diff --git "a/video_unshuffle/reorder/train/batch_000453.jsonl" "b/video_unshuffle/reorder/train/batch_000453.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000453.jsonl" @@ -0,0 +1,100 @@ +{"episode": 45300, "episode_seed": 1237222041, "split": "train", "timestamp": "2025-10-13T03:19:02.930725", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1237222041, "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 temple 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, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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WsueL6lGUylpWLqcZOQDnP0qGVArgRK7AjnJxWjNYNFLhJGc8ctjnn09Kpzi4tpNss8e3PGVHH+c1pGSewmyvFM8Ugby9wGOG9e1dV8PS8/iWeRv4bZuP+BCuYYo0gDXduMg5JirsPh9EqatdSrOkg+z4+UY/iFaJolmV4jC3XjPUIzMIQsoYyHkDao4xXb/De2e1OrF3LlzGST/wKqOqup1WcmOMYk6mNST7nIrc8FBguohiN2Yz17YNUnqSzf1FiNPuyO0L/wDoJrxKHUFEUaIATtGJWJDLjkjH1r2y/wAGxuQTjMT/APoJrw97Kc7Sk0R2jGNuOKmpbqOA90YxRyw3CnJI4fHQj8fWjJ+dZU2uRnO7Oc09NMl8soLm2IOP4P604abdgf662x7KelYNx7mgzU5ZBIoG5Rxt53YwCOT+GaoMsmzf5xOMZTJ/DitK4064ALfaEZQOirgk1SkSeMb1jV0BwScg1UZIGQS30skqmSRnxwOMHHpVrTJhNq+nQRc/6RH1PfIqq4Mke4JCO2TKQfyq/oVrJ/wkOnM3lYW5Q/LJu71orEs6T4iF/wC2LCOI/vGhcJ9S4xXK3NneSSbnjG8ADg13/iq2tbq+tzPAskqJwzMRtGfasZYwr4jiAjQjGOm38eTV3IPU7gYzXkviN8eJL/Dj/W9PwFeuzjOa8Y8VwRt4p1LMrKd4J9PujFKok1qEdyKKcZO6XGRnac8VJ9siTOZ1Y5znmshVjSJiibjsHz88Emmc45YAZ3cZzWDpxNbs2TqMIX/WIefWqb3sSOzF0JKnBA6VXl/49FxgjJ5xzx/+uq6y4GD8uOu6iNOKEyORpC5dLkYPpUUMs6sv+lEKD03H1p7O2wkEj3AquWbAPODzW6SZLR6wkhHgO0kKGU+VGcA4zzWO8jBcxxZ3DkM5BB46HtWshK/D6wYcfuYv51z8dyDuVQ52vg59T6e1JqxNztvBexxfyDbuJQMVPcZqz4tRj4Y1Ep97yePzFU/AsgcagqptA2ce+W5rQ8Xrnwlqg/6Yn+YrSOwHjgF1uUswCn+LGRStIY4l/wBIZ2Oc4HTkYph37EPzBRwMHirLWzvbq6IcgcAHAxWTV2aXRXDyMx2lgPQnFPuf3bYR5Mgc7jVdi4jJJI+tLNOJWVSeyrkn0pWC4hxJ1z09agaQbTwfxNWooN6DMhQM+3gZ/GmXVn5VmspRwxcJz9CTVpCbKIkweCR+Nep6V83w6ty3INv3/wB415YEUxk8qV5Oa9U08eX8NrbPa3B/8ep2IZjQsFAXaAuRtIr1OYd68fj2h2fccsQMZr2Nxk/hTiLc8g8X3Ucfim8Vl5ATp1+6Kx4b1CQFjLdecdK2fGTIni6+3xKw2ofcnYO9YMJZspHhflKlc9T0rKSVzSJZbUAudsQBHXmlF9IVdlhzt6kN0rOYYY7ySTwcHNSxOphnXlcAY+pqORFXJXvWduI/nHvVSfM75lh6+jUwFi+0DPJA2jk4pfImlk2pGRx34zVqKWyEyo0SCQ/Icf71dp8N9v8Aa12qoQRAOT/vCuJ2szEAYxXb/DIEarqIPUQp/wChVZBpX00qavd5mGDKVUEdK6PwOjKL/MruMRgBu2N1chq0rLqt1sQOfPI5PTnrXW+A5GcaiCcgeXg/99U0tSbm9qfFjcnHAif/ANBNeIJfRBFIYjI7V7pfj/QrjjP7p/8A0E14MrxiKMmFS3fbxgUTSZUS6l9CIuI2wPrThqIwRtf061UcOYVZ5Qw5HXH+elQFwpJwSR0JrBwRpc0Z9Q/heORRjoapz3DSQ+WY22/Wm3hBmJRs84wecDGahIlMfEbZODuHT601FCKslugXgP8AnWn4aVU8R6coLZNwg/Ws+4ilidRIuCwyOf8APpWj4XVv+Er0sEf8vA/rWxDO+8SPIupwj935Xl/NuHuRWQ0kkEm5pAIwSCFTnk9PpWl4tcpfRgKHxDnaeM8msY3DbQflJOMCpYrnrsnI6V474tt3bxZqLA7V3A5P+6K9kZeDXlHilFbxNqCt0LAf+OitlHmJb5TntOhMjOFOMDtUb2J+0yxIdzJk89xjNbFlbLaBtuTuOSTTZALfUWumUlZdiD6k8/yqHCy1KjJ3OeeOdI4tyYVgSPcHvVg28lvI0UiASsqMFHOM/wD1q1dZgKS2QQYGTGMfUVdnto5ddWR2G3yeR/tA8VLiVzGPqFl5NhcBW58xTtxwBk9PxNZCWskkbqmGGARk+v8AWun1CS3uI5kLOoYY3Ad6wLf9xDIuTy1bRpXkkYyqWTPRLkGP4e2S4IIhhGK5cScgY7/nXZXhiHg2y83AV44Rk+uBXE6JaR6x4newk1Ga1H74wmFN25kUso56DjqfQ1m1rYe53Pw/OV1Ac8eX1/4FW74nUHwzqOenkn+YrjvhHdy3o1d5mZjiE8+p35rsfFLY8M3/AP1z/qKqJR4/dRu6IsakgHPHati3gH2RUON2zB+tV7RWkn2hCcjjC5rTWxn6iKQ/RTWrgua5F+hiWVoLqxKOo3eYMe4BGagFnEviEQbRs3jj2xmt6DSrtNRR1t5REImB+UjBJpkulXa66l0LWUqIs5CHk9Kwsa3MuGyL61cR7fkil3Y9j0p2tROtlL8pYBgwA7GtdbPU0lnmTTpy02MnZ6Cqkml60UYGyufm6/LWsKfczlO5zdoUlhkZ0B6Jz7V6QYv+Lf28US/8sI8D8c1xR8OazHHtTTbkknPCV1mvNeWPw7t1iV47pFhBQDnryKc0lBdxJtyOc8mRXwUPDAcetezEZAPtXj2r2C2/h9NQ0zUtTmWW7+zuJ4FjW4wgZ3iH3tqnCndzyOc5A9jA+UfSsloUlY8j8ZWofxVeuW42px/wAVh6ZAs1ywxnGSa6bxcB/wAJRd59EH/jorPtYEgy0a43dap072YuZ7GddWSDUUhA2iQCqNxp88UMkhb5TJtx75revFIYXYGTDG3Hr6fzpdUQyaL5gXaflkxUOCuWmYn2Rra0tbp3z5jthcdK0rWzVYreaYEsCcc9OanlgR9KsImOGV1Yg+nerF3dwIVjjXco54pwg77BKSscabceeUyS4fGPXmu6+H1oYNT1F9wZTGgz/wACNclcRRrqQliVgmckGuz+HzF7vUPTYn8zWip+62zPmd1YzNTkxqt4cj/XN/Ouv+HpLR6k3bMY/H5q5K1NjqvjyfTNRvp7WCa5eNZI5Io1jweSxkGMYB4HJOBXT/DuOeDVfEljMJ1FtOkapcbfMXBcfNt4zwM44rOxVjsb5c2Fz/1xf/0E14O9ukNsDklieDXvV8P9AuR/0xf/ANBNeMW8aybUYBsjoatR5kxNtDrazWXT8smcqSPaqMenfarRHiJDGTZ/9et6ONoxtA4FQ2UbwXbWmP3ax78+5aolC1ioy3MKz02SfUXg80qVzkjnpU+n27XRIx8ioykdO9aVnGINfu3J+UDdn6063uLaztZFTBlMjEfQn/8AVSjBt6FOaW5hazDGlxCSdi+WF+mK0PC9mV8R6TJuBxLkj8DVfVWjvI1+QeYvRgau+GJB/wAJRpyDHEmMf8BNbqldu5i59je8XtjVo8H/AJYj+ZrCXMgY4yFwSfStPx7qKwXEkUb7J1SIggdVJOf5Vl+I9D1jw9omlahcTTpNftJ5sHlkCHAQoGOPvMrZx26dQcYWLsz26YAE4ryLxOSfFd6M/wDLQfyFFFa09yZ7GlYWMM0Q3FunbFaUfh6ynG2TzWCsGA3Dgj8KKKmfUqBYn8N2Fx5ZkMxMb7l+fv8AlSnwrpj5ZlmJP/TQ0UU4uwpbAfB2jHrDJ/39amnwVoZ4Ns5/7at/jRRQ5SutQikaFzo9leafHp80bG2j27VDEfd6c151dQQ+H/Fdxc2EYV7eVxGHJYfMpU5/BjRRWa3LR03w0tYrVdTES7ciIHn03Yrtb5tlnK2AcDowyKKKpAyCB8wOdiAqDjCgVRe8lZbfoN0oU49MH/CiiqmySK3vJrvYjnaAXyU4J2gYz+dZcut3ZnXiMBShwF4OeOeaKKzKJItRuHvN5Yc7FxjjG4irv2qU30sZb5VnVAPQEHP8qKKJEIuWkjTpIXx8srKMegrG8ZnHhuT/AK7R/wA6KKnqUjitW8VzaytvDJpmnW/kBI43t0dSqDPyAFyAO/A6817Q5OfwoorQZyGr+HbPUdYmuJ5J97bchWAH3R7Vbt/DGnRxgASnju9FFXJ6IiO7JP8AhHdNwQYCwx3Y0x9D06WExvbKVYYIyaKKzZSIjommPDuazjPA9f8AGkPhzR882ER69c/40UVSbsQ9xG8M6Ln/AJB0X5n/ABqzY6TYaYztZWqQlwNxXPNFFJt2LikcHqF1b6Xr+qxnStOvIpbjzGS7h3gOoyCDkEdTkZwe4NdX8PLiS8vtdv5zvubp45Znx95ju7dvpRRSQzsXUS70flWUgj1BrCTwxo1u2Y7BMjGCWY/1ooqlsyX0HyadYxbFWzhIZsHIz2/+tUM8VvDJaBLWAec+1vk7UUVHUZK9rbLdqotoRvUljsGTjGP50yCKB5J1a2g+SQov7sdMUUUXaBhb29vKoZraDoOkY96sJZ2yMJFtoVdTkMEAIoopKTuBzPjXYLUr5MRLOmXKAtxkjn8K5i71m/1DToLC7uZZ4Ld3kQSOzEs2M5yecY49Mn1ooqkNH//Z", 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", "info": {"video_id": "70368", "label": "showing a photo of temple to the camera", "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": "70368", "label": "showing a photo of temple to the camera", "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": "7a1d128076be13e8ad0a9f2fba3cadbe4060240f2cedb276c3b8305da422ff35"} +{"episode": 45301, "episode_seed": 515300173, "split": "train", "timestamp": "2025-10-13T03:19:03.719066", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 515300173, "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 bracelet and coin 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', [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": "72116", "label": "moving bracelet and coin closer to each other", "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": "72116", "label": "moving bracelet and coin closer to each other", "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": "96ecc46e5e1a2da2e9b19765196492b8d5d45711e7b84c49c7e34a2a3c61dd0d"} +{"episode": 45302, "episode_seed": 4215505343, "split": "train", "timestamp": "2025-10-13T03:19:04.695445", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4215505343, "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 downwards while filming power bank'.\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": "62285", "label": "turning the camera downwards while filming power bank", "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": "62285", "label": "turning the camera downwards while filming power bank", "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": "2deaa91e50a4c64b7297c01c3c7236e95593335b07cb41aa41e39a30f8636141"} +{"episode": 45303, "episode_seed": 1195481567, "split": "train", "timestamp": "2025-10-13T03:19:05.856409", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1195481567, "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 water bottle 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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", "info": {"video_id": "187746", "label": "lifting up one end of water bottle 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": "187746", "label": "lifting up one end of water bottle 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": "ffede2e801cd59b6c0a2d60cae265e53ec327d7af3f4e7d27718418cd0e80f02"} +{"episode": 45304, "episode_seed": 3218230153, "split": "train", "timestamp": "2025-10-13T03:19:06.662273", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3218230153, "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 lemon'.\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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uT8MvbxQBGm2n0Jq/eXovpfs9nbhQh5mUn9KxitC1o7kFtAjStZxoBD5paQjnzCDx+ArqjEtvZg4xxWZpWnGNg5HQYzireq3Aht3XNRN2N4K5y2s6iwchPv7gOvXngfnXWaJbyOsK3bZCIEyo4AHp+PNeXX10019IUkH+jOH293fsv4Dn6mu60jVL6405QtlN5pXParpxW7LTPNvitpttY+I4prdQPtCEvgYyQetcFXTeOdWn1PxDIk0Zj+zDywpPPqTXNAbiAO9anNN3kxQhNWrKLMpXg0x12xBh1HFTWGIrlgTnBFaqKTMpO6NZrNyhcYCIOR71qafZ+XGm3lh3NJJdiW0S1QDdM67iB/COf8K1YLV2QKpwPapqtXsKle1ze0vVr2RRaQKkci/emU/dH07mtyy8PIqmdgTuOSWOS3uap6DpqwgYH6da7WSPyNP83GSOnHQVzydtjpgm9zn7xhawYXoBXCapPJPLPHF8xCbpDn7iZ5/E9vxNddqLPOJJMlQoJORwfrXnWlXV3epdS28JSORmkklcdugA9cCoheTubSstD0zQZ7VbOO4jAARRgCvM/irew3mt2pTbvEbFse54/lXceHtKsYrIF95U53HeeteP+Jwq+JL9UYsqykAk5roM6jdrGTRRU/lAYyO1NK5zt2O60O0Z4kYjAwMk16p4Ze1toUj4Vj6DFcHp0f7lVC8AcYrZUtEgQHLN0FcqXM7mnNZHU6tq9xfyNZQ3BFvjEjIMM49M+lXdJsxHIvykAKABjgVW0nTQEV3yZGrqLezFvGSevvRKRpTRU1G48m3ZSe3FeWyTxXfilvOZTHbLvKN0LHpn6DJ/Gu98Q3aIrBpFAPXFePeJJ/7L09L23YmS9ZmJbqPQ/lU01dmsnZFfWfF1zol9PY6VMHhIyS/OwnsPpXCzTSXEzzTOXkdizMepNKyE/M5O48nNRGuuxyuTYDk1oxMAFAPSs4etdJ4T0e217XV0+5vZLUPDI8Zjj3l3VCwX0A46n0q4tIzkrlbTFLXDxKM7TnFejeEZrqyvQURGDEZy2BXA+GYjPczNnspJ/OvQdMkNo6sinj2rnqu8rIuKSWp6e8017CPtEltGuOA6Eg/jXJa5fSQSRWFvLHcuGzhM4X2NStr9w9gYG4LcYHJb2HpUGn2ZMhk25kY/M3oPQe1HTUIvojQ8PactqPm+aVjl29Sa3NUnEMHXAxUFhCIw3y4Oc59fSsvxJfiKxkBbBArGXkdUTi9VupNW1SKwR9oZvnYf3R1P9K7ez0yMWJSa5lZNnA3d688t4ng0wawMtM7kkekfbH86dffEWG00wwRHzZ8fKFPA+tbwVkS5Lqee+JV2eJNQQOXCzEAk5qtE2EAxxVeaZ7meSaVt0kjFmPqTT93+jqR1zit4Oxyy1FuTiTA9j+Ndtp0AECLjgCs/XdB0i38N22r6bqF5OGuvsubmARrckJud4hnO1ThTu/vD3A27OE+WoHpWdR3YJWRcgXc6wxA7j1PpXoGi6YiokSjKgcn1rl9Ish5isByetegaRFggAdazm9BxRYmiSCL5elcZ4hvQlvPIytsjUsSBXYa4WD7U4FcfrMIl06S2Q7nnIRh6AkZrHeVjpWkbnIabo4tdIlvpiXuMrK5PXk5P866mw8Q2tvpplMqoVHc9q5+XWY7eGYXBURqNrHtivMtQ1GS6nlWN2W23HYmegrpRMpcqF12+TUtcvLyMYSWQlfp0qlF9/NMp8R/eDNXHcwZYJzE3rTbZtsjGtvwfp2lax4ii03V7ma2huDsWZJo41jOcksZOMYzx1JwKzNUsjpetX1j5c8X2ed49lwAJFwxGGwSM+uCRVuWpNtDb0bNxehj/AArxXd6fb8rwTXGeF4WYhsfer0bT4CsYwKwnLW5UVpY6XR7YLEHI5PrWlqV0UgEYQsO20HNVdMPyJntV/VLpF2orHI7Cs+jZvHdI4vVbK6m0q6NxIY4CpARfvMMY5PasKz8i3hltNoX5DG49sY4rrtcZv7HlJUquMkt1NeUeLtaNhqU8Nt/rJRuDf3M1VPYqbSepFe+LLnSRNYQtulU7S3UfWuKkkeaVpJGLO5LMT3NDszuXcksxySepNNrU522ySBQ0nPQVYlUMi+gPJ9qrx5wcda6rxH4Ov/DnhrSL+985Z74yebA0ZAt8BCgY/wB5lbOO3TqDjRNJWM2m2dpZYWFcDoK09PUSXgLeuKKK4YbGzPQdH+aZSRW5fMTbE96KKlmsTjZwJJbhmAJCHGR7V494sbz76zt3A8qK33qo9eKKK0w+4Vtjjr1Qr8CqJoorpZzhV/SNWutF1KLULTZ58QYLvXcPmUqePoTRRQBteDxmW6/4B/Wu/tFBdc5OKKKwl8Qy5Zfv9QCv0HGB712VrBGAihRzRRRMdM0ZEEUQ2jHFeb+OJn/s64AOMqR+dFFYr4kdH2TmtVvp7XQJViYKFj2qcdBivNaKK6o7GE9wpQce49KKKog6HX/FsniK3t4ZtI0y1NuqxxSWqSKUjXOEALlQOSTgZJ59a7PTwCoz6UUVEgOr0oAOuBXcaYAApA5oorOQ4lLXJGYtk9q5+5iWHQFmXPmO6ksev3hRRU/aN18B4x4yuJBrc9sGxFkNtHc1zZoorpRjLcKKKKCTX0bXn0dJkOm6bfxSsjGO9t/MCsucEEEEdTkZwe4NVL/UbrVtSudQvZTLc3MhklfGMsTk8Dp9KKKYHceFo1JjGOiV6JYKMLRRXPIqO50umxq04UjjFT6mfKYbAB8vpRRQ/gNI/Gcl4rmk/sOY552Zrwm/me8v7qediz+YV/AUUVdLYmruZ560lFFaGY9DgnFat/4n1jVNJtdLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooqhH//2Q==", "info": {"video_id": "30809", "label": "squeezing lemon", "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": "30809", "label": "squeezing lemon", "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": "212ea543e254bc5941f38142b434c63d2d635a0bf0bce7f0fc60e56393c0d0b1"} +{"episode": 45305, "episode_seed": 1503463092, "split": "train", "timestamp": "2025-10-13T03:19:07.351920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1503463092, "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 scotch tape 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', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "4223", "label": "pulling scotch tape from left to right", "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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"info": {"video_id": "4223", "label": "pulling scotch tape from left to right", "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": "8950a2ea0f7f3f5f83866f83dcc7f84e36090cbd5c830f862556030b351b2aa6"} +{"episode": 45306, "episode_seed": 2227959166, "split": "train", "timestamp": "2025-10-13T03:19:08.681867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2227959166, "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 pc harddisk next to toy truck'.\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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", "info": {"video_id": "81538", "label": "putting pc harddisk next to toy truck", "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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", "info": {"video_id": "81538", "label": "putting pc harddisk next to toy truck", "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": "5bdd4fea75da63b9b7cc61ec43cfb73c055313466907dac1284c51a31fba8d33"} +{"episode": 45307, "episode_seed": 898556130, "split": "train", "timestamp": "2025-10-13T03:19:10.124147", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 898556130, "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 ball out of a 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', [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": "48528", "label": "taking a ball out of a plastic