxSlc6C+t0aHaFwPavFvH2ikKbiNOV5P0r21zvRs9K4zxTaQS2kgkK9K48DWdKopIU1c+fFQvPGvqwH619oQqQqj2FfIBt0i14QKQVWTPHp1r7HSL5Fx6AV9k3zJMrDv4kWo1CRbj0rnNcee9On6faSrHJeyP5knUxxDklR/eJwB+dO8Wa4mjaWSdxZsKAoJJ/KuZg1xzpP2hCDfnJ344hUjGB71ck2rItSSd2cB45tLXT/ABbfW1lIWiWB1Vic/MEVjz35Wuea6uZ72We5Fu80hjEmB86EY+b27CtPWiia5aiVC6ySGI/Ng/NuGf1Fc5NNFFq3loGiiAV25Llj6k9zW8JWjZHFNXnc19QEyaayFIlBhBYDHC54x71z+rpFHp2nSQPh5ywnAPUq5xWpqMto+mwuJJ1Vyyo7xjaSOoODkVzd+0cYRVIeRgzNj+HkjH14/Wi1k7iWrVhLdSn2d/LjMWGOZOQ2f60FQs7smdhVQMnngc/rVfEhis442wzbtoHqTxVosN0zyMituAbovIHPFZVPhNFuDcivefgWFg0q+B4LCNvz318/m6hBwGLE9lGa95+F8ws4LuPOMLD+QDZ/nWOsU2XD40j2NpQCMDIPFZWp3vkxEswVc9z7cf1qCbW7OG3aSWZVVV6lsYrmb2+udRYzwMrmI7hHjIfHQfWs23I64pItQ6+qXEsRRnIG4jacgev6iuV8TaOniMtcLFuEEPnL7lDkj8s11fhSP7Zp0+qzyOJ7bcxYdc7csPf0xW5p1lp2v+Gg0Ma2v263J32/Qb16j356UR54zXLsKbTTTR8oiWITTtbSmNTI2xAuCFIJ4Ppz0pl4qJax7Zcsm3bx94etdN4q8Har4V1f7DfxmWMlmguEU7JF5+6Ox6ZB5/CsPVIZVUb7fYHI/hxjHYV0yqKTPPSsYmqF2aBpYVicxKUVBwy46n3qmqNt2gqCELEE1oXnm3CwF1AMcWxfcdjTGgUbBsALoMkjOPp6UOauUnoUSArsApXHGDUbZq1LG252bk7jk9c+9V2FCeoz6a1DRoYVYWs91bAkkiOUkHPqGzVFr6+gspLc3jyIy7TlQDj8K6HURkGuXvRhWrdwje9jL2s0rXOZv2xcJ9a53xKoNrMvYZ/mK6K8G6YGuf8AES5gk/2k3fp/9aoqbXCk90cffyGS3tSWJ+ROp9sf0q5bTXkVlJK5eOExny2VQAWHr65wRzVGTYbKAk72VM7QDxhj1PYU6CWIq8BK+aWO2SRsIi+w96cS2hkyyeXOWWLcAN5BAxnB4H6cVQU4R/fFTO+8TEndyOagB4IxUloeV2hNoOSMnIphBB5qUBm/jBwOo/lWz4T0K18Qa7/Z13eSWwaGVoyke8u6oWC+w46+1LqM9a/Z8j/0XWj6mE/q9e4R8V4h+z0zGHXwTkAW2Pb79e0zTeXGTntU9TWHwjnmywUGk8xfKnYnOxazmuhFC0zEDHrWBH4qib7RH5i5ZsYzV/ZMm9SpLdtcxNOF+4xz/Wue8ZX8iaZa39tGHlUmI5bGM9zXQwSwslzDGy4dT+teL6/4gnmNzok3mrGsxG8D0rOEdbms52jYlk8dXUemyWUkmZ1f5JEOR+dQ6V8SLu1vtt9Gsib8b0GCOfSuUvm3yQYmLKnyhSgUgfh1rNlP75/941OIw1GtpJGMZNn0APiFpktoXFwoOOm7GPrXB+JfG8F2Hjt33kjGQa88jbP7vAwxGeKtzoqKSoA+grgp5VQpS5txuTJ9Kbzb8yEc9c+5NfaMfyQBj2UGvk7UdF0qw8P22r6TqN7KHu/spa5gEa3JC7neIZztUkKd394d8gfUuqXP2bTGwfnZQF+telJbF0tG36HNancG5uJZM5UEqv4f/Xrn9hImXuykfpW1cx+VEqd1GKySfLlUnpuGa3S0scc53nc838VP5dxbzf3J42z/AMCU/wBTXPX8flX7zyDMa5GwnG/a2cDHsPwro/GO6HftPMbdfoT/AIVzGoTLNdzFnme4WSRWwMgRsMjHYVEFc2nuaGpyrAkTmGOJSrSLbRuWIyuMnPQ4/lXO6pM0sVmuFUeWTlVAz7n1rYmjji0qSGC7lUSgMxkjX5jjjkcgVg6kXENt2+Qqfzqpu5MERxPGjWjyfMqr9xOvU/lU4ktCzt5bSuzE8KWx7ZNU7aVo5YtikspDZH0rZsY/+JdG3c5J/M1lN2iWtypB5sl5EqWxRGcAluOM17D4Nl04C/8At7KioqMGZtu1fmyf0rzrwrZ2Gp+LItP1K8uLWKVtsc0csUYjPUljJxjGeByTgV6H8N4Wi1rxVY3STN9nkjg2XSrvCgycMBkZ6ZxxShHm0E3yvm7HWy6VY6layxiNGgZCWw24DPQH3rk9G1S68MXzaNetILSZT/Z9w/oTgoT6gE4NaGoW194ZeSfRA0unsSZtOz93PVovT/d6elbF5deH/FXgS8YyoSkWI+MPDIOnHUEHFTODi7HTCpGa5kM8QadqmheE5bzTdQEVretieLbyNwx8prG+GnxFtfDnhy90fW5SktpvazGMmVeTtHuDn8Kp3evX9/olrpNzIHjgQgsBzIwXgmvNdTkUatbM24jceh9R/wDXp8jVrmbrKTbie2+CPHumfEKyfwx4sgh/tD/lmx+UTjsVI+649uvbuKbrPwNEs4fR9V8uLbtMVwpOee7Dr+VeBLLMs8U0AaOUBJIDG3zA5659eK+nPhb8Qh4q03+ztTPl63ar+8VhjzlH8Y9/Uf41jKNnyy69TNWluc1afAMSEPqGtDIAG2CHgAe5P9K1f+FE6CUwdQvSduAcJ/hXqtFWsPBO7u/mVoeBeI/gHdRWUk2japHPIoLCK4j2FvYEcV4a9jPBqH2ecbJEk2OmOhB5FfXvxP1ufQPBc9/bXLwSrKgDJ1OT0r5p8TeFNT0XT9L1zUpLg32pSTSXCPGR5B+VlDH+8wcnHbp1BxMIuM2k7r9Qex71enKVzF9/FRRXezjZzVz981z+v82sf/XM/wAzRRWc/hLpfEcM8jRwRhTgMHU/TOantp5VhKhuNxGMCiip6G7Kch3CQ4Az2AwOtQUUUkUixbDO/wDCrWm6rc6Jq0eoWezz4twXeu4fMpU8fRjRRS+0Lqezfs+cf8JAB/07j/0OvW7x2wRnvRRS6msfgOZ8UXMsdkEVsAnmvNblmBdwSGCtgj6UUV0Q2OCs/eMm217UIL5USbIPHIzXH6tK0+tzF+S7sWPrxRRWKOp7Gdcnyp4yBnaOh6VWlfzJmfaq5PRegoopiiS2aB5DnPygMPzFWLk4QnGeaKKl7ie5s634sk8Q2ttFNpGmWrW6pHFJapIpSNc4QAuVA5ycDk819Q6mxku7WNvu43Y9wKKKb3RovhkZN73rAuzzRRW5ws8+8b9Ln6t/n9a5OeMJFJc5YuyoCCeOVHOPwoorJbs6pdBl0mNOdgWBYKTzWXfXTyxwQlUCoDyByfrRRU9RrcbFEu6F+dzKD1966FEWO3VEGFA4H40UVFUCCx1xtIvLmI6dp19DMwcx3sHmBWTO0gggjqcjOD3Br0H4UaldanrHiO9u5PNuLl45ZXIxliX7DgD2oorSluhT+Fneaj3rl71EVnKooLHLEDGT70UVuzkMaRiJVI9a4LWWK3luR18xf6UUVlU3RvR2ZjwcKDzkOAOTxzW3puqXmlajb6lYztBdQvlHX+vqKKK5sQk1qarc+k/A/jTVPEGnJLepbb8cmNCM/rXRaprVzZW7SRLESB/ED/jRRXie2qeyvzP7zZJHz18TfGOr6+BaXcqLbwyBljiUqM+p55NcJd+JdW1TTINLvb2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRXpZe26V2RM//Z", 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", 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", "info": {"video_id": "78613", "label": "pretending to throw spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78613", "label": "pretending to throw spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "028c031cd203775362699bd552577aa82797878605900fe4431b5940d3749dae"} +{"episode": 42574, "episode_seed": 3763658602, "split": "train", "timestamp": "2025-10-13T03:18:37.032593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3763658602, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a ballpen that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "33955", "label": "spinning a ballpen that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "33955", "label": "spinning a ballpen that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "382760ae4ecc809cdcb7389bb137a96d474949895f8d20e25d5d77e4ab0605e8"} +{"episode": 42575, "episode_seed": 3579956659, "split": "train", "timestamp": "2025-10-13T03:18:38.645771", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3579956659, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting soap box up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "67487", "label": "lifting soap box up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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PwA/UV7v4kEt1pslvK78/NwMn8PevO7rQmNjMEfckTB3iZduSeMjPXisfaQvuRHFr4TiLW/k1G0MkkQQo2wYOd2O9Tg4GKs3lqtvKIEiMfGSp9aozMVlAzV30O+Erq4ZIlDY5zUi20t9dRwQq0kkjBVVRksTwAKQKWxtGSDXqfw68JDTZBrWogrOQfs8JHKAjlm9/ShK45ySRT0f4UXAdG1S4SGJedkJ3O349BXQ2HgLw3ZMGXTkmcfxXDGQ/rxXZGeN1wpxVREye/wCFaqNjkdRvchjgSKNYoVWONeAqLtAp8kTGIgVZEJUZOcUwSKG+eMovqec0mtCJ3lBpGparHFCF2qRtApZrbT5OTEFYDsMVQU8ZjfI7UyW5dR61ze05dGjyo1eVcskcn4/uILHSlhiAEtySoPoo614tfbpJRCPvO20fjXf/ABGuJ59UQ4/dxxhRj1PJrlfDOlS6lrKTyRkxQncfr2q1JKNz2MOo0qPOd/pei6Zplk8VsXaaMgIT0PTJP611GguEjnD8EsCPyrLtbGRucAVoArbHYjLjucdTUUW5TueXQcpVeY2isbuTggnuK4Tx/wCFbvX5tO+x3kdukXmeYzqXJztxgfga6Zb3jBZjTXkMxHzZx7V2T1R6kJOLujkfDXg1PDtxJc/b7m5nlTY2/CpjOfuiuoUN6/lVhYST0H41J5ajG5gCeg9aysXzXKm0kjAJPvVmFHC4fLKPfpVlbfauSrY9qcGiUfcct6AUuUXMRi1Dc4XB79c03yRHnaR9BUymQMSE2oeSueSfWhpQV3K+c+nFLQV3sVm/3Wz+VRSGMEbm/Koru7kAPAA9f/r1jyzGdjhi+PTJ/XpT1A1Jpo+ApAOfY5qnOS2SCoFV1Ru+fxNPIYEYUke3amI21J67MD3NSA8cn8qhzjgkKT6c1KiB+o3Ad2OapkkTBZ5EjBzlxkg1t/YIJ4innGE9AQOKzNoVgA2DnipftciYDrx61yVXaep59afLWbYkmitb8u4cHoQetU5LBM8Vda9j6Fse1U7rUoo0JBAx3qLroZvl3M3VLV4rcsqnI5JUZwPX2qksMqJhzluhGc/560+Uz3ztmQqmM7AeSPWnxxND8q9CM9OlZzkYO7fumpaawrr5T8snyk1baYMM5yPauSsFeS7eXaQHY7T61li91G78Y3mlHWbqziBk8pY1DfMqbgvsODya9Cm24o9mOkUej6ey7peMZxwtaK4HO3H1rzv4aanf6gNRa8uZZ9oiK7yOM7s16AGbOcgD0UZNa9B7kjnHcfgKNPtRKrSsRucnBNN8lWIJGSO7HOKljm8hQhXgdMVz1ntc5MTKzjfYq6hpl28gyitF2Kise50GOQtuVTu+9kda6b7bsHySYzWVquqQ2FhcXcjA+UhYD1bsPzxWLUehhJKb0PFPFUSW3iK5jjxsiIQY6cAZ/WufsdOuda1EW9uhLlsknooz3rR1F3mnklkJZnJYt6k8muo8FWk1rp0tzE+03Lc44JVTx+vNXJ8sT1pz9hRv1NLQvD1npreZIq3Ewxh3XhT7D1rqVu3UZz+Jqiw8qIOF5J7dSayfFN1PZ6A1zaztHL5iAOp5wTVUJNx1OfD1Z1Ic0zpxqJHqfpW8GBxl/wAq8e1K8uINGhv7HXdRlVrn7PmeNUWchcs8eOdqn5Tu9R7gevo3yLtUnjsMD866Uat3JeCMbfzNQsADjgCn/MxwCF+gyactqGOSCx/2jmhoFoQeYo+5lvoM1Svri4iiLJGM+h6/pW0IVHBb8AKUwRShguCV4PsaiUE9yZQhL4keVavDNq8rGWMITwau6NbLpdr5UaKD1JP8Vdje6IsjFh1/Ksi40xouB1+lYuCXoaaOPI9hqXZkXIOB3HcGgAMemarrbTJKGbA7Z9vStGCPzFLAbcdu4rWDVtEHJGK0REE29Rj61ZtcNuyrEce1cUL6ebxvc6XcareWls02yNopY0WPoSWLjGMZ46k1q+E7i/l1LWLW9uLqT7NKERJ8b15Yc44zwM44q2K62OujO3oFFIyKzEkKSe4XmkUqM9yO3U1Ivmn+HaPVjz+QqGBH9myRlm2jsW6VOoSMbSfwpVhLcks3sOBViOAIMhVT6UkhuRANxJCoQPU1Tmhl87ep+YkblAAD/ieh961iAOgzUe7dyBx9KTEjMe0hnTeEzjj5xyp9MHpVSXT2boePatKbKOHX7/v0Yeh/x7U9cSJuAYHoynqvsaFILMwzZeX1OTTWQKOmKi8aXF1p/h957WZoJRLGN0fXBJrkNXHiPRdJ0+8uNSvBNdl/MjK48rG0qCcfeIbOP/r1VgvY72aMGRevPetCCFRGDycetFFC3B7CuoYY6D2qsjsbkxE5AXIPeiisqq0OHEpOIxlWRiGRT+FILOAEfIOaKK4jzgMESY2oOKzL6VjL5PATGSBxmiihfEjegryRbihjS34XI9D0rzPV7+bTfGF/ewbTNDOwXeMjldpz+BNFFejTPXlsdF8MMrFq2CeBEP8A0KvRLUksQf4elFFU9xx+E0RGNoJyfrUPQsmBtHNFFTU2OLFfCQXEKmHdzn2NcP4tLLpzx72KlxnNFFci+JHJhv4q9TzC7ZgWGeM165oFpDHpNpGq4UQqPzGT/OiitK+x6WYfAvUuSoplddo2xgFR9a5bxmx/4R8njDyoSO2eaKK1pbIKH8JHJ6rrzavBAsmm2MDQqqRvArqVQdFALEAc56dea9tMjedjP8IoorZmsNy6h2oDVyJA0YJJPtRRTCRIgGcAADPanPwtFFCAqOxYHJqlIoL7ccYzRRWMy4kKWsTOxK5xS3EMcMKsigNgnP8AT6UUVdP4QmeUa/qf9neKtWjNlZ3UUtxuKXMW8AqOCOQR16Zwe+a2/A11NfXWr3dy3mTTPG8jHjJO7sKKKuWxktzuYx+8CjhcdBxVpFHpRRWRY5GLOR0HtU3ljO/LZXjGeDRRQIRjhQcDkVUd2dipPAooqJlwK+cOF9R1p6ZWGSYE70Xj39j7UUVENyp7GB8QxjwtL7TxfzNeY3OsX97YxWNzcyywQO0ih3ZiS2OuTzjHHpk+tFFdETB7n//Z", "info": {"video_id": "67487", "label": "lifting soap box up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "55668d0c5e581d29ef4dda0102602b3bbf95ab38b1a28320dc82d67024764fb8"} +{"episode": 42576, "episode_seed": 3358731785, "split": "train", "timestamp": "2025-10-13T03:18:39.571237", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3358731785, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a pen next to a knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "140454", "label": "putting a pen next to a knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "140454", "label": "putting a pen next to a knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1d3c7207a71115193f76aa37aa6a1a0f3049b2505942143bed1f35bcdbdacb3a"} +{"episode": 42577, "episode_seed": 2088121522, "split": "train", "timestamp": "2025-10-13T03:18:40.758491", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2088121522, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting flashdisk that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99510", "label": "putting flashdisk that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "99510", "label": "putting flashdisk that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1be97fcfbe826d011096a0c0503b86e5630a59073891290a3fbc123974b3146f"} +{"episode": 42578, "episode_seed": 3183660871, "split": "train", "timestamp": "2025-10-13T03:18:41.871824", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3183660871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153735", "label": "moving plastic down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "153735", "label": "moving plastic down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "aabf40612d3a4e943848991e1daba1adae80f22e5577a95e73a7ff25538800d8"} +{"episode": 42579, "episode_seed": 3082667177, "split": "train", "timestamp": "2025-10-13T03:18:42.850818", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3082667177, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen in front of cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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PL5nZHE0o7Ul87s4a50PxXfRLvurz7v3WvOvbhUUflmoU+Gk1zl7q9iduv3Gck9/vGvSEJYAnuTnjillRAHDnKDggDOPb+nrT5V1K/tCotIJL5L9bnBf8K4sIQojuZ9zDBZFRRn0wBnn1596sJ4H0WDcHSWZl7yscE/hxXZSjZ87kquOOny8fT2NRSLvA3Qsc98bSPrjtTUYroZTxteejkzl5bVbWBY4IwkSDgDgD2pkEwU4YDPfFbF1bAszFSGBC7snlee3Qdevf3rBmi8idgBtU4Kjt+FTUgpI54yaZbnRcREqCrE8fSmxxKc/KAQe/IGaWOZpkVVUHb6mrEUYJHBXOeSecep/KppK0Uhz3GxRiSJWaJVO7jb9eOR29e3atCJIymMIAB/dBwP6iooV2qwIbjlgq4z+Hqatowzw2GXHPQDjscYNaEj4reJsFI0IYDb8gxj24GKf9mQ58yGHaPQA/L2zkcH/OTSCYGQKMNlCQC3XHXA/HNSOWcoMkOCAcHoe1AGfe2VrJA6C1tmO7gPAG2kc8jr37etcteaLfx6lDe2ckawx8CAMUCLydvAweT7V26wLPGQyYIzsUqefzFQPZmRXaPEXXZnjJ9/bmmtDSnWnTd4sy9O1JLzdDIMMvDK3VT6GmXeiJLuNu4jYnOMZB5zTNQs5xcLPAVFygwVHAkH90/wBD6+xq1pV/HfAOG47+xHBFefUpum7o3hUUlZkdnZS2t9uOeV5JPU1nKinB2AZJGSOSTXWFQRkYrmghJyyrjByfb6d60w63M6zuLFuEwQbNpUkg9R6fUY/pVy2URjGCoyTjvye/t1qJEO5epz2z901cRdrbQpxuxgHOfc89PauowJ0Uk7cSZXBPBx+HrUwjc7WDKFzkrt68+vbH09KjHEb4y20Z+7n8u+at5WPcXIAx9MY5yaYEWArKccgEk9vrUYQksRIGbnbuxgZ7HHBAP49anBfCnYVjK5c8AjP+SaaysZAAcR5z7/7uD24/WgRVkWVSNw5H+ycN9Of89KqyAMA5RwV5y/BU9OR+OMf/AK6vyBAmN7BZGwvb16fl1qvIgaVkJbBUFjjGew+v/wBegZlXUT+WTGMyId6qTjOOo49ckfjVbMDrGYQvlN84AA6nnkfjWqysu4SKNoUANnHPOTjtj+vtWZEksUskQRTGW8yM7sjBPIx25yfxFIY+NAoPQDoe+B3/AK1PEryRxM6KrbsjY2R6dfT/AD2ohToSNnGQc549/XpVmGMhDlWyvUfdyf8APWgRPEf3YOflC5IGW4x2HfpVqNNxUjJz0J9P6VGmeSWxj+I8Z47e1WFKlyuVyUyAc9jz/MUwBUfnzSp5525x7DnnPT8aa2RCwjOCGyDsz0PTH6fr7VOzKGQH73IPtjP6f41Ad00YyoRxnYpAAx29fT6UxGRewrcqN8ayIASxLEkewI6j3rIKtYOjxsfLLcDkmul+zOylywiJPyg9R7H1qncQssrEuMYw4PQ9+amUVJWZUZNFqyvo7q3Gce4qwlvE4J2DmuUJezKTxNmJu3t610lhqcckSjK9K8+pTcZWOqM7q5XhUqVUBiCM/ezj6evOParCowG0uAT83I9+QBz+fWmQqscIV8SfNncTvP8AvH8f6VaQpD5ULy7XcYBPG4jn+XPavRORj4g4dUaMbQOobHPcYPtzU6gLDkfdT7oA+9gHoB1z2xTQGEyg/vFYgKUGcdvz689OKniQIxGMJj5SCAck8AAdvx70xCh0Usgcb2G8qGycHAyR2zjA96cIs4DRq+4gN5nG1QvAAxz9Pc81LhSnzgBXGDgDkegI6nk0qRqwkRCcDhmb27//AK6YETD92QnQNyGXjr2H61DuIYbg+0Ag56Lj1A6/h0qfapDOG3LnPycgj29/502RSwZcgoQMKVO4H/8AVj9aAKU0RMXlFySflBxjIzwD19h71l30EdwXjZd+CAVbHy9xkVqtJFIpdGB3rhWboT+uO3NcOs91qPi+70x9XuLWH955IiXf8ypuCgnoODyaQGjZxMssgXBLDcDznqc8Vpxrvw65ZjgY6ZGRnA9yP1rl/BV7eXxu2nnllKhdgbGAWyT+tdcFZY5HEW92AyoYfMR9eBnkD0pFDBHIq4jbjPIPzZ56fU1YSPc5B54ySQRn04/PP/16eIFcLtVlYHgN93n6e1TrEzLGW2h+NxUA++OcfTPFAgiVkBKxufnCqF54OOW9ADnPX+lShSzEKVDgsqkclCV688Z/mKkRw29iR8vVR/D3/P3NOMgHJUKqglzyWHocd+M+tMQilQVBwQFxubrn6fh0qJ4mdSFI6cFhuOR0Pv2+lSkxGQ4Vgikgsw+U9/5n9KCq4w/8DYyrFT9D657imBnXsSvulwBJ905JOcE/56Vy91DPp9x9otIWcHPnxIPmB/vAdz2IHWutMyyBCpTZIQYmzy5IPTPTgH8q5fxe1zY6S9zC7wy+YpUhhlc9QOOOnfmolFSVmUnZ3RcstajnjBDgg9PekWED5JASjHgFePTH69PauH1u3+zaRHq2laxfytJdGBvPjWNbkhQzyRY5AU/Kd3cjvkV30Sqyo29TGwG3nP4g+/FZwhyNlSlzD44AzjJG/kAg84/pzU0fyx/eZxnhjg4B7/hn8RSoGDSGVIimePmIIGOc/wCelWYYdpPzEoQMJjgDJ/wHvWhA5E3shGAo6n8PXtyc981IqyYj8xQrHPEZ3BeuATge3PrmkiAVFHLICSSSTz3Jz29ulWMu3mBWx2LDBI6HP/6qoRGSRuIyrPtcn72DwMAHIH/16RwHLNh1x/s+h7+2c8GpJGcR8qmw53SMcgj8OmaMkbNu9MgjjsB0/wA/nSArEBQwR96Nlsg7uevB9O/8qrS7grHO1yMg+n1Hft0q1IZGZiqhFXoFI+fg8e2Diq5ibaGUjKDgAD5RgZXd+HY0hkMqEY+XgnnHPFUJV3vhPvqOSASRz6Viw3rXvjWfTLvVru1tnm2I0U0SLHjByxfjA/MnAqTQpL06tqtrczXTPby+Ui3G3evLcsBxnAGcZ9qARtxrlt4U7yRkHg4645/zzViOEpGPLY4B+6ADn2/GmhGWFmjiR5Dgld2Ax7AnHGR/npVnyt+3am2QHHzHI9xj/OKBj1PzMOeB1xgsemeuPapYzIAu2MsrPjIbhR2LZPJHoM80wqP3TO43cZKkfMcdOevNToch3YcrgNx09ge1UiSJUD71QlWwyblGCnHYkYz7454qbKhyWA2sOBjLH/PpipAX3DEeQowVVSWPPGKQMHcsEKqDtGDncPUgfj9KAI/JZkwkmCACNvO3H16g/X8qrzxqwyqgO4wcDqfr+dXHKlPnAk2E4GOcge3Xg/rVR3kYKBnD5KZUj+HPzHHH/wBbsaQzFuYTnYF+Rge4z1H5jk81gyySabclgT5XB61reLpJrPR5J7aQxS+auHU5PJJIyc8e3SuY8Q6drukaDpt1fXt15l4ZPMhZMCEDaUDHH3iGzjt09amUVJajUrHoUbNHKqKflZWbHptxjFWIJGKJ7naT/n6miiqQMsRysPN6HYCw/DJ/pU8Z3iQnorbNvbGAf60UUEskHDquMgOV55yNvepBFHJcNAy5UcKe6g5HH4UUVRIxFHmSoBgIrBccdMVE0CSIqtuwgUjBxyOe30/GiigZEACvmjIZyinkkdfQ/U15drt7LpPja9vLbb5sc7gbxkcrtPH0Y0UVL3GT+CMCe7j2jA2YPcYB6Gu0iJMLtkhuMkd88UUUnuUtjRWMecDubKsRnPJ78/jzT5BscL1G4gA8gc/0xxRRQJkV3dyW9osiqrM86xHdnG1iQatwytIEYnDBioI443Yooq+ghyZkSOUsQ/msuRxxk/4VHOxUNtwMqW4Hf/IooqWCCQneyhiPk3bgecnH+Ncj4xkMvhYZAA3RNgD3NFFIZw2t+IG1pLeCXTbC38lVjje3V1KIOigFiAOc9OvNekxANbtKfvDd+OCQP5UUUMaLFoAEL454P+fzq2sSN5Ue0bdmcYHfIP6UUUAx1s5kXzG+8GODk9s/4VNYwZaYPLK4VsDc2eCFOPoM8UUVS2JFjOQkpA3MRHjtg8mhlCYUdOn8v8aKKTBFWFi9uCeMS7eP97H+FBhUhuuXIYnPfOP8/WiikM8z1nVjpPibVIPsNleQyT7il3DvwUHykEEEdemcHuDT/BOq3Ws6pq11elJJ5pI3d9uCWbcc+3QdOKKKGNHcSEoQo7soJ7nLAVehjVtshHPt/KiikBJB+8LE5H456nnrUepTyWsSmMgnzI1O5QcqxwR9O9FFUiS/Fl4t7MSyuVH0pifPbWszZMhAy2eeT0oopsBkzN5SkEjMpQ4PoCaguHPl3Q7DGPxGaKKkaOd8dEjQ3QsSFkiIye+SO1ef3+t6hf2EGn3V1LLBBK8ih5GYksRnJJ5xt49Mn1oopoD/2Q==", 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", "info": {"video_id": "19499", "label": "putting pen in front of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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09KdgKynHIBJPb61LlY9xcgDH0xjnJpoL4U7CsZXLngEZ/wAk0CIAhJYiQM3O3djAz2OOCAfx61FIsqkbhyP9k4b6c/56VaZWMgAOI859/wDdwe3H61FIECY3sFkbC9vXp+XWgChIAwDlHBXnL8FT05H44x/+uqN1E/lkxjMiHeqk4zjqOPXJH41qyIGlZCWwVBY4xnsPr/8AXqsysu4SKNoUANnHPOTjtj+vtSGZWYHWMwhfKb5wAB1PPI/GpY0Cg9AOh74Hf+tMiSWKWSIIpjLeZGd2RgnkY7c5P4irUKdCRs4yDnPHv69KAYRK8kcTOiq27I2NkenX0/z2rQiP7sHPyhckDLcY7Dv0qCGMhDlWyvUfdyf89aupnklsY/iPGeO3tQBJGm4qRk56E+n9KkVH580qeeducew55z0/GhSpcrlclMgHPY8/zFSsyhkB+9yD7Yz+n+NMRA2RCwjOCGyDsz0PTH6fr7VkXsK3KjfGsiAEsSxJHsCOo961zumjGVCOM7FIAGO3r6fSq32Z2UuWERJ+UHqPY+tMdzmirWDo8bHyy3A5Jro7K+jurcZx7iqtxCyysS4xjDg9D35rGJezKTxNmJu3t61zVqV1dG1OpbRnVrbxOCdg5rnlVT8xUZ3cn3/rWzY6nHLCq5HSs9FJK7o+/r09c+uKnDLcdZ7CJGEkRViQg8EcZAx+vPH61bgiRGYhQMnOcZwcDoPTp04piRgBGPKg9MZx2yD+f/16uKdhJbdwBk4z36DA/OukwJFhiZgpVCxGQAgzjPY4qf7OuwFYoSO+Rt4xzjjrnHp9aar7QVDZ4O1Qeakim3Rq+VCMuSwbINMCOW0t/wCOGHdkDmMd+3tWBqmkpc+cLWK2tpZAQJUiweeGBI659unfrXRAMGGVY5YjBBO316D0pstomQI4wxfoxXoec579/wBaLIqM5Rd0cdpj3mhQiC+YMhb5XDlhgngHOCP5dq6Ca3t9RgDMoyeQe4qS8sWEbgsjwMvKtz6/p0rGgnl0yZLaZ90UmRC5PPH8J9wO/cVy4im23NHRGu5t8+7JDokkfnMJDIhwQAMHOMfjVidNtrarIMsAQCR06ZNbFuUaFcEHIqpqaL+6yOMntWVG7qJsVR+7Yz1iUsuSSoGeeax9b8TLpJeGCxuJrsL98jEaZ9Tg7voPzrejCnkMeMZyOg9DViKIh3G0Ak/dJyP85613vYwpuKleSujh4PFniW8/49tMUE85jtHf9WOK0bO38Z3AcSvfRbgx4kjh689gxx7V2kKjC7ee4I5z26en+FW41CYVUC7mJIA78n/6/wBalR8zrWLpx+Gkvx/zPOm8E65fSEXt64XqPOnlkBP6DP8AjVmD4X2aMTcXYwRkeXAoyfqcmvQ8ZQsThgcZI5/L/PSmbAXdUyJBjJxwB6fz96fKhvMa20bL0SOFj8Aacq755rxlGAI8jIP935Rz25HFXI/Dum6ZJvs7cBwCN/JY+3P+TXUg5bywCTjkEAhevX0/+vVW5hEkTfuXAbKspcjOfft9f5U1FLY56mJq1NJSbOakLRTENjHpnpVuErOQuKTULUbHKqcqcqccgdfrVO2uPIkzmsK1NNXREJdC4sIHySAlGPAK8emP16e1WY4AzjJG/kAg84/pzTY1Rgjb1MbY285+hB9+KsoGDSGVIimePmIIGOc/56VsSJH8sf3mcZ4Y4OAe/wCGfxFXETeyEYCjqfw9e3Jz3zTYYdpPzEoQMJjgDJ/wHvUsQCoo5ZASSSSee5Oe3t0poTFVZMR+YoVjniM7gvXAJwPbn1zTySNxGVZ9rk/eweBgA5A/+vUmXbzArY7FhgkdDn/9VJIziPlU2HO6RjkEfh0zTERuA5ZsOuP9n0Pf2zng1EQFDBH3o2WyDu568H07/wAqs5I2bd6ZBHHYDp/n86ryGRmYqoRV6BSPn4PHtg4pDKsu4KxztcjIPp9R37dKjlQjHy8E8454qYxNtDKRlBwAB8owMru/Dsa45Li71Lxld6a2sXNrFmTyliAbLKm4L7DjOaQG5Ku98J99RyQCSOfSpY1y28Kd5IyDwcdcc/55rmvB9/eai101xcyysFTZuIwCQcn3xiurCMsLNHEjyHBK7sBj2BOOMj/PSgY6OEpGPLY4B+6ADn2/GrSn5mHPA64wWPTPXHtTPK37dqbZAcfMcj3GP84qUqP3TO43cZKkfMcdOevNMQ+MyALtjLKz4yG4Udi2TyR6DPNIqB96oSrYZNyjBTjsSMZ98c8VKhyHdhyuA3HT2B7VKC+4YjyFGCqqSx54xTER5UOSwG1hwMZY/wCfTFJ5LMmEkwQARt524+vUH6/lUgYO5YIVUHaMHO4epA/H6UOVKfOBJsJwMc5A9uvB/WgCnPGrDKqA7jBwOp+v51jXMJzsC/IwPcZ6j8xyea2neRgoGcPkplSP4c/Mccf/AFuxrnfF0k1no0k9s5jm81drqcnkkkZOcD26UhmTLJJptyWB/dcHk10kQ6ZOFcArgE8deD+YritbGzQYb601q/uEa5+zf6TEqLOQu5nj77VOFO71HuB3iRkxKjZMe3BLcc+v+e4qVFJ3RV7oBCcKOQFO1Tu46Y/GpEWTD+blh1wFOcenuev51Ko3TNvhfAA+cEH6jHX/APXU0UBRyAFMZB+997/9fJ9KokRIiNpwGYkbiG4684OOeOg/UVaG5fvBkCuFDSfLk8cj29PpTYx5SMCwALcEgfKOmPf6mrO5UbDLkAcgk49Oc9/emIjRfLx/CoUqsaqAAc5JzjPPp9aCoZFC7Vbbggcgf4jNPLoF2yKxlGPkQHqeOD09aRdqgEYyCA24c8/Tv/hTAryRZV1kCmOYYIH0OeR1/p2rC1OxjnUo/wBwciQdVbsc+tb8zpG2xRmU5byy/HGM4z0AyKqTq08bGPkK5O6MgYYHlf5+9JjOYtNVuLOVbe9Qxyfwt/DIB3U/06itc3C3m0q2SoJ4P8x6VyCiPUfF8ui6jqFzbWjTbY3iljjWFgASxMnbGenJPHerHhKO9h1rV7S7muCtnOERblgrAAsDuC8bgB7juKwVLlldbGnPdWZ1sas4VuVx82OufT9KnjVwS6bXOOB746Z+vrREivISFCgZyoXrnoc/hU8TrPD5kM6Nkd+eh5A/LGfbvWxmx8YyEbaA5GB0Ygd/wGKmBRWbc6hUxIWZiFGD3bOOMZIpiLuj3iNg6E8MMZ9unvg4yKtRqDhAobIww4YdOQB37c00IZgS8ZbyyBk4/hyOPx/kacEUEO0axuzn/V/Mcc4ycen5ZpzCJvncsWOEO3kf4ZFOmQZyzKHcg7c4JHt/n2pgQNuVyehJxlV6DHGfXp2qIguqNllYD5kbnOfU9OoHIqyylQwViHH3XZflPpn8eoqtOyKxVj87j5QowCR9frQBRuVVRLKznaSFz6dsZ7D29T71gX9mASyIqu3P1IGBnHXirXi68ls9Gaeyn8lw6IGQ/MOeRjGCMY5rmdftde0bSNMvbq+uxPdM5eIpgQ4ClQTjhirE4/D1pMFoddGA0Lyn7wLfjgkD+VWLQAIXxzwf8/nRRUIstrEjeVHtG3ZnGB3yD+lOtnMi+Y33gxwcntn/AAoopolk1jBlpg8srhWwNzZ4IU4+gzxSxnISUgbmIjx2weTRRVMQMoTCjp0/l/jVWFi9uCeMS7eP97H+FFFIaAwqQ3XLkMTnvnH+frXl+sX82keNry6ttplimcKXGRyu3+RoopAHw8uGnmv43VMIYlBxz/Fzn8BXfyEoQo7soJ7nLAUUUupRehjVtshHPt/KpIP3hYnI/HPU89aKKZLI9SnktYlMZBPmRqdyg5Vjgj6d6vxZeLezEsrlR9KKKvoIYnz21rM2TIQMtnnk9KZMzeUpBIzKUOD6AmiipYEFw58u6HYYx+IzXOeOyRoTxkllEkR5PqSO1FFIo4nW/ELa1HbxS6ZYW7QhY45LdHUogJwoBYgDvwOvNejwNmGMhQAwyVHTNFFDBGjEvzyAsxAKqAT6j/6+KtRIEhUhm+VuOe3PH04FFFACROQABj72Dx1x3PqaZBeyPfXEW1Asc7QggHJUKSM80UVSJLqsd8MefkaTBHttzSBdkLDJIVmwDz0oooYIiDMfMyTwoYDpznFV5pGWVO+6InB7cDp+dFFSM8x1rV20zxBqimxsbyOWYOY7uHeAyjIIwQR1ORnB7g1p+CbmfU77V765lLXNw6PJIABkncTgdB6fSiimC3OyhmZ1gdsHzFyy9ueKtea/l788hsdOvFFFMCwZDuVcD5igz6ZbBx+VT4Csp6ncqEnuCe9FFCEKvFs0o++pIz6jJ60ssMcUKSxoFJITAHAHX+dFFMSGuoAQjI/devTNV5beNWaIBts2S3znPYcHPHA/rRRQBz/jdd/hm4yTxdRgf4/WvOb3W9QvtMhsLq6lmggkZ1EkjMSWx1yecY49Mn1ooqRn/9k=", "info": {"video_id": "19499", "label": "putting pen in front of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e9f4e768de575ff72d7e5ddb6f8722704dab0aea7a1607907acf2b42474946b"} +{"episode": 42580, "episode_seed": 2797463754, "split": "train", "timestamp": "2025-10-13T03:18:44.405798", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2797463754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing mitten onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "84467", "label": "throwing mitten onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "84467", "label": "throwing mitten onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dbb38dc3c717fbaf5ece5fd6d1a99fa14970cdbdd4f39dba6d7cc94c04486f2e"} +{"episode": 42581, "episode_seed": 580557571, "split": "train", "timestamp": "2025-10-13T03:18:45.229572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 580557571, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "43074", "label": "turning the camera right while filming cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "43074", "label": "turning the camera right while filming cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e3da080274120c736ab2785eaa8836a8359465fd4271fc21ec97a275d11d342a"} +{"episode": 42582, "episode_seed": 3195134638, "split": "train", "timestamp": "2025-10-13T03:18:47.963668", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3195134638, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing an id'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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aosERIdgcEetUpbqzmOy08zKE7y3eu2+Hvh9por/xDcDFvZoyxZ/ifHJ+gH6mtIxamKUuaN2cSNb1BmCTzGTYcfPzir0WpswBZVrE1ACLULwDoJnI/wC+jVmNlWImvWlFM8dSknub1tdozpJnGGBGB6UXOqfZ3RrUKrZLs2OXbOef8KwIpCPI+bnLGo5SZAW3kgjcPmrz8RFHo4abVzdg8S3sUcwef55GyM/0rPutSnutpmkYsP72RXQeG7y10q0d4LSJ7wgkzuoYgdgM9K52/vpLm6Zpvnyf4u1cqOm422vZIJAyucg5HtXY3Xi6/wDEdtbWlw+ZFIQBOPNcnAJHTPNcEywu+QCh/wBk8V0Xhe70iy1G3OpRs7STxpbsWIVHyfmY/kPxqrX90qlVdOfOuh2C6Bf6UVuLeW1vWQEyJA2dp7j3x7U1PCz23w81XVLwHzZ7ffErDlVzwfxrqprMWzvNduqSyEyLCI8JH7HHf1qxrmrWeu/DnULqzkV4XtXT5RjDLwR+YrenTUJKxGJxM60ff3PnvzSh8kkYf9KS3t5FEivt+Y5GKglP71D6cVb3boVKnDKOnvXZVw6k2zzaWIcEkVI4w6zIxH7s5BPvU7psUqeSRUckZHnBcZLA4FWSN00u4fdQH+Vcs6dlY6I1ru7K8UXVhxlefzq1YXBgvIINuVkPBHXOanltBHCFXjcMVVtUEF9DI7ELbguTj0H/ANahr3bGsHdtnW2errq181lZXUKmCNmIlfYDtPPJqTUYb2a28m0uIPtRdQpS4T1HvzXk5vfMkLZb5yTyPWtjwyHu/ENtEHVQm6XBOCxRSwAPqSBWTbehaUY6pntvh7T9Q0GxuTPLE2oTXAUpbqJGKgcoT2Gc9P6Uazptiw/0uSGyuJMkZiG2Qe49ee3vVXwfb33hLQbuTVLyG5nnf7Qu9mUWocHeWducMR2HJziuU1PxMPERCqWH2bIw2e/1+lVKKURqo5S1ZVn0iSO8fy7+x8pW4O88/hiugh8RWumaV9kFw0rY+9Euzt0ye3NcNPM8cxBJqrPLJKflyADya57M0ukWrvUI3uGKyEAHOwnPFXYb20t9OmMKKzumwseSufT0rng6LJvYgMOMmgyoxn2HAKg9K3px0aMKsne9y6siyFvrmpo5dwPqB0/Cs8JINxwQMZJ9KvQ20v2dXjbG9hnIqVB3K5kbOna/a6XpzTO+xpSY1yp6gDPSt+Dz3soLlru0aKaMSL/pC5wfUHBrzbXphaQ2doX+YeZKwUdNx4/lWQt2WXIY8etU21ogsnqz1qy8MajrOpyzyy2x09Z0VnedcgY5VSpJ6A/Smar4D1OK8nOkJJeWaMVV2ARv16/UVm+FNC1TUrHRrqz1SGzjila+mlOWVSG2AFV77VOc44au+8XeOIdGljhWMQhdypEjZZV7EqOFzyR3xTjTTWopVDz/AMJ6c0xuNSZAUtoyVyf4iDiuZ1WOWbU7ng5ZzXQRx39jEIykscZbGN3GfpWBeXsiX1wAwB8wjp71pgr3kzlxfQLWFbdMTvgMMYFTnyAu9QzYbjJ9ay2n3nLNk1JHNlAox1zzXZJXRyRdmaccZjgnI6F849Md6mmt0dZXk5Cop+pxVWOaRlIIHJ71pLHvt5Az8tjp2xXLUWh005amCVbYwj+9jmpVXYgC5wBzWtZrFZpI0oG3qWxn9KyG1yza4ceWRBJxuA+ZT649K5pRZ3ppq6LVpFJduYoyN+OMnr7U2NnWXa2QVPNWIIxExkU/KcFWH0qjNOReMxPJ6+9QkU7WJdJtJbvVXtIsb5ZhGv1JNex+P9Vt/CPg3R/DuluubuURMy9Si8ux+rEV534Om03T9Ynvb4knhohjODzk/h/WqfjfWo9V8XWRgZmgt4wFLepOTRGpJ13FLS25g1oUPEMRg1m9TP8AHn8wD/Wqsc/7goTgnGK3fFGm3cmqG6itZnglhjYSCM4J2gHn8K5uS2uPMx5Ui/8AATXtxs4pnlVE1JomV3WRHXgbCB9ec1Pp6iSWASDcm0lge/NQxxSnZuVuM9RV2BWXB2kMq8GuLER0OrDz1sdW1poUOk3F1EJoLngIiSnafqDXGTtKSSAH+nFTT6gCvlPwR6VSkuVHQ1w2O9sYJ/nwcg+hrX0bVNNstQSbVoIp7aMFhFKMh3A+X9e9ZAl3sOKvXtrFNoxttq+YSHVj2b/9VUtGSdB4o8cHULxZNKu2li3EPIxPJznAHQADjH9a7G4t/wCxPCOp2kNwskFxJK6AdFDfw/hXjrWEdlZKqOXdnG5vXjsK625vr3TrGT7ek7w8D5m3c/TNVUblODT0Ia0ZzDckE+tNaTbyOtdt4H07TvFWsG3ayXasDTcrgHkAAnPGc1F4i0K107U5rX7KiFDjHPFei66OD6vI5KKQklurHAq9FmWRumWABNTiyhAO1APxp0dsEJIYg1jKakWqckN1WYxRxFRk7iP0rBuLpw9wiu4JtzuGPUV0TpE5Al3SY6DFUTDaQXLTSqyow+dXGQQBWUttDqp6aM4xWVvlw2R0JNIs0kM6SROyOhDKynBB9avah9kM5kswwjP8LYz+naksdNNxIJpciIdB/e/+tWSdtWbNdC/aXuuanI7S38/lMw82R2J3Y7eprW0sATXu7Aww/rTVKpGAMBQOAKuaPaCT7bLGhkX5SeOhOeKTm2mhKNmitdOnJB+b61nSzvsz2NbVxJbqHXywGHHIrISGW8n2RLvI6egqEhtmWsxklYMO/atC3gEhAOTlcMavWfh5EYvdz4YnO1Bn9a147e0gP7qLPu5ya77wSscLjJu5DaWiOAQMBkA56VfvpIIREBIiKDzyKrygPHs3Oq9thwazZ9NglQAwzHHO7zOfxzWbtujSCs9TntfufN1QSsSwMYwBwMAmsxiAmV6Hmun1NtLNosL5Nzg4YKBj6n+lc00bO3loCxzgAd6w66nVpbQsWer6laWz21reTxwOctErHaT646ZrWdtQlsmm1CV5HeQEeY2WAwfypNM0+O1QPIA055z/AHfpWnIkM1nLG77ZPvJ7kdqr2muhHJodJbatcW75jfzB3EnI/CrNpqGhxyMbrSomkfJzgNmsWVlRfusc9MdSahWJQ7bgckbmJ7e1TG+5m30OmubjwnKFjS2jWaUjGYsBR61r2ukeFbmNzEbMleACwBPHoa81t9tzqJc8YBIArQhg+U7hjJzzWs5NKxnC0rs7yXQdEW2jmCWxBAZgso+6e4+lMn03w3AEH2y2G/GMPwfxriLOC3ed7d3ZAPmVtvA9qsPo6IqyW11E8P8AGhyCh74ou5aILqKu9jro7XwtdDypGtc/ddXfBPHrTj4W8KxncmkWbjpndt/UHH5iubXwnNchQrQOjciQPj6/jS/8I1fW0buTviTg4yWH4dxU2ZpeyuT+KdPsLTTvK0zTZIpUO9mVgQB6Hn+Vee7bqab5YGLV6hZeF7a+td73rhugwOn1B5xWBB4cWfxhdaTJq0sMY8wRPDECXZULAew4PJ9PepaV7bFRm7EXhXw9c6210o3q8KoSBgYzn/Cl1H4aeIRfPchYHWXKRqZcP0wMg/0roPhPLP8AbNYUSu+5IG3P16PxXorzR2amQ7md3x0LEn0FPlipXW4nJ2KWuaVK/h+GztZ4jPHFHGV6YKgDj61wB8O66bl4xCHkQAsN44B+teiXdxNaWctw2wSKOhBxk/wj/GuSfVdfs4/tXkwyC5fcW2nJA6D6Vsl7vMzOUrzUTKbwv4hDbW0/oM7dy5/nVaTQNZWJnXTd69DtdT/Wrt3471qK6VntIfmGwNg4BzVL/hPdXtmdDbW5V3LcqfkJ6/hUKV0FtTAvvB+vAG4/suYIecKQ38jXNTJJBM0U0bRyIcMrrgg/Su9bx3rscpeJIPdDHkGsHxDqdx4kkQ3FlbwXS4zKgIZh6dcEVm1c1UrbmFFLGuHdsDsKu/6XeIvkxMQTjqBUttpxiKnHzDrkZqxqUssOnNKhUNuABQ1PKHOVBaXzRnfaybF5YkdAO9e3ah4U028jDW3mI399mLL+AryXXIIIfDMV/p+sX86Pc/Zv9JiVFuMKGd4sfNtU4U7vUe4HuT3sccS7Vd/lyqjhnNWl0E33PP59EuNAdzZaiiu5I+RjGSBzzWFdaveQSsj3Bknm+8WwxP513OuanBZW0qmISXEq5cuR8v8AsgdsV5lFILvUjIxGevFXGNtTKUtl3Omg8SwpEVl0mwl2rjf5QB6dasf8JRo8kULyaNEpGDJsRWDL3/KueS2ZEy6lNx43DrVaONRLJCoPB3KccVClqVJHbDWvCrN5iWsWSPutbjB/woB8GampiaC3Vn+9HIpWuFkH2cBgAYc/OB1U1KY0mQcqQ3IIOP8A9RpsSd2dynhXwpnKaTZuen3iv6g4/StC08PaBa48rSYEbqDKm4fmcjFebLPLbZIYsi+3zD/Grtvq12Iw0N7KijspIH4ii/dFXfc9Ak8NaLcMJJdMs2x0CoBgfhwaytF1PQ9D8Q63bzwRwwxLCsCRoTnhix46dRXG6dqMuseLjpmraxeW8Ez7ElhmjiWP1LF+MYzx1JwKv+EdAOo634gtbua6jks5VjVLhQZMAuPnwcA4A6HFDtYpXIfFV1per3vnWtjJCDwccbvesO1mFlFshRgn3iSeW969Dn8ERTs3lXEpiUZL7Rhj6ZzWVrXhJ7K1ANzFvkGcYPTsKIQbdkROajG5T0nxlGsbG80eC6G1Y0JAGAPqOtaz+NNJ84Y8M24Upyo29j24pll4DuXs7dhPFtcbjweBVu68CrDB5010G2NkLChJP4023zWEo+7cojxdorB4ZNCj3k5DAICR2PSlPiXQpIlW48Px7R/Gm3P44FakvgmyliWZZ2j8xT5ZYABG7fX6Vm2/hZZZ5YJLpY5kPEZX734+tPlbu0K6i0mVJJvBt05ml8Pgl/4x8w/nV+0tPA7bH/smGIjpgt09xn/GrFv4RW3YSvLbsHOAiqSM9gfSp5NC0yW48iRGtJ8DGzJjPuCaVm9bXG5OL1diUXHhIx+UkFgqD+9bfp0z+tZGut4ZtNCuZNNsrc3YUpG6oeM8E59gag8VeGpNN0Z7uzvzhZETYw+Y57gjjFc94j8Pa3ofh3T728urjzLsSebBtIWEDaUBOPvENnHb86Ss+heqCElhLMxywGB6Cq97IyWq7cZc4Y0UU18RnL4GRaaFUSttG4d62tPcupDAH6iiipq/Ex0vhIbuCMX8DquGOQSPSkDFLl0U4Urniiijog7k/hjV7pDcxblKqeMrnHNdjb6pdXFkzOyh0BIZVwaKKuXxFUvgQ+6t0eO1vQWjuVI+eM4yPQ1wF5q11ZeKrvUYinnpO4G4ZXkFTx9CaKKqesUyY6VJJeR03wzYwy6oqcb1iBPsN1do00jX0wLnEaEJwPl9xRRWcd2aPdGf4onkSGCIN8u3cfc1o2gDWNipUbSoyMetFFdMv4SOeH8eRleKNLsoLKWaOBQ4cDP49axoNHs7vKyocMhzjvRRXKvhNn8RTsNFtDLcxEOVjyVJPI5rR/4R7Tms4y0JYydSTRRWk9JEUtYFEaHYjXzYhG8lcYJOWH41n+MdDs7PTbhog+UkUDJ9zRRUzWqCk73OS1vxM+uxwQS6Vp1sYEWOJ7ZHUoi5wgBcqBzk4HJ5r3OJ2azu70sfOVNqnsBRRVx+FlP4keX6zcSMHctlnchj3pPD1vE2oYKA4Oee9FFT9hmcv4h3vkRXNjKsqBto4OOma4K/hSLUYmQHJJUnPaiis47m1TYIokkvhEwyjAZFN02yheeSLaQokIGD70UVcfhZm/iRJewrHIyKSO2eM1JBpdtNsdt4cMPmU4ooogOfwmTNfx6ZrGoxHTrC8hluMmO7h3gFM7SDkEdTkZwe4NdV4Bup73UNcuLiVnmvpYnnfoSTvPHoPaiinD4gqfAekzERXkNqFBiGAAa468upLy9ZpgpCPtC44IoorfD/ABP0MMZ8MUdPdMbYRrF8qjAA69quTANabSOGG0/TFFFcj3R2fZZkadhNCKKo2x7toPOMGs7xO32eKwnjADswz/OiiuqP8Q5p/wAE3SRFFDIiIpZQWAHB4zVEL9onaKb54mjHyEDAyOcUUVjs2dFk9Gch4p3Wfh97SKRzC10hCs2dvU8Vyd9rOoajpcenXd1NNBA7uu+RmJLYznJ5xjj0yfWiiqrfEZ0PhP/Z", 