cup", "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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imYSVmFfOXxPuN3jS/A52hF6+1fRp4Ga+cPGsYuPGOpykZ/e4z9AKitLliXTV2cNOm/BPHsvWoXB9xxgCtx7YZ6VWuLbcpULzXN7U1cDlNX/5Y5GRg/0qrbRg9dpX0Na2rWUu6IAKCQ3p7VVhs3AwwUevzVtGacTO2oxYh5g2rjnvV+IAbhgqNpGQOlLHbnHUD86tR2oDZzkMPm+XFHMh2PQfgfN5Piy+hzgSQRtgH0JFfRlfM/wqb7J4+QZOJbVl/Jgf619Lg5APrW0HeJnJai15r8Y2xolkM4zP/Q16VXlvxnZjp2mxr1MrH/x2ibtFsI7nik7ZDKGPXgCqPz4O8At29q1PshXnPJ61EbIYO78ya5faRN+VmYxOCCB0rmkuJg2AQR6BRXVSRFSw549hXLRx/vO45rSE07mclYteZMEyJSD6ECrNvcShMmV/oahjjLdQT+FW0t3KjajALQ2OxpadqF1p+vWF9DcOkkNxEysrdBkBvzBOa+vbIJcWkcrxpuYZJA618cyQyLAzqBkANj0xz/Svr7w7MJ9DtpAc5QH8xWtN3RE0aPkxf881/EUy6OyzlI4whxj6VNVbUG26dcN6Rsf0qyD5YvmxcyHg5dsfmayJndpNvDL6joK0Z0eaUtjAyT9arvbMxGeB7CuTnR0WZQY8nAOD3rNv7yayureeBirjd+I4rZntzGR7+tYuqxMzwBVB5PQH2qozTdiWmtTu/DN3DqcEc1scTRrnbnoe4NWNb8bQwW88MPzXg+QKR909OT7V53pU2oaZcme0MsLsMHA4I9wamEckrs0nzOxJJYjk1nUpqXut6bnoUsxqUqfLDf8ArYfBK6smZHHPOWrqvhvcyWXxC0yRJGUyGSJmBxkFc4+nFc3HbvuDZXPTG6tvwwjWvi7Rpg3yreKD9GBH9a2jJJnnNaH1oqh0BYAkjrinBQOgA+gqO3bfbRt6qKlrcyOS+JLY8EX4z1UD9RXzlcMQzYxn1NfQ/wAUn2eB7sDqzIP/AB4V87tA5YuR17VhVkk9TWC0M8uzsS+cdj61ETjgjFaBtGZjknNVZYijFTg4+tZ+0iU4sgj37fmUH6irVvCXYfL07YqaGI9auxRHjg4rBzLSEii45FW44sGnxxZq/DBnHGahyLSO4+FD+TqN5FnlgrY/MV7BXhOhyT6ZfJd2rBZU7How7g+1enWnjW1kiH2m1nik77AHX8D1rqo4iCjyydjKpSle6OmkO2Nj6CvnfXV8/W76Uchp25/GvVNa8XvPayQafC8W8YM0mMgew9fc15vcWwBOKyxFeMrKJdGm1qznXh56VA8I9K2ZIBk1h6fatqviubTJtSntYyshi8tN25lQsF9AODyfT3rKmnN2Rc/dVzF1qPa8GBnO7+lUUXJGQPzpPtVxcbGlkMnGQGGcZqaNS7Y2gZ9BW3w6My31J4ogy8YNWVhG3pT4YtoAxwKsJHu7VDkWomt4KH2fxjpsnTLMh+hU/wCFfTEJzAh9q+aNFIttVs7huFjlUk+g719I6e++yjOc8V04aV42MasbalqvLfi2d7afH6Fj+lepV5R8Sp0utYht0OTChL47E9BV4iVqbJpK8jzR4uKiaHI6VpvBisrW2lttOaSFij7lAIrzou7sdbVkQtBgZAFcgrMeA/HtXX6zbQW2gQ6np2rX8ytcm2zcQrGtwQm5niA52qcKd3qPcDlokTbkE59xXQouG5i3zbCxwl8dTV2K3KnGMU62jDENzgVpRxA81LkUkVUt2cMh7jFfS3w+uDceEdPYnnyEz9cYr5/giHpivcPhnNnw7DFn7mV/I1rh5e80RVjpc7qqOsNs0e7P/TJv5VerJ8SyiHw/eOxwBE38q627IwW585mIdQOtQmLHatR4CMcVC8WO1eTzXO7lMmS2DHkZrC1xFiNvtQDO7oPpXQaQlvqPi06ZqF/c2sEsmxJY5Yo1j7ksZOMYzwOScCud1tJ7fWLmzmWcm3meMJcgb1wcfNt4zgDOOK3jBr3jKUk9ChGN/wB4NV6CEZ+WoUjDY+XH0NaNtbkDO3k0OQJEkMW7ir9lGYru2mGcxzRuPwYGkggxzjBq9FF6dRzUc9mVyn0zpj77CJs54q5WN4YuBcaLbuDkMgIP4Vs16Sd0cbOI+KTf8UoU/vSqP1rxF4uMYr2j4nyKdJgt8/M8gIHsOTXkzwEHmuDEy9+x10V7pltFkHiqr2ynkqD9as6y0lvp7SROUbeoytR6/oesaBoWlX13cXKzXpk8yEpgQYCFAxx94hs47fUGphByV0OUlF2KkSgHGOlaEaDANFFQBeiQCtGFRkUUVMi0bFmAOlbUH3aKKxZaCb7hrLuUUHpRRSQ2Zs6L1wK4W61CfSPFE99a7POikbbvGR8ylTx9GNFFdWH+Iyq7GRbqAdo6AAVpxAYFFFVPdmcdi1GM8GrkKjAoorJmqNayjVyMivR/CHiC/iuE00usluF+XeMsvsD6UUU6LaqKwVEuU3PEviG+sESK2MaGTgvtyw+meK89vBvZ2clmY5ZmOST6miini2+ewqCXKZcqjOMVg+JVUaQxx/y0X+dFFZUviRc/hZi634kbXILeKXStOtjAixxPbI6lEXOEALlQOcnA5PNZ8MKHHWiiu2qc0DSt41UAAVeiUelFFc7NkX4I1616T8NLmSPUJbMEeSyeZg9m6cUUVVF/vEKp8DPVK4T4g3s++308Ni3dTI4HViDwD7UUV2Yl2pM56Pxo83mjUFuOlU5EGOlFFeUjuOSm1k6Vql9GdPsL6KWUOY7yDzAGUcEEEEdTkZwe4NZ095PqeoXF9dyeZcXDmSRyAMsfbt9KKK73/DOT7RaiRf7o/Kr0OPQcUUVzmqL0KjOPatK2jU44ooqGWj074eajcLcNppYNbqm9QRypz0B9K9FkYpGzDqATRRXo4d/u0clZe+eNa3f3Gr3clxdtuZWKKo4VQD0Arn5UUCiivMm25s7UrIwPEigaW2OP3i1z17r+p6jpsGm3d5NNb28jyoJJGYlnxnJJ5xt49Mn1oorqofCYVfiP/9k=", 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", 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", "info": {"video_id": "48528", "label": "taking a ball out of a plastic cup", "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": "6d2f4b8723b9642ec8d2564e1a6226b23afde2bd52ffa26edc417b95f9d36871"} +{"episode": 45308, "episode_seed": 2367238386, "split": "train", "timestamp": "2025-10-13T03:19:11.036117", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2367238386, "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', [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": "46209", "label": "pretending to be tearing paper", "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": "46209", "label": "pretending to be tearing paper", "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": "881bf083a42a5e3d1abc3e953e4e26e7f6ef52c31eeb53edc09b7d5fd73c5a9e"} +{"episode": 45309, "episode_seed": 2125323138, "split": "train", "timestamp": "2025-10-13T03:19:12.051328", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2125323138, "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 an angry bird toy figurine 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', [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": "74136", "label": "spinning an angry bird toy figurine that quickly stops spinning", "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": "74136", "label": "spinning an angry bird toy figurine that quickly stops spinning", "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": "718e8791ed68d330bd962fbe75884382f06f7c80723292eac3cc89e3e5543e6d"} +{"episode": 45310, "episode_seed": 2810346377, "split": "train", "timestamp": "2025-10-13T03:19:12.642434", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2810346377, "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: 'covering red wallet with 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', [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": "7671", "label": "covering red wallet with paper", "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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"info": {"video_id": "7671", "label": "covering red wallet with paper", "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": "eb84336cb1bfad123ab107c4c12c5e7272c2d503ab6aa829145cd025d244a2b4"} +{"episode": 45311, "episode_seed": 2715273267, "split": "train", "timestamp": "2025-10-13T03:19:13.808957", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2715273267, "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 bottle cap onto 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, 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": "157636", "label": "dropping bottle cap onto table", "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": "157636", "label": "dropping bottle cap onto table", "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": "99a6ae1aae8cfd9b06dceb802dbab7fa14047dea125a8757833f0fafed4301a6"} +{"episode": 45312, "episode_seed": 4127821056, "split": "train", "timestamp": "2025-10-13T03:19:16.619108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4127821056, "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 towel away from 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, 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": "10787", "label": "moving towel away from the camera", "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": "10787", "label": "moving towel away from the camera", "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": "a8292d13c09c54efb00de511eab332038e5184a4562577dd28647b6c8ec86a4a"} +{"episode": 45313, "episode_seed": 3295742595, "split": "train", "timestamp": "2025-10-13T03:19:18.765492", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3295742595, "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: 'napkin falling like a feather or 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', [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": "211515", "label": "napkin falling like a feather or paper", "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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"info": {"video_id": "211515", "label": "napkin falling like a feather or paper", "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": "d8e7c0951036eabe82c5c7b542e689d74b723908fcbce2d0355d8d11711bfbfd"} +{"episode": 45314, "episode_seed": 2178059815, "split": "train", "timestamp": "2025-10-13T03:19:20.702527", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2178059815, "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 milk into 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, 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": "176571", "label": "pouring milk into cup", "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": "176571", "label": "pouring milk into cup", "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": "cdab3544ce0ebf5cb958cfa0d6455f17e393b71f1bfa302fe0608de26aa473c6"} +{"episode": 45315, "episode_seed": 1006146489, "split": "train", "timestamp": "2025-10-13T03:19:21.867728", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1006146489, "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 palette, 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, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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W2ga3ANyQVZh93kjk59RXC6jrczTXqRsGVl3Z2nk8H1qkup3bRWlxkYiYjGDnhgfX3pco3Y7zXYY01c2sJ4ADAY6Z5pdb068kgdltCnQAsMD9apaxfv8Aa7W6UAPLboScdxxXeXqC5byVGdo3MxOTUxsrg9keUWvhK+v7xJbieJEBBIGT3+lemLa2DNPcs7M1urIVD/KcIOo9tvH41TbybVo4SwMkrgHHbNcx/wAJjH9g1W0i+zStKzsR+9JCDOTwnbirTvsTs9TfuL60ikhxcJh+eG5HQHJz6k1WudSsVt5Ss/zBwFbf0GT7+lcI/iFbma3t7WSJ3lIUrufru4H3KqnXEt5bi0uo4mkDlSoZyykE5A+WnyM050dudXiQbo7zdsg6eZjnY3P1zVjwZrlvdWJN9dCRlb/lo4PGB615i+osJVKr/wAscNkOB0I/u0uh6m1hGVlKopbJ3b+mB6IabjoZKWp6Te6vbCC7kjkyd3GH4UBuo/CuWu9TRdThla7aWN9p2FuEGcEcda5y514xrcmJ4zBKWVWy43DOf7lZ9xdvstZXCKjKSp3Nhuf92p5TRzR2nhy+juri9hMu5pY2Tk5JOD/hUvhSwubiG+SFA4BTccgY6+tcr4f1WJPEsO14wskm3qccntxz+OK7/wAEkW0utZUEo6BcjOOWpPR3He6ZiX3h68ubpkaZUQsfugmvT/A8cOk6Bb6Wx812d5Dx75rIubZIXEspGQNxAHU1Rl8SNp+qW9vbSnzDEFAEAbDPjHJYD07VUXzPQykrbnXahrqyCQRb3ZXK4XGNoPPf2rGbXZZlkWKJmYRnv/s+wNcFe+LScxBpvM81tz7IgpJJ9jUU+vS6fqEqQXEs4YBN/nALyuDwqjpz+VVyCU7I6G68QOEKPEuPmGMk44H0rFs9ZuE8SzsvHLcbPb3zWHe3pniCtMjYdmx5jnrj/aHpWS89vFOZG8ks3OxotwGf94mnYSmek614gnE0DSXaoOcZdF/wrn9X8RW0upRyRXa7fLQMDPn5hwfuk1y7a2Z2Md1MiQRowgMVvGCD1A6dMmqunauRfpJfvNJCq7cR4B9unYVPKaKoblnf2r60nmt5kZdlO2MuTnP+z71Lo9xHBrtvGquUJ2HbGeD05OQPxrk/tUr3pkke48svltkhLYz2J70/TYrqTVLdo45WIlVs4J6HPNDQlI+krqRn05Y4iPMbCp/n/PSuH8T+H7jV7a3jsJY38qZywlO3ccAbvzyK65ZWks5JGATauwAdvWsrbNDaytDI8YHPYgn6VhCXKypK6seb3vhrWmNvC1lGBCpQNCR83JOSe55qkun63b2FxZfYHKyurGQfeG3PQ5967S71PU0V2d1BQD+DHJ7VU/tfUjIELoCcZO3pWvtCfZnGxWerwZ8yyvXb13N0xj1qOe1vkhXzrK7CcnkN+degHWCZTvu4sggDB61XutdWFD8xk5/u/wCNHtH2BwPP5dRvFiaJUkRG4dXiB3D8RVZrmF9QUOqi1DjJ8lQ+3v0HWu3k16RuDaRnI49qrecbggf2c7BuTtUGq5hWOP8AtwjvZWhESoS2xmBGB26Guq8Hao0mnavDNwFiWTduY98dCcD8K0ItFhuADLpwj9dyKf5VeNjb2GnywW0cSvOhjO2Pbx6k96Taeg0mjp/A17FcWOpmKTdt8sYA9d1dPqMpitw0C/M2EXHJNcd4BsTpttqbu4ff5WOOmN3+NdRJL5yNNHnYg2ox/U+nSsZb2LOI8Xvq9sliloryENIztFEHG/5eOh7Vx99fajLMDCk6Fogs3mQr8zY+b+Hoa9Tlu5bO0eSKNJAhzjcQSD6dq5658RPGC/2JPvBevJJ/CtYzSRnyts8/e6lfTIoFs2F0krM0xiBBUgYGNvtUIuLh42EsU7OwwSsIx1/3a76DWLi4u1iS0iDdSTg4/Sr0V7LMrOyxIMEnIAxQ6iHyM8vlR4ZEd7WUbQNoMQGfw280j38spjjniItlycLbJkEjr936V6Lda0iYR2jduwAzmsmXxBIXKpaRsA2OQOafPfoLlaOGtp0H2hrmEFmjIj2wqAG9elQrdSLCUGwHd90RDn8f6V2wv57tyE08sewXp/KrsFncs6u+nGMeu5c03JCsxLe883w3oss2yNyjx427RgNgYFetySFbtzj5SoG3PYV5FqkF3qUscKBEhiYlQxySe+TivTrp557kIpOyTAc/57VlI0W1irIIheCaQbi7jaM/cXufx/l9a4658BLFve31OZGcsrAgD5T2OK7K8TzLjywPkP8AEen9K53VbETSPJbsFGQh2nAJ7miE+XQTjc5mTwJ5Xlsmoqrq2d23oe1RN4G8xjI+rKJc5Ylcmn3BjSWRzcqqs5VBv7DjNTLe2ltbwKoeV924kdD6Dmr55PYOSJGnguIfLLq7sCuBhBVOfwUN5K6sMe6Vsz6gxt1KWoU4xknJJNUGttT1C23okjB22gICB+lJSl1FyxMqXwd+78saqpjU52beh+maqTeGpmVEa9JWMYUFeg9ua6YeDb94fMmKxZIyNxJH4Cr+n+DbUXcZvXdkUZIJ2hvb1puVkOEFKSSOP0/w60d7FdSXO4wur8LjO09P0ruPCM/2i517y3UxmWM7xnn739a6mw/sjyzbpa2wReCoQYIp93p9jZQMdPt4oWlwW8tcbiOmfzNYOrd2OmdDkV7lW/KyqqTcKvzyAHBx2H41Xm8MaHrIS8muBDI6gMv2gJyPY8jjH5UGN1siZDumYktk46d6zL9FksxGSN7ngAdDVRlZnM1fcZd+EfDtvEYm1GMnfu/4+M4/IVR/sjwypEQuYnHP8ZPNc/qLCI7ZJ1DM5z83IAqhBqdus/mcybQcKBWnNJh7OJ11paaBFIXjt4nZT/GpIqKVfDe//j3izjqsVc3BrEnSOEAYPLH1+lVDPd3NwEiByeyLyaPeCyR08tzoUDMDDCm3jlR/hVYa7okbDYEz3CxE4/SsCPRby5lLMNgJ5LnrV2Hw5GrnzJWY+ijFO4WN/S7q11vU1tLV2BYFi2zAAHXtXVQaBpUWFlnneTrtztH6VxFjbjSZvOtAY5NpG8nnFEeuXhvCzS5we9ZTUpbM6aLppe9udte+MbdQwt4GZRyNxwDXPXHii9u49qJHHHnI4JzXSnwpYFwJC5GeSzYGPwon0WwjQLFBErNwGIz/ADrRRRy3OBv9UvbpsiXADZwigcimWGmajf3ajy53YgsS2QMfjXfzW1pFstYtuxBtIUfePc8VZjVLaOXyY907AKCf4c9vrVBcwNM8GXMnzyNFGWP3Sdx/StBfBkMt0FmlZlLAYRQK7W0jW1iiGFAROcDPPfmoLB/NuSRkLknJ/OpYrmGnhuwj1KVUtY1CYALc/wA6dPaW3nrGoycHpWlbKJ9QuHAJ3HHA7fWo0ASRRtG8546mpBGW9nGU+SEkk96y9UtSt4ibVA9BXTy5CsByc8CvOriW71Dx3c6bJq9xaRgyeSsa7ssqbgvsODyfT3ppXkO9kd1oqCNJ4nARW25OcY60X2uaXaW5gFwjBc8Llufwrz/wqNX8RNdBriSUIqZLvgDOf8K6AeC7i4YK9yFU8tsGTj9KbhrqHMJc+LLeRY44YJGjU85wM/zrmtR1ySSVWito1RSzAE5yx4rq5fCUCBY0aRnbCgZAA/KnP4b02GZI1gjKphdzHJYjr1NHKg5jjrCW+uGkCsxbbyIk55+ldBpvhPUZYw8sDcjrI2P511Vnaw2cYt4FxPPKqt5agbf/AK9dMUjgt5sKqgLhecnFNicjgdL8Dma68y8mAVVZtsYyT+J4rQ0vwtp8UJnMAY5J3S/N3rrLdgtrNIOAEI3dKzYIidOPVj1456mpFczFsrRWk2r8qtjCiiW1VmdUg4CnknvWosaKroiDPX1xxXOeNb27sdBee0leKXzEXchweeopMaKdlAFmlLRhyKnuvGRiiK2tuSxO4vIf5CuQ1G4mtdIS/wBP1zUZA9z9nJnjVFnIXLPFjnapIU7vUe4HpX/CPWFrGo+zAsBz5vJPFW49x8xwVzr2p385WORkC9fLXH4VUNnql0/lKly5OWO4kADHvXoqpaQxMsSAY+8VHGfwqmxhigkcRkvMdvPBIFArnntv4ZvXYnbGuMKAWz/Ku203wbbrOiXErymNAWCKFAz79auQv5SoxVN7thBktj3rb0sZinllcu0smTuP5U+gNsry+HdPhMS/ZkJI3fOd2PzqxfwRQ2+nwgYAf7qDAqe4dpLkEDCKAOnWk1Ef6bbIcAKvfnmpEU77e6GKFAOASSaq3NqXDIzYBXjFaF38jblySUwM8DioZ1VUBDZO0nNIaOC1W1uLDMsMrrg9Qadb+JrqGFfPjEzjlCeAPrVOS4XUPGdzpF7qd1bWkk2xHjljRY+hJJcYxjPHUnAqx4OsPN1LW4b9JZPsUqxot1tDpyw+YDjPAzjPtQoLct1HaxRvdf1O6LBHYEnAWNcGs6Sz1N0DTJO3fLE9fxr0Fltrd12qjHGFCcc+vFVZvLkuEV49yj5myRgY61RFzgZvDl+5QOqK7AcFskA+wrR07wmiwyTXMjGMEKBGuM/nXSGU3NyXO1RkljyeKsWWLyeEMSIlkzsHQY4H40wuyvH4TsYYWP2ddyLk72zzSWmlpFvZFVVCHhBiujuSPJl8pQd3BIFV44ithctgFtuMk9/apEjk0h8uJmAzycVAUkUsTgV0UdsrWLZ3HI9MVR8hXZzjAxwMdaRRhy4JBJJrJAC3DkVoeJt9ppjSQuyOHUBl9KyNf0TWNA0fS9Qu7i5We+MnmwlMCAAIUDHH3iGzjt9QacUVzWPZLiV3kCsxIz0qlHM0t9lwvy5I4ooqiCNSUPm7iW68/Sp9MHmvMzE5WTj8qKKAOiPzpIW5x0FMsG2M7KACFwOOlFFQxEViP3kwycZB61TWRvtZbPIPH4iiigoS6lZW4x1615HrWoT6X4zu7632maOdtu8ZHK7Tx9CaKKcdwex1/wAI1H2fW27r5AHP+/XYXNw/2pIhhVbrjqfaiiqe5JE+Rcb9zHYhYDPGQKz7V/3hfau4KSCRnmiigDR0gkyxk8kOevucVukmVGDE43YwKKKTAUACxnGO+36CoISfsQBPGKKKQFeJyFcD+LGfeuR8fyN/wjsg7ebFx+JoopDPPNX8RPrAgik02wtzCqxxvbq6lUHRQCxAHOeByea9Tur6Y7ckHPUnmiitGSQmV3jwW/ixxU8qLsTjpGMcfjRRSGRxqrXEJYbsMOD+NbljIzK5PY8e1FFHQC9IALqMerCs+9uJDNEc4O8DIooqQQXLEzcnoQBWfcXDiWSPjaFJH5UUUhnlWq62+na5qStY2N5HLKHMd3DvAZRwRggjryM4PcGrvhTVby8vNVvbiQSXFw6yyMR1Y7j07UUVa+ET3OrtS04Du7ZJxxxUqW6IkrDOSuP1oooAozttklGAQuMZq5ZysttbBQFBJJAGP4qKKaA3mA+zyZGcEAVSkuHS2UALyGJ4/wBqiipGihbSM1nICTjNVLqUxQgqBksfwoopDOX8WTO2lMM4+ZDx9a5LUPEOqahp8Gm3V5NNb27vKgkkZiWbGcknnG3j0yfWiiqiEj//2Q==", 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", "info": {"video_id": "4108", "label": "lifting up one end of a palette, then letting it drop down", "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": "4108", "label": "lifting up one end of a palette, then letting it drop down", "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": "bd92bbd543402b96186d19db05c07b4ee44cde72abfbee6e1b88901b8dcdc4b0"} +{"episode": 45316, "episode_seed": 3705307607, "split": "train", "timestamp": "2025-10-13T03:19:22.910425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3705307607, "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 glucose box with oil vessel'.