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", "info": {"video_id": "211054", "label": "pretending to be tearing an id", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "211054", "label": "pretending to be tearing an id", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d6907d3cd4443bf5f81a0eacc27650b542ac2680b4a4cb98eb12e0ef22aa01df"} +{"episode": 42583, "episode_seed": 3959158748, "split": "train", "timestamp": "2025-10-13T03:18:49.016145", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3959158748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling spices onto counter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "34859", "label": "sprinkling spices onto counter", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "34859", "label": "sprinkling spices onto counter", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "832a357dfea36204797c7edc8abdf2c3d4762932b39a52fce055bc06bd8edf88"} +{"episode": 42584, "episode_seed": 335706929, "split": "train", "timestamp": "2025-10-13T03:18:50.242365", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 335706929, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a wooden clothespin, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119688", "label": "lifting up one end of a wooden clothespin, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119688", "label": "lifting up one end of a wooden clothespin, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5023c58b10c58caec53abdd4e26251628f19ffd7d6807b6c5be388917e75f490"} +{"episode": 42585, "episode_seed": 3197306769, "split": "train", "timestamp": "2025-10-13T03:18:52.240497", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3197306769, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close pocket notebook without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197318", "label": "pretending to close pocket notebook without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "197318", "label": "pretending to close pocket notebook without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b078424aa538246da01a4104c54109e19e57415a17c1d29e5d62580083bc92f1"} +{"episode": 42586, "episode_seed": 480408300, "split": "train", "timestamp": "2025-10-13T03:18:53.528669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 480408300, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that glass is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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5VoW0UcFi8MygNJMyc+hPWkrsT3sQuEhuFIfzdoUn0cnn8un5VlW8TXfiOMTTGYtLGzMy4+9wRirMMr2okRkYRj5VLYyRk4P6VR1u+a2P2sMgMmOE4woOadykUrqXyNWwG+QAhVJyQKc97hOtYlzqTXd29wwAZvQdB6VBLe4G3dVrQZg/EKYXB075s7fM/wDZa4fABrpfGExc2me2/wDpXLlsmk9wJ0617TpIWTwB4Lt5lLRut02M/wC2R/WvE0Y5r1nRrwv4N8LABR5JnTg8nLnr+VS9hS6HXCKO2kdkICoSfwH/AOqrSwSTNbTXSebNI6j5ugzzj8KrFfMiVyM7gCwrp4IEns45G+VFPmA/7Q7UbsmV7aGVcRNpbSInMM4O4/3GqO8jimtJRvbeyYXHfPb6ClvJkmtC84LI8x2geuOKyZtSe1hluCmMDAHvS5knYaC61OD+xp7M5Do4Kn1JUA/yFYsNz5cQUNnHJNZd9M4ZLhyf3xfH/AcCqpvwBtXpjrVxfUo2Lm9IzhuMV46RyfrXoEt5lSM8+tefswIPrmiQCj9a9J+HjOvhLxfjO3Fnn0x5hrzVG5r0T4azxix8RW0qq0UsUBfLYO1Xyce+Kl7ClsegRRxkWwVRGRGN5x/FknNXUjlu45Xl/eQxZEa9gQOW/PiqNiE2PGkgeNJGWOQHIKgnH58V0mhxrJbPGE6AhsdwSc0lqJld7NoLWC/t1RblUDBR0296ihvVMWVVWLEkBuR3q7duiTSwq+YoYSo5xuFc+Z2eX92gRACUQYwO9NuzBEZ1L+zL2ZF8t1SJkAK5AZj1HoetZUNwEBVMDnPFQpG//CO6lfSg7lnhQE+p3E/zFY51DAwDgg1UX1KN2a8BH3q4Hx1N572PI43/ANK2Zb/BxnBNcv4mmEjW2Tn73X8KbYGAOKevGTUTEA8VIp+X8KgD3iNI7mx8GwTx74v7HjZgOOM85/LrV22c2m64A3BDn3yOlZ1q4u/Dnh65VpFe10mNVDkfON4DAf8AfQrWRVJjJ+5vGfboTSbJWxMLZrq6g+1bzI4O2NDhY+M4FWPMks91hOS75VhK38QB6GthbYbYboceQpbP94Ef41i6hIjwQyzMQQWZFX+Ln/DNFrai6jdREUyh1DtKrB2btgev5msfUbyC+0q2Rt4nDtk7hgJk7QB26n86i1PUZIdPJjG3zXwcdgOaxr3/AEKSGJjy9vHKf+BLmnF3ZVzZS72qADgAYqtNfMMgOcVjtfjlVPTvVSa93DGefWtLjPLaUdaSipA674eSqnigliuDbSr8w45FemeHEkTTcOpGUyoI+8uSMj8Qa8z+G0AuPF0aHdjyXPH4dfavVVlGma8i7nezIASNh/DnLqPxJP41D0ZF/fsbek7Ib4JKwWKTv26f/Wp+oX8ct7GeTHDwfVj2/E1TvTD9pkELZhDkxEH7yE5B/CsvcEvTJlpCw+XIwAfX8KhytoDQ6WUzyvulJKuVAPpn+lY16k15qzW0hyFVmHcBVjLf4VqukVsh2MWXIXkcn1pNGAkvb262HyvIlt1bGcsV+Yj6cCoiyZSUdWedi+IjXDdV5xTTe478/WueWdoz1rW8M2EXiHX/AOz7m/ltVeKR4zHHvLOqFgvoBwTk+nvXQamZr8xm+zknON39KxanuJXlCF2J+tQUwFzXr/gxLlvB1lcRwGVbYTNsI+8DuBx+Z/KvH69z8BJN/wAITpqRRs3ml953YON7D8qmS0IqXsjf04LPo6XJIKoVhkB7bgcH9Kkm1K4j094V3FA25QOx96oyxN4elaznUi3uctGQ2Rtz90+4PSmzOwU/edSOq96hvTQrdCXMkskEZAGCd7KD9xR2P1JqrfORYSrIw5ALA06OSMEozbBkMd39an8Pab/wkOtF3/48Ldt7E/8ALVh0A9hULchuyOY8bxppek+Hwv3mhl8z2csCf51xy3eed1dx8XLN7GHS1LAjfLg/UKa8oad1U4bn2raL0HTbcU2bL3RycGuZ712WuaPpdp4bt9W0vUr2cNdG1zcwCNbghNzvEM7tqnCnd/eHuBxtUWKDiu7+GYmlu9ShizmSFc/LkdTXB16N8Jdy6hqciKWZYUwM4Gcmk1oTPWJ3ug2UsF3Pozr+/AzFu43dx/hWtb3s0LlouC6kOoOCfWmT6PfXFqNStz5d5EpwJHB8wH+H6+lZKalDOp8xhBMDiRG45H8jWewRd0WhcTSpLuIVxkIrdWJ4yfoCaoPcR2lq8shBUKVHuP8A69RXOoWtu+5pUbPUK2c1o6Po0+rX9rqF9A0Gnow8iEry5HRj7Vnq2RKSgria1Elh8O7m2kjC3QMdzL7EsOPwBAryr7Ucct3r274j2KHwpq9yhO4w5OR1wQc187NOQ5xk1vG46Tk0+Y1Zro7uvNY2rSGTyiTnGf6Vs+FLXTda8SQ6dq13PbQznYsyTRRrGe5YycYxnjqTgd6xtdtnsdYu7F0uI/s08kQS4AEi4bGGxkZ9cEj0qjQzaduwMCm0UAew6ZHPd+EtJkhjXFtArFgTnA6j/PpXYW5ElpBcqpaKUbd3YOMGs7wlK0PhTR4UBLS265IjyMY6VZmFxoMa2Fyrf2fcPvikGRg9gfcc/nWexlB6tM1LrXGTTo4WGAnGAPvD1rKvriUiEEMAAWx6KeFH16mkkdmjKq4K9ivOff2qjLe21vH+/kZiuSIxyWbtUSk3uW1qPnhF5Ja6dvO+WXn2H8TfgM1l/EaSO28SqITmNraLZ9ACP6V2Pg/QZ5FvNRvgEuZYvLiQnmJT/U8V558UI5bHXbOOTqLUD16M1VAzjNudlsYRu+vP/wBaqrXpB4NZM12xiO1iDntW34i8Kal4c8P6PqN606z35k82BoyBb4CFAx/vMrZx26dc41Nji6KKKAO2+Fqh/Frg5x9kk/mK9h1HTLdPDFxeLvE9ufMjbd0OQP60UVLM5bmTbStNZAvj5QCPbNUmuZfOZd3A7UUVlItjNbla30uNo+HbBLd8mvRk0mzs/DMMEMQVYrfKnuSw5J9zmiimt2ZT1R8rSHk+xqTS9WudF1OPULTZ58W4LvXcPmUqePoxoorRG7M9ugptFFUIUda+gfAU7R+FNHgCpsMBY5HOdxooqZEz2NLUZBfCWKeKMqWxwORjpiuKk1C6tpZYo5m2qeM0UVlMmJe8PWi65qgS9kkZM5Kq2AfrXp1jDHZSmG3jWONVAAA6CiiqjsYz+I81+NvzafpLHqZ3/wDQRXisnAzjvRRVnRD4Tb8QeLZPEVtbwzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59a52iiqKCvTPhFKYLjV3VVJ2xD5hnjLf4UUUnsKWx6te3rx+UqpH93dyO9czrUENyY5ZIlEhIBZeCeKKKynsYvY6Pwp4c0r+z1vntEkuPMOHk+bGMdAeK6q5TLRks2QeOaKKqPwozexheOlDeC9XBJINo/U+1fLrMSaKKo6KZe0jXn0cTxnTdOv4pWVjHfW/mBWXOCCCCOpyM4PcGqOpahdatqNxqF7KZbm5kaWVyMZYnJ4HT6UUVRZVooooA+nPBltH/wi2iYBBNpFyDz92ruqQrdW80VwTIjEgqx9OlFFSzLqebXcHkXckKSyhM4HzcivRvDvhXSrFVvBC09wRkPOd20+w6UUVlDdkNuyNy2k2zXBCry3pXjfxqGdd0w9C1s+cf71FFXHYKJ5ZKSF4Per1/4n1fVNJttLvb6ae2tpXlQSSMxLMF6knnG3j0yfWiirR0n/2Q==", 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", 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", "info": {"video_id": "134640", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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5VoW0UcFi8MygNJMyc+hPWkrsT3sQuEhuFIfzdoUn0cnn8un5VlW8TXfiOMTTGYtLGzMy4+9wRirMMr2okRkYRj5VLYyRk4P6VR1u+a2P2sMgMmOE4woOadykUrqXyNWwG+QAhVJyQKc97hOtYlzqTXd29wwAZvQdB6VBLe4G3dVrQZg/EKYXB075s7fM/wDZa4fABrpfGExc2me2/wDpXLlsmk9wJ0617TpIWTwB4Lt5lLRut02M/wC2R/WvE0Y5r1nRrwv4N8LABR5JnTg8nLnr+VS9hS6HXCKO2kdkICoSfwH/AOqrSwSTNbTXSebNI6j5ugzzj8KrFfMiVyM7gCwrp4IEns45G+VFPmA/7Q7UbsmV7aGVcRNpbSInMM4O4/3GqO8jimtJRvbeyYXHfPb6ClvJkmtC84LI8x2geuOKyZtSe1hluCmMDAHvS5knYaC61OD+xp7M5Do4Kn1JUA/yFYsNz5cQUNnHJNZd9M4ZLhyf3xfH/AcCqpvwBtXpjrVxfUo2Lm9IzhuMV46RyfrXoEt5lSM8+tefswIPrmiQCj9a9J+HjOvhLxfjO3Fnn0x5hrzVG5r0T4azxix8RW0qq0UsUBfLYO1Xyce+Kl7ClsegRRxkWwVRGRGN5x/FknNXUjlu45Xl/eQxZEa9gQOW/PiqNiE2PGkgeNJGWOQHIKgnH58V0mhxrJbPGE6AhsdwSc0lqJld7NoLWC/t1RblUDBR0296ihvVMWVVWLEkBuR3q7duiTSwq+YoYSo5xuFc+Z2eX92gRACUQYwO9NuzBEZ1L+zL2ZF8t1SJkAK5AZj1HoetZUNwEBVMDnPFQpG//CO6lfSg7lnhQE+p3E/zFY51DAwDgg1UX1KN2a8BH3q4Hx1N572PI43/ANK2Zb/BxnBNcv4mmEjW2Tn73X8KbYGAOKevGTUTEA8VIp+X8KgD3iNI7mx8GwTx74v7HjZgOOM85/LrV22c2m64A3BDn3yOlZ1q4u/Dnh65VpFe10mNVDkfON4DAf8AfQrWRVJjJ+5vGfboTSbJWxMLZrq6g+1bzI4O2NDhY+M4FWPMks91hOS75VhK38QB6GthbYbYboceQpbP94Ef41i6hIjwQyzMQQWZFX+Ln/DNFrai6jdREUyh1DtKrB2btgev5msfUbyC+0q2Rt4nDtk7hgJk7QB26n86i1PUZIdPJjG3zXwcdgOaxr3/AEKSGJjy9vHKf+BLmnF3ZVzZS72qADgAYqtNfMMgOcVjtfjlVPTvVSa93DGefWtLjPLaUdaSipA674eSqnigliuDbSr8w45FemeHEkTTcOpGUyoI+8uSMj8Qa8z+G0AuPF0aHdjyXPH4dfavVVlGma8i7nezIASNh/DnLqPxJP41D0ZF/fsbek7Ib4JKwWKTv26f/Wp+oX8ct7GeTHDwfVj2/E1TvTD9pkELZhDkxEH7yE5B/CsvcEvTJlpCw+XIwAfX8KhytoDQ6WUzyvulJKuVAPpn+lY16k15qzW0hyFVmHcBVjLf4VqukVsh2MWXIXkcn1pNGAkvb262HyvIlt1bGcsV+Yj6cCoiyZSUdWedi+IjXDdV5xTTe478/WueWdoz1rW8M2EXiHX/AOz7m/ltVeKR4zHHvLOqFgvoBwTk+nvXQamZr8xm+zknON39KxanuJXlCF2J+tQUwFzXr/gxLlvB1lcRwGVbYTNsI+8DuBx+Z/KvH69z8BJN/wAITpqRRs3ml953YON7D8qmS0IqXsjf04LPo6XJIKoVhkB7bgcH9Kkm1K4j094V3FA25QOx96oyxN4elaznUi3uctGQ2Rtz90+4PSmzOwU/edSOq96hvTQrdCXMkskEZAGCd7KD9xR2P1JqrfORYSrIw5ALA06OSMEozbBkMd39an8Pab/wkOtF3/48Ldt7E/8ALVh0A9hULchuyOY8bxppek+Hwv3mhl8z2csCf51xy3eed1dx8XLN7GHS1LAjfLg/UKa8oad1U4bn2raL0HTbcU2bL3RycGuZ712WuaPpdp4bt9W0vUr2cNdG1zcwCNbghNzvEM7tqnCnd/eHuBxtUWKDiu7+GYmlu9ShizmSFc/LkdTXB16N8Jdy6hqciKWZYUwM4Gcmk1oTPWJ3ug2UsF3Pozr+/AzFu43dx/hWtb3s0LlouC6kOoOCfWmT6PfXFqNStz5d5EpwJHB8wH+H6+lZKalDOp8xhBMDiRG45H8jWewRd0WhcTSpLuIVxkIrdWJ4yfoCaoPcR2lq8shBUKVHuP8A69RXOoWtu+5pUbPUK2c1o6Po0+rX9rqF9A0Gnow8iEry5HRj7Vnq2RKSgria1Elh8O7m2kjC3QMdzL7EsOPwBAryr7Ucct3r274j2KHwpq9yhO4w5OR1wQc187NOQ5xk1vG46Tk0+Y1Zro7uvNY2rSGTyiTnGf6Vs+FLXTda8SQ6dq13PbQznYsyTRRrGe5YycYxnjqTgd6xtdtnsdYu7F0uI/s08kQS4AEi4bGGxkZ9cEj0qjQzaduwMCm0UAew6ZHPd+EtJkhjXFtArFgTnA6j/PpXYW5ElpBcqpaKUbd3YOMGs7wlK0PhTR4UBLS265IjyMY6VZmFxoMa2Fyrf2fcPvikGRg9gfcc/nWexlB6tM1LrXGTTo4WGAnGAPvD1rKvriUiEEMAAWx6KeFH16mkkdmjKq4K9ivOff2qjLe21vH+/kZiuSIxyWbtUSk3uW1qPnhF5Ja6dvO+WXn2H8TfgM1l/EaSO28SqITmNraLZ9ACP6V2Pg/QZ5FvNRvgEuZYvLiQnmJT/U8V558UI5bHXbOOTqLUD16M1VAzjNudlsYRu+vP/wBaqrXpB4NZM12xiO1iDntW34i8Kal4c8P6PqN606z35k82BoyBb4CFAx/vMrZx26dc41Nji6KKKAO2+Fqh/Frg5x9kk/mK9h1HTLdPDFxeLvE9ufMjbd0OQP60UVLM5bmTbStNZAvj5QCPbNUmuZfOZd3A7UUVlItjNbla30uNo+HbBLd8mvRk0mzs/DMMEMQVYrfKnuSw5J9zmiimt2ZT1R8rSHk+xqTS9WudF1OPULTZ58W4LvXcPmUqePoxoorRG7M9ugptFFUIUda+gfAU7R+FNHgCpsMBY5HOdxooqZEz2NLUZBfCWKeKMqWxwORjpiuKk1C6tpZYo5m2qeM0UVlMmJe8PWi65qgS9kkZM5Kq2AfrXp1jDHZSmG3jWONVAAA6CiiqjsYz+I81+NvzafpLHqZ3/wDQRXisnAzjvRRVnRD4Tb8QeLZPEVtbwzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59a52iiqKCvTPhFKYLjV3VVJ2xD5hnjLf4UUUnsKWx6te3rx+UqpH93dyO9czrUENyY5ZIlEhIBZeCeKKKynsYvY6Pwp4c0r+z1vntEkuPMOHk+bGMdAeK6q5TLRks2QeOaKKqPwozexheOlDeC9XBJINo/U+1fLrMSaKKo6KZe0jXn0cTxnTdOv4pWVjHfW/mBWXOCCCCOpyM4PcGqOpahdatqNxqF7KZbm5kaWVyMZYnJ4HT6UUVRZVooooA+nPBltH/wi2iYBBNpFyDz92ruqQrdW80VwTIjEgqx9OlFFSzLqebXcHkXckKSyhM4HzcivRvDvhXSrFVvBC09wRkPOd20+w6UUVlDdkNuyNy2k2zXBCry3pXjfxqGdd0w9C1s+cf71FFXHYKJ5ZKSF4Per1/4n1fVNJttLvb6ae2tpXlQSSMxLMF6knnG3j0yfWiirR0n/2Q==", "info": {"video_id": "134640", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "81517b8ec750300b440d3b09cb91b5c70365c41a39403770099719031ad93310"} +{"episode": 42587, "episode_seed": 3899695714, "split": "train", "timestamp": "2025-10-13T03:18:56.254436", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3899695714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving banana and ring away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "141331", "label": "moving banana and ring away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "141331", "label": "moving banana and ring away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ee089a4f5657db13ef2e5e8c089242f85b35418b3767859142c786f09c052b99"} +{"episode": 42588, "episode_seed": 3017212853, "split": "train", "timestamp": "2025-10-13T03:18:58.266683", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3017212853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting an earring and a cd on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "78604", "label": "putting an earring and a cd on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "78604", "label": "putting an earring and a cd on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "70b2f4d4bafb29ee9f97d72b7d6719cf62a78f325cf93001002c97c833c1e3e8"} +{"episode": 42589, "episode_seed": 2908042398, "split": "train", "timestamp": "2025-10-13T03:18:59.319186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2908042398, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a card, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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uOhqe+k8thsGeOrHFZy3JMmBgFjztUCsZVJczQ0kWftDXETCdFjRhtKngkVgXmmXum7JrKSVrdzuBQ9CPUd61nhknOVVs+5zVXV7mewsbeJSUkZiQw7AU4Su9xuLtcy4dTupIbq1lkVo7psuJOgfPDD0P9KogyW8xUcMp7HNNkkaVy7nLHqaWGXypN2M1syUblhrXkXYkkjU/LyrisrVLmK81Oe4ggjgjkbIjjBCj6Z/OrlvqbSSJEYg5z8vygn9apNaP55QMCdxzikhy1O38MWFmq+a8/wA7DGQPu12VzA4tB5cwZAPXqK4rQLZ7RYlkXcXblQcV2c8dotqpMMq8dVqYu9xvSxi3cJmTC4YkYNY0ukCRfKlm2RHrHHxu+p/oK2Li7hjgwjlm6dKz3naWSMHJ4/L0qnFNpsFJpNIgis7azZYY0CjcAcf1qnqbGW1ubWLaGOQCerc9KmuZpQ0gx8xXh/f0xVJI5m+aZcA5AbPWmScnVuyjkkJCyKing5pNRtPsd68W4MOoI9DUUJGSGkKKeuBQwTsy5qYlRIUkkVwAcbc1XsxKsyvGCB61G7J5ZAJJLcbuwreslT7LEBjGcmk9ilq7kMQjuLxEuH2ZPJr0jRYLKOFEjkZGUYGTgEV5rZW5vdUcghVVg3J7dq9F0EKWZHiSQDoc81N/esHctXke2bmUOCPrWTLa7mO/G3PFaepPBDIsjWzR4OMjoaxri8DTfICFH4VTSasxJ2d0GI442ZcADnpVKRkETTMWZww2hmOPypS0hgbs2enrWdKLmd1C8EDle1JQitkU6k3ux2oak8VnJKj5cDGMdDXJQzzC4Dq53k9SfWuqNnviZJQD8pGAODXLXcH2a6ePnAPBPpVEFy6trm63zsys0aDcB6VBp7gXARjwelTRCYwvJ5yAlCCp7is+NWdwEHzdaSKlvc6aG7NvfkdAwGa2vDGmRL+9a4RHfgY7fjXGTSSRNGWJJNddoET20cKTI5DnkL1qZaD3O1u47hLZcOGVRyawr+Fpo2AG4uuM5rZuY7RLZcSTJx1Gf61jT3MUcB2yhm6cetXYgwn0RZpg1y+VUfJEPuj3J7mriRxxSJEOgOOO1D3HmSoMZOOtZ9zcSb5MDEhAIbsfwoSSVkDbbuzn9eiK6g8oOVc4/EcVl1v3trNc2xLRkOuSuO/4VgUCLCTS7CVcLtHXPP0qWcCR4FLbnZQXb3Pb8qpVKmUdGb7pPWgdzpYreJY4xtH3etU7G0Oo6i6BlVA3Vj2quNTP2dlJ5OFHt61No0ck2oeZGDhfmOKl6K5WjPUdKtpYLb9xMrptAAHbFVbkSu0iSDB9M07RxDLbl3kljbHOOM/41HcmFZyftRcY/j4OacdUiXuY8tkJn8xxgDpnmmG3iiXf5a7uxbmpp7xT5gBBAHpVGeci2B2krwTjrUulFu7LVRpWSHNI8SxyPIHDEgIqhRWR4hb7TaKcr8h3KQeo7inzTTyy7VTcnbHbilkt/Mt35wrDGOuPU1SilshSnKW7OSpTird1ps9qC+A8QP3l7fX0qnTIJ4bpoZRIoAYKQMDpVmymxOGJyAACTTLRIpoWjZcsO/eomtbiMPtRmUdWUZxQ0acjUebobVj4jESpHPGwAPLqeRXWf8JdFFaKBKrrtx5hPK/hXmNOIbaDnIpcq6EXZ3MerafPIQs4Hpn1q/HamRRIjfL1yOnFea9K9B0y8YadD8pI2DnNMCWeFSylsKAOVzwap3U4X5lHX7o9qr3cu/LISScjk/rVJGLTAEsx28ntQAXsMd/hpEIccBgeaw7yzezkVWO5WG5T611MNuWYDzBt9+Ky9dsbhlW4CFkQYYjnHvQBg1aS9dFcKcBl2gelVa3/AAjotr4i1oadd3j2waGV4yke8u6oWC+w46n0oBGXDfSW8oljxnOSDXR6T4qVLjdMpicdGU8fiK5E0qjJxnFKy3C7O7vfGEE5CTHcB93Z0+ppLTUrO/kSGJ/nPY1wrAg81e0WRo9Wt2UZO6mB3/2cQKc4IYc5PSqRaKJWVSCW756Clurssqo4GScYBrFnb94ecqMjaO9AFqS6YyYQfKTWfeae18w2nbIOhPQ/WrUCCRV3Bl4q2LZRH8sg3+4oA5O6he0zBOjiZfU8Y9R60mnuqXO5+mDWjr1rdKYpnBaIDYHBzjnNYoOKAuXdTYGdFH8CgVuadr8BWKOV5I5AQN/UCna9oGkW/hu31jTdQvJ91z9lLXUAjW5ITc7xDOdqnCncP4h7gcnSaT3C+p61Jr4jtFBKPlcCUHIHvishJLeVj5cqkdua4AyShApdtvpmkSR0YMrEEHPBphc9CW2kPzg8D5j6VHPCnmKTwoAypPSnWt8TZoCrElOo6dKy7yZmG6Nic9yelMCe5uApLjPPQe1ZGoQRXMLyiLbLjO4f1qSN/MlILMxwM5HSr0NsXwDINuOh4oA46rFu8kmLVSNkrDgjv2qTUbCSxuCGX92x+Rh0NVFYowZTgg5FIRNPbSW5IYEYODkdDV7RNQSyuG80kRvjOPatjwza6f4k8RxWet3ctvDdnCzRzRxrGepLGTjAGeOpOBXP6xYnTdavrExTxfZ53i2XAAkUBiMNgkZ9cEj0okky5WT0PRtC1UeSzwyiWPn5OjLUeoXsV7MGULGVGApHP415rBPPCcwyMp9jSvd3DuXaZy3rmklYm537QEn5SMdcile3IjZJMhgMhvTNYHhnUZRJKkrs6gZGeTWze3XmfKC6kjoe+KoBm1IYyp++TlvYVTN2CTGF49eKpSzuQ25iqnp71PFGXOVbBI7igCI2s10XWE5yCCvc8Y61zTKyMVYEMDgg9q7YQTRqGi+Zjj7pzWBrdrIZzdiLaGA8zgjLdzQBkxyNG25SRWmkt4sLGKRsAZJ6cVlYycV1/iLwjqPhrwvpN9eNOs1+ZBNAYyBbgBCisf7zK2cdunUHDUrFwla6ZyFLkgYzRRUmYldbZszWcCFjt8vpmiigAhjWa4jR8lcnvTREoUkE/eIoooGSK7BwAeMZq+yARA9SV596KKAOM1JFj1GZUUKobgDtT9I1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFAijSgZNFFACVb03/kIwf71FFAHVSxqEQ85z1zTLW3inVg69JOo6nNFFAxHjWNiFyOKlsiXBLc4AoooAWZvk6DBHIxXI3qrHfSBVAAOcdqKKANjxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rnqKKBBmiiigDrYpHa1jQsdoj6CmRRiedI3J2hW6GiimMjRAqjBPOanjlYMRnp0oooAk1uCP+yZGIywAIJ69a46iikI19F199GSaM6bp1/FKyOY7638wKy5wQQQR1ORnB7g1S1LULrVtSudQvZTLc3EhkkfGMsTk8DoPaiigCqDg8UdaKKANfQZGjmnZTg7P61qTOwfdkkle/0oooGMe3RI4CCx3Jk5OacGaNSQefeiimBo2g3h93RelR3gE1uySfMOnJzRRQBxPQ8dq1tQ8T6xqmkW2l3t9NPbW8ryoJJGYlmCjkk8428emT60UUhH//2Q==", 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", "info": {"video_id": "49026", "label": "lifting up one end of a card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "49026", "label": "lifting up one end of a card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "955ec0fd589b57bbca192c898d66fb119f0493f3f9dcc2ceed31cd4bc8b5e8f7"} +{"episode": 42590, "episode_seed": 3170937950, "split": "train", "timestamp": "2025-10-13T03:19:01.956582", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3170937950, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling water onto floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109331", "label": "sprinkling water onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "109331", "label": "sprinkling water onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "95c683b87ca946972d0651b83ddcd4aac9243f99042991a595ff78f3896b036b"} +{"episode": 42591, "episode_seed": 747194794, "split": "train", "timestamp": "2025-10-13T03:19:03.780080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 747194794, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling pack out of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "188235", "label": "pulling pack out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "188235", "label": "pulling pack out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f87b2f70901e0e2d94589041f4c60e1618fa54dc8af293fe8e6a97a0e2580a37"} +{"episode": 42592, "episode_seed": 2030281569, "split": "train", "timestamp": "2025-10-13T03:19:06.039711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2030281569, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing bracelet with