\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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pmm31/PI9wiSSG63xr8w3rnaA3p7Yqa8QRR3iz31y0jgpKSPJJB4UccYB9OOawZZDLBAkqQpaQ3sa2kacFQoO7Pfnnk1w1VRUXaKv6I7Ie3lCMns/P/g6HL+Kr0XniC5k+90XP4CsJmzxVzU5PP1S6lAwGlYgDsM8VSI4relHlpxiuiQ6jvJsjZgufeqkr4PHJ9KsyLnNVHUnG081aM2Vrkt5gBPtXo+haYYZo73KLGylSp654715vKD5hBOcHPNewTSKCsIC7AvUdvWtqaMpDVleOaXZuZ2O0Ejjr+lUxCwDtcYMuM4U8ZrQtwr3YdySBySTgCo9TniDb7dApKYY/XrWrJJfDGnLqvinTrOUbleXMo9VHzH+VexarpU8hyuFTGeeAK8y+GCBvHNlk5zHKfodhr2nX4Y7rS/Ibo7r/ER0Oe30rGa1NaS5XfueW+NbJLnwTNeXOTc6Y4kjccttYbSPz/lXgDKc819E+L3W38HasHOfNCRLn+Ilh/8AXrwC9gMFw8ZHQ8fSsY2TOqqny36FBlxSDhCKlNRNxmrZzldhk5JroPB+ljUp7sFyixIrbh2POK56TrhRzXX+AnMS6kqnDExD/wBCprUiR20pG6F1G4L3Jx0qCSBzMLi5feGxhcdPWrAXzf4Cxzkk9KtXV6ptvIjUZGPm29K16GZa0DU5beaTTXllhUpJJEkMPmEy8cEYJxiunurfZ5Re/cI2zeXtCCM9ePbHP1FeaWrXI1GCW1uvs1wj7llMhTHHr6n+tem2HjWG3heHUTJcsB/r7ORx82M7SuRk47iuSVFuTfM1f0KhiKMZ8s6cW/8ACncrPqdnaQK39u7VwNyvbqpTuc5HavM/HVzNc/YZJ50kmkVnIjQKoX+H6nB61r+LvFeqaxp8rW8z2loEx9meVmneMnG5iTwD6egrkPFcztqoibjyolUD0/yMVywpThWS53Ja7+X/AA52KVOUW4wS21SS/rYxGA64qINtY4A5FKSfWoXY12sxZE5+bn14qvcMAg9cnvT5GJGKrz4wADnHU0Ihnt2qWM2nThJnUng5UYIFUmnSVGLgkqMLk9Pauo1iAanYRamxAypjCnOOvDfjXFT8YwhXPyk+9dD0MkPll+XZ2HzKcZ2n0+lejfB60WWXVboj7qxxD6Ekn+Qry5pCw2hvZhnr9a9c+DjKLHVVz8wkjJ/75NQy0rHUa/bWtuy5jLPLkjjpgZz/AJ9a83+K8C3PhHTZcfPDdOi/7pB/wr0vWpxLeCIZYeXxjpnNeY/EmfMOl6UpyV33EnsOg/UmuebtqdlJcyUWeLMuajdcCrU6eXMy44zxUD/d4qr3MGrOxSfkcdahZc4Y9anbqahP3TmglnefDCwjm0/X55Bh7fyWU5x/fzXRGSSJgCpCjnpzzWT8HnT7bqcMuWglVFZMZ3H5sf1Nb2sokd+ylvLVsq2OeM10w+Exl8RnzT+YznODkE+3vUCOj3cZlVpojIAyKD84z0455qBpiFOMccZz1rtfhlpMepeJ/PlQGOzTzcHkF+i/lyfwqZK61G4pqzOxTwrG9is0cc1pLIwka1lnMiBsDGePYV5R4z1W+g8RLa3WneQ9q2SrNlZOOCMcYr3PVYLsXW9GdYx3Vun4d687+L1gLjRdM1dUBuI5TaylR1BBI/UH8641h6ad2v6Z2NycEkzxVkJYk9TzmoynFWGcbiKjJBrcxuUZQQ39KqtkMRjir0+zOc1Wdf4h3oEVWXLc4+terXVvLbnLwsnAOSOG/wDrV5QThgSe9e965G2p2NvNEhUIu2Y45Q4HGK1pdTOZzTSmRQisqFQc4HWqTsrRGPIyRlD2PqDTZP3XIbBJwRjkGoGk+XcVBPTHp71oxI674byGPxlasiliA2FHJxjn9K9W8Q6rpVtcm3vb2O3YYdRK20HjqD3ryD4d6pHpfjGzlmwI5g0Gf7rMMA/mB+dN+J1/qVtrzFZmWFzxGQGCsPTPTNYTl71jopR0cjS8T6xF4h1a00qxObSENcu5GN5AwDj0Ga8t1mLNw8g6Bttdv4Ys5E8KaprUpL3Fy/kRO3XavLHP1IH/AAGuRuoxcRP7Zb8q5lL94d1uagc8y4qBxxV1l4NUnHzGug84gYA4K8Gu1+HdnNPDrEse3bEYd+ffd/hXFtkEivSPhHunGuaeMB7lIwrdQMB+T+dVDcmWxqpOYgYtzDcdpUenpUUkixSMY+VGOD0YelT6lbLbXDR7STjAwcnPvWUZeCSeCPyNWzNFq0vZLLUIbi2xvRty7l4Oex/PFetpoyNbfadVRozMAxgZh+7Ppkfe9vSvK/DVj/avibT7aUkiW5TeR3AOT+gr3/WNNW5h37iu0Hp1A9qxnG+ppSVp81zxLxv4Mh0uyGr6UxltZ3jhky24x5bjnuD056GvNdUkNxqVw5OTvIznPTivou7sIrvw9rOls+9J7WRgw6bl5DD/AMdNfNsilJGVutZxiua50TuiArnNQPgHFW6qzjB/GrZkVWUklccGq0ycgj7uKtuPmHNQNgNSEz6KmhWHQm5ALPuHzcD6e3FefXUhJZNx2Fs4/ka3ta8TpNpyi3jzFIuY8HnJ7H0rj1uHYNJLnaWwPU10Sl0Mool8zc+OM9BgdK9d+DyFLPVr5pD5aMsewDrxn/CvHMgYBxz0Neg/C3U5Eu9R0kPtS7hMij0ZP/rH9KylK0WzWCu7HT6p8Q9NtpJAYy0i5wQeK89N9Jro1jXbnO0usEBPTABOB+YrnPFtq9nrs42n5zvAHfP/ANeuw1rTm0TwLpWnsuyYJ51wvfzH5OfzA/CuWrK8F5nbRTVRrsedaiuCjAcnJNUWOBWzdhWsnYjkYArEbnJrSm7oxxCtPQrMcnpUMgwDjrUxBrQ8M6Rb6/r5066vZLUNFK0ZSPeXdULBfYcE5PpWljA7P4NAC61aQjhRFzn/AHq0/El4j37L/Fk/5/lXC+BtTnsV1CJEldJwgbZ1B5wf1NaNzIXvXe4Z2dWzgjOfQVtGVombWpaZiXCjA9DXrnwaVTFqsmPmHlLn/vqvGxIy43rnJyPb1r1D4OagItbvbN2AFxCGQerKf8CfypNlHqGulybeNHCg7mZdpJbA4Gew55rz/wCIs4h8B5bgtfJtHvzXcawbia7g2SKkaZDcZJzXlHxW1MXuoaT4dszvZZPNmAPTH/1gawm92dNPSyPJrseXcyL6HioCeMVe1SLbcsR2NUCRxmiLuiKseWTRXm6gVGzZXFSyHNVLgsse4HFWZkDtmXGO/FfQNrFMujXUTuCuc5xyW7n+leP67oWk2vhy21fTNRvJw119mzcwCNbghNzvEM52qcKdw/iHuB6zc6rawaSFFwrtKgcHP3uAetb0VuZyOMvpFEk6FOSeD6c5rOaU7hyc85yOKWa9W5ncgk993r71VcZLZPzA02+wIuRXLxyLIpKuhDKfQjkV6v4p0KLxWumvJvjW8EcoljUErlRng/WvHIX3ytuICgc4r6F8LyreeDdBvSBlIQh/4Blf6VyV9kzroPdM4zxTBFo+lQ6RpykW1tGY1BOSe5J9ycmvOLawuL+5e0tELzPGxVfoMn9BXf8AjW5WPzYQcySTMfogNcLDfXOnX4ubSVopSrJuH91hgj8jXLTbd2ehJJQSOXkBQlWGCOCDVFyN2a1dTKtePt645+tZLjmu1O6ueTNWbRE4wCRXovwfjMl/qDZK7TESQccfNx/n0rk/CenaXrHiOLTdXupraGc7VmSaONYz3LGTjGM8dScDvXWeBZk8O6z4ls2hnWWCUIsVwAJAqs4O7BIz0zgkelXHczlsb/iSQx35KN0Ykc/r+YrmJZM7mO3LckmpdW1V76/JjU7S2OenvVMurtkHJBwQaqTuJKx1/wAOXUeONLLH5TIwGfXY1e864UOkTRuu5ZBsI3FeD7ivnjwPHcS+MdLWyQPMJt4BOBgAk/oDXuut3FncE28lyinqUaTaaiT0NIK7MW8lSwsdUun2iGK2kPHToeP5V83ajGyvG5GNyDNezeONetZbO28OadKkkl7KElaM5CoOSM9+leV65CBPMnTYDXO5JSSOxQ5qbZgA4zmoZmzUrdBUMoORWrOO5CRkc1Vkypz3zU87MsfBI5ra8SeDr/w54e0fUr3zlnvjJ5sLRkC3wEKBj/eZWzjt065wJCZ0E1jDDp0kibtzAHr7VnQDzWJck7flAJ6CiiqJEPVhk8k/pxXSeApnj8c6RsON0xQ/Qqc0UVD2LhueiRaJp+peMUku7dZDbgugPTIORn1rl/HtxJLeujtlS1FFcL6HqQ3ZyNnZxXen6qZQT5Nv5iYPRtwH9a5OQ8H3oorppbM5MRuiqxpNP1W50XVV1C02efFuC713D5lKnj6MaKK2Rys2PBrtDBqc0bFJIxGVYfU1taw/m6kGKqpKKflGO1FFaIjqVl+dAW5JHNdh8Po/M8VWaCR49iu4KHByqkj+VFFIs3vEfi3WYpZUiuiinP3R0/GuH8KSvqniu7ubtjJKtlK4J7HgfyJoormn8LOqHxxMnUwMXJ77hWLRRTo/CLE/GRuOTVO6OIc470UVscxe1/xbJ4it7aGbSNMtTbokcUlqkilI1zhAC5UDkk4GSefWtmO9nmsjBIwMagsBjpk8/hRRWkSWRZ2xIVAHmn5sU3eThc8BAaKKAGoTtz6mvoTwMc/DLS/+2v8A6G1FFY1/gN6HxI8y8VyM+sz7jnDEVy10cR5HUUUVyUz06mxgH5nJPU81WdQAKKK7keQyTTtebRmuIzpunX8Uzq5jvrfzArLnBBBBHU5GcHuDWpoVxPrmq6jqN/M8l1PMskjjjJbcTwOn0FFFD2JLt4Wju5VRiAWApZECBAvHU/kOKKKAR0vw+uJLbx3o7xnDPcCM/wC6wIP6GrfxTvbiHxJIY5SokXLL1BI4zg96KKznujaHwMxvAsYvvEFzPckySW1lJLGSejcL/JjVC8/fTzF+dx5oormqfGdlD+Ec5INrsB0BOKrynmi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", "info": {"video_id": "145228", "label": "pushing glucose box with oil vessel", "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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TmoLmcVLyep6XdW+zyi9+4Rtm8vaEEZ68e2OfqKgfU7O0gVv7d2rgble3VSnc5yO1WbDxrDbwvDqJkuWA/wBfZyOPmxnaVyMnHcVwPi7xXqmsafK1vM9paBMfZnlZp3jJxuYk8A+noK5KuHlJaVGvS3+R0U8RQlC8acf/AAFf5GR46uZrn7DJPOkk0is5EaBVC/w/U4PWuMYDritvxXM7aqIm48qJVA9P8jFYBJ9avDNuknJ3bNKqSm1FWXkIG2scAciqrn5ufXipXY1VkYkYrUyYy4YBQO+cV6tpOlxabGkpD+ZLGA69uv6V5LLjKgHOMZNeyGUySknJU4wp4rWCMpDFieUPbo4QvnJXkjio2gEcEkYUgLjLMMECtGBzZlpXULkcDFUdTuXuXMhyoPQAe1XIk0vC1qRPcajE91viwu2BeSAPX610et+N9ZGmJELWKKckbp3XhFIzux3I/nWR4CF3cavJY25AtpYi84J6AcZHvzXd3a2ULG2mhEkX3WJGawcmmPD0U23dniAlil1eW/huZJVayeQySnnIIH+frXFMSTknrXpXxA8PL4cv5pLXatjdWw8gDtlvmUfoa82IrCnF80m/L+vxOqStFRInzimPIxjC+lSMOKgetjNkRcAk/nWp4ctBqF3NCAAWKgN/d681kOuW+Y4x+tdZ4AYRrqcny7gI9ufX5quCuyJHVJC1vpcMDMC6AKwT6Ul2Z7gKFwIE4OTgnHtT94ZCc7cjkCrqG3isSkqZYgkAnJzXT0MzGlVEbCf6vHJPc16t8O9Fx4SN2inzrqRju77VO0frmvJpnMkyoTtVeFA7e1fQPw8Cr4F0k9zG3572rOexUV73N2MQ29xp19HIzDafvrnqPf8Az2rwv4j6dDpHiu5061BEMbGRVxwof5sD86+gNYtVOoXE6dZpMH5iegA/DvXiPxO23fiu+mj58ny42PuFGRXO0uZNndZyhoeeFc1ERhhVhhio2HFWzmIZeW9qrOoC/hVl8d6qsCVJ5x2oRLPfdcs007UGhtwSq/PjkgA1kvckQlHyDkZPpXV6msdzokMzLumxslkIIyR/h0riJ5ANjb9zH5SD2HY10MxQ6aQjcN2CTnGP1rrfAOlwasbmGWznJR1ZruOYx+XjlR6E5zXEiTcx3DIHoa998O6K2leDbW3hXbPJGJZSOpduT/QfhWFWCnGzNYJcyfY4/wAWWd34d0i6vLe1a+gJ/evu+dM8ZJ7j3FeJ3l1JdQRo6AFXdyepYse/0r6btInLPZ3wLw3AMbo5zwQf/r18163ZtpmrXtk4P+jzvCCe+04/lisIUqcXdI6Kjk3dsySnSoZU4xVkuKjk27cE1qzIzpAdvqagfJXtVtgrZUGq0wIwP1oEdj8P7KWaDVZYguyLyt+fQ7v8K6VJzEDFuYbjtKj09KzfhKTcLrWnocPcJGAx6LgNyfzrU1K2W2uGj2knGBg5Ofeto/CZPcgkkWKRjHyoxwejD0qO0vZLLUIbi2xvRty7l4Oex/PFVTLwSTwR+RrR8NWP9q+JtPtpSSJblN5HcA5P6CpeonG6seqJoyNbfadVRozMAxgZh+7Ppkfe9vSvPfG/gyHS7IavpTGW1neOGTLbjHluOe4PTnoa9t1jTVuYd+4rtB6dQPauTu7CK78PazpbPvSe1kYMOm5eQw/8dNc7j0OyC9zlXQ+dNUkNxqVw5OTvIznPTiqJXOankUpIyt1plVFJJJESbbdyo+AcVWZSSVxwatTjB/Gq7j5hzQSVZE+dSv3ele2anYzadKqzOpOA2VGCBivF+BIv1r6C1eAalp0OpMQPkMYVs446N+Na09bmUzmGnSVGLgkqMLk9Paqssvy7Ow+ZTjO0+n0pk/GMIVz8pPvVdpCw2hvZhnr9apiSPUfg9aLLLqt0R91Y4h9CST/IV2ev21rbsuYyzy5I46YGc/59a5f4OMosdVXPzCSMn/vk11etTiW8EQyw8vjHTOazmb0rpnmnxXgW58I6bLj54bp0X/dIP+FeJsua9p+JM+YdL0pTkrvuJPYdB+pNeOTp5czLjjPFZKWtjapH3VIquuBVV+Rx1q6/3eKpt1NUYEDLnDHrXVeA7WWSPUykJk2bCcduG5rlj905r0b4R3CRy6vDIPklWJQxHAbLAD8c1dP4iJ7FyOUwStlQcdnHf0qKZiGRt4ckEgGrGp2MlvPtnBjckggjhfTmssyncATx0PtXSZoWVkMu9T8p5GSMj1Fe7eDLpLf4f20ku9YolJDgZ4ycn8DXgZbLgAAYPX1PrXqtpqst/wDCiCGzdori1UwMyHBVgcg/iCKwqS5Vc3pQcpJF7VvFWiWFvNcW13FdTYLiONs8/wC1/dFeR6tFJLpUd5cNma+ZpmPruP8A+qs20bUNf1i30x52zczrGwAx1PJOOuBk/hXR+NSkerrbxKFgiUJEo6BRxXNVbukd+H1UmecTR7JGU9jioGHrWpfQeXMD/fG6s6da3TurnFNcsmio4G7nvVeVSEPpnirLA4qGTcR0FBmfSGtTpa6KiY6Z4z3rziWYOSU5Hb3p+qatdahbeZKs0fRZQehPt6CsyJsLthySDuZsYyfStXIzijRs/muIwRlWYDFfVCBUhVR91Vx+GK+Topct8o2nt/jX07pupfbvDdnexEMZoFOeuGxz+uahvQtK7MmIytdQs7iQvJu3KpAHJOAD2FeCePZFn8Ua0yHIS8b9cZr3SW9XRtLuL+/mUiBWIxwB3Ar54k869s7nUpwQby4eRSe4z/8Arrnm7WOyC5rryMPPNMfkE08rsYqe1MYgCtDlZVBwxOKhnbCHA5NTNyau+GtHt9f186bd3slsrRStGUj3lnVCwX0A4PPtTBnW/CGPzL+/YErt8okg4z97j/PpW94kkMd+SjdGJHP6/mK5T4XammnjVyV3ylI2VfUDdn+Yqzq2qvfX5ManaWxz0962TSiZNXZFLJncx25bkk11Hw5dR440ssflMjAZ9djVyBdXbIOSDgg10PgeO4l8Y6WtkgeYTbwCcDABJ/QGouUj6H1wodImjddyyDYRuK8H3FcneSpYWOqXT7RDFbSHjp0PH8q2tbuLO4Jt5LlFPUo0m015144161ls7bw5p0qSSXsoSVozkKg5Iz36VlNrc6aatoeM6jGyvG5GNyDNUgcZzW/rkIE8ydNgNc+3QVNJ3iPER5ZkUzZqAjI5qaUHIqtcMyxZB5zVGBC4IYHuTX0TJCsOgnkAs24fNwPp7cV4xrmh6TaeHLbV9M1G8nDXX2XNzAI1uSE3O8Qznapwp3f3h7gei6z4mSXTUW3jzFIoMeDzn0PpW1PS5nIwbqQksm47C2cfyNUvM3PjjPQYHSoluHYNJLnaWwPU0mQMA456Gk2NHsfweQpZ6tfNIfLRlj2AdeM/4VLqnxD022kkBjLSLnBB4rmPhbqciXeo6SH2pdwmRR6Mn/1j+lcD4ttXs9dnG0/Od4A75/8Ar1jKfvcp0RjaHMdGb6TXRrGu3OdpdYICemACcD8xXD6iuCjAcnJNei61pzaJ4F0rT2XZME864Xv5j8nP5gfhXC3YVrJ2I5GAK54y99s7Jx/c2ZjMcCqjHJ6VZbnJqsQa6TziGQYBx1rtvhkkpuL54mGUeEhSOC3zYP4c1g+FbDTNY8SRabq11NbQznYs0c0caxnuWMnGMZ46k4Heut+H8Uek+IfENjM00H2aYARXOBJhWYfMASMgdcEitKa95Ey2Ok8XZW4Lt8xOCf8A9VcdPKDKWAKqccD1xW34p1qGaf8Adyb1POPXtXMysWQMDx710SZCJBMQB9K9B+G1w1zHrGl/eEkSzqv+0rYP6EV5m7eWrbTwfWu/+FFwI/GUdueftNtJG3tgBv8A2WuerrFm9J2lc3dC8KWOkz3viHMn2rc6QxuAFj3dSPU4yPbmuD8RvJPfM8nYfKfxr2XX1SDTRGSFVZizH/ZIOa8X1a4F1eTygYVmyo9B2rz025anqQSUXYw9YsLqC3s7yWMrb3KHym9cHB/WsKfGOa6bUNQnuNIitriYvFbKY4VP8IJJwPxNcvMK7KbvGx59dWlfuVzgjFQSnnFSSZVMjOc1veJfBt94c8O6PqN6JlnvjJ5sLRkC3wEKBj/eZWzjt065xZgdZczOsF9bcNEsasoYZ25xnFYURPA7MCSKKKpkxLEIAk3d8Yr1nTNQu9I8B6dJazuDMryHdyFIYjj24ooqJfCaQ3POfF3iTVdQj8m5umeNgcr0FTapAkHhbRFjGA1ojH6nk/qaKK5auyOyh8T9Dj74YvHA6cVWbpRRXRH4Uck/iZA3WoLLVbnRNXXULTZ58W4LvXcPmUqePoxooq0QaXhK3Sd7gsWG1kA2nHrWteFo7uVUYgFgKKKRPUWRAgQLx1P5Diul+H1xJbeO9HeM4Z7gRn/dYEH9DRRT6lIt/FO9uIfEkhjlKiRcsvUEjjOD3rG8Cxi+8QXM9yTJJbWUksZJ6Nwv8mNFFcz/AIbOtfxkULz99PMX53HmuckG12A6AnFFFKiVit0V5TzVW4P7vPXBooroW5xmj4g8WyeIre2hm0jTLU26JHFJapIpSNc4QAuVA5JOBknn1rqpbGGHTXkTduYKevtRRVkMzoB5rEuSdvygE9BSHqwyeSf04ooqWM6TwFM8fjnSNhxumKH6FTmvRItE0/UvGKSXdushtwXQHpkHIz60UVz1fiR2UPhZy/j24klvXR2ypauRs7OK70/VTKCfJt/MTB6NuA/rRRWFM6p/CcnIeD71VY0UV2nlk2na82jtcRnTdNv4pnVzHfW/mBWXOCCCCOpyM4PcGrema3f3esXuqTzl7yeXzpJCByxznjpjnGOmKKK0juSach8+6XzADvAY/lUJlY75M8hW/SiirYkNckso9ea7T4WMT8RdN57yf+i2ooqZbMqJ6N4+dk02QKcbmwa8dl6miivNXxHsR+Aw9RY7gufl64rPkUHb9KKK7obHmVvjZSuOI+OORU+peJtX1TSLfS72+mntraV5UEkjMSzBepJ5xt49Mn1ooqzE/9k=", "info": {"video_id": "145228", "label": "pushing glucose box with oil vessel", "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": "4b042be1098d6fcb4659b0eb50aad2acd7d9875ed208d921f6266e80652af78f"} +{"episode": 45317, "episode_seed": 1968558774, "split": "train", "timestamp": "2025-10-13T03:19:24.900436", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1968558774, "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 sprinkle air onto a 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', [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": "14465", "label": "pretending to sprinkle air onto a box", "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": "14465", "label": "pretending to sprinkle air onto a box", "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": "6b7edc554d17b3a0e2c56bf1b000b6005cad05a41b87f07209b1f93dcbd3f96f"} +{"episode": 45318, "episode_seed": 3241322346, "split": "train", "timestamp": "2025-10-13T03:19:25.828121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3241322346, "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 cloth'.\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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", "info": {"video_id": "63763", "label": "pretending to throw cloth", "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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"info": {"video_id": "63763", "label": "pretending to throw cloth", "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": "2bcf7d7b250e74ab0a9bf0e20325354bef7ed0d57963270889b91a824de0f6c0"} +{"episode": 45319, "episode_seed": 3468685829, "split": "train", "timestamp": "2025-10-13T03:19:27.677400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3468685829, "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: 'twisting air freshner'.\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": "210362", "label": "twisting air freshner", "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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bFMbngHj6VUutZn8l1YrGrDkjj8qtQ6fbt4dttQ3/AL6SXjDZDL6EeoxmsoKUfiLujqLW4WW3UMc5FYk95NYmVLfJkBKLjsD3/Kqpv5IYv3TYPQH0qOL5ssTkk5p1KjWiNqVNS95iRI4jUNjIHPPerlpNJG+AeDUIQnpTlQoOtccjqsablWG9eS3WsjU5DcOlhGTmX5pSD92P/wCv0/OpZr8WsJGN8rHCJn7x/wAB3NRWVs0KvLKd00p3O39Pau2jrBHnVlaoy5kIoCjA7VFPOUgLDqOlOY5Q+q1WmR5LfkHAJzWhCY6BpJbPzHx1IHuBxmqEs5ViAcZ4OKntpp4IzCUDLng+lU50IlwRXJOEk7noUKykrMETceK3LGQxgZNZMSccCrUTFT1rmkjpudXburR/WjO1yvfrWVZ3RChc1oBy2CRWlCfJIwr0+eJHcIChwOO9VZn5/lWg/wAyn3Fc5qd45xbWxPnydSP4F9fr6fn2r0TyyBH+26o8oOYbYFE9C5+8fw6fnV3fggZqC2hS2hjiQYVRiklbYy56EikUipqV66zQwWgLyZBPUZbqR9B+tbBnxLu6bucVzlwzRXnm4yM/p3FaUkxMatyMqODXJXTO7CPc6CGUM456dKseSgEqrgLIOQPXvXPW90AgBPNb8Eyz24J7iuaEuWVzrqLmjYztJvfK1cWrnggxtWpMCkpHfODXM6jE1nrCXC8KzA/jXTXgW5jR+cSoM4OK9OLujyJqzsRuMjjrVeH5HlxxnFWVT5NvPA4qndzR2iPLK21AMk1RmUtVvGgt9sJ/fzHy4h3z6/gOaZBClrbRwp91Fx9arW6yXFy99OpViCsSH+Bf8fX/AOtVw8ofbmkNCSXKQxM7gkqDtXHVu2fas2zs5r+Xzpn2xNnbjBZu2eelSXJMkLKOu6mW2qC2iEckZO0YBX09Kzqc1vdNI26kdxp8sV2yIQ0YPDnjj6VJJuwAp6AAetSvdLPAJhxu6jPSqkUhL1yzk3uelRioq6Oj0yVhCA55Fa7/ADxhvWuVhuGQ9a3rK6EtuUJ5FZQlySuVVjzxaJwMrz2qlexZjOfzq5GgWRpAWy2M5PApLmLMTDFenujx3ozNUKka7Tnjn61AzZJHrxSt+7QMD8veoWb5ifpQJBIomgOPvrjNUpAZVG7h+mRVkvsmU9mGDS+XknjvmgaZlmwiZtzIDj2p3liFcKMD2rVEIyaiktt//wBenYdzJkkypUnGe9SWtx5ZRJHUluhHf/69SSWBc8U9dJjktZFcbpCPk56GolC5rTq8rt0L8LqxqzsUDg5Fc1bNqNuSHhZo87VJGGOOv17Vb0yK61HxTLptxqVxaRlZDH5Sb8sqFgvsODyfT3rm9m27HTKooq5oGNTcqWxwDjjrUjH5cVheH7qfUDI08zSEBSu49M5rbHIIPBHWuimrRSOKrLmk2iRFy/zdCMGrccXlN0BVvWoo8dKnR8xgHtxWyRncheygdywGD3AqKWxili8sKFI6EVbdsgmmZGBzQ0ik2tTG8lreTZIMEd/WrCxZAq64R1w6jn1ojjVW2r92uKrRtqjupV+Z2ZDGmGGK24cfZwSc1mbdjZxVXWb6a10d3t5Gjk3qAVPNctrux0uWlzbQMchTx2BrmbWFUJkLF2Zjl26se5P+eBipNTlNtocOpafreoShrn7Nm4iVFnITczxAc7VOFO71HuBFCDGME8E13UVJK0mebWcZO8UTsRk9qhuFaS38wDJXg+2DT2OD+Ap8K4l/2XyDW6MipEiSlpGXI/un1qC6nw2BWzJaAxkR4U9eehrn72OSC42yLj+RrmrQbdzuw9SPLbqPhJY1u6dMz4jOQKx7VcpurStX8t81ySR1qVy/qNn9qjRQfmU5BrThVv7ORHHzRmqSSh1BNXYpvlIPpWuHqtPlexy4ikmuZbiryAe9ZGsQpJc2wfPBJAzwOnP19PrVewn+2eMJNLvdTurW3eXZG8Uscax9yWL8YxnjqTiqJa7Os31pdSXJa1mMarcY3ryR82OM8DOOK9B7HndS+cKm0YGOlRh/nAJwDwaMnBB+9TM7sipKIpoykzIwyrYwRSDSzMfmJx7VcgAkiUN95eM1cGFUkVSQXKJ0uIWpij+RuoJ5yfeslI5Le4McqlWHY10meB+dRSRRTp+9QMD0z2qKlJSN6Vdw0ZQWMcEcitCxwkysc4qIQRwuEQnaegJzUh/c89K86pBxdjvhUUldGznDDaMg06Yfuj9K5zV7+e30hpIJWjcOo3L161D4gttf0Hw/p17eX12st55nmQlMCEAKUDHH3iGzjt9Qa6cNKVrPY4sVGKem5dPzKVPQ5rPDEqwJ6GiiulnKhJD8q/71WIiSBn+7RRTQMlz81O/iaiiqERcHYMdWwanj4OKKKALexXQb1DYORn1rk72/m0rxPc3ltt82KRwu8ZHKlTx9GNFFJhcq+E/lW5UdtgH610Ux2sjDgkc0UVC2G9yzHyxp24gtRRWi2JHnt7io8kg57GiigYMeQaWP7u7vzRRUz+Fl0/iRK3KVheImI0th28xaKK81fEj0n8LM7VvEr65DbxS6Zp9sYEWON7ZHUoi5wgBcgDnJwOTzWyozEw7YooruhuzzZdCJWJUE+lW4/uD60UVoiWWgcjn0qKaNJVKyIGAGcMM0UVb2BFWWCKEDy0C+woHBoorzq6949HDv3UXLYkx5z3q5Cx55oorm6m7OXu9YbTNY1BGsbG9jllDFLyHeAyjggggjryM4PcGo9MvrjUtT1K9u5PMuJmWR2xjLHP5UUV63Q8Z7mrOSAjDqRg1GpPmUUUDLcPB47mrAPH5UUVp0ENJNDH5lFFFIY1uYnbuMEVKfmiUmiiuPEbnbhtjH18ldJbHH71f51gaprupajoq6dd3c00FuXlTfIzEs2OpJ5xt49Mn1ooqKOwsRuf/Z", 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", "info": {"video_id": "210362", "label": "twisting air freshner", "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": "4f42a09f8006409a5a993fe12914ec069ef937dc1a65b0fa1918593f2d47e21c"} +{"episode": 45320, "episode_seed": 2876707758, "split": "train", "timestamp": "2025-10-13T03:19:29.966771", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2876707758, "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 a charger into a tablet'.