bangle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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EuDHLHvQDscc1PcCO9jhc/Kch0Pp6ilmiK3cdzu5SIoR6jNc1zta7FiFj9mjJ5JWndvamQc2kYz0FSDgcfrXf9lHiz+JlG4OTnpXXxZ2gZwa5K5JDc11UZ+UfSqo7shalrdhQPwqKV9sbfShSMc9KguyPLPNbks8y8TQ3Nres0MpFpK5k8vPAfH9RVzQrmOexaOXBUDoe49Kn8U24n0+RQfnB3CuU0S7KSCFj944rkr07q6OzC1bOzO40yCS3gnjEm6JTui9QKsgQTWjpsAB+8vrRoMYuLJJi/LDaVzUVwDEZIxx5YPNcVj1VsSWv/HxJg5wAP1qwSCfftWfp02+8bnrECfzrQx831rupfAjyMT/FYyXAFWdCOHuccj5f61BJ9w8VPop/eT/8B/rTi/fOZHQRnGDnilZ+KiDZIPSlLDb710iZkao249civK9bjaz1tpVPyud1ep6iobP9a888SQCS6QjpnFRPYdN2kaWg3Mc1zb+c2EdSCfcGusvkRIY5YyD2H0rzfRrhI5kjl/hOK7aK4+0wJGhJMf3j715tRWZ71B3gipeS+WZUzx5ea2IGPkIx6FR/Ksa/j2zzbh1ArZgObVOeqjFb4bW5xY5aocME5/Oqt0eCD0q2o4qtdcL/AFrSSPPbOhhfIqdWBHWm31tb2s26yvI7uzdiI5UcHBHUNjvyPzqIP2NbrsVKLi7MldsK3XpUEJI0mzkbHzREcAjo7fnUjEFT0rLt71v7JvLUuu7T5Gl27iW8p+SQPQNnP1qZtKzYoJu6Q+afg81iS6sftJkt080wo6bgxUZYY4I64rJ1PW5Z7J/IRlLNjIPOO9V/ClwsyyRNnJyRnvWVWr7vum9CjefvGhpV5Pqsk7NO4aL7oHArXtrtblSpIEi9QO9Y+kQjS9fmjJwkuSM+h6VoLCYLm4I42zBvwI//AF1zxrNSOqpQjKG2qLwGcnFMmP7vGPzp4yOtZumwNq/imXTJtTntUZZDF5abtzKhYL6AcHk+nvXQ1c8xmpojASz8Y+7/AFreBrifB93NObl5XdwAhyegzmuwSTIGDW1PRWKSsidjhTWHqrk4Hoa2GfKmsTUu5PaqbJZ5nrO611liPuE7h/Wuisr8yxxLnK/dx74rG8SpulD45zUGlXDIozyUkUgfSuWtFNXOzCza0O+dGlsozt2lSM1C8vCoTkZwD+FXYr6K4sZDs24Xisi4JAgVe5zmuNM9OWxpWLbrJD3Gf51axgc9Ko6Xn7Ame5J/M03WZ5YNNaSF2RwygFa746xR4lT42PuvbHtXTRsCg6AVx+t21vb6BBqWn6vfzK10bbNzEsa3BCbmeIDnapwp3eo9wOpt5QUBDAjFXTVmQi6CPWql02V/xqdX4qrc5KkCtRM5XV1ZreQY71wSj7PdCToA5r0PUgCjDk1wt2qESJ/F5gP4VjM0o/EdT4fuRGExIQu7DDPStC43TRTyf3uQa5vSrcicQ5JVua64q/khYwuHTByP5V589Ge1B3iUdMULdt/1zFbHfFY9gpS+GepBFbAwDXXRd4HlYtWqDJfuHFSaMdss+R/d/rWbpQg1HxadL1DULm1t5ZNiSxyxRrH3JYycYxnjqTgU/R/OtNa1ayna4U283lhLjAdQCw+YDjOMZxxWkVqmcyTOqFDkYqJZMinMc/8A1q6AZlX5O0kVxmuny3WRlG1WBrt7td3euL8SAC1fg1E9hR0aZiWkKuZZAOQ+Qa7XS0/0Zf8AbTOfeuM0SUPbzJkbhzg967HTZAltCvcAV51Xex7eHfu3Q2/hclXdyxIHJrRsyGs4v93FUtQGDvY54+Wren82MXP8P9avDP3mc+O+FFrPHTiql1jbkDNRazPJb6YzwyFH3qNw9Kr+IdF1nQtC0q+vLm5E16ZPMhKYEAGwoGOPvENnHb6g10SVzzNzXtLaK2QiJAu52Y47nFaCE0UUU92e5nCScWvMe5Kgkda888ZzSWl8k0DlHdSjY/iB7GiitJLQ8ZaSRQ0c+dIgfnirdggtvE0kcQwpYNj3I5oorin19D0Y9PU2NaAW5tZBwxJUn261enJ2u3dolJ+uaKK530Onqy2OgNctNqU+j+I5b+12edFI23eMj5lKnj6MaKK9Bbnhvc6P4XXRguNSs/JikhuI4kkEgJ4DfX3rfuYVt9QuoEJKRSui5POASBRRWy2R0yS9lEZuOzNZV+flJ4oooexhI4XXEBTJ9axoGKXpC8DrRRWMzahudtZSt5G3s+3NTXKgLCw6g0UV50j1uhZ0r5rIZ9TUWvf8glj/ANNF/nRRXoQ2PFrfGzK1zxK+vQ20MuladbGBUjiktkkUpGucIAXKgc5OByea9Z8W2cFtLbTwxrG7/I4UYDYVcHHrRRW62Y4fBIwQcY+maZMSaKKp7GLOe1YAAe+a4G+O3UsDoSAfzoorKRdL4jorH5b6HHGQa6YMRCW7jOPyoorzpbnt0/hZm2hJv4SSSW3Ek/jWyFBoorrofCzy8X8ZzU2ttpWpX0bafp99FLKGMd7B5gDKOCCCCOpyM4PcGu0+GKDxFfeI73VQLie48tnZgB8zFiSMdCMcY7cUUV0U/iRnQ+NDtuJpEycKxA/A1IpP6UUVaIZWuOVOa43xEoNtJnsaKKiRPU4vT5Xiu0KHGTg/Su/sOYo/90UUVx4jc9PCfCT6gf3CVa03/jwj/H+dFFTh92LGfAivr/Glt/10X+dYN/4g1TUNNg027vJpre3keVBJIzEs+M5JPONvHpk+tFFdfQ80/9k=", "info": {"video_id": "105411", "label": "pushing bracelet with bangle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "105411", "label": "pushing bracelet with bangle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "51605ad361917fd92db558b130ac06c7582d1ba73398b1f03ff7db42e8169f2d"} +{"episode": 42593, "episode_seed": 3562715986, "split": "train", "timestamp": "2025-10-13T03:19:07.005624", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3562715986, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a pink glasses pouch on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "207970", "label": "putting a pink glasses pouch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "207970", "label": "putting a pink glasses pouch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fe058cd0a37dc121862d2dfcb36653394d59b16d31238245652f7f8ff55a6ef3"} +{"episode": 42594, "episode_seed": 3484387133, "split": "train", "timestamp": "2025-10-13T03:19:08.319335", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3484387133, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting knife, peeler and fork on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "152624", "label": "putting knife, peeler and fork on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "152624", "label": "putting knife, peeler and fork on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "23fe305392732cfcb8940d232cac9b5f0ad1981367a3fe734684780df96608ff"} +{"episode": 42595, "episode_seed": 2297457077, "split": "train", "timestamp": "2025-10-13T03:19:09.947353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2297457077, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding safety pin over plastic cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "25103", "label": "holding safety pin over plastic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "25103", "label": "holding safety pin over plastic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a5d044f630dd596abbe69680c5b1539982c9bc6dcc3ba58287c56adf6634454e"} +{"episode": 42596, "episode_seed": 2864844095, "split": "train", "timestamp": "2025-10-13T03:19:12.089834", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2864844095, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing a key into a plastic box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156819", "label": "stuffing a key into a plastic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "156819", "label": "stuffing a key into a plastic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "784e56294797d547d20b0139048a273c02b0c3f181613b8f7e1abd65757bffa4"} +{"episode": 42597, "episode_seed": 2014475772, "split": "train", "timestamp": "2025-10-13T03:19:13.151314", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2014475772, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping plug in front of cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78879", "label": "dropping plug in front of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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GJzElkPOs45IpYXdSNqcp/umi0skcPxtwxAJXBxXSfYn+9C7ICehOf50i2KWqsXwXOWLE4zT5UJWS3M7TrIRvKMAliBu+ma0RZKoZW5yMk4otgjO23AX2NXVQdc5qlHQzbaZljSWQAwl0U9Bu6Uv9mM0ym6feBkgAAAGtcdMZIwaoyRPeTs3zvDGGwB/ER/n86qxSk9zL1N7TTtOu7udxHHDDISx6Z2kAfiSBWb4Y+MmgRaXZ+H5LG5so0AX7ZJIrB3PUuByoJ+uKx/iauPCEM0RliSS6VWhY8YAP44yBXjtPlSdxSqvl5E9Nz6B8W3OYCokZBK+3enO0YznjtVKwMM0NufMneWFcK23/AFn1rl9G1iTUNC02N5A8lsjJIv8AEVDYB/LH5V6RptojrGycBh6VjZ81i0lyXZnizlW5R559gVSGQjhvQ/59KrPYSpaO7wwo5mGXjPDDs317fjXWSRAKFbBOcH3FQ/2db+bk9eoqrCTje5ifZEaMHYQTyOK1rKCWVJY7jYJm/wBWueajubhFLKpY7eGwOAfrUv2qCO7jma3ZpmUY54HHWrpqxnJNtGlYtI0TKRypwasSFFiJdSGB7VXtvIVcyOUaT5iDSyhWu44DcIUKkkE8mtN2DSctSs15E7wyFti7sgPxkHipJZLRGcTXUbXDDapVcFQegpzWlvdyRsSY1t3wFbG0+lPePMt00kKliNvGPlUf45pkfE7HzL4m0s6P4ivbPdvVJCUb1U8itXwXaytLPcGREtvljff/ABc54+leg674SbWdUJuLaMBpSqup+bb2/Gpo/BY0M7WjJsmXcexGO4rmq1FHRmkYdUzotFtdkMcTYcAblb1FbE8YCsFHBrOso7izkU+WrwqmIwp52+wrXivbS5QkTICOCrdR61py2HJt6lNlg3AsoOazbm5RmktwvX5dzHge9bzQRsu5cEeoOayvs6pqTmUoInHO4jB9APfrQlqJNWbZct0G0ewxVgIOufeoLIS29w1uccZK85GM8Vf+UKTKmRjr6VViZELPtUuSBgdxWbKJQq+ZJsaViEXbx+NTXF2DDMGjdYk+Uv1569qk+2wqsVwy3UplX5Y1j+XPqM96pIbbirdT5/8AiLcXEvjS8iuGB+zhIkAPAG0Hj8STTvAGsS6dq81tvbyLmFwyf7SqSp+vUfjWp8U9IWPXE1K1jl23KZmUj7rDj/P0rnfClgLnUzNIZFSFCw2dWPTAqJWsyVfm1PWNFtHliWaOaTaOAM9K6VNNQRbujDli4zuPrVDw6kTW8MkYdVlJDK3qO9dRJCzJx6YrOMXY3lLsc3LpmfOAt/nmxuYHAyO+KkNmI4QrMOnpWw3mKBheVrJuGYz3AkZwIwCAgzj8KdhJ3RroIsLsLE4zTnURqsjTLs77qijcJGgaNhwBwagn2X5ktYj0A3hxgAH9DwCKtIhK71HNIGu4GCkqCQflOM9j+lSMiQFpdQktUmHEbIcMAeg/w71Sn0uR9TtikRjtFAL7HKg468A/SnC0sJbm5nMAPyhYi25skA5Iz9cZ+tXsR8TSR4F410b+xvE11EkgkhlbzY2HvyQfcHNV/DFmLvUyXlaKKONmdkPPpivR/FGk/wBpX0+bBpBEQBMBneuOvPXFYWjW0C3EbafBysmx1cYz9f6VjOe6LjTvqmd94eWBraO5gMn3lSQMvLds12fkkxBV6DpiuVsrQLbRT2s0dvCrkMjjgNnnA6ZOMVvxajNDOLe7s5Wb7ytGOCOmSemcjt7VSjoPWVkh7ROoKgZBrO1FJD9n3fP+8Hy+v+ev4VqvqNvG2JkniHTLR5rOv9T092WJLlPP+8nbp9frj8aQQuncZYsIr6WM22zjIOflYc8j0rTXY5G9Rg9hWZYyvdX0ksc5fAAMeMiM+3sauzyzwQu5jVsDjPH61Vid2kRzXkNvL5K78n5skHaB9awtV8QWOmacfNnZ3Mu5I7eQZPqCfbNbscccO15pDDLOuzDdvbPfrXnfjDTHS9jtldHmjQcucBgTz+NY4mp7KF11NIRjKXL0NTXNa0Xxj4fuLHZKLgxF0DD5w4GcjHXp0rw97WdJfLMT7s4ACnmvQLezltNVtpIgylG37u3B6Vf1jTpreczwRQ3Dvh2UDBRT+lYUMTKem5VSjGJV8KQLYWlk8dossjk+ZIRzknp/T8K9X0mNA0oiA8sEbSpyM9wDXEeHIHtTJKzAwvIqtGeNucDI/wAPU11lpaW6XstrZ3MkU6ruDE9gM7R26H+ddUFdXIlaPum5JArdCCage2bgsSQP5VHaX99NERILTzf7vPUdecU+S9uIkYvYFsd45Ac/hVEuLTsZa28wkvDHIseGGC3Qcc59iMCtS2tMsJJ5AzYxwOKxZL17lWmawmRWzGyMMBgD0J/M106QYiB3DgfnVIc2+a/UJLdH6KGrO1TSvNQTpGUlQfKR1FaUavnIqQhs7XyM9apERlyu5iXely3UNrsudiA5bJpl9M0FzeFmVISFG8tjnHBP44/WtKW2t5LuXBISADIGcscf4VWE1rOFvGiDIDslVj0XOefyptaaC0i7GhpujQyMb53bJ2lTuyOBjIrH8Uak8KMkihlxgAdAK0bjxJpksBt45PJ2j5do+WvNPE2pymcxi4D+ZgfI2QRXgY6u6tT2ceh00KdtWdzoCpqNlZ6osrK0aldoP3sEjFW0MTAzwuNm7EqNjg1z3haK+bwVa+QjCRZCwI6lSSfx966W6jDW0KFfKaUguAMHIGT0+le1T1gr9jFaTaQlzp8Qid4xsYjO6N8Vim3S0tYprpbi4yxZFkYDOTwD+Yrek08PEqqxXcvJBqjBZFSkM0kgMHG1mJB9DnvxVR3B7W8ya3lidzcTRug+6ABkAU+9ntorUSLe+WhYZY9hVtY4xGFByPQ0yfTxcW5jeKIjtk0+olJOXYhlFpKrQsENtt3NKrYAI5zTw8ZltWt5kaMqRCOcZ6HP4ZrPj063FjPbTyiM5IGT2zkf0p0ttHBaWaW0zCJGZSxH3mPT6ckVfQm1pa9DF8R6dHeM8r3QWMxtiMAMG285xXNaPoN9capBBHEkZMwEbxDgg88/h1rsdRtLgrBPGI28lmeSNx97JHb+R7V1ukabYaVZy6nHHtLklRkkZxjNc9RLWT0sWpuOhzMtiNNmQ3LvBMreWVjPy+xz6d60Y7m6ina3njhk2gbZN+0tn/OPwqC61O3j1KNbvY6yksQwz9KstI08c0kipJalfMikB+ZfpWWFxEcRBuPR2KknB2kPe82qfOtZlwMkqNw/SsaTU7Z5JWgd0zlGJQ5BHcCtlbpHtQ7wuNy8kVjXN1brpTeatypeQ5O0ZU561uGyZoQahKflezGB6Gs2LWil1cW0tkyeYfkcc545A9MYraiidiCGRMD1qjf2A86KfKyFJN+NmT3Bx789apLUmFmmimdaGmXFtZQxGTeys5fngnGBUz3ohuL6NPJDKxKYH3cgE5+vOKsiSxn1GF0gaSdRhd64x7+/f6UyfTiNQmKx483DiUeowNp/A5/Oqd7ERVmYepW15fFIIXhCyQozIjgOjdenU54HPH5VRs9MePyrm5s3iZpypKemODj2/Wte/wBNhu711tysd9CVWQliFCgYJGR3GAcdRxVvTo42eaOxibekgeQFjgcY79Bn0/KpcU9xxk09GEOjSStPZXBZNziVX3Z+uB6f41fkS2adLCSR45o4wsU2QSRgf4fSoCslvqDLLJI0skDFUA4Ug9uOvI49qTRbn7dbPPOitcQk4crztIz/APW/CnYTdpXRo2sitDtkmQSIdrDJ/TPWqMkMEmrMXe2OxC3zYJOf6cVLp1qskDyFg+/94Tkkc88ZrjWgmvPG93YHU57WIeasYjTcSVQsFB7DgnP9TU9TWV4tp9UdBZpKZJja3qPCXynlnp6g1Yvv7Rk05