\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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SiKytjazSRgEbcdAT0PXtWB8R7M2+uW16B8t3bqWPq6/I3/oKn8a76fPOkpSd+hyVeSFblic7Z6iYCI5OY+3tUl/p8d4nmxkCU87uzVkMecVPb6k1v+7A3qeg96pJ9CZW6mjaW4tosHAx3qC9mjmKpGC7+1RXEkh5unKdxEv3vy7fjUMfmT5VF8uPvg8n6mmotmbkkTRHJA98V9N6Z4bsPDkttb6bEBqMsDM8zfeEZGDk+/5dK+aPL2FQBwCK+oNDu/ts2pavMfkfEMf+6OuK6oK61OWba2PFtbnTSpmt4VkF2hxuJO1Pcep9PStHwL40Oga5NJMDGl6oE23hWkHKtjsSSc9ue1dP4u8MDU7qK827GnbdgD+HtXFa5oKwEqgHyDrWEsOrOJ0RxF2mzaurmS8vJLh5Mzsxck96x72Pzr62MAIlD7hj+HHNZdjqM1uFtbjJC/dY9QPStmG+VcEY5OSa5qeDfNq9DrqY1KOi1OI1Rms9fuiieVmQsEByACc4+nP6VZM8Oo2bIyjJ4Knt70vi9VkukvY8HJ2vj1HI/TNc8lyYZBIjYIrWUGnZGKlzRuLLpUsN2ExujPIb2rXj8u1hG8haqrqUt2RHBEd+Oe//AOqqksscbEu3nyein5R9T3/D86Hd6MnRFu4uzOrIiDZ3Zu3+Fel/BOwj1BtcWTD20YhJHZm+YD8OteSAS3RG7hB0UDAH4V7P8E5lsbTX27jyNo9T89a042ZlUldHpaaJa2zMyQoMHsMc1i6paSabLLLZIJIXbMlt05PVkPY+o6H2NdSSVht435kYb3+p5rC1STddSAHgDp05rosY3OTmvLKQNmeONh1SU7GX6g1iXt9bxwySW/m3Dr93yY2Iz2+bGK6+W3SVSZEVyOhZQcVVccOFBwO+aGmNPU8h8YQumvPcvCYTeotwYz1VmGWH/fQauackNivUPibp4OkabqCLzBI1u+PQ/On6hxXmDYL7vWuNq0rHdTlzREV2Rg6khh0IrXtr1Z12txIO3rWMSAMmmozySBYVYv2wOaXLcbaRuTTJGvznHt61mofnO0HYTxSKjNJtY+dMeqqeB9T/AIVdW0ZVDyNl+wAwF9hVQhZmM5I9g0DWbmLTVsrkt50A2hj/ABoDgH+ldboWpO06mST91g7hmuV160McEUtuAJLbpj+LP3lP1/wqpHelrIzwyYGBweD71z4vD+zldbM1wtf2is90XNVXTfEeqyz2+yzvfukOcJPjgZ9G96fp019HG9idIjdLADz7qSQrjeSqp/tMOoHtXLTTIC+4MM/xdqytZ8X6tBBb2i388kcbgxozkqoHt+lRh21NWN66TptPY6zxzp323wTcADMlnItyv+79x/0YH8K8WdhtBPbg17RomqDVdKje9yIblHilA5wrAqf55/CvNdR8IXGk6jJDqVzDHGpypiYO0o9VHbPvjFelWj7yfc82hO0Wuxz0STXUoigjLMecD09fYVMVgtTgFbif16xr9P7x/T61cuWUQm3t4/Jg7qDln92Pf6dPapNN0hrhvMcHywfzpKD2HKotxljZPO4uJyWJ9a1WUDIFWvKEUe0DpUTpke9bqNkc7ldnX/DONp7+6s8kQvJFJL6YXd/jXS+JvD1vq+vXWoFBhVHT+Jq5r4c3Hk3l7GOGl2DPoBuz/SvRWIWBQcZJLn6dBVKKa1J5mndHlk3neHrkOoZoXPzr6H1FTW9wLsAw87vXjH1ra8R2KzJGuOTlia460drS+kUf6tFJrlqYaEpXZ10sTOMbI62wWKzVmODJIAXb6dh7Vh+LW/4SLR5UtY2ludPcTbUGW8phh+O+CEP51iya5Kl0yljgcD6VRTVLiDVvPtLiSCRgV3xtg4I5FW0uTkiQr8/PIxl0q5YCW7P2WI8jePmb6L1P6CkeUW4KWcZi7GVuZD+P8P4fnU8k7vLJ5rMz55Zjkn8adb2puXwBx3qFAtzKNvbtLJ3xnk+tayQiNdoFXFs1iwFGKay45rRQsZOVykwOeOua+jYiItJt9Ogb5cAMfUnqa+eZAFKn35r3vS2K2dvI55WLfk+tXAzmat9Iskox91P3aj6DFcdrNsJpJj1wcmuiMp3Rgj7qliax71wlvLI/JbP5Vo0QeeXtiG3kDlWwDWM08kWUydwrv49MKWSySKd0rGQgjoO1cde2X79ivQkmspKxvF3Mqyji1e9l064uo7YXK/upZmwiyryuT2B5H41ky6XbWErLeXKzSISPKtm3D8X6D8M1Lf2rCSRSvA5rNQFRgjGDXO1rc3UrKxJcXMjp5UarDB/zzj6H6nqT9ajt4GmYDHHc1btrRrluOlbEdmsYAVce1UoXIlIpRweUpAGK9H+E8Zkn1GIj5WeEt743VwkiY5x0rv8A4Wt5Q1aQfeCx4/8AHq0SM2z1V7rfMZcnDMdo68ViXb77mUZ6YPFWVmAlVTkbFyaoyS4jllbGTwAO1WRcgEoJlA5KjP0qF1CzFcnjkil0qMvaz3D9JpAEHT5QetQ3Tn7bIegLUDuZfiOz/tPQ9VtAPmNt9oiH+3Ed/wCq7xXhrSbRt6kV9AXM72d3bzxgZBBAbofY/wAq8m1y706z1q5XStK+xtvPMr+YYz/sDoB6dTWFWL5r2OmlOysc99hMaLLfOYUIyqYzI49l7D3P61JCst0TDaxeTCfvY5Lf7zd/p0qzZ6dNql0WdmIJyztyT+NdRDp0VnAEjUA5pRg3uKUzIgsUtYgFXnufWklHWtGZDjGPpVR17Vpaxne567eHz4CueHOTmuIu52s7p4z/AKl2zn+6ema7NmO3A6HjFcxq9iJ3bjrW9SmpxszlpVHCV0VLiVYbdpWYBVXcfpXn99d/b755wCE6Ip7CtrWNDmgCtE8jIQcoWJwKwVgkDYKmuKGHdN3Z6E8QqkdD0Pw8/wDxTsA7q39axPFEOzU/MUfKR2rW0VfK0xYzwAMkk0avAtyyggZxmu+14nn3tK5yVlafarkZHyDk11htVgtlKgDNV7KzWAYxg8mtWRPM07PXFOEbIJzuYsqAgYxiqbr85xV5cO+wdsiq+iWC6z4nfTZ9QmtVZJTH5ce4syoWC+gHBOT6e9TN2HFXOj+HcIOpX0pzlEUD6nP+Fd7PIMMC3y4CivNPhteSE6kzyEllixn/AIFXfiQNHknG6nHYJLUqaopkQkAcLXKyacsds2QC8rZJ9q6uUiUgdh976Vn3cCmLOONpoauJOx5nqFiwuGZOmaoJC4njYjvXY3FuCzZFZktp91gO/pWLhqbqehh3Vm7T7l71taRahCqEc0sUQdmBHTkVetk8uRDg9aqMbO4pS0sVrpPLmZTjFVJEOBx15rR1hPLlDjoTWTqUrR2SvGdrcAEU5CRHOvyDHNe6mQCELkcqBx7V41rmmWFv4dt9U07VL2dWuvsubmFY1uCE3M8QHO1SQp3eo75A9SguC7LzwRSg7hNWsaBlwxyOfWs6ZPPaNCx2g8ippJQOf84picMGP8TfpWhmJqUgaNwOijaB71x9zb8k47da6y9IELdDls1izRjYehqZK5UXY47UrTMxIHVawHsdz8DvXa30Bypx26ViLCPOYY96zcTVSItOtVh2rg+9WbhPLmx2qWNQhU+9O1RCoEgz061VtCG9TNkXI6Guz+HR2rqIz1MROfbdXJ+Hbex1XxMmm6nfXFrBM+xJo5Yo1jPUljJxjGeByTgV03geKWy1vXrKUTqbecRhLgASLgsPmAyM+uOPSovqXbQ9CE/LYJyevNUrgvLGsfGCefelMnORg5/CmRkEljwAcCqRLL8rrFHFFGFCxrnAFYgfzZC2erZzV+5IKzckZwOtZiMQ7E59simJCaixMMTYPyvXEa/pEd7qJn2/MepHeuyu2zAQASQawbxs3K/gORQ1cpNooWFklrHgDFWbqLFuHA+tTbcDA7DnNSMnm2DY5K0KNkK/UwJQGANUZVyxxin6lM8MD7HKsGAyOuKseIvDmq+H9C0m/vJbhZ70yebCYyBb4CFAxx95g2cdunUGs27Fo9Edvl6DpULxqzOx5IHFFFdRxGNqEaFASv8ADj9K5WW2iM+dveiipkaR2NqzwFx2xRcn98gHHT+tFFWtiXuSlQCMDqAf0q1AAbSUHp1ooqiGc9yl6ygnG6sRdTuNH8Qvf2uzz4XbbvXI+ZSp4+jGiisKmx0U9zoPh4MSago6AR/+zV3pYmPqcY6CiiiGwpfEReYyiQjH40l7xCOBwpoorQgwJkUHOM45rNlUeVn0NFFSy0U4RiarTjDKR14oopIbE1sA2YY9QmfyrnL9idMjY+o4ooqZ7lQJte8UPr9vawzaTptsYESOKS1SRSka5wgBcqF5ycDk816nCxEIIP8AD/SiiopjqdBZnKrnjkd6tRE+fGueOv8AKiitkZMr37neV7Fqoy/LGxxkgDrRRQCMm++VRjsKw1A85v8AexRRUMtbD5PvD61JejdYZPUA/wAqKKAOZtddbSJLmNtO06/imdXMd7B5gDICVIIII6nIzg9wa67wLqN1qWoazf3cnm3Ny6SSuRjLEtngdPpRRWS3NXsdkJWfIOMcD9DVq3PmuFPAV8DFFFWiB91nc0eTtJH9azcfJGf72c/hRRTAhlA8iQ46H8+KxLuNTdAH+7n9M0UUwJCo8vPf/wCtT7YfLKvbOKKKok47XhsYheBuB4+tUb/xFquo6fBpd5ezz21tI8qCSVmJZ8ZySecbePTJ9aKKwluax2P/2Q==", "info": {"video_id": "191309", "label": "plugging a charger into a tablet", "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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SiKytjazSRgEbcdAT0PXtWB8R7M2+uW16B8t3bqWPq6/I3/oKn8a76fPOkpSd+hyVeSFblic7Z6iYCI5OY+3tUl/p8d4nmxkCU87uzVkMecVPb6k1v+7A3qeg96pJ9CZW6mjaW4tosHAx3qC9mjmKpGC7+1RXEkh5unKdxEv3vy7fjUMfmT5VF8uPvg8n6mmotmbkkTRHJA98V9N6Z4bsPDkttb6bEBqMsDM8zfeEZGDk+/5dK+aPL2FQBwCK+oNDu/ts2pavMfkfEMf+6OuK6oK61OWba2PFtbnTSpmt4VkF2hxuJO1Pcep9PStHwL40Oga5NJMDGl6oE23hWkHKtjsSSc9ue1dP4u8MDU7qK827GnbdgD+HtXFa5oKwEqgHyDrWEsOrOJ0RxF2mzaurmS8vJLh5Mzsxck96x72Pzr62MAIlD7hj+HHNZdjqM1uFtbjJC/dY9QPStmG+VcEY5OSa5qeDfNq9DrqY1KOi1OI1Rms9fuiieVmQsEByACc4+nP6VZM8Oo2bIyjJ4Knt70vi9VkukvY8HJ2vj1HI/TNc8lyYZBIjYIrWUGnZGKlzRuLLpUsN2ExujPIb2rXj8u1hG8haqrqUt2RHBEd+Oe//AOqqksscbEu3nyein5R9T3/D86Hd6MnRFu4uzOrIiDZ3Zu3+Fel/BOwj1BtcWTD20YhJHZm+YD8OteSAS3RG7hB0UDAH4V7P8E5lsbTX27jyNo9T89a042ZlUldHpaaJa2zMyQoMHsMc1i6paSabLLLZIJIXbMlt05PVkPY+o6H2NdSSVht435kYb3+p5rC1STddSAHgDp05rosY3OTmvLKQNmeONh1SU7GX6g1iXt9bxwySW/m3Dr93yY2Iz2+bGK6+W3SVSZEVyOhZQcVVccOFBwO+aGmNPU8h8YQumvPcvCYTeotwYz1VmGWH/fQauackNivUPibp4OkabqCLzBI1u+PQ/On6hxXmDYL7vWuNq0rHdTlzREV2Rg6khh0IrXtr1Z12txIO3rWMSAMmmozySBYVYv2wOaXLcbaRuTTJGvznHt61mofnO0HYTxSKjNJtY+dMeqqeB9T/AIVdW0ZVDyNl+wAwF9hVQhZmM5I9g0DWbmLTVsrkt50A2hj/ABoDgH+ldboWpO06mST91g7hmuV160McEUtuAJLbpj+LP3lP1/wqpHelrIzwyYGBweD71z4vD+zldbM1wtf2is90XNVXTfEeqyz2+yzvfukOcJPjgZ9G96fp019HG9idIjdLADz7qSQrjeSqp/tMOoHtXLTTIC+4MM/xdqytZ8X6tBBb2i388kcbgxozkqoHt+lRh21NWN66TptPY6zxzp323wTcADMlnItyv+79x/0YH8K8WdhtBPbg17RomqDVdKje9yIblHilA5wrAqf55/CvNdR8IXGk6jJDqVzDHGpypiYO0o9VHbPvjFelWj7yfc82hO0Wuxz0STXUoigjLMecD09fYVMVgtTgFbif16xr9P7x/T61cuWUQm3t4/Jg7qDln92Pf6dPapNN0hrhvMcHywfzpKD2HKotxljZPO4uJyWJ9a1WUDIFWvKEUe0DpUTpke9bqNkc7ldnX/DONp7+6s8kQvJFJL6YXd/jXS+JvD1vq+vXWoFBhVHT+Jq5r4c3Hk3l7GOGl2DPoBuz/SvRWIWBQcZJLn6dBVKKa1J5mndHlk3neHrkOoZoXPzr6H1FTW9wLsAw87vXjH1ra8R2KzJGuOTlia460drS+kUf6tFJrlqYaEpXZ10sTOMbI62wWKzVmODJIAXb6dh7Vh+LW/4SLR5UtY2ludPcTbUGW8phh+O+CEP51iya5Kl0yljgcD6VRTVLiDVvPtLiSCRgV3xtg4I5FW0uTkiQr8/PIxl0q5YCW7P2WI8jePmb6L1P6CkeUW4KWcZi7GVuZD+P8P4fnU8k7vLJ5rMz55Zjkn8adb2puXwBx3qFAtzKNvbtLJ3xnk+tayQiNdoFXFs1iwFGKay45rRQsZOVykwOeOua+jYiItJt9Ogb5cAMfUnqa+eZAFKn35r3vS2K2dvI55WLfk+tXAzmat9Iskox91P3aj6DFcdrNsJpJj1wcmuiMp3Rgj7qliax71wlvLI/JbP5Vo0QeeXtiG3kDlWwDWM08kWUydwrv49MKWSySKd0rGQgjoO1cde2X79ivQkmspKxvF3Mqyji1e9l064uo7YXK/upZmwiyryuT2B5H41ky6XbWErLeXKzSISPKtm3D8X6D8M1Lf2rCSRSvA5rNQFRgjGDXO1rc3UrKxJcXMjp5UarDB/zzj6H6nqT9ajt4GmYDHHc1btrRrluOlbEdmsYAVce1UoXIlIpRweUpAGK9H+E8Zkn1GIj5WeEt743VwkiY5x0rv8A4Wt5Q1aQfeCx4/8AHq0SM2z1V7rfMZcnDMdo68ViXb77mUZ6YPFWVmAlVTkbFyaoyS4jllbGTwAO1WRcgEoJlA5KjP0qF1CzFcnjkil0qMvaz3D9JpAEHT5QetQ3Tn7bIegLUDuZfiOz/tPQ9VtAPmNt9oiH+3Ed/wCq7xXhrSbRt6kV9AXM72d3bzxgZBBAbofY/wAq8m1y706z1q5XStK+xtvPMr+YYz/sDoB6dTWFWL5r2OmlOysc99hMaLLfOYUIyqYzI49l7D3P61JCst0TDaxeTCfvY5Lf7zd/p0qzZ6dNql0WdmIJyztyT+NdRDp0VnAEjUA5pRg3uKUzIgsUtYgFXnufWklHWtGZDjGPpVR17Vpaxne567eHz4CueHOTmuIu52s7p4z/AKl2zn+6ema7NmO3A6HjFcxq9iJ3bjrW9SmpxszlpVHCV0VLiVYbdpWYBVXcfpXn99d/b755wCE6Ip7CtrWNDmgCtE8jIQcoWJwKwVgkDYKmuKGHdN3Z6E8QqkdD0Pw8/wDxTsA7q39axPFEOzU/MUfKR2rW0VfK0xYzwAMkk0avAtyyggZxmu+14nn3tK5yVlafarkZHyDk11htVgtlKgDNV7KzWAYxg8mtWRPM07PXFOEbIJzuYsqAgYxiqbr85xV5cO+wdsiq+iWC6z4nfTZ9QmtVZJTH5ce4syoWC+gHBOT6e9TN2HFXOj+HcIOpX0pzlEUD6nP+Fd7PIMMC3y4CivNPhteSE6kzyEllixn/AIFXfiQNHknG6nHYJLUqaopkQkAcLXKyacsds2QC8rZJ9q6uUiUgdh976Vn3cCmLOONpoauJOx5nqFiwuGZOmaoJC4njYjvXY3FuCzZFZktp91gO/pWLhqbqehh3Vm7T7l71taRahCqEc0sUQdmBHTkVetk8uRDg9aqMbO4pS0sVrpPLmZTjFVJEOBx15rR1hPLlDjoTWTqUrR2SvGdrcAEU5CRHOvyDHNe6mQCELkcqBx7V41rmmWFv4dt9U07VL2dWuvsubmFY1uCE3M8QHO1SQp3eo75A9SguC7LzwRSg7hNWsaBlwxyOfWs6ZPPaNCx2g8ippJQOf84picMGP8TfpWhmJqUgaNwOijaB71x9zb8k47da6y9IELdDls1izRjYehqZK5UXY47UrTMxIHVawHsdz8DvXa30Bypx26ViLCPOYY96zcTVSItOtVh2rg+9WbhPLmx2qWNQhU+9O1RCoEgz061VtCG9TNkXI6Guz+HR2rqIz1MROfbdXJ+Hbex1XxMmm6nfXFrBM+xJo5Yo1jPUljJxjGeByTgV03geKWy1vXrKUTqbecRhLgASLgsPmAyM+uOPSovqXbQ9CE/LYJyevNUrgvLGsfGCefelMnORg5/CmRkEljwAcCqRLL8rrFHFFGFCxrnAFYgfzZC2erZzV+5IKzckZwOtZiMQ7E59simJCaixMMTYPyvXEa/pEd7qJn2/MepHeuyu2zAQASQawbxs3K/gORQ1cpNooWFklrHgDFWbqLFuHA+tTbcDA7DnNSMnm2DY5K0KNkK/UwJQGANUZVyxxin6lM8MD7HKsGAyOuKseIvDmq+H9C0m/vJbhZ70yebCYyBb4CFAxx95g2cdunUGs27Fo9Edvl6DpULxqzOx5IHFFFdRxGNqEaFASv8ADj9K5WW2iM+dveiipkaR2NqzwFx2xRcn98gHHT+tFFWtiXuSlQCMDqAf0q1AAbSUHp1ooqiGc9yl6ygnG6sRdTuNH8Qvf2uzz4XbbvXI+ZSp4+jGiisKmx0U9zoPh4MSago6AR/+zV3pYmPqcY6CiiiGwpfEReYyiQjH40l7xCOBwpoorQgwJkUHOM45rNlUeVn0NFFSy0U4RiarTjDKR14oopIbE1sA2YY9QmfyrnL9idMjY+o4ooqZ7lQJte8UPr9vawzaTptsYESOKS1SRSka5wgBcqF5ycDk816nCxEIIP8AD/SiiopjqdBZnKrnjkd6tRE+fGueOv8AKiitkZMr37neV7Fqoy/LGxxkgDrRRQCMm++VRjsKw1A85v8AexRRUMtbD5PvD61JejdYZPUA/wAqKKAOZtddbSJLmNtO06/imdXMd7B5gDICVIIII6nIzg9wa67wLqN1qWoazf3cnm3Ny6SSuRjLEtngdPpRRWS3NXsdkJWfIOMcD9DVq3PmuFPAV8DFFFWiB91nc0eTtJH9azcfJGf72c/hRRTAhlA8iQ46H8+KxLuNTdAH+7n9M0UUwJCo8vPf/wCtT7YfLKvbOKKKok47XhsYheBuB4+tUb/xFquo6fBpd5ezz21tI8qCSVmJZ8ZySecbePTJ9aKKwluax2P/2Q==", 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", 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SiKytjazSRgEbcdAT0PXtWB8R7M2+uW16B8t3bqWPq6/I3/oKn8a76fPOkpSd+hyVeSFblic7Z6iYCI5OY+3tUl/p8d4nmxkCU87uzVkMecVPb6k1v+7A3qeg96pJ9CZW6mjaW4tosHAx3qC9mjmKpGC7+1RXEkh5unKdxEv3vy7fjUMfmT5VF8uPvg8n6mmotmbkkTRHJA98V9N6Z4bsPDkttb6bEBqMsDM8zfeEZGDk+/5dK+aPL2FQBwCK+oNDu/ts2pavMfkfEMf+6OuK6oK61OWba2PFtbnTSpmt4VkF2hxuJO1Pcep9PStHwL40Oga5NJMDGl6oE23hWkHKtjsSSc9ue1dP4u8MDU7qK827GnbdgD+HtXFa5oKwEqgHyDrWEsOrOJ0RxF2mzaurmS8vJLh5Mzsxck96x72Pzr62MAIlD7hj+HHNZdjqM1uFtbjJC/dY9QPStmG+VcEY5OSa5qeDfNq9DrqY1KOi1OI1Rms9fuiieVmQsEByACc4+nP6VZM8Oo2bIyjJ4Knt70vi9VkukvY8HJ2vj1HI/TNc8lyYZBIjYIrWUGnZGKlzRuLLpUsN2ExujPIb2rXj8u1hG8haqrqUt2RHBEd+Oe//AOqqksscbEu3nyein5R9T3/D86Hd6MnRFu4uzOrIiDZ3Zu3+Fel/BOwj1BtcWTD20YhJHZm+YD8OteSAS3RG7hB0UDAH4V7P8E5lsbTX27jyNo9T89a042ZlUldHpaaJa2zMyQoMHsMc1i6paSabLLLZIJIXbMlt05PVkPY+o6H2NdSSVht435kYb3+p5rC1STddSAHgDp05rosY3OTmvLKQNmeONh1SU7GX6g1iXt9bxwySW/m3Dr93yY2Iz2+bGK6+W3SVSZEVyOhZQcVVccOFBwO+aGmNPU8h8YQumvPcvCYTeotwYz1VmGWH/fQauackNivUPibp4OkabqCLzBI1u+PQ/On6hxXmDYL7vWuNq0rHdTlzREV2Rg6khh0IrXtr1Z12txIO3rWMSAMmmozySBYVYv2wOaXLcbaRuTTJGvznHt61mofnO0HYTxSKjNJtY+dMeqqeB9T/AIVdW0ZVDyNl+wAwF9hVQhZmM5I9g0DWbmLTVsrkt50A2hj/ABoDgH+ldboWpO06mST91g7hmuV160McEUtuAJLbpj+LP3lP1/wqpHelrIzwyYGBweD71z4vD+zldbM1wtf2is90XNVXTfEeqyz2+yzvfukOcJPjgZ9G96fp019HG9idIjdLADz7qSQrjeSqp/tMOoHtXLTTIC+4MM/xdqytZ8X6tBBb2i388kcbgxozkqoHt+lRh21NWN66TptPY6zxzp323wTcADMlnItyv+79x/0YH8K8WdhtBPbg17RomqDVdKje9yIblHilA5wrAqf55/CvNdR8IXGk6jJDqVzDHGpypiYO0o9VHbPvjFelWj7yfc82hO0Wuxz0STXUoigjLMecD09fYVMVgtTgFbif16xr9P7x/T61cuWUQm3t4/Jg7qDln92Pf6dPapNN0hrhvMcHywfzpKD2HKotxljZPO4uJyWJ9a1WUDIFWvKEUe0DpUTpke9bqNkc7ldnX/DONp7+6s8kQvJFJL6YXd/jXS+JvD1vq+vXWoFBhVHT+Jq5r4c3Hk3l7GOGl2DPoBuz/SvRWIWBQcZJLn6dBVKKa1J5mndHlk3neHrkOoZoXPzr6H1FTW9wLsAw87vXjH1ra8R2KzJGuOTlia460drS+kUf6tFJrlqYaEpXZ10sTOMbI62wWKzVmODJIAXb6dh7Vh+LW/4SLR5UtY2ludPcTbUGW8phh+O+CEP51iya5Kl0yljgcD6VRTVLiDVvPtLiSCRgV3xtg4I5FW0uTkiQr8/PIxl0q5YCW7P2WI8jePmb6L1P6CkeUW4KWcZi7GVuZD+P8P4fnU8k7vLJ5rMz55Zjkn8adb2puXwBx3qFAtzKNvbtLJ3xnk+tayQiNdoFXFs1iwFGKay45rRQsZOVykwOeOua+jYiItJt9Ogb5cAMfUnqa+eZAFKn35r3vS2K2dvI55WLfk+tXAzmat9Iskox91P3aj6DFcdrNsJpJj1wcmuiMp3Rgj7qliax71wlvLI/JbP5Vo0QeeXtiG3kDlWwDWM08kWUydwrv49MKWSySKd0rGQgjoO1cde2X79ivQkmspKxvF3Mqyji1e9l064uo7YXK/upZmwiyryuT2B5H41ky6XbWErLeXKzSISPKtm3D8X6D8M1Lf2rCSRSvA5rNQFRgjGDXO1rc3UrKxJcXMjp5UarDB/zzj6H6nqT9ajt4GmYDHHc1btrRrluOlbEdmsYAVce1UoXIlIpRweUpAGK9H+E8Zkn1GIj5WeEt743VwkiY5x0rv8A4Wt5Q1aQfeCx4/8AHq0SM2z1V7rfMZcnDMdo68ViXb77mUZ6YPFWVmAlVTkbFyaoyS4jllbGTwAO1WRcgEoJlA5KjP0qF1CzFcnjkil0qMvaz3D9JpAEHT5QetQ3Tn7bIegLUDuZfiOz/tPQ9VtAPmNt9oiH+3Ed/wCq7xXhrSbRt6kV9AXM72d3bzxgZBBAbofY/wAq8m1y706z1q5XStK+xtvPMr+YYz/sDoB6dTWFWL5r2OmlOysc99hMaLLfOYUIyqYzI49l7D3P61JCst0TDaxeTCfvY5Lf7zd/p0qzZ6dNql0WdmIJyztyT+NdRDp0VnAEjUA5pRg3uKUzIgsUtYgFXnufWklHWtGZDjGPpVR17Vpaxne567eHz4CueHOTmuIu52s7p4z/AKl2zn+6ema7NmO3A6HjFcxq9iJ3bjrW9SmpxszlpVHCV0VLiVYbdpWYBVXcfpXn99d/b755wCE6Ip7CtrWNDmgCtE8jIQcoWJwKwVgkDYKmuKGHdN3Z6E8QqkdD0Pw8/wDxTsA7q39axPFEOzU/MUfKR2rW0VfK0xYzwAMkk0avAtyyggZxmu+14nn3tK5yVlafarkZHyDk11htVgtlKgDNV7KzWAYxg8mtWRPM07PXFOEbIJzuYsqAgYxiqbr85xV5cO+wdsiq+iWC6z4nfTZ9QmtVZJTH5ce4syoWC+gHBOT6e9TN2HFXOj+HcIOpX0pzlEUD6nP+Fd7PIMMC3y4CivNPhteSE6kzyEllixn/AIFXfiQNHknG6nHYJLUqaopkQkAcLXKyacsds2QC8rZJ9q6uUiUgdh976Vn3cCmLOONpoauJOx5nqFiwuGZOmaoJC4njYjvXY3FuCzZFZktp91gO/pWLhqbqehh3Vm7T7l71taRahCqEc0sUQdmBHTkVetk8uRDg9aqMbO4pS0sVrpPLmZTjFVJEOBx15rR1hPLlDjoTWTqUrR2SvGdrcAEU5CRHOvyDHNe6mQCELkcqBx7V41rmmWFv4dt9U07VL2dWuvsubmFY1uCE3M8QHO1SQp3eo75A9SguC7LzwRSg7hNWsaBlwxyOfWs6ZPPaNCx2g8ippJQOf84picMGP8TfpWhmJqUgaNwOijaB71x9zb8k47da6y9IELdDls1izRjYehqZK5UXY47UrTMxIHVawHsdz8DvXa30Bypx26ViLCPOYY96zcTVSItOtVh2rg+9WbhPLmx2qWNQhU+9O1RCoEgz061VtCG9TNkXI6Guz+HR2rqIz1MROfbdXJ+Hbex1XxMmm6nfXFrBM+xJo5Yo1jPUljJxjGeByTgV03geKWy1vXrKUTqbecRhLgASLgsPmAyM+uOPSovqXbQ9CE/LYJyevNUrgvLGsfGCefelMnORg5/CmRkEljwAcCqRLL8rrFHFFGFCxrnAFYgfzZC2erZzV+5IKzckZwOtZiMQ7E59simJCaixMMTYPyvXEa/pEd7qJn2/MepHeuyu2zAQASQawbxs3K/gORQ1cpNooWFklrHgDFWbqLFuHA+tTbcDA7DnNSMnm2DY5K0KNkK/UwJQGANUZVyxxin6lM8MD7HKsGAyOuKseIvDmq+H9C0m/vJbhZ70yebCYyBb4CFAxx95g2cdunUGs27Fo9Edvl6DpULxqzOx5IHFFFdRxGNqEaFASv8ADj9K5WW2iM+dveiipkaR2NqzwFx2xRcn98gHHT+tFFWtiXuSlQCMDqAf0q1AAbSUHp1ooqiGc9yl6ygnG6sRdTuNH8Qvf2uzz4XbbvXI+ZSp4+jGiisKmx0U9zoPh4MSago6AR/+zV3pYmPqcY6CiiiGwpfEReYyiQjH40l7xCOBwpoorQgwJkUHOM45rNlUeVn0NFFSy0U4RiarTjDKR14oopIbE1sA2YY9QmfyrnL9idMjY+o4ooqZ7lQJte8UPr9vawzaTptsYESOKS1SRSka5wgBcqF5ycDk816nCxEIIP8AD/SiiopjqdBZnKrnjkd6tRE+fGueOv8AKiitkZMr37neV7Fqoy/LGxxkgDrRRQCMm++VRjsKw1A85v8AexRRUMtbD5PvD61JejdYZPUA/wAqKKAOZtddbSJLmNtO06/imdXMd7B5gDICVIIII6nIzg9wa67wLqN1qWoazf3cnm3Ny6SSuRjLEtngdPpRRWS3NXsdkJWfIOMcD9DVq3PmuFPAV8DFFFWiB91nc0eTtJH9azcfJGf72c/hRRTAhlA8iQ46H8+KxLuNTdAH+7n9M0UUwJCo8vPf/wCtT7YfLKvbOKKKok47XhsYheBuB4+tUb/xFquo6fBpd5ezz21tI8qCSVmJZ8ZySecbePTJ9aKKwluax2P/2Q==", "info": {"video_id": "191309", "label": "plugging a charger into a tablet", "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": "5c14a697769c9c11b4dc394413b64fd8b00276e64a8a6968cd49db80e002f4de"} +{"episode": 45321, "episode_seed": 2698057681, "split": "train", "timestamp": "2025-10-13T03:19:32.651240", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2698057681, "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 paintbrush with 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', [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": "175835", "label": "pushing paintbrush with pen", "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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v9dt7GxFy8Tc4/dswR+fY81ntokkkED6TPLY5G5jFcOmdwyMbT71Jd+GF1BBJfSyS3ZjCGeSd5TgdPvdR9aieByqhLkqT1T1V7v8ABFQeKqQU1JWflsNHiO2uNOa8jUBQCfLYnccfQGuU1HxAdYMYjhCqpYFd/OODnPYgA12en6EumwvEk6sjnJxEAemOua5fX9FgsZrG2geQm6mwdx4AyB/7NW2Cllsa1qPxdN+2u5GIpVFBuU7/ACWp1vgHTVsdH+1OmJbtjIOfup/CPy5rrmkVeCwB9ziuQs9XkdNQa3iVbKy/dI+Dj5RjPHUdOBVDwra3klzPe3F1GGK7QH3EDJycA9Rz+GK4qmTVsXOWJrS5b9La+S1sjenKcYJUoXiuuyO5a6hWTy2njVyM7WcAketL8pHHP0rzsWN7qHikPOyiHzf+WsRjBA7enf8AEUzxIt5aX8KWLRwErkm3kZAc9O+0/wBK2XDNOVoqo7tb2TX5qwpVMdGVlST8r6ndXmm2N6MXNrFIR3K8j8etQrptlGEAtYjs+6XXcR+J5rl9Vm1nS9Lilinu/OZkUiVkccjJ46/keKbHq/iGPRBfPGJTsLspjKcZ7Hv/AF7VDyKuoJQr6ba8y/zJji5p3nQfys/zsdft2jaoAX0AwKikX5cDqawNL8QXeoQO9zpt5FGAwaSB0yuB94bhg1FDqwaGaXTpNXv5AV/cXUCR4B/21Yj9BWC4exKbvKOnr/kdH13S/s5fcv8AM23gHeqc8AYelcrpmoaq+rPDdylUbcoSZyQh7fjTJIdSh8RrIZGktycjCMUUEdhzwK2jklSLtKaB16r2pv5s7yfXdN09dstyGYdVj+Y/4Vl3Xjy0jT/R7aWVs92ArnBHo9ov76WS4f1HA/WnLqNiOINOD/mx/St6WT4SGslzer/ysdn1GTj+8qW9LL/0p/oap8ft205/xaom8eznldOI/wCB/wD1qqLdzt/qtGYj18hqGub/ALaVjHrHj+tdiwuDW1KP3f5mLy2h1xEv/Al+hK/ju7PIsVA/66f/AFqji8YaheXkNstuiNM20N5nTj6VE1xenltKz9FH9DVS9u7iKNJf7LaMxSK+/YRjBFb04YZNWpQ/8BX+Rz1sroKm3HESvb+b/gliHxrdFctZAtnkGUjHPTpV7/hP7n7OIx4f09nHWQyTEn8ARWe7Gxv7uGOwEyGUyo+wn5XAbH6mhr+8XlbOCIf7RRf5mrqxpqTjyR08l/kTg8DhXRjUlVd2usv+HKk+s65daiLpDJbrxiCEHZx9SetW3uvEd4MmR419vlH6VBJql33vbOP2EwP8gaqvctMcPfTTE9oYmP6tgVn7GMmmoL7v+AdLWXUt53+bf+R2PhCC6imujdXHms2zHzbsda7FeBXnHh7VIdDS5kntroGbb5fmkfNjOeg46j1q/J42vXYi3s0C9sgsf6V89mGV4mviZSirLTd+SIUozl+4g7dkn/X4ndZpCa4I+K9cbkW8Y/7Z0n/CSeIGziFf+/QrlXD+J/mj97/yNvZV/wDn1L8P8zuWJOeeKYTXEf8ACTa6n3rZW/7Zf/XoPjDUR9+xjJ+hH9aHkeKWzT+f/AD2dbrTl93+R2Ltwa5e1kEfiSPaRu8yaNlzztYBgcemR+tZ0njK/IIWyjB+hP8AWqem3uoXN1fX/wBiUTqUEUhj4znlcn1Br0cBldemqkZ296LW/wBxyYtTSjJwas1urHoEirIPmUN9RUQRI12ooUegGK5W9vfE9u4R1QbhkGNQR/Ks+R/EV1/rJ5EH+9tH6YrnhklbaU0vv/yOiKqzXNGGne6/zO2kwAQSBn1q3pcIt7SONRgKAK81bTJyc3Goxg56Fs16G+r6fYpia5QMOqr8x/Sssbl9SjFU6bcubsu339yakJUrSq2XzNkdKK5pvG2lqcATN+AH9ajPjrTu0U5/L/GuD+ycY/sfl/mSqsHt+TOoY8VCTntXNnxzpx4MU4/75/xpy+M9Jc4LTL9UB/kabyrGR3pv8H+Q/bQ6v8zebmqt5CLi0mhJ4kQqfxFZx8UaUeftRA/3G/wqCTxTpIb/AI+Wb6RmnHAYpP8Ahv7mDr0v5kR+Gr+GfTorYSA3FtEscy91IyBn8AK3N2RWPYXNultLKhzG07spUc/MAefxFKuuQPP5KRybumSBivVx+X4ivX9rGPxWfo7K/wCJzYetCFPkb2v+ZptXLeJIWuNb0SJOGMjnPpgA1vzy3yR7oLVZTju2KzdOW9vtbSe+tVgFtGyx7TnJYjP6D9aKWBr4Kf1idrRT/JpfiOVSFZciOj0jTYLCxihVdxX5izc/Mep9q1MkdKhi+4KcXA7j868CvVqV5uU22zvsh5J9TUMkcbjDojD0ZQaUyoP41/Omlg3oahKUdRqxXlsrWaPy5LeNkyCFI4GOlRtYWv2X7L5P7jG3y9x2464xVs1Gxroji8RHRTf3su2hzcUEVj4nntkQJDNapKqjOMq21v8A0KthLCzjOY7aFTjHCAVna1ZST3+nTQ3D20gkMLSKoJKsM459SAK1FkDIrdMjNejiq9Wrh6NRSfVPXs7/AJM5qK5atSL62f3/APDDTGi9FUfQVGy+lLNcwRDMk0aY/vMBVGTW9Mj+9ew/g2a4oUqs9ot/I2lOmt2jmFs5oAPMmsLA+gAd/wAScn+VI8tqq4n8R3T/AOzHuH9RUen21jqF0tva2T3B6tLcSHaozjJx71Pqu3R/JQWtl5soDBRATgf7zdT7V+hrlW0Pvt/wWfOyxNPeTT9XJ/lZFJ59EJw82oTn3b/65qLfoZ+7pt4/uT1/8dre0RZdTtHna6jiG8LtgVF2DOPm479qw9X1O+tb1oEmmVQgZd0m4uD/ABccY9qrnn0S/H/Izli6SV2l/wCAr9WRmTSMf8gW7/76/wDsaq3smkm3kC6ZdBiO7cZ/75rrLW0Fxp0c0V3PcO8bMm6Zo97AjAx2HJFcnHqMk8/k3d3MqtuQhedz9lznp7jNJzn5fiDxdJdP/JYlpIrCLSdPuU0uW5edGEgLsSHU9T9Rj8qcJE42eGGz/tBv8a63RbSF49PjtkKFULNlicnpnmrupaAs2oI8ilw4GSHI6Zz3+lDqy+z+v+ZrFunGz/JP80cWJLzA8vQbeP8A66cfzNKZ9TAIN1Y2a9/KwSP++RWfqSNZazPbzhZFjkUskbEDB/h9RXU3tvby6FMJg9ujQiRwgUOGH8BA6/w8VLlLq/w/zbM1jpaqN/wX5Ix7K5hhmkMkkmpXBxjehwv0HU5q+19qmMx2KQL/ALSqn/oRrB0Wa3KTGe/lt0IXKQH755Hr9Pzq95ugg/JZXVw3qx6/oaPYSk+Zyt/XyPRw2aVI0IxtH5tvr21/ItPqGpj79zax/wC9cxj+RqvJqVz0bVrP6ecT/JaUT22P9H8PSN7ncf5YpxlvD/q/DiAf7Yb+rVLo01vP8v8ANmv9p1ejivSL/wDkUVjqE/8A0E7Mj/ro3/xNINSuR0vbE+/mgfzFWPM1LPGhWmPcf/XpjvegHzNAtz/u5/o1L2dH+cf9o1usl/4D/wAAgk1i6VSftFo2P7sqV0ng5pru382VwweZnIBBHGAOnvmuOv7y7UbRokMf1B/xrr/CExisrUbAgdMlR0DZ5FChFPR3MMRjKlaPK7fJWOvvLaG8UCePIT7oBI+vSvOfENn/AGfqzwGe7aJgHjVI93yntuJwa9OLK+GrnPFtvdLZxS2tz5BjbDvgn5T9OfSm4xe5jQxVakrQk0vL/hzhU0+eQbo9NuWH96aXaP0H9a0ltNKt1BubmSd+4QcVmSxxyTBLjULu4lLbdiJg59Oea1k066jHzQ6fae8x8x//AB4/0odLm0gvv/4P+R24XGqMnKSc38nb8NPvI/tujRfctN3u0go/tGwP3LHP0JNTsjoPn8QRJ7RR4/klQSSwD/WeJLk/7pI/wp/VKvl+P+R1POZr7Fv+3/8A7YY99bnppx/75P8AhULXdgR89kV/4CaGm0/J/wCJ/fZ+rf8AxVNE9ifu6/fA+5P/AMVR9Un3X4/5B/bM+y/8D/8Athon0dvvROPoQKjll0RQMI/4sKsGW3Iz/wAJFJ/wJM/0qpeG2Nuzf22jH0MAOf0pPDTX9P8AyB5s2vgX/gS/zNLSdTtAZ4YCfLVVfDH8P610FhHFLL5gHXmvOor+O1dnXUFmDxmMgptwDg5HHtXY6LfI8KbZN2R1ocXFJM8mrXc5yla1/O52EYGMVlazqNxprQpaweZPPnbkZxjHb8au2zh8c1neKbhrZLXZcRw79wLnJbtwAOTWVanGpTcZK67BhXH2qdSVl1MyaLXL1d11diJf7rSBf0qt/ZmP9ZqcRPoGqssQnORHqFy3qqiMfrk1INNuGPy6Ndn3e4YfyWphSnFcsY2X3HsxxGBXw03Lz5b/AJ3HnToP4tSX+dN+wRg/JqgX60f2VedtIiH+/dP/AIim/wBl3hP/ACC7f/wLYf8As1V7Or2/Ff5l/WMK/wDly/8AwFf5Eqw3qf6nVR+EhH9aV01lhxqZI/67f/Xqs2l3gJI0sn/rndk/0NNOm3uMf2Zdr9Jwf5rUSoyvrH8g9thP+fL/APAX/wAAkli1GAxTz33mRwypIyeYTkBhkdfSi602Y3U4l1DYqyNtVm5Azxx9MVXm0q9eF1/sy9OVI5mX/wCJqa9tZr6dLmLTpnLwx+aZZjGFkCgMOnqK0UJOFrdfI55VMOq6l7J2s9OV7307+ZEdNtF5m1Hd/u81CyaInDSyufyqT+zJ1GWg06Eess5f+bU0iOD/AFmsQxY7W8AH64pKjUf9f5XNZY6lT+Cjb15V+aRJ4Su7WHVVkaebzlT5AgwHGDnJ7444qXxXqpma1j/5dwQfKP39wAG4+o7cVD4T0e7knuJFWAxBCWPmYdcDgY67TTfFGllNSjQ7UuQv7wjO0rjgY7nrz0rdqosTyW92x8/DLPd5FF3L3h3UpIdMVEskR2dTvbnzuep747elcvqt402pXEqP5gOBIzjkNkZA9vrXWeHtI/4lMZbUw67wTsGfLHPy+vvWHq+nY1SXzUKkxjaQR869mJ7k0qVOoq8ub4ehvDLlP92oq67m0NQuZNPC3R8x/IcOIcDeOOF/DHTiuEjvZY7pGjdIslgC2Dx6dOvbtXpGnaXYvpkH2ZZUjaOQIZeSp4+Y+oznpxXnN1awJqDqyiceYc7G++falRpTjz87vf8A4ITwafRaHrnhceZb283T9wgH15NdG2SGDdT90+9ct4cuRGscIHy7V2/TFda211BB7U4rQ5pPU8y+IelrHJDqsRK+d+6lAOMkDg/piqGhziawiXfLKyNht2SQxHT6dK9C8R2C3ulTR7ckDzE+o/z+tee+FJbnUNZbSzq0tnAFkMHkxgksqlwPYcHk+lKtS9tS5L9TeCjGLqFWyll0i7vI3jhmdmDeY6Dgn2PTrz9K7j7DdxaaJ2uZZZfLDCO2KIJDngKe4wK81h1AtfPJcK824oSN2N+Tkgema7rUtWEeitEgWzh8lV3R/eTg4UAfXHFObhT5edXb8tzjqKtKcvZ/D02Rj6dfzX+oww3d7MI3YgAFuWzwp9B71f8AE1rFY2Eklssa4fEjEsWHzHAQnjPHPfFYPh+9u01FZIY4gETEmRnCk/w9wTxVrxTezSQQCYvvJJhcDATk5z659KcqkYVVSW77GSoYmUG5S/Fljw5bwXZu2uInZo0YiRhmNRjp7Nn61X8VILLUxFA0SRtFlUjG0p/ve/p7VX0C6uUjuwbkkANuhBIwcfe9vTiqXiaaRtVACbcpkvuz5vHX6jpQqzdb2I/qtVQvzFuaK3ns43jgKO0ZwZhk5GPmPqP6Vt+CbpJdFjjZgZIHZDg+/wD9euUS4Mtoha4a4GDkk+33eaoaNrc2kamW27IXbEkZP3fpUxlzya7GsYShZtnvVpOpQFugqvqGp2Ko8LTAMB0HOP8AOa4yTU7rUgkNqx8tvuBOr+pz2FSaxpt5YaDJdm5KTeYgwgHc+tapLqNybWhzGqvDZaxKbWWRQHDpIxJJb+IqepHNasUWnT3K28cV3dzE4O6XaOOpOBgD3zVfxbaKPCVndWeq311DFetCPtMSoJSUBd4schQcKQ3qPoHeFp7ddZgb7YYiv3UQZ80Z+76EAc+vHFEkkr3f5HIk6ekI3uX9Rs7PSo1abTrXc+Qieczs2Dgntx70/TLMalE80NhZxRg7UYxlyxzg9+OvU03xZqsVxbW8YXMO5S8hA3I3JwP7o55NM8MajaQ2czLHKZpHUSZOAw3AgLjjp+NZP2XJ7RrTvr/maKeJ5+VKy9EVdTuxp929uLe3ZkGXJtgvPtnqPetS202SaySeQWpDIz4itlcYAB4I6nmuX1++MmpuWAICYjCniIZ+6ff3966aw1JI9KhENulntjcgNzsOB859T359aVR0oQU2lZ+Q4fWnJr/IyLKZNRvo7aO0sxvJ+Z0AwB7evtSeIrKLTLeLzLW1Z5WIUCErjB5yc4/CsrTbxG1eN5Ynuj5rNhSRvbOd3Tn15xW14vvTNprKXRUExYqTzJzng9iKJ+zhJRa1Y4vE8rb/AEObt7QXcIkW3t0BbA+XP9f0q3pmr/ZrowHaiq2AcY/SqOk3CrHMBHht24tu4bB4HtVHUXcX0shYOxwSM/dA7flVLlcuRblJ1bJv9D1G11hFjBzSXmoz3bRm3jtSyZ/eXBACZ9M/54rjvDE0WseIYdP1O9ubGGchUeKaKNYu+WMnGMZwOpOBV7zJrePW7GeWdJYLgQpHcKvmlQzAqccKcAEkHHHvVJdivbuHvdjYJvblija1yBkpbxswA/DiqtzbwQPtutUvQxG7DRBePXk1r+DwILSeSVbdY5HBjct8zDcAc+wxxXNa3cW82t3DRSGMFlDGRj97PLdyF/Ohc1+Xmfyt/kRPGTcVLlvfu2zSGixPEs2NQaNl3B2kSMY9TnoPrVGC3067mSG3S/kdugEw6ep44HvXU3l9ANG8vet5K0Q42KBcH5ufp345rjfDt3bR6xAz3Uq9hsX75z9xs9B+fSkmpJtSbt5g6tVNJU1r5P8AzL95ptpYqhmN5FvOExOrE/h6e9FvpKX0Amt5NTZGJCkbeSPr1qbxbeJJbWjGJcCU5mOFIyx+X6H156Vb8M6hAujiNrl5GWTDI0f+qBBGBnqD1/Gp548nPzO3qWqlXn5eRfc/8zDW1tGuBAl9qDSl9gVdp+b86mutMhtFV7qS/IdtqhmUEn9aq+ctnrn8dkqzE7UXf5aEdPcH8q2/FMqXWl7orfzGjfzN44aNOCdp75pOaVryevmCq1XF+5t5P/Mpafo9vewiWK0fYxwpnnI3e+AOnFVre6tzerBHb2kEXmFGmZM8D/e6E+9VLfXTaaZcwW0twk7SK4weFUHPHoT3pfFujazounaZrGoTztc6gXMsTx8QBQhjVj/eKtkg/wA81XIm7Nfn/mQ6lVJWSXyR1eiXTQ+GFmRE3iVEPB+f5jyfWsXV764upo5JZCflYqOy564oorvpdT6TDu+Jd/M6bTAkFnbxxxoFZFdhj7zbTya5DU8rqN8pZmIb7zck8jrRRWUfjZeG/iy/rqX21+7+xQsY4SXicN8pwQcDpnHQVxkrMk5dGKENxjtRRVNLlPKnKSnJXPRvD8jNp1jMeH2jpXc25LRZNFFcZysSYZRh2/8ArV4XqWoT+HvG97c2G1XhmfaGGV+ZSpyPoxooqok1X7hRs91sFmjdhInzK3oR0rvrsLLp0iuiFDbBymOCdmf50UVyY/am+uv6GmE1hqYfhWwjudXiZ3kBjj3Aq2M89D7c1r+IbOKG1t4AXZZwTIWbJO08UUV6VaEXiE2v61O/Dxi5pNE3h/SrP7BNdGEGZmdNxJ4XZnA/GqHiyzgj1vATKiIFVPRcrziiircY8/NbU7KdOHt2raf8MV7a1txZW+2BF3rk4HU4PNcpsRrr50DbpOc96KK5re8zzmldnb+EZGNxIf7pCj2GK6fxW5Phts8/vY/50UVL3PPh8LOO8Q+IG1rTxDLpthbmGIJG9urqVRQcKAWIAzzwOvNV/DESnUZcjJUIVbuM9cfWiiliH/s0/T9UXQ3QeJhsuLGTLEshXBPAxjkfnUnhy8lfTnVgv7iVUQ4xwTnn1oormmk8BG/l+bN/+Xhm6vEkV7GUG0XEQkdR03Z6j06Vu6ZK8+mwtKd7N5iMSPvDIHPrRRSxOuEg3v8A8BhH4mcp5j2165hcoYpWCEdh6fSug8RRJLp1wzDmPLr7HAoorXG6VaTW/wDwxC2ZzGmMxmePJ2shbHocVLqMam5iOMFlYMR3xRRVbYhf10Jj8JPpGpLpSSxtp9hfxTuHMd7D5gVlzgqQQR1ORnB7g0kmp3OozXlzdsss93OJZZCvO7k8enpj0FFFbP4vmvzM0lzM6nwzEv8AZaHn9+d7+mQWHT8K50Std6hFLP8AOXlVCCcDbnGOO1FFc9D/AHiuzpl8ETqtUiA0O72EpsiBGzj+9x9K5nQpSNYtkAUCZdrccjqePTpRRXPhHfC1L+f5F1PjRc8QgfZrSYjLLIUHpgkn+lWPDNw7WMsfygQzKFwOTnk59aKKJ64FX7/qw/5eGFfO1pq85jJOyVH+Yk5zzz6ium1SITaXcI7NhUDjnuBmiitMTvSfp+gqe0jjhPIsaqpwshXcB7cirGq69qepaZZ6beXk01vbyPIvmSMxJYDOcnnG3j0yfWiiuuppVOZ62P/Z", "info": {"video_id": "175835", "label": "pushing paintbrush with pen", "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": "d90861a6b19721745528af506c1b1498ee128a16126466fd1eb7910b65fe370b"} +{"episode": 45322, "episode_seed": 3207198737, "split": "train", "timestamp": "2025-10-13T03:19:34.085085", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3207198737, "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 spray bottle and spray bottle 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', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94761", "label": "moving spray bottle and spray bottle away from each other", "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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wMjBrovD+hDWtejg4VFXcSew9q4BotV1TRi1lZHME4Zirg5CgEnt2rufBHiIWmpRTzsE42mvqMZ7OTpODTvH8TyKakuZPudl4l8E29ros00Ij3Kw4AxkY/nXjN5CI3IxjrXunibxbY3GiTJASzZH4V4dfv5kma8rFr3ddzpoN3KHQ04HmmnrmlXrXjy3OxFiL7wro7C6EcKKT97KfpXOxcr+NTPMYwpB+6c1vSly6kSVzpnuRNo1tk8qwQ/gSKpyS+XjnHFZMOof6G0JPJfI/Oo9VunjuSi9PrXQ6qauQoam/Z3edQthn/lov869d0+PdpMB9U/xr5/0m/J1W0QnrMg/8eFfQmj86Nb5/uf1NduGlzROPExtI+ZLTVJYEKo23jt1qKe7aaQszEk+prNSQin7+a86XM1ZnrKK3LAauk8MXvkXKqx+Xn8q5YNV7TrgxXSHOOcj+o/KnR0kRWV4nu2j3e+22E5wMVyHxRtiPD1newytFNb3YUOp5CuCpq54a1ESIq56DGapfE6YnwpGoOQbuLP5mutOUXzLdHJZN2Z57oNtDFq43yHzXQxxOTgK3b88Yr0zTtYi+yfZrobZF4IPT8DXkjtxnvVuy1qS2k2TuzxZ6k5K1lPFVcRNzrO8n1OiVBQXuI77WNGt7+MnYrrjkGsbwvcf8Ipra+cSbBmbdxlkJGM+4q9p+qhkBEgeNh1Bp19apdRNJHj3FXGXKzna5lYt/ELUobgaRcW0qSxsJSGU5H8Ncm2pPOFjkkbZ6Z4FZ2pI0EqKeBkkDtVbzMisqtZqbtsbUqa5EmeqeGtSzBGpOcfKa7aKKIQySxgbn5OPWvHPDd/5Z8snivU9Ju/Mg2k9ua6bIwOE+JWm/ZtRs9WRcC4HkS/7w5U/zFcaHwM16d8UNreDC2OUuIyp9PmrysmvPxUPev3OuhK8bDy/ykZqIBXOHUMPcUbqYz7eRWMbp3RtLY1LO7ghV45X8rncjAdDXRQ6ws8SxSAEY6joa4KSYHqKkstSa2lVCCyE4x6GuuE29GctSnbVHZTxyWsi3VnI0bg8Mprq4na3nRpQfs5PzCuKtr0PGAGyh/SvTrWO21CzWLjGBn3rrhJnNKxZfTo5LeWSzIV549u4d/SvHb+zbTNYvLJkZAj7kDdSD3/PNe3abpz2Qki3logMpntXI/ETQxdWA1i3j/wBJth+8Cj76d6MQnUpcoqTUZ3POc07NRK4dQynIIyKXNeLKJ6CZMZOnPSopW+bIprNTWORmklqMtCQiFgDgMORWfPxxuqTz8cHnFVJZVOTiulNNEao9E+GkaTpJDIMq8jqf++BWd4h0e58M6sA6p9nmJaF1OdwHqOx5FXvhc+Zsf9N2/wDQKu/FqXEukAHkCUn/AMdr03ph1JdDgT/ftHM3OszTQbHlbHpnish5dx61XMxYU3ca4KtRyOyMUicNinqwqANTwa52WWVk2jrTDJmNhmoS1M354pagSwtlyCTReOZHLFuQOpqu0hjJIqKa6DAZFbQeliXvck0tz/bdh6faI/8A0IV9K6I+dEt/of5mvmPTpR/bVjjtcR/+hCvpbQ326HCxOAN3/oRr0sGvdZw4r4kfJ0ModAw71ODUusW0VlrtzBA2UIDlf7jHqKqhqwr0vZ1HDsejRqe0gpFhWqQN0IOCOhqsGpwasGjTc73whflgAxIIbBxW949i+0+Dbzb96LbMP+AkH+Wa4jwhNi9kXPQg16ZeWyX2lSxPjbJGVI9iMV3R1imzz5K0mkeItLkZB4PNV3kokiktJprSUYkgcxn8Kru+a5lCzsd6ldJmjp2rzabKMkmEnlfT3FdzYaok8AaNwVPPWvL5WLJtGSe1dJ4JsBq2sNYvqU1opjkZPKj373VCwX0H3Tk+3qa15G0ctVqLuaXimVRPZ8AeYHxj2xWOrcVJHN/avh6/nup2L2oSSJiejHPH49Kro2UBPBI5FZYijyKMn1/zsVQqc112NGwuTBODmvT/AA1qfmouW4xivIg1dl4RviCqMc7TitcPPmXK90Z1o8rujrPiIDceDLvaP9WUk/Jga8r3ggH1Ga9l1SJL7R7m2bBEsZXH1FeIW7FIvKkHzxExsD2I4rPFw2ZeHluiZpKid8ikc1C71yxidLYjtngUtpuN7A4+6sqZ5/2hVdpNpJzVVZXjmMytjDKQR6g9q6acNTKo7I9P1rQzZ6RHrdl9zcwuYv8AgRG4f1Fbnh/VS0K4bJX9RWBrkoTwnay2GtX88D3ZtsXMaxrcELud4u+1Sdp3eo9wC5li0zX5re3k+T5WKj+FiMkf59a9H2acXNf1ueZGTvys9esNSE0Y+lWnjjntZoXUFXUgg+9cTomphguWGehFdhFMDHuzwahals+fYl8lpoP+eMzx/gGIFSZqxrtubLxTqtuRwZ/NX3Dc/wCNUd1ePWjabR6EHeKHu1RNJ7053BUetVnasuUu4O9QuSBzxn1pHfiql27PAUTJY8AZ6mtoQuyZM9R+GO6O7KMMMJ//AGnUfxV1BJNcsLbP3I3H48HFc98OrtH8Qixn1O5s45JBtmgljRUOOSxfjGM8DknFWNatHvbHxNNqU1wtxp0wMLXJXzFYMwCsBxk8A4r14Q56Ps/L/gnmt8tbnMBX5pQ+DUEbkopYYJGSKcWwa8ho9EsB6fvqqHp2+pYFgtxULSYzQsu3r0qCVucilyggeTOeagdixwBnFI8lVWn2knJ/A1rGAMvadu/tO2kGNqTx556ZYV9Gw3os/CDzEjIDgfXcRXy1FM8V0LhX24kQqR1JB7V6z4iTxFpXhbSVvb67BvmkMluw2iH7rKGOOGIfOP65r08NaCODE+80eUKxZi7ElmOWJOSTUgoorklueolZaACcfjTgTRRUjNzwmx/tornjYD+tevRcWaj2ooroh8KOOp8bPHfG8SQ+J2ZBgzQh39zkjP6VzTUUUS+I1pfAVZM9c1teHdTuNHuft9rs86Fjt3rkfMpU8fRjRRWkTiqbla3XbJJECfLyrbc8ZGeavqeBRRXJX+I7MP8AAOBroPCrkXrDPcUUUYf4wr/CesW+JLXLDtXjXiOFLbxXfxxDCOFkI9z1oorev8DMqPxGWx4NV3NFFccTrKU5OcZqupxKO+GHX60UV2Q2Oasdl4h8Uya1FbRyaXp1s1uqJFJbJIpRFzhAC5UDnJwOTzVa3dvOZyxLO25mJySfU0UVVRtOJz01ozr9DuJPNHzdq9M0x2ktgWOaKK2RmeZ/EeFIvEtnMgw8sLK/uB0rlcmiivOxPxnbR+AbISGNQSE0UVzdTbqVnJrJuGZssWOc0UV10dzOexveHNbbSobuM2FhexSyKxjvId4DKDggggjryM4PcGnXmpXeqXNzPeTNI9zP58vYM/qQOOM8DtRRXTUbVJ2OOP8AFGKSRTmoorzmdwgp2TRRUgDk7B9ahJO00UU0BVcnNULljnGaKK6qW4pbFeEkXCYJ4dcfnXaap4h1S9sLewubyaaC2laVPMkZiWbHXJ5xt49Mn1oortgefUP/2Q==", 