glwA3ZsdD9O9cv8Pp3n+3tJPI4PlkKf4eua7oxW+zawc59TTM4ys7swrS+vbpWNxGkssBK8jqQBXn2v+Irq51IrsDeX8rlhyxHWvT/LezM8kUW+Jh825j8pxjjsO3FeW3dismovM6sHGR7H3/SvPzCcVyqW2p1UI+82th2mXSX8hXaI3Qgkeoz1rpPJsJoI7hL6SJlcb2dOQgOR07cjHY57gVzujWZg1QyE7ixwo9B/+sV3zWzW6TajbwSCaZAXiK4CDpnOMn/P0pZdCPvOPkRiW7pEsOmo4u0lliRN+Y329CfUfrWlbx2zWouowpu2jwrkdeP60kVms1qt1O4Ebp50iHoo9/wrMktr2fT7JrWECSByu2NgQMdMHuOP1r0krHPJ6LUvfaY3tkvZrcwTo/lkkbN/PTn3P51bnubYwNlZFBHGR1pl6yM1qj8byW2lgDkD074rP8XTyWXhzzrWUxyh4xuXrz1FSzRaQUvMq3N9p66PEsq3LCXljjDA9c4NdLbv5oAOcdzXm2syPb6DHd2etX9zA9z5BW5jVRMQu5ni7hVJwQfUe4HodtKQU2/d700Q3d3NOIgOxyABTh+8dm6gCo2B7DIPelRzGCOo9qokz4gw1J4ycpJnr2IqC4FjNJc2NvgOeJOOpHOamYiG/incqqZOWY9M/wBc4FRQ6RKmqz3TSKFlVtoXqCatDrWvddTzXUibfUJdvbNczLO89z5g6q4OK6LXm8nVnhkIEgGGGehrnLdW/tQxAfeBP9c14U6f7+Xc7Yy9xM9V8La3Dq+j/YEjMctshAXON+OuPetyGzkfyppZmkXkoG52/wD1+1cV4IuLdmkmgi2zR43knqPUCu40txPHOF4QOSgC4A/ye/evWg/cRz3aukXGcBTgDpUQjWRgc8kd+tccL+a68a3GmXWrXdpbNLsjaKWNFj6EklxjGM8dSat+Gru/OqataXk11IbeURotxjenLDnHGeBnHFUYnSiI78Kc471OYpVAYg4pVAUxgZ96nLCRlUE9etUIo3SxMIITG3ztlyMdPTn16VX81vtxtPJ2wkYjIHSpdXUKySghXj+cE+3X9KbqepiwS2jEW7zuWPf2/nVIqonZFGeBLhobpp2WeFSkgGMOgODkfXODWnea5a3tstvCQI41GVFY+szWyZhUYnC53KPXqDXALqEtveyujkIzdPTBrzc0uqXLHqa4dczuzobRo9Z8RxQsGPlGR3wf4AMD9SK6ZHt7fTjZxM7Pu4WRcHr/ACrymy16/tfF639mv7mSTEiY4ZT1B9u9evWcltLK6qAdw3x5OSB3GPQU8vgqdG3U0quLnr0L0Kg26gqByTWdewAb3hT5XHzxkZVj61T8XXd1YeH3uLWZoZBMi7k6gE81zWsnxLoujabd3Op3qy3Zk3xFcCHG0qCcfeIbOP8A69dphz+9dnYRyN04AzVy1RZGG5Qcc0UUEmfcZg069vVYmcFtrHHyj0Ht3+tVbKeS6sYzO5do51CsTz/nmiirQ6nx/M05LeAGSQQpvdQWbHJNSbI4A8sUaJJJtVmAxkUUUwW69SKxzPZrdzEyTkFt5PTBK8DoOBWb/ac4tr75Y/3LBFwuMggHnH1oopEr4X6mtpsQEBXLHaduSckgeprzTW7+bTPGl9eW+3zY5mC7hkcrtPH0JoorPqa1viZc8AoEkvwCcAR9/TdXckYGaKKZnIra/cyQaC7JjOCeR6V4odTunvHZpNxZsnNFFebi0nU17fqzrpfw0df4Y/fajayP97Br0tCRF5u4lgdvPpRRW2W/wn6hVSbKU8zz6lDFJygy+PXA4B9Rz0qzqq+Ymzcy9QGVsEfQ0UV6DMaaXtkjNsWkuJt80rvhnUA9Bg/5H0qHxu5Phhwcf62M/qaKKzY6uiSRw+ra8dZgt45dNsIDEqpG9urqVQdFALEAc56dea9RtxgD6UUUIwL8MjFeal2AsaKKaG9iC6RXj5UcHgVnAPFbyOJpCYxldzZ9TRRWkTakk46ninjh3fxG9xuKyMgYleMnaP8AGrXhyNXghdxuYqMk0UVw197hD4Ud14NsYbe+vEQNt8sjBPvXV6CAse0ABRGAABgUUV0LYKe0jz7W9WbTPFGrRGysruKS43FLqHeAVHBByCOvTOD3BrT8H3txe3Oq3txIXuJ3R3fGMk7vyoopowO8Qn7Ojd8UISSD3ooq0JlbUmLRsehCn+VOn0+C+jtzcb2MaqQd2OoGaKKpFS/hr5mB4njWO7eRRgtECfwFeZ3Ln7O7Z52k0UV5uYbxNsN8LM2wnkj1yziVvkfbuHrmvXfD8rnUo0LfKqcD8aKK1odR/a+/8ix46AHhqbH/AD3iP615zd61qF7Yw2FzdSywQSNIokkZiS2OuTzjHHpk+tFFbmDP/9k=", 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", "info": {"video_id": "78879", "label": "dropping plug in front of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1749a2b0651516d280e77c58ca04b5de797f4b1241fbb81e5cce76f15049f816"} +{"episode": 42598, "episode_seed": 3992400205, "split": "train", "timestamp": "2025-10-13T03:19:17.046004", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3992400205, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping leaf next to caterpillar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "86368", "label": "dropping leaf next to caterpillar", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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KJ87h8dOlWlTqtvp6CR36mYTMsyGYBSrTnEbqeVJGcdenerQg863WWRZzb84aL14J7+h7etQGUx3vmLKcPIsci7BwTkglScj6/wCFRW97GLmWC3lu4jNIWEOche2/kY5GPf3Nc1z3WW5Lm1luWhuriW3kYkKpUl5Mdy2MDjB+br0rKNjLf65GiRmNuHjiMQ2sq/M7FuPUYJ+ldKI9kJKOs7KdpMi4OcdCOlc5Ndaja7tQsX2QoVjdpsOgzzgnsOOnbFPoR10Fu7iFLl4jKVkeTyvIeTJGO6n0GTWlbNNepDbXsJWFpAwunBEi8AAEZwR+ecY71XhguLnM80kbyiT5Xt+cpjkg4449O1Om1OO0u4HeSaRWKo2MMT6Dpwo/pUGyNRkaeWRVmcRpgqxyM4PYdR9Md6mls7eRWbftQBeQ/HBznHTA749DULwi2vXkijZ8rlXdh8qMMgqf4uo55pFurydLhDGVVXGzncWzwDj2PakaEF3pS3ttHdRKFd1zx0J9/wDPFULOa3iEcEhkSWV2jk+YgehBB9ePyrV0ecmW90ycFZInLIrZB2tyP1z+lUta0yWd1aMsJozlc/xf7J/pXZKKlTTR8u688LiZJd/wvcjaGe0u/ssN3uAffbszYGDwU4HHXg/X0q5byQpdSR3M6wXEaq6CTLhwWAPJHPHXP4VV1BnaUxLFG0sisE2bCfNHVCGPJP4e+KYlzdXd0UhlhjwAAkqFTEmAMqMY5J9fqK5D6XdF5jeSOssBtb0ABdkpOxccEjb3xz9aq3dml7qkRuss6s2LdB8yZ6kEDHPoK1XlhtQYZYACIwVlRR8x9OD+WPasy6jljufNMkkaDJibHKk9sjlT61RDOUa01W/uYri+mSRLlD9hDyZ80Mw4XHrw1b11MLR2VJGVYkCGFsKRnnK88/SqEUN94dkikSzLC2yuJ25DY5xzwTlunQDirsyTajM9xd2MVvImx49wDHJOemecU7ERepat7lrqNrW4SWQOVjW8VipTGfvcc/XNaTo7u9vFcEpGPvICE49P54xWTd36WaRSXFwPKX5GLRDhfQepPritF0EV/wCYqyzfIHVSMbFb+I9sZ6D2/GoZrEttbW7jeG2oFByHGOueg44PX6U0RW9xJJvh2mQYyHwhAHGAenr069Kof2jI88yOsiRooKP97ec9MD8a0sNbzAyRmNlGXYLjPbPI/IflUpgpXbXYaul267UhOOSX3scuO4yOP61iz20UFyYFuMR7y8TyElRngq3+yc9vQ1uC6iksWkuGijuEyVLYPOM5Pv8AT3rK1KZnkIieM+aGjVlkCbZR0UnGD7k+lUDJIJYoZZIbgXCuFWSCWFflZed3Q8cHoKIo5WlM1neyQs20SmSMHcOnIbsRj8uKoxPdahdSItzLGxOZE8vftUADgqSAcnkcHvmtmW9aEGJlWaIRfK6kHDZxzx0+tMzZgai0lpqImQIxeJ0lLqGSTLDBQHGD1yfampqmmSaPBZJ9p+1IwJkdfnZicgk8nHPTHFdFFbi20/U7xYonmhaGZI5GJ2rv+YH1BUkDHrVPxJYf2b4heXT5RFZTqS1qP4WGPr65x6VXQlblC1tDbiXzkWSVWbE075YcjkDGM8Afhmr0bpc6es0M0UZVijhTkx59D2Pt6mq95LE1qWD5H/PRBg++V6k0lvaxafAJrSW4WC65SIKkm5uGzJ/dOORjmpZqjQfVY7V4CYXYyMEYsnI9Sc9s81MPmVmaPkOVyMj5hwc++enb+dZd1JdXML/ZRDLKpClFJfZ0G5j65H0p9tNc28LLd3DoFZQVy3BPBxjg5656jkVGtx3al5GvHcxNO0M6qIlT75wCP7w468/1qjfTKIHWEwSGElljzj5ARnBxxjPb2ptwhil87yXwUAlYqFMZPTA75z198H2dF9pt28zbugiOd3G8+w5/i4/LNMoyHuJ/NSJJnUFnkiaMiTIbGCyjBwMnPp79tuITadbLGk/mS7x5gl43DP5Y79utNs4YryxmeziSA3AZGLDGw8ZKjrgn3PIpJXFlauZnlaJTvfad2TnByMc//XpozkQ3ax35Esnlq8cm3YfmPXIDf3T6EVsanpkN/DrlkI4Inikils5hklN0YJU+uWBP41jWm6a8jMQALq204GCMZwR6+h54Har90LnUtItYWSSCC6lxPf8AlnYoRgVBYeg4/Mdqq9jN7mLpssrwhbtkebAJXpvPqMcVE+njUL4pFO5ngYSRwhPmOO7EcAZxx3rCM8wj+wRxr5tu5gllGVw24jG7PGAAcgdK1vDd5pVlqI1LUbx5dOkiNoVL4COxB3KeuQACD159qC79TWFx5zyHbFdSsF3PbKdpbgE88qOCMDis+K9jS5aGG1UyxT7/AC2bG47SCy4+9j65/lUV5eJFc3GhtH9qvIJFniuo5SiSRMAVyR0YgkHAODn61dAll0+UXsUUrg78rhAAD7dfrUSRUlzLQpaXqDafr8kMqmOC6PBwQNw6cHoD2H0rrGtoJS8jqGCfMQT97HP9K47U9Mt7m3cshXAErsAeApydp7DpTtP8QaleWq2knklMlHk2/OFzwWGccgg/nXXSrJQcZHi47LZ1a6q0uu5otajUoY7u1aOd5VHmxvEAzYOQ6jHVeOhwMcVYsVWwf7IsrysqIxkXlI8gggDn5c846d6p29mHu4bu3DwvEQGQ7gpAHbHUcZrR+3WVxGnyMisSgfys5Pp+Y+nNcx7DIp02ytIkSkmTdhsxhyMdQO/cEVa+1WQ0K/8Ataq0F4UUIBzuJIQkf3gT1rLLSzXbs0jGJsbYpDtKN/j3z2rodC0F9a8tlWG4S1OLiGaQqXJJwwwOCME8460Pa5HU5mxuYLKyil8t1t2iVkmIPyL26cHrU+m3Nrq2sS2gjSRmiacske6VVXGdq/wjnJ6ntWLf6NeaLff2VqkiQvamNEWNyS8ZJAcN2LDOccLireia1PYamlxZwQ/2qgICeaBuhGCx3kc84Hvt+tI1v1NWF0t7NpoVW1sV/dh4g0ox/eGemRyfTIFI8d0/2jbcMIwIzHhuQuSWJx344B59ayF1VtT129g00zWel3IE1xbyDayXB+8FJyVG4AjFa9lYiz8yRHkVJixeZm5LBTyxPUktzUzRUryivkZN28ulakuowiVxEu6aNYyP3ffr37/pXcW1zDNbpfblNsVDq+SAPr/hWEYRJEYJZIztyHjY72J9cdxnHSsS0sp7m5kmuYpYcES7icAAZXaRnDdAc9jW9Gt7NNM4cbl6xElNOzNQ3MQtng1S1ISWRmWSMHfnJ+c47nA47+taJs5oFjFlEYEy/myhcM5bocZ4yQPX0qorQyO0U5QQ/wDLMFSMHrwep+g6VJd6jPYeakxhRECNHvGQ6McKcj3/AM8Vkd3LZWRJcSxHqyIzLxCnysw7j37n6kVEsg8h2OJmJMQd5OwU4U5/izxz6+1RMovrhLhVWQYLRsgKjB6r0575qVdWisonTy5pkduNqhsNjqwPY47U0Szobt4pb7Xbe5df7OuLa3kPygCM/ONw9DgDP0rhdMeDTkWL7QxQbgjq3Tk5z9Oa37mWe90FIZoLj7LczvHc3KQlxGnUKSPTn2BYiuKupJ0uL7S7WXfFazSFnLAKQzkqeBkrtPOe+RT5rmUVY3FNle6gIWSKQyqQjh8RoRyWwOWPoKsiVbJDFHIyxQZXzbiTzItzcbk9Ad3ArG0W5tdL1eHVVtpTdacxEa+UVaXcGUEIPYE4x6Vcv9Yt/wC2pbXRRHNYavGZJIcc2TZKugA9fvAHGPwpNGilZ2LUtvfXEvmQyB7fZvWXGDJz2OOcf/W681et5g0yRNM0jMobCozHBPLYP549Kq6ZBcRMzvcFmlKqzbPlBx2QYAGBjip4I5zAyFOFwJSxwUB9gcgVJVuo1V2sYfLdFALxsACJk9eo47dePyp9xcpDbOmpW4EcxAIIY7j/AHyR0PT6msuxu5ri/eF1Zdn+qkCnEe0kMTngghsA+3NajyrczmBxF5RXO0g5BPcHsCR0pibLEtlKsUKW6+XEhYySDAZwwxn+We9QXM0WUE0iiUrhIyoXcehGR685+vtRcX0tirIxjS38jzYpHUsJF6Hnvg/55qu7jUJYpQEcHJTy8gI3Qru9yKCGXNJmWO5jtfK3wSSCN4ypztx/q8d+SCMH3rF1+aRLhdeuG2u1wYJLWSJt6HYVTKnH3mHX1rvfAMNu+oXdwY0aS3VVRmGShOQdvboMevaux1l7afTbu2udpjliZGDAHAIxScrGbmkz51ZQ8rfbFaMy4iQICCuQMEkcAZIH4Gt+91rTrfw9axQt5Op6IoWBnTi/jUgGPJHzHPORnBBHeufuIJ/9HiSN2SeJEZlkLCVzmPcA3PG0HPOM1unTLKC0stKvbSaVYSiJv6nb95VP8J6/pVmm4+0W61KdL6QrbvOVl8mIYGcY+91IwBwe5NarCX7QkrSqBIoUM+FUHng/QVXhktbC6fyZJFiRiFkccgevscfzqpcT/bFtIrS2MzO7POqRH5uQBuIJ6Acdup71JpcW/a8gvo/Kt/OTiWVQuVY52lSfcNndzV6SY20SQpMQ8ZwSQpOOcjnjb+dRMGcPLGgVbMNmYAt8wAyMDouD1PB7dKgtY45AyXitbwLISSDuCt1BA985I7YoAvtcIbU3NhKojB3yrGRuZOhZeuduOT2qkNT+3TS2pllaWOVlQPgKex9c8DI+tRTNLcXduFkh+yQL5ZdGKvGGyD8vocdPwFKQJZvKSZS6HdvCLHn8eh6dfehEMtFinlfZ1VlflGUcLjsR3x37+le0wtHa2ccaqqRooUBRtA49K8UV1mgKoxhmjJGyQqrhyeuM9+D9a6Ow8d22t6Xb3UBfa2VIfg5HB47cg1FSTirmM730M34mrDJri3NurPI1n8yQsFYskikHHQjDN19K47RbeRp5tQuXmEaIYJFEZKs+RuYDnnGOR2rf0+eHxH4o1KbzYpI44/s42tlggGDn6tnH0qK+aewjurSDy9q3Ibyg+0A4G0jHQbTyO+Peqi9LM1htqVdP0iwsIZLqzudhkkK+T1AXAK7T3Hb61rieEeShk2LEjOzIy5YLyfvcYJ/IA1kTyi00mFr+dIHdfMiWFxhvnweh+XoeOvFZqM93bjyIJGMkhRZgRvwRwCCcEjvxyB3pml+hpWt0LrT5Wu5iLcE7kdcqp749STnjPpmo1CWhSHy0hdstIoUIWAHVe3AAJHTrVey1S5SRJ5bWOX7IwkNvEggCqVKlhzliM8+o+lXkli1O7e+ht0itGlRIoTktkLgn2FD0HuCmTTle4uZzDH5bNFtUBWOcq2fT8s56VVud2oeXMkxtS7eadgOx2IIbaRwASMj0zVvUmEESsJbiSJI90gKg9+RsJHBwPpmoYy9xp07Ws0cQgcstupAOwnPTv/D+f1oRnIt2EzTKQ+BuVvNfbjLHow+uQD9a7P4f3MNomokkmQJEG3dcDdgfTmuFhnVlSeKYRlPkljMh2kE45GevA5HatW21qPSDK1wY4XmJLBX3Btvp69R+dRVbUXYhq5P44uRq/iK7jtn2TxWQEjFdy4EiMvy9C2M/nWJo2lPaW099IsHmwuLaMS7shTyu7qRnkcVa8D3aa5d6zetHN5huD5iydASMAL7bQKlvrGZJrq2iM8RFwdkrADKkBuCeo5IBP9KE+VWZrBaDhJCbSSWezRbh5d3mSHDdMEN7cAjHoacmq2/+jqctCjZbIDIAPXjHXrn6HrVAFbXRgLWGe+by5PMV05QhuCvPzcDk9azFupCk4nmaBmZJGjWPerckE4zg9sgelUaI2LIzxrJeXVu2JnBh3YV3DHoCCRtBPJ4A7cU68hntdkckJy7CZ0QFfLJbG5c9QD27/jWFYmMXnl290YjKm+G6QHehByuNx4HQbfT3rYjurq8zearMWmSMR277vlAByTgdzikxplkR29u8