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wMjBrovD+hDWtejg4VFXcSew9q4BotV1TRi1lZHME4Zirg5CgEnt2rufBHiIWmpRTzsE42mvqMZ7OTpODTvH8TyKakuZPudl4l8E29ros00Ij3Kw4AxkY/nXjN5CI3IxjrXunibxbY3GiTJASzZH4V4dfv5kma8rFr3ddzpoN3KHQ04HmmnrmlXrXjy3OxFiL7wro7C6EcKKT97KfpXOxcr+NTPMYwpB+6c1vSly6kSVzpnuRNo1tk8qwQ/gSKpyS+XjnHFZMOof6G0JPJfI/Oo9VunjuSi9PrXQ6qauQoam/Z3edQthn/lov869d0+PdpMB9U/xr5/0m/J1W0QnrMg/8eFfQmj86Nb5/uf1NduGlzROPExtI+ZLTVJYEKo23jt1qKe7aaQszEk+prNSQin7+a86XM1ZnrKK3LAauk8MXvkXKqx+Xn8q5YNV7TrgxXSHOOcj+o/KnR0kRWV4nu2j3e+22E5wMVyHxRtiPD1newytFNb3YUOp5CuCpq54a1ESIq56DGapfE6YnwpGoOQbuLP5mutOUXzLdHJZN2Z57oNtDFq43yHzXQxxOTgK3b88Yr0zTtYi+yfZrobZF4IPT8DXkjtxnvVuy1qS2k2TuzxZ6k5K1lPFVcRNzrO8n1OiVBQXuI77WNGt7+MnYrrjkGsbwvcf8Ipra+cSbBmbdxlkJGM+4q9p+qhkBEgeNh1Bp19apdRNJHj3FXGXKzna5lYt/ELUobgaRcW0qSxsJSGU5H8Ncm2pPOFjkkbZ6Z4FZ2pI0EqKeBkkDtVbzMisqtZqbtsbUqa5EmeqeGtSzBGpOcfKa7aKKIQySxgbn5OPWvHPDd/5Z8snivU9Ju/Mg2k9ua6bIwOE+JWm/ZtRs9WRcC4HkS/7w5U/zFcaHwM16d8UNreDC2OUuIyp9PmrysmvPxUPev3OuhK8bDy/ykZqIBXOHUMPcUbqYz7eRWMbp3RtLY1LO7ghV45X8rncjAdDXRQ6ws8SxSAEY6joa4KSYHqKkstSa2lVCCyE4x6GuuE29GctSnbVHZTxyWsi3VnI0bg8Mprq4na3nRpQfs5PzCuKtr0PGAGyh/SvTrWO21CzWLjGBn3rrhJnNKxZfTo5LeWSzIV549u4d/SvHb+zbTNYvLJkZAj7kDdSD3/PNe3abpz2Qki3logMpntXI/ETQxdWA1i3j/wBJth+8Cj76d6MQnUpcoqTUZ3POc07NRK4dQynIIyKXNeLKJ6CZMZOnPSopW+bIprNTWORmklqMtCQiFgDgMORWfPxxuqTz8cHnFVJZVOTiulNNEao9E+GkaTpJDIMq8jqf++BWd4h0e58M6sA6p9nmJaF1OdwHqOx5FXvhc+Zsf9N2/wDQKu/FqXEukAHkCUn/AMdr03ph1JdDgT/ftHM3OszTQbHlbHpnish5dx61XMxYU3ca4KtRyOyMUicNinqwqANTwa52WWVk2jrTDJmNhmoS1M354pagSwtlyCTReOZHLFuQOpqu0hjJIqKa6DAZFbQeliXvck0tz/bdh6faI/8A0IV9K6I+dEt/of5mvmPTpR/bVjjtcR/+hCvpbQ326HCxOAN3/oRr0sGvdZw4r4kfJ0ModAw71ODUusW0VlrtzBA2UIDlf7jHqKqhqwr0vZ1HDsejRqe0gpFhWqQN0IOCOhqsGpwasGjTc73whflgAxIIbBxW949i+0+Dbzb96LbMP+AkH+Wa4jwhNi9kXPQg16ZeWyX2lSxPjbJGVI9iMV3R1imzz5K0mkeItLkZB4PNV3kokiktJprSUYkgcxn8Kru+a5lCzsd6ldJmjp2rzabKMkmEnlfT3FdzYaok8AaNwVPPWvL5WLJtGSe1dJ4JsBq2sNYvqU1opjkZPKj373VCwX0H3Tk+3qa15G0ctVqLuaXimVRPZ8AeYHxj2xWOrcVJHN/avh6/nup2L2oSSJiejHPH49Kro2UBPBI5FZYijyKMn1/zsVQqc112NGwuTBODmvT/AA1qfmouW4xivIg1dl4RviCqMc7TitcPPmXK90Z1o8rujrPiIDceDLvaP9WUk/Jga8r3ggH1Ga9l1SJL7R7m2bBEsZXH1FeIW7FIvKkHzxExsD2I4rPFw2ZeHluiZpKid8ikc1C71yxidLYjtngUtpuN7A4+6sqZ5/2hVdpNpJzVVZXjmMytjDKQR6g9q6acNTKo7I9P1rQzZ6RHrdl9zcwuYv8AgRG4f1Fbnh/VS0K4bJX9RWBrkoTwnay2GtX88D3ZtsXMaxrcELud4u+1Sdp3eo9wC5li0zX5re3k+T5WKj+FiMkf59a9H2acXNf1ueZGTvys9esNSE0Y+lWnjjntZoXUFXUgg+9cTomphguWGehFdhFMDHuzwahals+fYl8lpoP+eMzx/gGIFSZqxrtubLxTqtuRwZ/NX3Dc/wCNUd1ePWjabR6EHeKHu1RNJ7053BUetVnasuUu4O9QuSBzxn1pHfiql27PAUTJY8AZ6mtoQuyZM9R+GO6O7KMMMJ//AGnUfxV1BJNcsLbP3I3H48HFc98OrtH8Qixn1O5s45JBtmgljRUOOSxfjGM8DknFWNatHvbHxNNqU1wtxp0wMLXJXzFYMwCsBxk8A4r14Q56Ps/L/gnmt8tbnMBX5pQ+DUEbkopYYJGSKcWwa8ho9EsB6fvqqHp2+pYFgtxULSYzQsu3r0qCVucilyggeTOeagdixwBnFI8lVWn2knJ/A1rGAMvadu/tO2kGNqTx556ZYV9Gw3os/CDzEjIDgfXcRXy1FM8V0LhX24kQqR1JB7V6z4iTxFpXhbSVvb67BvmkMluw2iH7rKGOOGIfOP65r08NaCODE+80eUKxZi7ElmOWJOSTUgoorklueolZaACcfjTgTRRUjNzwmx/tornjYD+tevRcWaj2ooroh8KOOp8bPHfG8SQ+J2ZBgzQh39zkjP6VzTUUUS+I1pfAVZM9c1teHdTuNHuft9rs86Fjt3rkfMpU8fRjRRWkTiqbla3XbJJECfLyrbc8ZGeavqeBRRXJX+I7MP8AAOBroPCrkXrDPcUUUYf4wr/CesW+JLXLDtXjXiOFLbxXfxxDCOFkI9z1oorev8DMqPxGWx4NV3NFFccTrKU5OcZqupxKO+GHX60UV2Q2Oasdl4h8Uya1FbRyaXp1s1uqJFJbJIpRFzhAC5UDnJwOTzVa3dvOZyxLO25mJySfU0UVVRtOJz01ozr9DuJPNHzdq9M0x2ktgWOaKK2RmeZ/EeFIvEtnMgw8sLK/uB0rlcmiivOxPxnbR+AbISGNQSE0UVzdTbqVnJrJuGZssWOc0UV10dzOexveHNbbSobuM2FhexSyKxjvId4DKDggggjryM4PcGnXmpXeqXNzPeTNI9zP58vYM/qQOOM8DtRRXTUbVJ2OOP8AFGKSRTmoorzmdwgp2TRRUgDk7B9ahJO00UU0BVcnNULljnGaKK6qW4pbFeEkXCYJ4dcfnXaap4h1S9sLewubyaaC2laVPMkZiWbHXJ5xt49Mn1oortgefUP/2Q==", 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", "info": {"video_id": "94761", "label": "moving spray bottle and spray bottle away from each other", "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": "361adcc460fb14ed53fb140e9496701906513764df1bb476102f02238a2bc7f6"} +{"episode": 45323, "episode_seed": 439180427, "split": "train", "timestamp": "2025-10-13T03:19:35.388134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 439180427, "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 eyeglasses out of 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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D8K4jwzp/2/Wo9wzFEfMf6DoPzxXb6xc7YiufmNdWFhaLmznxE7yUEYt7L5k5IqjPH58Rj3bSe9TMR19aaTiuhOxHLfQpxWUOnW7rGMs3LuerGsLU5pHtUmDfKWOAD/dIzT/GWuf2dpkcUZ/f3L+WmOvuf8+tVbyN7eztLKUESxw/vR/dZuSPwGKmr8DbHB8tRQQs8fn2zgfeA4PvUkTLPArfwutQWUrtboSOSMH69P6UWh2edB/zzc4+h5H9a4EdciaN8opb7w+Vh7jimT4IxSn5JHHZ13D6jg/0poHmSwr13MAa2veNjBK0j0bwtbEW0QI962dUYIvFGgwCOxRsfw1Bqz/Kea9C1lbsedCXNNs5y+O8EDkmqtrbmwvomeQFhuOMEdV7Z643AVNNIQwYdQQRSRbizPJIz8kjcc1l7r1Z12ey2Ibp9kTMT2ya5LSfEAudflRGykBCemSTk/yFdHrsN1LpFz9lieSVkIVUXJ574riPB3h3VpNXlnvLWW3tFKF7iRCo2rkYGerH0HrWtP4rmGKaVPlR1niFgviTzOhdRu+rIG/pVG7AjWG5/wCebgsfY8H+eaj1i7a6up7z7v7wSAegBHH5CpzEZoHhY5V1K5/SvNqtSm2j0KMXCnGL6IfMD5R28unzL7kc/wCI/GgSKQGU5VhkH1qGzmaW1idvvgbW/wB4cH9RSA+WjRD/AJZt8v8Aunlf8PwpwepNRGTeZ/s2bGeUI/Pj+ta4IC4xxnArJuhuiSPs88ade24H+laqfMB7CufobMynbdqd37Sqv5ItXNI1m40nWbdoDlJZvLlQ9HXaxx+YHNZy5/tG69ftBH5KopqyYvrUnr9oHP1VquMnF3RUoKceWWx7Ppt9b2N3FMuBaXaFyf7p7nFVLzXDPLKQ8YSMnbKCDxnggnp+dY/h+eOeE293IwR1YRtn7rdR+HPasFbJ4PtUlwIzHkgsXBBHccf/AK6+gpwhOg6j0dl+Z8dGVanjnS3ipP12W/5kN/qQ1G6crIXK5yT1OehqnEfLvUftIhU/Ucj/ANmqK/Pl6gXiAxJbqwAGB8rEcfgwp7yARLIP4HVvw7/oTXjV5KVSTXc+pw0HCjGL7Fq+U/YxcLy0DiX8B1/QmpWCyKyNna4wT7HvToQrQsjjg/Kw9R0NV7VWFoEJ+eImJvfHH9M/jWSNHsQySFokc/eIw3+8OD+tNQ7iaLs7Hc4wrDzB9cc/yB/GmRg+WM9TTnLQqCsinfNnUVH92Afqx/wq/pOvHQ7t3ZTJBJtWSMe5AyPcZrKu2J1OT2iQfq1Vr1xiQnggp/6EtRSm4SUkOcI1IOMtj2XQ5rayvF2SYtblSY8fdDcflVC/GmtfSlNNtRMjHLtCPXr1x+lZWgTfbf8AQZZFjQFjGxHRiP5HFZRt7xLi6imWbyhlcZIGPzxX0FKMKmH9onZ2/U+RbqUsdKlJXjzb9/dWny7+pHqeqfb74KZN5VSc9sZxx+VZw+W5gk9yh/Ef4gUagqRT2jwhdrRyIApyMjDDn8DTS+60Zx94KH/Ec/0rxsS06srH0uETjQin/Vy9dRtcWUgT/WDDp9RyP5U6OZZY0kAyrqGx7f8A6jTrdwQT+I9xUNtGI1mgH/LGQhf908j9D+lYI3ewseQm3vGSh+g6fpisuT5nt484DTJn8Dn+la2dsnP8aY/Ff/rfyrPtLZ77VdPtoh88kjH6ADGf1omnJxSCLUVJs9M8IWgs9GN2/wB6f5hnso4H9TTL+682YntWhfyx2FhFapjCqFAHoBXMz3OCSetejZQioo4INzk5ssPIN+PaoLmdYYy7H8KgaUhSSeao3Ed1d2lzcQ5KQAZx1yfSnTTqTUF1NaslRpupLoOT7NxqU0EbXMP+rlkGTH/u54B9+tYtxcC6nkmByHfOasxxvLBD9q81lVsgOcDP9ayFYxXEkOOPPdfpzkfzqcbH2aVO99WZ4Kp7aTq2tovxuXrFvL81D2bI/Hn+ealkHk6jG/8ADMmw/Ucj9M1WRtsy4HDL/I5/rVu7G60Eg6xESD8Ov6ZrzzvCZgEVz/Acn6dDU9hEZdVt48fx1Gyg47ow5H1rW8K25uNXizyY12n6g1vSV5pHPWfLByPUrVBBp6KPSue1ebnb3robhxHB7Ba4+8fzZ2Pau6T0PPw66lEjnmgOGOO1JK4GcVFuC9+nWsT0IEl5eRQWoDOEctlS3H6+tZWraykNuoMrSvt3MQSwVTxnNTa3aw3thZGGVY58lZFcnk1l3qpJBdWasrSG3Odo6ZBA5/z3ruqwhRpRk/is9DxqNaeKrTjHWN1Zr+uq3KrKJF2scgjBqxYuWt4Vb7wG1vqOD/Ks61mMgVz910Vl/Ec/zq3bMRcSrgYD7v8AvoZ/mDXhn0LHxAwXdzDjgkTL9D1/UH86dIcTIem8GMn3HK/1FOuQFubaf1YxH3BGR+o/WlmRjG6Jyeqf7w5FVEiRnSRGfULGNBlTOWJx2VT/AFNazwiM49sUtlaBLm3J5Ko3P1xU96RHMB6mr9jaOpCqXlocwImF1cN/euJW/XH9KqEn7Za8f8vSD/0Kt6zg8+dmxwC36k1m38Qj1W3AGMXMX8zUSp2VzeMr6HVaXc28TPDdHZHNFhZP7jjofpWZPYSTKizXyiHzCWhiOTL04z2HXNDEb0U85H9aNPhWK5u1AAxNngdiqmtKeOqQouj0OSpltGWIWI2lrfz6fgRajERc2cp6Mzxn8VyP/Qaa0KvDJGOFdMD+VW9XAWwWU/8ALGeNz9NwB/RjUDfKVUn7rY/OuaLO2SJbSXzbaGXoXQE/Xv8ArmogTDqNwmflmCzL9R8rfyU/jTbQgRyIp/1cpA9g3zD+Z/Ksi3WbVPGT2Euq3FqqiUQ+Wm4khNwX2Hy5JPp71pFXMpOxf1WQCED8B+JAqRU2ke2c1y2nahcXqqLmdpMzRAbu3Un+VdS7FV+oqZ9hp6GPdtnVZz2AiH/jpP8AWqF+5Mc34H/x5atTndql0fSRB+SLWdeuTHcD0H9RSSLT0O50a4hjvUjnk8uKXK7z/C3Yn8aj1C21OYTxidYIzJ+8lY7jjnO33NZjnHB6c4qa1Qi8YMzMAqsoJJA5PSuqjj5U6MqLV10+84K2WU6mJjiU7Pr56WRJfwqkFqyDbHDMigeinKf1ojjVe3ykEH61Y1JN+k3YAO5Yy4+q/MP5VCxXGQflJDj6GuRSb1Z32skkOsCfskQPVMxn6qcf0FOlHlagGB+WePBH+0v/ANYn8qjt8CS5QHOGEg/EYP6r+tUvE88tro4uIXKSRyqQy9cHOf0Jq0iJM0LgkwsV++uHX3I6j8q6PwTpSCWTVZF4iQxxE++CT+gFcFqpW20ODUtP1rUJla6+y5uIljWchMs8WOdqkhTu9R7getgR6fp0NlH0RRuPqe9ddCmubmfQ48RN8vKupm6xcNJKWz17Vkrz949PWrV7MJJC2fasi+vEtrd5GOMCrmyqMSHUNREf7tSN56D0HrVizlEmgTG3kP2iN9sqA4LKehriILmS61lpnJOYWx7AMK0Udy7eW7I/PKnFY0cbLD1VNbdS8bgI4yj7Nuz3Xqahjv5b2Ka8ZVgjQeTGOWZsfePoBnpVV4R/aM6v/FskH5Y/pVjTiz2ySSMzyMo3MxyTReJ/xMImB/1kDD6lWB/qawrV/bVOa1jahQ9jTUb32/IiYeX5DH+GTafoeP61oooZWjYcMCpFUJx5scozyVyPr/8Arq3G+7bIDw6hh+PNStymRWpb7Mkchy8eY2/Dj/Cuv8CRB9Su5eNoVD9Dzn+QrzrTZI7zxvcaXfajc2lvPL8kkUscaxnjJYycYwOg5JwK7j4Xm4j1bxJaXL3GbaZIwtxgOoy/3scZ4GccV00F+8TOTEv90zvNWn2Q7QeTXLyyDk1o6zdb5ioPSsGebjFdVR2MaEPdGs2X9qo6jceXCyg8mpmlCjNYN7cieRwrj5SVOOxxXHUq2i2ehCmaN5fWepxWchuEtZ1ASZX6EjHI+tVrGzhtlZYpZJvMfe80p+aQ+v0rIkAkt1mIwVlRv/HhXQRDC464qa2Oq1qcYS6GNDL6OHnKdNWu7mRZRbbfycfNGXi/75Yj+QFWEO3UFPaWIjn1XB/kWpqgR316vQrMJPwdQf55pJGVPJkPHlzDJ9j8p/RqyWx0stXcbTWEiof3ijeh9GXkfqKFnV0WVeVYBx+NZ+vXE9npbyQStHIsiruXrg1m6vpmueHfD+lXV1d3Ky3RkDwlMCADaUVjj7xVs47fUGtEjFs7qJQJMjqBWNrczrcLjHU0UV2T2MKO5a0dAIQccmsDV/8AkKxj1uov/QqKKwrfAjop/EzYQAruI5H+GadbHF/d/wDbM/8Ajp/woorgOlkmsKG0O+z/AM+7n8hmqP34Ec/eKhifeiirjsRIhRil9cqOjRqxHuGI/lXJahqtzo/iG41C12efC7bd65HzJtPH0Y0UVtAymVvDrFr2FScgOP8A0Bq7W4J2x/l+lFFTPcOhgOxOpXn/AF8f+yrVC8+5d/7rUUULctbHSgB2G7nnP6Vbg/4/F/65f+zCiisEas1NivCysMhlIP0xWLYHzNJtWbkmFcn8KKKuJDHAldQGP4oHz+G0j+ZrJ8UXD/2KUOCpdciiitY7mUzC1XxRJ4gt7WKbS9OtmgVI4pLVJFKRr0QAuQBzk4HJ5r2zUJX2Oc89KKK7qWzOKt8SMCWRiwBNc14ilcwumeMUUVjM6qWxz+nk/b1HrC3/AKEK3bZQJS3cmiiuCr8R2Q2NDTP+PWP8f5ml1P5Z7Bh185l/Aof8KKKS3JewwqA34GizdhZxc/dLKPoGIoorVGb2OU1DXpNI1m8Q6fp97FPKGZLyDzAGUZBBBBHXkZwe4Nd78INSu9Uu/E9/dy+ZcztFJI+MZY7+3b6UUV2Yf40cWI/hs6O+kYzMSe9ZkjEyDmiitKhVHoZ99IywsQa5rTGLtcs3U3Jz+S0UVwV/hPQiaF0MWE2OMJkfga3YeXYe5/nRRWC2B7mbPx4glUdGtEY/UMwqO9UG0nXHBTP6H/CiitomctzN8TTP/ZGe7GNj9etchqHibVtQsoNMuryWW2t3eVA8jMSz4zkk8428emT60UVtAxnuf//Z", 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", "info": {"video_id": "24840", "label": "pulling eyeglasses out of mug", "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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", "info": {"video_id": "24840", "label": "pulling eyeglasses out of mug", "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": "b8e70282766571ceb661658bd61e1f61883f02298c7bf6be5790e91e37d1a537"} +{"episode": 45324, "episode_seed": 2602000100, "split": "train", "timestamp": "2025-10-13T03:19:38.386425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2602000100, "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) upper side of monitor of laptop'.\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": "113431", "label": "touching (without moving) upper side of monitor of laptop", "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": "113431", "label": "touching (without moving) upper side of monitor of laptop", "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": "1b72bdc73dc1e265bebce10d0ce0417a3780d3b5873439c2f8dd8f46b93d2d2d"} +{"episode": 45325, "episode_seed": 1226921817, "split": "train", "timestamp": "2025-10-13T03:19:40.090838", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1226921817, "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 pen against group of pens'.\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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", "info": {"video_id": "162394", "label": "throwing pen against group of pens", "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": "162394", "label": "throwing pen against group of pens", "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": "cb9198999429e58260467b8d48ecb429adeb43c557c663e7ecf333294c21abca"} +{"episode": 45326, "episode_seed": 1071176720, "split": "train", "timestamp": "2025-10-13T03:19:41.443022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1071176720, "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 amrutanjan balm 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', [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": "123314", "label": "pulling amrutanjan balm from left to right", "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": "123314", "label": "pulling amrutanjan balm from left to right", "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": "52a99a85b55b79506fa92d4003701ead0ecef151f96a0dbffb7c3abdc94e6158"} +{"episode": 45327, "episode_seed": 1314961683, "split": "train", "timestamp": "2025-10-13T03:19:42.688580", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1314961683, "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 ruler 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": "131745", "label": "moving ruler 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": "131745", "label": "moving ruler 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": "eabc362c4cd1414370914aa4abfcf2a864f739e378d15fd337239da5340ad41a"} +{"episode": 45328, "episode_seed": 639443879, "split": "train", "timestamp": "2025-10-13T03:19:43.693363", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 639443879, "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 money bag in the air and letting it fall'.\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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pLy3S4lUIWSQHauM4zuYjnjp+FXrvXLFIHLTI7yPGmE5/jHQ7QBx/OvNoJDEFZoQjYyR0xVxNZVHAQDIwckZ5rk9pNn0laWEpwspXl5HvNxrmk6Rpck/nIYYVBKRHc3P+TyfetKwv7XUrdZ7OZZUIBypzjIyK+cfEc97fIl1pWoS208sW2ezDbUYf7Pt7GtDwPpvjG+tZIFsLm4twwWOWW6+zQxkdQSnzP9BXVTm5Hy+IpKF979z6KXrg02T5RyDXhXxR8UeIfDd1p2j22rPFt01Wn+zZVXcswOM5bGBjk5rzj+07qRFZry4b6ysf61sclj6a8QXOyHb0zXmupzfvTXD2Gt32n2++C7kDyybCrNuBAGeh9zXS3E7zRxvIQXZRuwMc1jUi07mtNrY9L8AvvuLn2hX+dd1XnPw4m3ahdp/0wB/8eFejVotiZbnx/thRspGin2FQSuzkRx5LegqmJiw5YqD7VraSiGVeCeRniuOUrI93DYGpXmvaOy/Eh06ZftbRznaYwSfnC4I75qaHXLC0vklms4NR8sggzNlfpx1rD1w7NSl4H3j/AEqpZ/MSD3FaRjopHPUpqNV0ux6NrXxSe90C50i00q1tYJoGhbY3AyOSoGAK80lPlTAjuKmdmwykDPQ1daGFxGGRQAOeK6IXa1POrxjTkkihDd7JVbuDmt7QJwiSs7ADuScdjWF5ce37gHB7VctYPP0uZFYgmRR+HNU9ncyirtI6y2lV2bawI9Qc17P8OPEd5qNjPbX8iNHZ+XFBtXaQuCOfXoK+drCO408M8HzqfvBuldz8PPFUi6je28gVAQhBHfkiuSpVtBtHVKhK+p6Z8VLoxvosG/EczSE++NuP51xN3qcFlILdnLybd+Bzz059Kl+LGvC5/sPy3YbBL8y++z/CuLsFaZg5ZmLnlj1xUOtePMj6LKqDnTin5/mdPoOvf2dZatq8i+YYivGevOKsj4xRIvy2TFvQtXJM3k+DdcU97hEx/wACzXCiTMox261pSbUdDzsfSjPEScu57jD8ZoPKcy2Lbh90Bu9ebeNvEjeLNYa/MXlbIFjCZ9CaxZfkCsAMMOfrT7REkkcsM8DitoNt6nn4mhGlG6M2O42qAauR3e6JUH97NLNZwoFIH3ieKg8pEdNvGTWxxneRTKtlECwzjpmt3QNYm0W/g1CBFkkiBwjHhsjHNee39pPLdqUmZUCLjB9q0YtYnsLYLNFuCj7x71zSklM7I0ZOCl0PqzT7z7dpkFyQFaWFXKjsSM18waeTcWRYkmQA7s+tez+BPE8d/oFk7Hb/AKOBg/lXiunRXFpKcqrxk44YcjNcdSr7RNdUz3+H6bhUm2tGl+pswYKxt2Yf0rTTx7L4PVbVLKK4SYmUlpCpHbtWdCu2Mx/882AH07Vy/jWYG8teBkQnOR70qN+fQ9vO4qeDal5Hej43Xu7KaZaBOOsjGq3iT4wXGraHeaZHp0EK3Nu0Mj+YWPI5K+n415bp53MQ3Rgfwp0rMN8bYyODXYua+58bLDU1T5rEFy3kXIYYwy9qlt9QCTKw65zWm8FvIIg8SbQOTis0xwbP9UuQpPSumx5e503hm4WOGV5HCgcZY4GcGuhtJ0lZtrBlPcGuItbUXWiyxq7K3nJnvxg1d02K60uN3tvnUn5t/IrCrJKWp10KEpwbifRfgHWrzVNOuEvZEb7O6RxEKF+Xb39elcx8aJvKGic4z53/ALJXPfC/xdJLeahazBUAaMqy8Z6g1Y+NWopdzeH0jIC/vsk9D9zisHXTk6bNKOHm6sUup55Jcg/Kgy3tUdxbPbWYu2Y/eAIHSlt42D8w7fxyK19QTHh+YEAYGax525JI+npZVTVCcp6ySIrDxrb6ffW10bIXb26ARrcPgBgODwO1dda/Gt4RMX0a1DHn91IVy3qeOf514lv3SqoAHritOQlYY5RjkANx3rpScdEzwfYRq3bNfxn4mm8Y6xJqU8UUTrbrEqRk4wpY9/rXLxXe1QD2rVsdkkrs6q3ygcjNRz21sgjxEm453DHSuqKdkeVVSjNxQQXhl8lR0VifxOP8K7o3cflohkXeMjG7nrXn0SRLdRbV2g4PynFat7pTS6pNL5r/AOs+XHB4qKrSjdmmHpucrLsenaHrN5pF0k9i6K8gEb713AqSM/yr3NWDdDXyhP4gv9LiHmQxsy/dGDk4r6I0HxFFeWKzM2dyKwH4ZrleIjBxvszSph5q+h8rWokjYbELIOSmQeK3LGUlS0EGCcg7jjB9xXLQX10i4R1OOhZQSKvQ69cwwl3hSZlHdiB+QqpUJvY97DZrh4WTbXy/4cPFkaLfoUxueNS2OhPOayLc7TUupXj3l550xy7AfgMdBVeM8/WtVFpWZ5tWtGrXdSOzLM+0oHz82QPrV1ldYoco3zgnkY9Kp3eyIQxA5Y/Mxq9HdK6QBj/q45B+OK2grI83EzVSd4mdIhWMNnpkfhV7TXVLRyxwGZRk/Q1UaUeUFPP7rH4nNTWyJLpUsQKiUyqFz6YOaGrpozg+WSZeN3thaOP593QA4zTPDd09tqkjnP3On41n3TxRxrbxFnERPzHgsfX6e1X/AAdp0et+IfsE99Lab4ZGjMce4syoWC+gHB59veuX2V4tdztliLtHZardpPBp5mG9vnwD74ptqpUbioQentXP6Xdm8hH22XegUbd56ZHOP0rbs2iG4LP5qY7np+Ncs4cvun2GSzX1aLduv5sivYS/g/Uphwj6igHuMGuAi4dj74r07xFZ/ZfhjBOrkia+3N+KnFeZKeldkFaJ87iZqdZy82aSYkTY3elsATO6DnBptpGHDuxwqjJNS6PcrHds5xhia2prqcWNqRklHqhsuXKEf3sVTwROqHsTitN3RVtvozGs+YqZIWHXGT+daM4EdC7jCksMhRkfhVHWLwywqqjp37CnXlrnUt4l2QRojMc9eOg96yNRuyWk8olVZshB0WuSUL1GelTxCjRUfI9E8Fau8Gl20Ksc8j8MmsjSdjR4WTzk3ZK7gw/LtSS2lpp3h611PR9Xv5E+0m2BuIViW4ITc7xDrtUkKd3qPcDlrcAyDI696zjhLyk77nVhM0WGlzct/nY9Kh8uPjeMEYAJ5+lcx44RRDZAf6w7uT1IzWVaT3NnLKttcyRd+MH+dUL2+lvPIlupWkm2nLMeepFVHDOnLmbO/FZ5SxdB0VFpv7gtTtP04qzdhWjSTJ37gMetUoWAbkjn3q9f7Yfs8AOXPzOa2irs8qtVUaTj3NCRJEggJjb94rNzx0xWXPEyQb8k4DDn0rVS9V4odx/1cMgH1IrNkmzAUJ6Qgfjmt2eQi/pciJYF3YKGdefwNWnvT9maKL95v5AzgH3NZ9qkU+jPb7kWZp125HUYOar3ssKRJawBmSEttLcFz3Y+3oP/AK9c1aHNJHoYbEezg4+Zr+EL2Sy1S4ck5KD6Dmup8aTyX1lpCsQeJC2RnrtxXF+CorTU/EyafqN5cWkc+FE0UsUax88ljJxjGeByTgd6l8Sy38GpNazS3ai0nkiQT4DpggYYLxnGM4yKxeGbqc5vQxkacotrRM1bDzrcKqoJYmPDAk7D6EdcVsSxvJY3CTiPZ5L8AH0NcQmo6hE0bi6dgTja3Q/lzVq68RXkkMto6xRxNFuLRggkZ5BJNL6rNO578M+wrpuGt+iOdAxPIe27ArTgYMmxvung1lqwIwK1LBUbfI5+SNcketdFrs8SFSNOLbJtLiZ7yWNAzYPUDPSkdWkMTYIBPHuKbo175N0Zj/ESalmnVI7fB5W3fP1JNdC2PGm7zbKEQ23iRnsMD866SS5jWZsON4c/LXOl1a+gbrtCg/nWlcpbwarc34YMizEQRqPlb/e9h6d6xrRvA6MLU9nO/kQa1dS3LLIA2w8b85Lf4CvTPCGryeTaQkkKsak/kK8bup2APl7sE53eueuPQV3dxo2ueF9D0e/nuLqK4vg4eDZjyANhRScfeYNnHbp1BrlqYfnS8jpeKTbb6nBQ9ad1hI9c0UV6K2PNZBIoOMjPyj+VEMaiVT70UVi9zrt7qHTkveKCe2P0phdgvBxRRVnNPf7hm9umamtGP2yEZ4DZoooEx+oDZezBeAHNLo+qXGjaouoWuzz4Q23eu4fMpU8fRjRRUPqXHoTxANBEp6L0o8x4racI7KMdjRRWsV7oczT0Z6V4gPm/CORWAxFfxKnsNg/xryVhtOASKKKxR2T2NGJiumvjuOaqwsVUEHmiitInLV/Ue88hIGegOKjLnd16UUU2ZI0rd2n026eRiSGBH6VkTORH2POeaKKlmkdjptS8VSeILe0jl0nTbUwIscT2qSKUjXOEALlQOcnA5PNZFvxKB2xRRRDdg9i1nE8h9lqnLGpABHdv5miiqqbF4X+INt4UW4Ugcg1JdEyalGGPXA/SiisoG1dJXt2/UhlkZSwDHrUXmsR1oorVnEizpzsdRg56NxT9U+TULkJwBIwGKKKl7GkNx2i662kG5jOnaffRTMrmO9g8wBkztIIII6nIzg9wasanqN1qlyL28lMlxcO0sjYxlmxngdKKKlblS2Gn/VR/74qO4ALgn+4w/lRRWz2M6fxr1KTQoe35Vci/d6dIF4B60UVzo9Gqkmrd0VYiVt0IPJzTHmkLHJoorboeYN8185zyK1ohnw4zHlllGD9Sc0UUujGt0Y07HbjJ4PHNdH/wkmrX9naadd3s01vbO0yeZIzEs2OpJ5xt49Mn1oorJ9Dc/9k=", 