d4fIN6r58qUDg9AQcYH5d6pQwyzWRN7CiRqzDyLiTAGcMcEdiQPYZrRupUnghVY0MbSYBWMMHLYwG55yQffmqFispeYajaSyN5B3vAP9SqYGcZ4XgYx1yaaJY+2EcMqqXjhiklBiySMtzjn6Afge9XTM8NwVMUflyhiTIBwG9M9+n+TVG2jZo5raTbIioGwH+bHQcdOv4nJzVmONbq1ZpVmCNtJW4JKbhwBwcgdx9aZDPaLRIrKxjt4kSJIlACxDCj1xXmnxTggubrT5Y4YprgwXEflgYZ8KHXBHoy989fet3/hLbW9slltrlJEY4JjOQT9a4q/uhq3iuKNdkgghMYYP8ylwS3H+6V/GsISbnY543bOV0axknv8A7dKk+6y3AOhByzgkDd34yMnFbENhpMst1epuinyu0qpG7HDBh13857d6lmS70yO/gCAhlQFY/l3oPukY+624EE1FAJ/7Oe41BVtbaWR0WRSNrMF3AZzyfUmui5sX1njFoIPMVQ7qG7Nk5HUdDj9apR3cNxq90yYWKAkqwlysaDjknB4xjJ6/lWTFcLOJzDEbhVTIaVsmNs8kMTjBB9+aelzqAf8As2WR0VtwijmVQCxGV8x+45x6d6Vh3NW6naG3mk/0lIZCcZ/1qYxkhcZ54OPpT0s1uo/tB2SRxMu6JWKgkc5UZ57fyqE6rLrklvavaxWE9sshnKLu3fLjaO5+tW51hew3MgExC7TI+I1zkY/l+dAMqLLNqEt7GYHWJZGcxTfJtDZU7W/u+o9qbEkVs7KAlvbttB3S8qR6H1GT9cUyC8g+2CG8MsFrCxiOX3nJJKliB78fiKzNNSa98V3ehtq80Nm3m+UYowyuyruA5GAOCc+3qaaRDO70nxJaaBfvFcyhHvnCRKozuZRzz071H4s8TquiXW2aNJJR5MbSn5QWOMn6DJ/CvONDifxNcW1vf3FxKts29SWIMa7T90+521zsl1c6pbCxlaWVjtRVk4O8tt79ece/WsZQ5p+hHs/tHq76dDF4ctrtNgSNEPU/6rcDgHseeD+FUt15c6yDLeW0ccj4eaXIEhC9zg4xgYFdYGgs9JgtpAoTyliUEZzxgf0rltcUx2G+KQRThwVk7Bv5+lVz+9Y2itLmTqGoQLdA28MkcqqkjTOp+RvXpjBx+tQ38haWZxdw+ad2VidkLJjjJHVRx6VoyJd3EcMiPDO8cIzCGwDkds8jqetQy29pdW5u1srqIllhGw5VXI6DHTpn8K0AlivdTNn5NldsbK+j+eDAHk5xuCnPIPX/APVWxZXFvBN5dqVKjmNHG4gYwRz3z/nmsGK2MMAmto4pI5iA8ZHBwc7txOQCOOPrWpbSOLJY5fLCyKxZolACgHIye3OQaVtQvoV7lLhhvWTECFvOWXaSGU5BJAyV9PqPTNT6jJ89vcTRR2c5iWTCN5iydxjsSAOQehNQ391DHaExMtsXfa0iNtLNnbtz+f8AOue1S+Npp7tFeTRFyClunCo275jznjjIxxz2pols68jMkT/uHt5VQCRlJ+Y/dPB69iTXCeILZvD/APZ4tY5I3mt2eXyclS+/PT6HH5Vr3pXTdFj1DTNbv5BLc/Zx50axpcbU3M8QznapO0hvUfQVfG8Uc2sWlu8qrLFAcjOApY5AyPp0qJL30mC2Zu/C+08qPVdQ8sATyhNwOdwQc/qxrpLwwXNyZ4wPQsowcjj+XH4VB4cjbTfB1sRtyIzISPfJz71mrciHTWkkJ2rlmyeT3J/nWFepy2Lpq5lQCZzqFssdtLEDiPdgn7x4K/UcEnvVdrK1njktpxJa3T7Q5ZCVkGMZBHU++KXRkhuljuGuT+8csqyqDuLYwoB44J4roNCnWTXhNLbggECB2IYIQDwQO/T+ddWor2OaSzdZZXtp/PbG0+XgCRR94ZJOMckdemKu208N2cBp/K2lvkUAYB4BPckDNST7LfUboxtiKORhuRBGiqWJUdccksBjtUNvcebCGkzAWRv3R6OO3UADsaLBcvvGHkEpkjjWMt99d5ZCOMnpnFZbX6RNKv2Dh2VEEahpYiv3QvQFDzx19a0ligOpwpLfRxxTxMYwFO2MnBALD0xg+9Zmo6a+mTvC17IRIrrFc7f3bsDnBI4PUYx0xTt1Jb6F6J5Yrl7O8HnLLIFYZwUI46ehz0HHWsHxmZLcaai+QqbWwxGwkhh6cDAwPenaFctdeLP7J1TU7m0QybUuYp4kER67mZxgrjp3JwO9Z+pi4Gq3VneteMLeSRVWfaXTB6MAcbjgZx+FFhI9F+H1k9j4be6fO65kaYAgKcfdHHToufxrRe7W5jFyePlxgnPToaTauneF4oFbmKER4P0/xNY0t2LfSmkQrujUso6DAHANcGIqWsluzopK+pnWpifUb4rPMPOO3y1AIJDHkEEtnGPbirKW08Miae0MV5FMF2dVdTnjOBwKydMv7Czs47nUIBEzPuO3JwxwCxA578/Sug029eDVPtolPlBhG4ERxjI6MM46D3612WJuZ8umQfb5LSS0e1YO0OJBkqV/iHPUFgR7Y4NS2ouPtaidbYANgsyjLqBjjsPWp76SO91G9vbWIS26sCTguZGwFAAPG44Jz0wtRW6XKq8twBcKJgwXIJj9CFA5PI9evtTBMtF4ZQGuo87wMoRtxgHGAMYyB1/rWNc3s/2t3gulSdW2xNuACEDJjP8AeBz0Pt0rUluILebT5ZLdDeLMEPnPt3cYAGD/AHe3tmo9VbTvJk1HTbeNRBIEmhddxkyMONw4bqPfINFiWyvHATEJ7OZXZVUSywrtVGPBG09s/wCea0LlIHZj9oaKTfktEDyxA546kYxniuN1GZrCxEmlXTojBciNt2D3BYDpzge49qtanp+ueG/DukXdxdXSTXhkMls6cQD5WVSxHDEPnH+BqrCvYxrLUbvR44YLWY+S/mSFGAIBDkcVtfDtBc+N9Qu5SWmMBJOe5ZcmiisI7yE1qd3rlrC08chjBfZ94/7J4/ma5zCJrFxbtGkkZjMpDjqSpyMDjHA/KiinDdjfwlCGzgaxkuAu14kkVAhwNo4x9KxJHaCAPGSGiLshP8JGD/WiithPc6dQ/l2J8xs3C+Y5wMhuDxxWheQLZ2CLGWYSxSM2/nGGxx+FFFJCZQudRubXSYdRjYfaLcLIpI4J6cjp6/nXLapey6H4vnv7IIJYpGdFdcqNy7SMemGNFFNEmz4EA8q6mxhwI1B/76/wrn/CsSv4jsCxLBrnlWORncecUUVivjn8in8KPVtbdjPYxbiFaQk4+lczrq+fahWZhh85U4+6pOPpxRRWEv4sTSPwsstAtno9zJGzEmQrhugB25/ma1LMte+EZo2dolVA48o7TuVVYMT3OaKK7UZT6HLTXclugSDbFi5VCQMkg49c+p6VvWcMb30EBQCO4J80D+Lv/NQaKKRRd0a2trjQ9Y320Q+yB5YsDoxXd0PuBXAa24n067gkjQpb3TCLAwUBCnAPpyaKKb6EdWUNU8TvrgsYZtK0238iMCJ7dHUoqdFALkAcknjk80ybddQX2ozSO1wzAnLcHIyeP0oopgepagBD4Zk8vjCqox2HFcrcu39gzHJycLn0B64oorzq38WBvS2Zz1+obTtvP7qZdp+uDW1a3Ly3sdptRUMSuWUfNubgnP60UV6JkiW1nK3EdkURoP8AWYYZO7OM59gOPqfWrLSMNPUth/8ASDw4yPven4miipGzJv7u4hkNxFMyPG0ygDoRweR0z2+lW54FfS7aDLARr5isG+bd5mN2fWiiq6E9TlhrDaTNcJJYWGopcfvHW/h8z5kbCkEEEdTkdD3Bp2m3lxq2ui9vZTLcXd0kkr4AOS4zj0HbA7UUUpbDjueq+J5Gj0iFVwA8nzfrXNXRzpqR/wAMsyxv7rgnH6UUV5dT/eIHVH4GVIrCC7juLWYExbWkCg4wy45H5Ct3TrCKTww2pO0pmgGyNd52Djrj1oor0jnKdsnnOx3PGYUV18s4yWGDn8Kv6fGJvMhkJYSum9uhO4DPT/PFFFIsfb2NvdQTyXEQmKnfh+QSvAyPpxVCKJJL+XTwvl20E0qIiEjOC3J98KB6fzooqkRIy9cijXR7dI40jWZ1nYIoX5iCvbt3x681ztzrmo3+jW2n3d3NPBBM7r5sjMSW29cnnGOPTJ9aKKfQl7n/2Q==", 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", "info": {"video_id": "86368", "label": "dropping leaf next to caterpillar", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0c422cf0f78ff2a7eaaeb04b3258b28932fa575485844332ce44649ff5b86c5e"} +{"episode": 42599, "episode_seed": 2729619296, "split": "train", "timestamp": "2025-10-13T03:19:19.448789", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 467, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2729619296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving cfl bulb up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193469", "label": "moving cfl bulb up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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TP99i386Mja2TjjJp2C7AbSCe3pVt3MEkiaJBjOMDPNSytgKowD1NOUBcE9B2qFjvckdOuD2qiWRd8V1/hvVjpenahGrbXn8sA+gG7P8AOuTQfNgjnOORVmclfLQHGeTzUz+Eqn8Rr6hrjG3MMXc8tWPsIiZ2OS1LHA8hBJwo5OabJMrs6gfKowKyjHU2nKyKW7Cimk5dPamuS3OKaSNyfXFaMzRNK3P0pko3BwBwDkU4nnJ9KXnLgDIwMn0oBjbdecdef6VfTCISewJJqC3Q4LYxk9/SpZXG0KPzqkRIic+pBqW3XdnHeomBOOOPWrUH3GfpgdhjtTEd18P9G/tTxVDI6ZhtMTtx3H3R+fP4V7Pqdq18I4VOFXFZ/hfQE0KO7knuGnnnl3STSHJYKNq/4496u3+sW1ojSDHHesWrXR0RnzpSPOfiD8Np9V1OHUNPngt2kAWUTEgMRwGGAeccfgK67TNdvfDugWlre38VxJbQLGWUcNj3PNcp4s8bGaNYoH3ODnPZa87vdclvCd00j57BsCkpPZFOMXrI+gNI8brf2txdPIp8uQxrEFAycAjJ984rL1/xbolhr0E+oQNLM0SmNArEqMt6cV4ZDq1xFEUhbyg3LEcn86mub+e8u4pbq4eaYY+Zzk4HQfStKba3Ma0YtrlPXrj4taUQ0dposj9v3oQZ/U1514o16fX9Wa8nVUyoVI1PCKOgrKLrDNxyxJOKgLZ3E960uY8qQrf6se9XdOh8xwxYAc/hjk5/Ks52L/dPHpmtO1Ux2bEcEgj654oQyo+j3WtahaWtsF3sSGLOBtzjJ5PPc4HpXtVlbWmkaZDaR4WOFBGi+wrjPAlrEbi8vXVTJGFiRj/CDy3/ALLVrX9cT7WIInwqfffNYzaTOmN2aep+J7fTgQrbeOteYaz4ruLu+laJ9iOeD3NQa9qy3rmKN/3aHJc1x883nyMy5CqcL64qEubcpyUdjRuNQaSQNI8jk+prVsvF+qW7MIpEXcpTcwLHHryetcwTn65qWM4fn3rRKxnKTkrMvAkmVQeAoPNPi/1Z3H5RyfeobU+ZKeAM5FBkLluw9BVoybHklz9TTHcbsZ7UjNtwBQqbmBIpkmnDsSzYlQCwUDn3GT+n61ra14om1G8cqflHC+1ZMi7bdB/np/8AXqnBEWkwe4qKiua03ZExY3EpkkYkKMsT0rPuZFkl3dFzxVu6ukGLePBHVyD+lYs7fOSBxuFKKtqEnfQtcNn5h16ZqJXxux13VGDgmlHU4OBnvTBFxSPIY8dKlIJeNuuVB/SqqviJQMZJq2zFLdNuMn5c96ZLZJIcAIOp5JpgO1ST3pM85qPJc4Azz0pkFi0w0o4zjnmrN5te5RVH3VVfqQOT+eajsIv3mK0NPht5r64kudxSC2nuAijJdlX5R9MkE+wNDV9CovlvLsZd5eBUMMJ6nDN/Sq5Kou7dyRVC2fdbgNksCcmp52HkqAOcjmpirFSdwUqcKHUEscknio5Dt28jrniq6Zwwx0apCc9uaYIsRtukwTxmrC/M0oB6KDiqkRAk5Oeuat2p3yncQAcigGSw/LFlug7etM5Zs+pz9KQOzkk0jttwBTIYM4Lj1rVRlWzcFQC4UYH1yf5VkohLBjWpINsEY7f4CmC1Z9G63qkdlYt0LnhVFefaxrvk2RDSbpnGNtYms+J7jU752jYhM8fSse9aSO0a4YMz9FOCce5rnfvM6fhRlX9yvmGIsWdstJjnaPT/ABqgVwByOpqFtyz5HJINTSP5yFwMcDIH0rRJJGTd3clj3yZAHAqyoKz5PUiq9o5CsPpV04a4FUiWSOzST7mHO0A/lRIp24A605Tmd+O9TNwyj3qiSFE29eTWuIwtkoBzux/9eszb+8Iz3qbSIG1jxE2lTanPaoySGLy03bmCFgvsOCcn096Bx0ZtLq50DwysigiS8LFD+P8AhiuMe+uLxyWYkE8Cp9Quru90rTluLh5UUuyBv4eFHH5VPpOh6tqEAfTtPkn3SeWrkqibsZxuYgZ9qzcby0NFO0bsxNQxHEYRgN95yP5VlQAtuUDqT25ro/EPhfVdBtbe71IRBbiRkUpJvyQMnnGD+BNcxuZJCyNhgwIqrW0ZClzaokYjOMYzVmCIHBJ5qu6HC8Y9qnt224+hoAmgU7z7HNSRp8uabC2A7d6lh+6M96ZIhjHmZPIHOKki++CBxnODQo+Zj2xUVwJYrbzEyPm2gjufT9RQI1rsZVQoAJHGegJ//XWdcRXaaPLfxDEYlWEv3yQTx+A/WtnV7Gzh0S11TTtWvp1N0bYG5gWNbgqm5niHXapwp3eo75Aj0LSdc13TLux06yeeKWbO5ZkjIZVww+ZhkFXGfwppXeo3Ky0OcgAy4KgkxnHscj/A1WulCsMHOcZrvLH4Ya3dEB5rKFhKYdgm8xy4GSoCjGQPeuL1izbT9QvLGR1eS2meFmXoSrEEj8qHFpagpqUtCFsGMMTljkH9Mf1pkYEjjtzTYsliASV609Bhx061JZaaMLGCKlKfKnuSf5VFvzGo7VOWyyKKCWP28HNNChABjr3qQ4KUpQtsAHNMRc08cOcdBu/z+dTaVubxHZQhzGtyzWrEAE4kG09eP4hTfC8FnqHiRdM1G+uLSGdvLWWKWKMRnqSxk4xjsOScCq0lrfweJhYwJcG6gvikMVwFEgYPhQ2DtzwM8498U1uF9LGK1q9ndXFu45jkIzjGcHGR+VSzhGTK9NgP44Gf1zXay/DzxBqF5FdyRWdqt+/7nzLxXDFgWAULuOMZOKzPE/gy58NaVZ3s93DPHczPEpiUgEqDnBPPUY6Cm4vVkqa0V9Tk7dTI5TONzYwTjtSMeQMdfSo24dsZByCMVK68LnGag1LFvEpAOc1NAvzkDsc1DA2MevNTxMAHJ60CY+JPkpxjG/OM4GaWHhR709R8zHHGKZI2LiRSOxzWhdAtsUEAsAN3oT/+usucSR2+9TgltoIPP+ea39c8O6toGk6NqV5NcLPeGQyQmMgW4AQoGOPvMr5x26dQcUK9tSewQGUZ9Ca9MvLGCy+E2svEmXltFkLN1ycZ/lRRWVHdmlfZHhkv31Pfmpz8trkdcUUU2A+LjJHtV1eLkflRRTRLJ4ujH1NWQP3oHvRRVASAgbhtB3DqRyO/FZZ1CfSfFbXlrs82GQhd4yOU2nj6MaKKGIXUgI9K08L0EZ/pXXavrdxoXhjSLaxihTyYBLHLtIdXdfmbcCOTk0UUQ+JkzV4K5yXjnWb+9vrewmnJtIIYZYoQBtR3hVmI78ljXKcbmOAcYNFFE9x0/hJJfvD2p8Rw/wCBooqUWyWI/K3uDVuL7oNFFMlk0QBJFQXfEJ/3gaKKBGle+Jm8RC2gn0nTbUwJHFE9qkilIwfuAFyoXnJwMk81r+HfGOp+FdK1CLTVtwGnVy0iEtkrjqCOOKKKuOxMitZ+MdY1EazdSTrFKllI6mFduGMiAsPfk81xM8sk0s0srs8jkszMclj6miilJ3Q4pKWg6M4yo9KRO/1oorM0LCHKovbNWI/vJ9KKKYi2FBTPpj+dPcDywaKKZJXg11tHluIzp2nX8UzhzHeweYFZB8pBBBHU5GcHuDV5NZvDqy+IJXWbUPtKXBaRflZ+DyB29hRRVw3JlsaWu/E7xJqrSW880AiUnAWLOOvTJOKy/GeoXdzqiwTXEjwxQW4RC3yg+Spzjpk5PNFFF9GOyVjmgfmY+mKkckspNFFZmhJGSrAj0NTR9G+hooo6CLkX3fwNWniWK6liGSquVBPXg0UUxFK64gJHUMDVqPxDqmqWltpV7eTT21vL5iCSVmJLkZySecbePTJ9aKKrqS9j/9k=", 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", 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", "info": {"video_id": "193469", "label": "moving cfl bulb up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "83aa81ed17c1d2745a9ed054e3746a756162c62c26551deae5db3e4730f4fdea"}