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", 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", "info": {"video_id": "103486", "label": "throwing money bag in the air and letting it fall", "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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v38n0FYWla5e6l5yXEwkjUEKSo3e3Pfir1pLtdzWHK4y1N4u8T6Ag/wCPeL/cX+VcX4/aGS80m0lXc8omaMYzyu3/ABrsrRt1nA3rGp/QVwXxRWSJtGvYl5gkk3MDztIHA+taT2N8A7YiPz/JnHaXZvb6m7SqEAOGRudvcV0umwW93dx28qmSMsWYN0J64rHku5b1g0kYjkwGA/DAz71f8Py415oiwPlRjv3J5rDqj3sRJxw8nF9Dvo1CgAAAdhUwFVI5c45qwrjFdR8m2TDAqGeaNBkyKP8AgVeQfFzxlq+ia1BY6ddNDG1rvfb3JJFeYnXtRmQM9/cHPrIaLAfRWu3qCAhJASfQ15zqU3znmuKs9avLeBphdSMxYLh2zW/9okuLSOSQ5dhzWVSL3Nab6HoHw7k3a5CP+mL/AMq9Wrxz4cS48T26Z4MTj9K9jq47ClufH+2FGykaKfYVBK7ORHHkt6CqYmLDlioPtWtpKIZV4J5GeK45Ssj3MNgalea9o7L8SHTpl+1tHOdpjBJ+cLgjvmpodcsLS+SWazg1HyyCDM2V+nHWsPXDs1KXgfeP9KqWfzEg9xWkY6KRz1KajVdLseja18UnvdAudItNKtbWCaBoW2NwMjkqBgCvNJT5UwI7ipnZsMpAz0NXWhhcRhkUADniuiF2tTzq8Y05JIoQ3eyVW7g5re0CcIkrOwA7knHY1heXHt+4Bwe1XLWDz9LmRWIJkUfhzVPZ3Moq7SOstpVdm2sCPUHNez/DjxHeajYz21/IjR2flxQbV2kLgjn16CvnawjuNPDPB86n7wbpXc/DzxVIuo3tvIFQEIQR35IrkqVbQbR1SoSvqd98Z5xGNE5+952P/HK8jkuQflQZb2rtvi1rC6g+gxowwvnZJ6c7OP0rhreNg/MO38cispVU/eXU9bL8A60U5PT8RLi2e2sxdsx+8AQOladh41t9Pvra6NkLt7dAI1uHwAwHB4HapdQTHh+YEAYGa8737pVUAD1xTpJyXMdOaYSnh6ihDRNHttr8a3hExfRrUMef3UhXLep45/nXnnjPxNN4x1iTUp4oonW3WJUjJxhSx7/WsiQlYY5RjkANx3qSx2SSuzqrfKByM11U+ZvVniYqhClG6MqK72qAe1aMF4ZfJUdFYn8Tj/Cie2tkEeIk3HO4Y6VBEkS3UW1doOD8pxWxwHoJu4/LRDIu8ZGN3PWui0PWbzSLpJ7F0V5AI33ruBUkZ/lXmN7pTS6pNL5r/wCs+XHB4rSn8QX+lxDzIY2ZfujBycVyuaU2kdyw8uRS6WPq0sGRiD2NfK+nk3FkWJJkAO7PrX0FofiKK804TM2d8YIH/Ac189adFcWkpyqvGT2YdK5ZVlVhpuj3OHqbhVndaafqbMGCsbdmH9K008ey+D1W1SyiuEmJlJaQqR27VnQrtjMf/PNgB9O1cv41mBvLXgZEJzke9Kjfn0PczuKng2peR3o+N17uymmWgTjrIxqt4k+MFxq2h3mmR6dBCtzbtDI/mFjyOSvp+NeW6edzEN0YH8KdKzDfG2Mjg12LmvufGyw1NU+axBct5FyGGMMvapbfUAkysOuc1pvBbyCIPEm0Dk4rNMcGz/VLkKT0rpseXudN4ZuFjhleRwoHGWOBnBrobSdJWbawZT3BriLW1F1ossauyt5yZ78YNXdNiutLjd7b51J+bfyKwqySlqddChKcG4n0X4B1q81TTrhL2RG+zukcRChfl29/XpWP8VbkxSaLbltqTNJu46424/nXH/C/xdJLeahazBUAaMqy8Z6g1a+NGrq8mgmJmGBMdw/4BWH1hOTgzowlGSrxfr+RnXepwWUgt2cvJt34HPPTn0qvoOvf2dZatq8i+YYivGevOK5iwVpmDlmYueWPXFPZvJ8G64p73CJj/gWalS5pn0ONo8uE9WdaPjFEi/LZMW9C1WofjNB5TmWxbcPugN3rw4SZlGO3Wr0vyBWAGGHP1rpvLufOxwtOSNrxt4kbxZrDX5i8rZAsYTPoTXLR3G1QDWlaIkkjlhngcVFNZwoFIH3ieK2jscE0lJpCR3e6JUH97NdtFMq2UQLDOOma4PykR028ZNa9/aTy3alJmVAi4wfapqW5dSqMHKdkehaBrE2i38GoQIskkQOEY8NkY5r3zTbz7dp1tckBWliVyo7EjNfKUWsT2FsFmi3BR9496918BeJ477QrF2O39wowfyrlnXVNJ9Lm0qEj5xtRJGw2IWQclMg8VuWMpKloIME5B3HGD7iuWgvrpFwjqcdCygkVeh165hhLvCkzKO7ED8hTlQm9j3sNmuHhZNtfL/hw8WRot+hTG541LY6E85rItztNS6lePeXnnTHLsB+Ax0FV4zz9a1UWlZnm1a0atd1I7Msz7SgfPzZA+tXWV1ihyjfOCeRj0qnd7IhDEDlj8zGr0d0rpAGP+rjkH44raCsjzcTNVJ3iZ0iFYw2emR+FXtNdUtHLHAZlGT9DVRpR5QU8/usfic1NbIkulSxAqJTKoXPpg5oaumjOD5ZJl43e2Fo4/n3dADjNM8N3T22qSOc/c6fjWfdPFHGtvEWcRE/MeCx9fp7Vf8HadHrfiH7BPfS2m+GRozHHuLMqFgvoBwefb3rl9leLXc7ZYi7R1evzSXtrp4JBGHzkZ/u4qvYedbhVVBLEx4YEnYfQjriuWmv7ueK2d55MKPlOenAq0mo6hE0bi6dgTja3Q/lzUfVZNWR6+X5tRw8VGad+69Tt5Y3ksbhJxHs8l+AD6GvMAMTyHtuwK6K68RXkkMto6xRxNFuLRggkZ5BJNc4rAjAq6dKVNWkXmGPo4ypGVLZdzUgYMmxvung1NpcTPeSxoGbB6gZ6VDYKjb5HPyRrkj1p+jXvk3RmP8RJroprqePjqqklBboc6tIYmwQCePcVTiG28SM9hgfnV+adUjt8Hlbd8/Uk1SLq19A3XaFB/OtGeejopLmNZmw43hz8tZGtXUtyyyANsPG/OS3+Aqe5S3g1W5vwwZFmIgjUfK3+97D071gXc7AEx7sE53Hue/0Fcjp/vGz0liv3Sj5I9k8I6u/2e1hJIVYgT+VcZpWxkwsnnJuyV3Bh+R6VaeKHT9At9T0fWNQkDz/ZAZ4VjW4wm5niHXapwp3eo9wOLtwDIMjr3rKnhN1fc6sLmiw0+blv87HpUPlx8bxgjABPP0rmPHCKIbID/WHdyepGayrSe5s5ZVtrmSLvxg/zqhe30t55Et1K0k205Zjz1Iq44Z05czZ34rPKWLoOiotN/cFqdp+nFWbsK0aSZO/cBj1qlCwDckc+9Xr/AGw/Z4Acufmc1tFXZ5Vaqo0nHuaEiSJBATG37xWbnjpisueJkg35JwGHPpWql6rxQ7j/AKuGQD6kVmyTZgKE9IQPxzW7PIRf0uREsC7sFDOvP4GrT3p+zNFF+838gZwD7ms+1SKfRnt9yLM067cjqMHNV72WFIktYAzJCW2luC57sfb0H/165q0OaSPQw2I9nBx8zX8IXsllqlw5JyUH0HNdh4rvEuLbSDON74kwD77a4TwVFaan4mTT9RvLi0jnwomilijWPnksZOMYzwOScDvW1dNKuo3NnqLz7LWZ4kW62h0wcc44z0zjiuapQtJ1Dvy2spYiEfN7+jLtqpUbioQentVW9hL+D9SmHCPqKAe4wals2iG4LP5qY7np+NWvEVn9l+GME6uSJr7c34qcUUY+9c97N6q9hCPmeYxcOx98VppiRNjd6zVPStG0jDh3Y4VRkmuu12fNwnGnFt7DrAEzug5waWXLlCP72Kdo9ysd2znGGJqV3RVtvozGt1seRJ3k2ZmCJ1Q9icV0juMKSwyFGR+Fc9MVMkLDrjJ/OtW8tc6lvEuyCNEZjnrx0HvWVVXgzfDTUKl2N1i8MsKqo6d+wrr/AATq7wabawqxznH4ZrzvULsln8olVZ8hR0Wusu9A1jwroWi31xPcxT3hlMkHlkC3wEKBjj7zK+cdunUHHLUoc9PlOuWJTnfyONh607rCR65oor0FseYyCRQcZGflH8qIY1Eqn3oorF7nXb3UOnJe8UE9sfpTC7BeDiiirOae/wBwze3TNTWjH7ZCM8Bs0UUCY/UBsvZgvADml0fVLjRtUXULXZ58IbbvXcPmUqePoxooqH1Lj0JFJEMK9hkfyq4f9VH/AL4oorSGxMiO4ALgn+4w/lVJoUPb8qKKiruduFSdN3LkX7vTpAvAPWqsRK26EHk5oooiYVv1f6DHmkLHJpvmvnOeRRRVMwRrRDPhxmPLLKMH6k5rGnY7euQD0ooqZbmsNjrL/wAVSa4LSOTStNtWt40SKS1SRSiKDhAC5ULzk4HJ5rBt/wDWge1FFOmKRazieQ+y1TljUgAju38zRRVVNi8L/EG28KLcKQOQakuiZNSjDHrgfpRRWUDaukr27fqQyyMpYBj1qLzWI60UVqziRZ052Oowc9G4p+qfJqFyE4AkYDFFFS9jSG47RddbSDcxnTtPvopmVzHeweYAyZ2kEEEdTkZwe4NW9QvrnVrg3t7IZbid2lkbGMs3XgdPpRRSj8RUtij5jxW04R2UY7GvSvEB834RyKwGIr+JU9hsH+NFFOotUa0JN3TPJWG04BIrRiYrpr47jmiipQS3t5lWFiqgg80955CQM9AcUUVqtjk6kZc7uvStK3dp9NunkYkhgR+lFFSNGRMxCde+a3G8SatqWl2em3l7NPb28jyp5kjMSz4zkk8428emT60UVm9jVbn/2Q==", "info": {"video_id": "103486", "label": "throwing money bag in the air and letting it fall", "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": "4ea19e165fb05d158085906fe684ab4294d9a5e78473a22f0aac8feae4d1fa02"} +{"episode": 45329, "episode_seed": 2277434297, "split": "train", "timestamp": "2025-10-13T03:19:46.017089", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2277434297, "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 book behind basket'.\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": "50497", "label": "holding book behind basket", "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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+QzXzTK1xFplwmC8xY5c4xzyCe+ea93KqtR87lrsfMYynDRJ2OAmjMTvG3VTioQ37yM/hVu6bzYoLk4zIg347MP8A62KpNwR65r5JLoz6yLvG4tx96mA0kzNt5/Om5qktClKzLsE4iYEgn6GtKDVrq385LW8nVZh86tznIx/k1h7ulXovLVV3PliMn2ojDXex2xr3XK0mdNpniCa2Z4pNL0+5UIqbXi2kBc9Cp6881Eb+ybWvPaye3tjyYYZNxBIxkE+/OKx4rpBGwjUNcFsjt8uK07azF9JZNJcRxSzv5flhDuX5Tyex5GOPWu2VK9FSTu15efc56eJVPEuNrJ6b+R6J8NrKy1zxYq2sswW3t5JWEqAEZwo6f7xr2B/D7IP3bK314ryT4TJLo2ualdKsdxEEW2ZlbHzZDHH04r3KC8jnQMMjPY1dOdWEE1szy8z9lUxDV9kv8/1PGfipBJpy6d5ibd/mY564215Nd3RkPWvYvjw+2DRD7zf+yV4TLNjJzXFWbnUcmVh4qNNJFW5O9yKk0qOBNRR5lVlHI3dAaq797FvU0u/bilGbjJNHb7KMoWZ2M2tKo8m3cPO3C46CpbNkCnKhZj/rO5J9c965m3dFvIZV43KQcetbCXGyVZhnBG1v6GuyVSU3zy/pDw8YwXso9fxZtmcwopHI3AkZ6gcn9BTLNUl0aKWYYeGPKsvBwOR+NVDIJdyKR/qyoPu3H8hVucrFpska4+4F/DgUpxjK7eqsdlCUoTjyuzbNfwrrF1c3dxY3knmMF82Jz1K9CPw4rqtuTXAaE/kaxZSk4zIYz9HGP54r0eOLdjivUwM3KnZ9D57N6Sp4i8VuRCPKnjtXziBmQ59a+nPJwp47GvmlYwIpJO4bFc2aPSPz/Qzy2PNKX9dyMntT1bYwNMxmkOa8pHqtmpZTbWkTPGdw/GtWGQMcsvPGOawrK2uZJoHihkcSOIlwOCx6DPrXbWXgvW5kSY28cMbDIaaZV4/OuunFzjaxiq/spcydiCGQCoS+L1yfWtW70NNKtxPc6pYOwcL5MEvmMfyrOkk0vzDNLfSCRmJMUcRO3npmoqu0lDse1gnejKu+rt+dzq/BmZL69Qd0jb9WFd5HZnGSK5j4SDTNR8R38KpLIq2isPMOOQ+O31r2lNNsk+7bR/iM13UMXGnTUbXPl8zpXxMmvL8jhrWALPk9ACa8s+Nmp6bfjQhp11HP5Ym37D93OzGfyNe4+LYUtvDOozW8SLIkJIKrgjsf0zXy740WPzraSMAF95OPwrorL2+EnW2tZW+48+g+TExh3ucvmnq1RZpynmvCaPejLUsK0ZPz5HuKkMqsioPur0461TJp6salxN41uhbVogj7wNwGQD39qt6XcXFreR3TLmKJ1YqPTNZmN7KKe11Mu5IXIjPy4HUj0rog4uFpGU5uNTnj/Xc9Ai122ufEOmNKFtrSG4WSTLZyRzuPt/jXtWmyOzKywuAQD0r5ktiqRNLzgDLjHQV9UeHZVu9Ks7heVkgRh+KiuzCztGTOPNFrBLsW9Tnlj0S8aOJncQsQq9Tx2rxCZsyCNfnW6mRVXHKjPf8AlX0EEGKzLnw/plxIZWsoPNzneEAOfXIruwmLhRjKLW54tajKTTT2Pki3/e28sXfYsgHowHI/Efyqmx5FVo7iWGQyRyMrnqQab5j/AN418+4a3PoqdXlVmXGbK1ATgVF5j/3jSbie9CjYqVZPYtQQGXBLgAnHXmrXkgKoQnf796zPMb+8ak+1T8fvG4reLppWaM1Ua1RrMPscKyOMSsN0fTj3pq6nfzSRQyy5WJsrtAG0/UVkvNJKQXdmIGBk9qVbmZE2LIwX0FOVS8XGOi/rccaiU1OWrue+/CVxeWd5a5cSwyea8hxhiwAA/Db+tewWyNEoG4HFfHGl+L9f0Xf/AGbqtxa+Zjd5bAZx07V2HhHxr4s8Qa4NPuvGGpWwaGV4ygDl3VCwX2HHX2q3X91ROStTdSrKp3O1+O1+GvNLte8cTsfxI/wrw+aUs20HirGteKdc8QPE+ralPdtECEMpB2g9RWSJG/vGueolKV0dFF8kVGRaj4U+1LnNVfNcdGNJ5j/3jWfIdP1iKVi8sxQKe6MCK24bjgd81y/mvgjceakS8uEACysAPStqcuXcylVu7o7WCTYx+YsM8EjHFW55t1k4+n8xXBjU71elzIPxp39r3+MfapMemauU48tkjopYtqop1Lux3FtMEMTg8pIjfkwNe52+lzMuRC+P92vlka/qgQoLyQKewAH9K3v+Fp+OP+hlv/8Avsf4VpRxLoppK9zlzCUcXKLWlrn0kdIuPLY+Q/Q9q+SwcCQH1r0zXfGWv2vhm31bS/Gmtzhrk2ubmNY1uSE3O8Q+9tU4U7v7w9wPJ/Mfn5jzUYitKva/QywkVh233LHenKF/iBP0NVd7f3jR5j/3jXNys6lXiuhoB5DB5EV3KkYbeI2Py7vXjvWlp1nLeK32maUBFyCTuB+lc8JXByGOaljvrmIkpM6564PWm+e1kzahWwsaqnWhddjd3xqECEcdAP5mrZ0uS6LTxyxhN2MEnIrlvtc4ORK1SJqV5GxZLh1JGCQayjSalzNnZPNIOnyRjbY9a+F1y/h7xdLIw84PZspRDjqy46/SvfLTW4bpARGy59TXxha+INWsrk3FtfzRzFdu9Tzj0rVj+Ini6L/V6/er9HH+FdtOVNQtJanh4xyr1eeOh9SeNZWk8G6qIW2yNDhT6HIr5k8aeX5VgFjCP8+4AHr8vfvWv4V8Y6x4j1mPR9e8T6nFa3WE8xbiKNEOckuZBjGAeOpOBXH+I5LyPWbuxunuv9EuJI1S6AEifNj5tvGeBnBI9K6FiofVpUbO7f8AkcscPJVlUdrIyqM4ptFcB23HhuuTTtwzwaioBxRYFJosiXCMAOSMZ9KntoMZZmAPbNUd7YIz1pwmkAwHOKuDUXcbnfcvO2y2kUd+MV9R/D9zJ4N0d8g7rSP/ANBFfJplkYEFyQetdBY+PfFOm2kVpZa5eQQRKEjjRwAoHYcVpSqqF/MyxSdblt0PsJfuikYV8kj4n+Nug8SX/wD32P8ACup8R618Q/Dfh3R9RvPEeqLPfGTzYSMC3wEKBjj7zK2cdunXOH7ZHP7BnlFFFFYHUFFFFABRRRQAUUUUAFXtI1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFAFGiiigAooooAKKKKACiiigApQcEHGaKKAOg8QeLZPEVtbwzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59a56iigAooooAKKKKACiiigAooooA1tG15tGSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g1T1LULrVtSudQvZTLc3EhkkfGMsTk8DoPaiigCrRRRQAUUUUAFFFFABRRRQAA4ORWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiigD//2Q==", 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", 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", "info": {"video_id": "50497", "label": "holding book behind basket", "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": "18fd0e158705b990960e69d03a3eb42f786d30f77d6b85858c958cac6d992ee7"} +{"episode": 45330, "episode_seed": 3033341257, "split": "train", "timestamp": "2025-10-13T03:19:46.695563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3033341257, "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 coin in front of lighter'.\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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I1PEqA7dpDA8gVNmnYfNdXNK3QMQMHj0rZtbQt1U49Kp2MRLYIIHpxXU6bZ+aBxXRTV2c1VnB6Pb4jQ4rpwFmg2HrWRpsYWIVcE4jnIJwDXC2dadzC1iO/vblPsz7FSRsfQLj+dcMmq6npXiGQ3e4tvBYjpjHFd9qaXxv0ktSPJCdPcnmsO3tpbrWVa7gBIJLNjqNvFXF2WppexsW99ZeLIXi3BZY1+V/esS/0i7ttIa684ugmMbKoORgZzmtjRNItNP1GUxEL5rE49q7cR6c+jXMcjDDKw5P8WP51rCKZFSSsrHjIDMMhjmt7T4YVAZWDMRj6Vm/uw+xn6HHzJVu28sHcHT6/MMUPUnbU34YwkgxyMcEcAV1ekwq4RwOa4+zdVcbXxn0auy0idsAcH8K1p7mFTUi8ct5UWmgcff/APZa443HJBrq/iC+Y9LIHUSf+y1w0jFVzWWJX7xmlF+6iyZtrZzisG51mMa9BZyrmJzh8+lRalqMlmBPIuYlOTjril1XTk1Cwg1uw+YxKGYdyvf8RWaVtzZajpY7nwfq/lK7NYyfvYGznAPb8KpWciQ3V1dR3xiNwxdliJBwTnBA611Mxj1nwqxL/wCk2ieYjZ5wOo/KuNjYmQMQpHUkqP8ACrTfQc+zJGLvMxYsQxyD61bsoozIfNYgdhUMBGS218esfP6VaiaJivzEEnvGP6VRnY34EjaPCMAAMADv7Vs6agMiqyYrm7doxgZX8iK6PS5trLh/wJoirETdzu9GtwoPAwAa+cYddu9I1DEiiSAvz7c19IaRPuBBxyp5r5enl86Zzwckjg1vUSlFGVJ2bPQrmwt/EFgJ4fvYyp7g1U8P6i2k3pt7klSjbTnisrwxrJ02YQStiMnvXQ+KYrHUdPF7AVFwg+8D1Hoa41Fp2PQi9Lmf4ueIXvn2oVo5ly204wa4U6KLu6LC6SMH5iJO1aQuWmCiR844FWhIT8u4NgZwVz/MVrG8dEYStJj4rVLOzS3tp2lA+Ztoxn/GplUsAQTnvTUxtQbVLZ6Dg1bVkBVWMi/7yA/rRexJrWEcCgFGDMRjNbEEYWTI+Zcfe9K5+28vG4MpH+4RitqydVcbWx9DxRFa3FLax2Wkwq+xgOawPi8TFBoagLhhNkEZ/uV0Oj3DYAyD+Vc38ZHDR6Afafvj+5XSrOmznXxnmyHc3K4H+yanCKFJ8zn0ZSKpxyPg9P8AgVTrL8vKj9a52rHSmSJdTo+c+Zz3PNPFwskh8wtF7nkVU3gyAYUg+/SrcTBULBwR/tDOfzFJpLUNzQixF832yMAdAOSfwqOCaeOZyJZUduCVcrkenB5FQR7fMyUjxj0xVqEqo+beoHoNwpLTUHqWrKJJJD50nOeAT1roYo1Me5SOw2juK5+Hyyy4deecbD/Ste2MYONw4/ukila7uJuysdLpaK7hSCK7jSoQkWcVxGkzkMuHyD64Ndzpkm6EggfhXZQ3Oaoee2RAjzUOobiwC8Go7ScbRUsrhjmvK1OpKxEtw8ahc/Wmm4UvnABAwT3qvJLtbJPFZWqXpt7eSRATtTdgVrFXL2Hz6mIdSRIjl/aotRu7+xgQO5KT5cZ7eoqj4dhTXNMe6Q/6dExkjB7+1M1fU5LqGK3lj2yws2QeCPatetito3IvOOA285x0Jz/OrUNwpG07s/QVjNKCQASRip4JiWAyM9sdxV8pg5HTWVxtlAOMGup028WN1xwM1wsE53KewqtY315qHi64006xc2keJPKEaBssqFgvsODyfT3rWELvQxkz0PxdcrcxafycL5n/ALLXLSCPBJ/nWFo+u32pQsb67lmEYXYHP3c9cfpUOraysUZRW+Y8Vy1ot1WjSm/dKmvX0crG3Xkd6m8Ga4unTtp9yw8hvuhu4Ncw8xlcu/U1A6/MCTkg8Hv+FaqC5bFxlZ3O315jo2qyxafODaTpuCg52g9R9Kx4ZcHGTyOeBxWSs0kkoZnckDHzVdhkJHQUctkOU+ZmlFJ8xBx9QP8ACrEdxsPVmUe9ZqyhRz6cYNOSUjoe350couY34Jgxyo4roNPuxtVu47CuRtpsKOevvT9T1Cey0Z3t5WjkDqAynnrzVximZyZ61pWpAKBznBr52QgOT3zXb3uoXFnokOo6dr+pSqbg22Z41jWchNzPEOu1ThTu9R7gcHE5IO714Oa0nFpWJg7suBlPJ5Ap5uZvLMayPs9Cc1V8wEDgn19BSMc52k8VjY3T0LMZbOcgHA4zVuOQ98g454zWSpbBByfoM1egdgq5579OlNom5piTIDcE9wRVlZAFDBiDjpms5X4GMZx+dSGVWOBnGOhNSo3Bs2YbkH5SGz7kVq2NxtkAOORXMwzEuPmHt9K1beY71bPT3pqJEpHdaberG4HYVz/xVuvtEOikH7om/wDZKwtL1Fr3xjJpt1qt3aW8kmxHiljRY+5LFxjGM8dScCsXxDe38uoPaX091J9kmkjRLnG9ecc44zwM44rfkajczvqUw42gZ596cGGMAnPrmqiyAMRyRUyEFepBPTIrE2RZTcRzn2Jq0shUEN09azgXBHPHSpopGDZU9B0oaHexqRyE5Un36VYhkGGBOz3HFZ0UmQcjt3qbzQEIJwSOMHrUWHc04rjDfMSQD2ANaUNx/EBx15rnY5Sv58561p28p24z1qlGxLZ2Wn3SjawH5V2WkaivyjvXj+r6lPZaCz20zxSb0AZeuM807UJfE/h/SNMvbjU71Jrwv5kRXAhAClQTj7xDZx2/OtqcHujGbNq3YiMc1NI7BBg0UV5bOxmfPIxyc1lWd1JPqslvJtaNk5BFFFbrYiQtmg0vxNJFafJGyh9vYE9aPGKKmrRTKoDSQK7Y6E5IooojuaT+EwFPGcDrViPgjgUUVuc5eiYhePSucm1O40vxPNfW2zzo5G27xkfMu08fRjRRW1PczmGnzSQWk3lsRgKP51kTzySzszuSc0UVEvjl8il8JHkmRRk4xml3k4PHWiijohksUjdM9quByFOMUUVMgWxZDnIHSrEZycYoopDLUDE46VDrbn+ynHH30ooq4bol7FbVPEr63DbxS6Zp9sYEWON7ZHUoi5wgBcgDnPA5PNYMQ4PJoorep0IpjiSM4J4GaRHbAyc545oorA1JFch8e5q3ExK5IHaiihDRPHIc9uMVOjnGfxooqALKHBGPSrsbkL2oopoTMaTW30zVb5GsLC9imlDFLyHeAyjggggjqcjOD3Bqlf31zqN3Je3UhkuJ3MkjYxlj7dqKK6fsoxXxECMcg1Ojt5gGeMUUVlLc1XQnLEMD35p8bklQfSiil0GWlbAOBU24g47DNFFZsZNH0+gq5Ax9ulFFNCINfdv7Fft+8T+dZEuvanf6dBYXV3NNBbu8i+ZIzElsZySecbePTJ9aKK3pbGMtz//Z", "info": {"video_id": "5120", "label": "dropping coin in front of lighter", "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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"info": {"video_id": "5120", "label": "dropping coin in front of lighter", "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": "1f67206256382cfbf379ec023db3cb433629df2e21c93286f8ee78463a8fc383"} +{"episode": 45331, "episode_seed": 2011755429, "split": "train", "timestamp": "2025-10-13T03:19:47.879079", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2011755429, "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 two ends of dried tree bark so that it separates into two pieces'.\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": "19586", "label": "pulling two ends of dried tree bark so that it separates into two pieces", "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": "19586", "label": "pulling two ends of dried tree bark so that it separates into two pieces", "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": "5618d3a9dd09cbb4ad98575599b8dcdd36f965bf70f32c43855579850e11d47d"} +{"episode": 45332, "episode_seed": 2405629655, "split": "train", "timestamp": "2025-10-13T03:19:48.846802", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2405629655, "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: 'rolling a marble on a flat 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, 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": "54826", "label": "rolling a marble on a flat surface", "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": "54826", "label": "rolling a marble on a flat surface", "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": "56abc6fbf9a02b1a3a454f879b1d540eff9d6deab2f30d9a31d6c7e4d151eb64"} +{"episode": 45333, "episode_seed": 327849119, "split": "train", "timestamp": "2025-10-13T03:19:50.866300", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 327849119, "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 jar onto jar so it falls 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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", "info": {"video_id": "191280", "label": "putting jar onto jar so it falls 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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"info": {"video_id": "191280", "label": "putting jar onto jar so it falls 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": "b04f59fd4b749f68644b3abdc5830f624673f209696fb5b2911fb39c7a428a6e"} +{"episode": 45334, "episode_seed": 2058429929, "split": "train", "timestamp": "2025-10-13T03:19:51.540929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2058429929, "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 pitcher upright 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "55150", "label": "putting a pitcher upright on the table", "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": "55150", "label": "putting a pitcher upright on the table", "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": "5178119f091bf1f15fac202e620c304f26c3b65dbcb84a387cec9d9bbb4006e7"} +{"episode": 45335, "episode_seed": 123600748, "split": "train", "timestamp": "2025-10-13T03:19:53.116296", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 123600748, "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 stack of cans without the stack collapsing'.\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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ApbrVZltoYtPtXtyh5BC46dB69c+9MF1cm+umJukkdCFtyhYgkAbvQDIpKUrWK5Fe5BpVsmmsGlYEzOI17ds1PAkrahcvfXMaxEqoiD/K2Pb8fxqZbdxNaP5KmGNWcsx+6T3qKG3J1W0h2IEVnlVu7YA5P4k1ne9zaa10J9OgtbKedYLvdGzY8r+63pnuavreRMsZjDu0udigYJA789BWGHxDLe5O2K98w+hycfy/nWjG8cGpxSTOBE1oqo56ZzkjPrSlG+rJTsYHiaFJwt6smfOkKeWRgrtGCD75rkZLRhyjgA9mNdf4hgkTQVcoQz3Lze6g8D8ea5D7SGXbMp+q9666PwmUubm90nhWMIgk2/IM5X+96k967Xw9tfw5cSRgCbeVj/2GIAGPfmuC81pWWKBePXFdx4Yjc6X5UVxCoZxIQ4OcKev0OKVbSIoJ83vGlHqcvn29xIP3SKLe5U/wsSRn8x+tT2WmRaS9xdAuwOdgTk7PQjvg1TnMRnv0WUyRzrvkCKMcEDjPU4rX+ypd6csDSyMhUASBsMR+FczemhrFpswLe5t77Vrm7jjPlIA+WGOQDk1OIWntrRbmCN5MlwzNgKM5A98+ntV+LTrS3ie1jQhWU7yM859/wqC6gPltaw2sjoiAxEdC3PUk9iQaV7vQv7NmKuo3EltZylYVFzJtxgttUZOf0qRNSlNq94SFWNHJj29SGwOartCVl0u3kCwrEh3BnAJ7HH+e9XE0yUi/ilZfJuSSm0/MuTn+dDUUTqJI0sc9ikjmU3BIdXxgNtyCPTFedF1MrKcB1JBFeliCQzRPcTRmWONhEE46jBb6/wAq8y1ezMOqzxE7cSEAk4ye/NbYdq5lVSa1IgNrk7EjGeWxjitLw/dH/hILR88K4z7Vmtp93s3SyhIv7zyAD+daPh9Y0u2kjVXiiU8uuQ7fSuifwszSSd73Oy1Eqly92si4eX7NMM8bOP5YNWdO8nz5tPfEiQyebAf9knI59qimleTT1NvbRQLJwuB8zE8cf41Z0+Rw6F5AI5lDIpPIYcECuG+hupLmMzWDfahqH2KLzvs+QZAybQPx7iub0Sy8/UlBPyJljx+Vd/qF5Da25Z5liY5VWK7jn6VzsMa2aq9tETLLKqYGckDk/hVKfu2Roo3uywkVpbX5aW4kkl8vKwudwwTjj3qjoKyH7fbllQsCvlN6nPP4VZUQW2pSXaQSSvJIIULMMbu5Gf8APFWvtscV9KTbRrIsiQlwcsxbH8hS1tYgsQ6dFHZQ2+5z5Q4YHB561z3imb7Hc27WbyR3FvtZMAbVGO3r710K3MzSQ25KLJLudmQfdVTjv3JrB191l06ZpEXzY7ry2lAwWABxRSvz3YpJWYlj4w0i5Il1O3uLa5C4aW1G4P8AUZH5HNO1Hx3awxMNEs53mf5BdXfb0Crk/wCHtXGzW0ZyzEqc9V71JCypGo5dVBA3evtXectodzq9Ehml0yeVZf3xm3zXLH5sFTuPvmtqWwglvrQQ3MissW+NM8YA6j3zg1leGZxNoF5G5HzOAfcNgVOVaBplEg8/TiDDluWTJJH5HFck23JnRBJIt6fetq0U1hfWwULwWVeMjqPY965jxBGLYwWJT54SzF8/6wNjB+vFdnJNFHp0l5b7gZVDFo13En3FcPqsV5K8d1d53yk7SeOBjtUw3v0LfYqWoBOW4AGSfSr9nD9lsJPKZo7kkZ3jk5PA+uOas+H7FpWmlJC4wqkDPPXvV+8gii0y73z/AGq5LYDEfMmMZHsAKpyV+UmUHe5Zt4IjdxXE886y8dVKIWHAAP0z9aW8imaSZg37mNnOc4wc+nc80yytn1HRbSOSVSqyhsg8hRnC/Wtj7JE9x5xyTnOM8ZHQ4rGTsxuLaIZpIINIMzMZ7eGcPPt5JXILfjg5rv7WWK+to7m0cTQyDcjx8givHE8QQaVqsquss+n3IKzq4G4NkjcAOOnbuK07aw0SW1Js9et4bQncV89ozz2YBlz+Irvpv3UcdSFpM6/ULiC78RQ29vteS2RvPkU5C5xhM+vc+mBWNuhvoNQjibylkmePzBzuPqP5Vh3/AIm03S7M6ZoEqzXMvytcqu2OIdyPUjn+eTVvTbSON7Pz3wkkIW3TPfaMsf8AarOu/d1NKKad0RXqsLGGKGMTyQStbS8Z3IOQDj/IxUzG3msPslzOYLuAYVn4dR2we496gbOn6fJfaW7YWYrKr/NgDjn8ec+9W7qJrywivpYFjvIBvAcZU4/of0rnZ0j7W4F5Jd2rxtGIjs5/iUjqP1qNP7OguJV2SNPAoQBnJLZHAHPvUkG6XU7yVCAViWEHsG5J49sioNL0ya31Kee6bewO1GYct7/0pJLW7HK6ashmnXMttM1je2Xys2E2R8E5/I/Wtee6trNoklZEDnauRx/9amy3tvBMsU0qo8n3Ae/Ncv4geW51ZrcfMEwI1UeoB/nRbnl2FrFa6kur6nFe6EElGXlc7TjHyhuv8q4+R1tZmDwLMnYlip/HFdHqMdqmmlXkRZYIfLUq3DSZzgeuO/1rnIbmLftmwVYYYN+ddVFJLQxnqxBcG6cRRRR20TEBtmT+bHn8K7fTYLOG2immuFKRgqIQMniuJkO673QugjBwkacZ9M13ui6dFc6L1zPtxuI+73/X1pV3oPlWyRYmMVnDHqE5CyMf3caj+Ej7v+Jo0rUZ5EhiuIliWYEwOp44P3cetVdUmu7m9W0s7UOLPY3C8g49+oqe4vI7+2SMQASqcvE0nlvGexGetc9tNTSOj0E1S2uovNu3u2ZYZFliQcdDgrj05qXXNS+xIkULlZ9wfAH8Oeh+tULe7lvL02MsrtFvVj5u3O1RuIJHHJxW9Na2935byqDscOCAD09aV1GS5imm4+6U7jSRqUKzXLmOcnKheQoxwv8AWre9tN09mubgylMje3GT2AptvqAvtOeaH5WAYLuHGR0rBl1OTVdKFu+wXJlBz0CqOdx9KXvS0ewrJarcjt9WvL2dZWA3W0EjfL/ET/kflXN38jyyzLPuMhYO273HWttCbS2Zo7eV1YfvZymAV/uj0B7mub1G7lvb2W5bajltpx0rppqz0Mp6rVkE2nmAGWSRFiB4bue/Sug8MXO11SOBJOCwRxgnOMZ96w1F48axtAGjXnLLhR+J4ro/Caul558al+QGKjPBOM/SrqfCwvpbT5HW2LSy3M8t2qL9nACjoqE1mWli+sTS3lzKMKWRVQ/NG2eDV3xMVi08qAw82RQ5C5yB6+lRw6WLS3F3ptzujkXLJMflcfXtXJHa5olbRite2z2ZtdUAjmUYJcHDHswNJHZiRLaUyuhjy2F75rEujJO6WMSSRlnHyG53pkZ5rbtzPHrMkEzho5Yw8Sj+HbgH885olGyLhLdFRGjuNQs5U8wqzb2UKcJhcDPHXJNOS1muoNQkWNhI8u6JW4JwRz+QFTf2rI2pyWdsFlGzCFf4WHXPsP6UkWlXllfNNa3SlH5dZPQ9T+dVtvoRzdtS0ltcrLa3Kxr5qRGOSNmx1Ocg1keIbFh4emO8F/MM0hXpuJ/pmtTV9VGmrCQu8s+Cp4O3ua5y81CdtI2kYW5kkcjH8Of8aVNSbTCVrWORWSWMYKh1PQNTgk1x8xAjiX7zdh/9erEjSpI0loxUEbmVen1A/pULtczyI15I5GRtV2wT9BXcYxu9bL1Ov8PNBHaRRy2iy+ZkqP4uvGe1armaS/KbUhZ1KjZ/Cx5GT3JxVPTbryrHdBaoWQE+af4VzitG+kks9IgMQVZp2Xe7nkE9zXFL4ylrpc1LWTfbqz43DhwDwCOCKw9YS0vrkRmQMYcgqv8ACT79+lPgsZtGjjny8uSRcopLAjsw+lF5cWUsqy2rxs8g+cp1PpkVFrO6OmlrJJkNoI7Mx2se4LLG8juP4ff9KNKWG1cxJFNLLOGk3uuMp7559KtywC2eS6llHkeUqMmO31/GqdvIkd7dv53mskBCbeRliTgY+ooWqYp7k9pewpBi0tY4mlRpQpbggEDnH41akupnW8MTqotQV4XIdgMn8O1UILO4W10+WOFmdciReAQhA65+n61ee0nBvYo9nk3LlvMLYKZAB47+1DSuSrnK+J4ona0eOFI0lgDBVGP8msCbTbiGyinZSIZSQjOMA47V0vjK2dPsrRscZEUY9MKK1vFtqLLwTBFInMUkQUD8c/1rqpy91CjBvma6HDI0SHzAq7vurjgYrvZClxp9o6SKs0Fqs0fPQgj/AANecxeZM4ZgQmcAep9K9G0+djaskVtbq0Yw0xXAx7ilX0SMoOz1CxkSO4gZFLQ3cQEy7SQrj1+ucUa9BeXBjt7VJVjIwzB8Jj0xRau8Q8+WUoEb5y5++j9DWtcXMcNq0zH5Au7Kjdke1c7dpXNIvmRg6ZquII2CBleV2kOfmUl+P6UutaqguoI4ZHJt5fMkwOnbH+fWq2jub1BF5YEsswmlcDACj/69b8ENpNJdLHCuSxSUkfe7mh8sZXNZJ20MfxE4mtrK5hO5A3yt255H8qorc2zGR7qd1JOWaNT5kjd+ey+1Xba2MxOjkkrFcl345EYH9c1a1XSHvry3SMLHAkRBZQOD2GKpNL3WZNN6nMa7pzBCbSGTyUiWT5jk4JrDlVI5SWjLxsMgqcYr0u9CpZPG26Vo4xuUD5iOmcV55cwm1/e4ZraTmNx6en1ralO+hE42dxkQAfasCxoPvNu3FvbPp9K9Q0aBIdPjdQQ0qKWBPGa8y0+2e9uELKy2sbr5z5+6Cf513On63LLqSW/lhbZxhN3G0AHn8aK8XJaCg1F+8MtpTb+KZjLMYUbqJWzvHbB/lVjVkW6dy76ekQA2ySHLE9+lUNZRbrxCLaaZEjIUbwMbRjPPrUGn6NbXvimfSzey26ASGEhN5ZlQsB6AcE5PpWcY8zT6lykorUq2I3XyRQGNmLtHnBG5WGM/QY/Wt9I702EkFi42iZk3E9F9q4/Qxd3AmvjMzbCuGzjBbuK7Bb4QR2lsivE6SgSq3X6++TU1dJGtP3oCWMU2k6ithK/mQXI+Vhxhu9ZkGmytBdzxuiwQuxy4z5m09MegrY8R3KxfZViJFyHDR8celXcWlvYizlZVXZsIY8nPU/zqeay5u5DXQwLD7RrFrdxXM7cqu0BcBee35dK57XNPi0+7kjVW8mflcnoa6/UdWtdKSG2tVV2KgDB+VR0GaydQS21TV1tluPNhmiL5ByI2HQitISad+gpQujkPJQLtcMVzn6e1dn4MkSOK4u5SI4iVjUnoST/+qsN/DcyXLrLcKY4nXcF6+Wf4sVr/AGH9xNbwOfIt2ZbeJeTISRk++M9a2naStcxT5Xc6HxFEkulGRpQhUgr83DH096zrbU5760W0/soTpHgHYSF49ajW4e88Nz2qxqptVUszHqBnP0NRJqtzD4YkEB8l4JEUSJ/EDnOawUbK3ma8yfvFXWTKroslrb2zDJ8uL734mt2x3XF087knyolhznqxAZv5gVg61b2cehrq+nanezRi5aAm5iVFuWCZZ4u+1Sdp3eo9wJNPlvEtZcl0eI+cxB4YMFwKqpBqI6MlJuxuJZ2elXMl2WAVysaj+6T1qTVdSOnLFKIhIkrFW+bBFZ2qi+1GY2sNviOL59543HHao7+f+0/D4mICSQSASL79P61lZys5D0WiK+tgXepvKjAQqERpGPAOOg9+ao3eqQ29i8UcbNGIzGgY84PVj9ewqy7XOlxxSyWyYdcQiQ/dHc7fU+pqXU9Kl1W1jneRQWt+idN2cj8K1VlZPYh3exx0dw9u6/KSB+tPZxd3DThHDDqxPC5wD/Kkk3hw0bbXUbXB7kU7zWLB5JmYL9xOgB9QBxXSjK9uh6F4aRf7Na3eMABQcY+8DVa6t4dT8QSWstyUCRhIwB1I7c9619HHl6ZbRE/vBGCRnkA1jam/9ma8t46idSu4Kzcp9K4ou83Y3taKuWLmK7s4ViuPMuIYvuSwybHHbBHeqWlu9zfyytvYEquXxk4HTjiq+mz2niLxibTUZry2t532RyCaNEhHUli/GMZ4HJOBSaOs1jquuwSechtJvKRJwAyncVAYDjPTpxWkqbULhTqr2ll5m7YSyy/aobxU8yJ+3TYeV/SoYb5tS+0WcSBfnKmROgj9fr2qW2iS7+2u27y7iTYMHBKr8v6kGl060h0pjEZAZJ3Zl56gdB+VZe6rvqVJO6XQZpdtqNlIYZpUkt+u4kkj2FVdb1r7O89mse7fDjPox/8ArVek1IW2qRWUkRAkAZZM8c1y0kaNdvcTsVty7MrfxSDP8P8AjVRXNK8ifhVkbVpDLrOuW1pcD9zaBZnyvJIA4/EkflVn4l3bW2lW0CjLtMDgrnoCa1PCDefb3N8y4LtgewAHA+nA+ua5Px5qgXVrZPmbahc/UnH9K1gveSN7ctFve5y1gWN7G9xnIyQpwMfh6V6BDJcXD2sJt0jt5X5Vf48dT9K8/wBPj867jKh8uwyW6nFeowyBtMSaRCHjUnAXlSBjgf0pYjociSbstDK1CP8AtLWhaGeNYY1Dqo5D4PI+vWp0f+yppIfKkazY7kKDcY/UEelc7LDF/Ysl5BPLHfRzDJXjGSe1O8TaNrOgaNpmpX084u78yCZQCnkgBCgY/wB5lbJH4etEabkrDlUUWaklrHBc3bw7ozAiMm09DVnQZXc3jE8sQx+pzRRXO/hOuWxV0GR3e/uXYtKAPmPfr/gKkOs3Y845T5VJHy+1FFOfxHNfY5q31O6tXmdHDPNkOz8k/wCc1radGj+GmR1DAbzz65ooreemxctgbBhhQKqreIhlCjAyGxkelOv1WfTo7xgBJ5nkgLwoUEgYH4UUVUd0cstg8RKqS2YCjm2XJxyfrWPqerXWieIWvLQp5sbsF3ruHKbT+jGiiinui6nwl/wfCjpPCy5QRxYB/Gt64jW4ureSQZdZQMjuM96KKiruaUG7jtbRVvbCTALKzYz7c060s4biEXEwMkj7iSxoorJfChT3Od8SW8dvd4jB4OBmn+FoEe/ldhkonH49aKK3X8MuHwlvxC5UK6/LJtxvHBx6fSqF07Wdy4tz5YK4G3sCOQPSiinR1ijmraSZ0/h62iGkcoG84neG5zXC6wzR2kyKxCGUZUHg8miipj/FZp/y6RY1LxEfENgkM2lada+QqxRPao6lI16IAXKgc5OByeat6DK8gjtGOYppRv8AUgdBRRV1/hKwnU7KORnvJozjaqqR+Of8KwWRTrMtqVHlSXCOy+pCk/zoorkh1NpmnqFnDc3tj5q5A3nb2NNvcW2nS+UqqIoiUGOBiiihbInqzz7UeDFdKAskyF3A6ZB9Kg0tRc3iGXLbSGx2ODRRXbH4TJpcrZ1VldTT+IIWeRstLtIBwMc8fSrurqh8UWqlFIYJuB/i+tFFZz0kvQVN3T9Shfat/ZmsajC2n2F5BLKGMV3DvAZRwRggjqcjOD3BrPttSu7yHVtSnl33VzeRPK+MZOSeg6dBRRVL4F8iYfxTc0y8nUaegb5HTlccfeal1adk1yzwFxHjH49aKK5vtv5nXPYj8RIDqNoOm5SDj0zRZPttYrgorSSttywyFA6BR2FFFX9hGX2juLBRFpYCDGVJP1NeTeLJXfxO6E8KiqOB9aKK1pbnTif4KINHX/TUYsSfOC5J7A16jKgdGQkgEEZBwRRRUYjdHJR2ZwU8zR6Zd24AK+cp3H73BI61lat4j1S90uDS7m6kltoHeVfMkZyWfGckk5xt49Mn1oorWG5jU3P/2Q==", 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", "info": {"video_id": "61364", "label": "poking a stack of cans without the stack collapsing", "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": "61364", "label": "poking a stack of cans without the stack collapsing", "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": "34d60ddb0ed380dd7a68b0eb354aefb01bb2a4e10ff5888601077ccd8ee6d70f"} +{"episode": 45336, "episode_seed": 1112066267, "split": "train", "timestamp": "2025-10-13T03:19:54.658711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1112066267, "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: 'piling makeup 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', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "124394", "label": "piling makeup up", "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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"info": {"video_id": "124394", "label": "piling makeup up", "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": "a26628e0296d7a1f0aee671122bd679d2bfc9ad5883c32bc3d034476c681ca0c"} +{"episode": 45337, "episode_seed": 1481113545, "split": "train", "timestamp": "2025-10-13T03:19:57.209955", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1481113545, "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 book 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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WkqRb3LKDksCMAbiD/OtqNe0lB9SMRhEoud9UQWVq0sa3MYKQtIIm5wW44JHpmr9xeTNZT/ZmZEdhG7kd+4Hsags9RjFmNPG4W6g7pCvzEdj6gcg1Fc6hbzWqWsDo05YK5Vvu4PDY9eK3es7mCklRst7DrZ47HzYJIDM7jiMdB6g966HTwHSeaaQiRSCGkYBAOg+g61k21pH9j3uzxEHdukw3zfhzzV+MPdMWuoVSNcYUsen1HU8966bX1PNVRpnhBuo7xwZAy7fQ7gPp3qe1DCbcQuVxj3P171nRJcSzokbKUIyWC8/nWtCyRjYg2yAYVnHX3rzNtj1ormd2Xpm3wSEjeTyIx93P+e1VtKvAl9M0a7SFClSOBURXDSNIP3Y546ZP9KjtpgbuRBjiPI9+e9EtjopfGi3qXmy3pRTC0Z+Zt/Jz2xio7Qy2N5byNsTa42+o9+KzLlpb+I/O3mLMdpyPmHbp6VYNlcuokluQpXnbj+ZrKKTR3VeZNM6qGfytS8mRjLK0nOevPJ6H39a6qHTbcxSOLiWMj78jfMD1yfx4rztGdNStrhXTIUmQL0J7H9K6211ATqqudinggnPPY1vSraJM4KmGi3JvqXobTVJ7iOPMUscPypGGwWB7kVoyXUVsViltHglP3SuQdnYnsRSLKkNxBJGQZR03j8iefrU19qsloluCsE4Zi0hlUsGHTHPTGfWuqLTdjgrUuWPMnoc58QZltl07zLpphL5hBI5A+X/HtXBTytcvvjZCij7oHp7dc11PxKvLS9k0xbNNuxZNwVtyn7p4PtXEQMzzeTFGysOSztwPTmuer8bHRd6aRo6eFE3mMGK9PXJ/rVu6RGjV5W8vJx8vU/4VHEqxruUtJu4yv6mmb2mhId1wODxnPrUJnUoJKxoaLcLFayIBkl8rg+grHuJXad1X7QhjPLA4Vj7VNZzLb28rxrxG5wCfaqD3lwJ4JoCGjkG4jBPPf8Kxa949GldUjW0SfybidFh5mjKLvwAMnkkn860dGvZ/OWFXAlQFlyOFNYNtLfxahHcmFhjIG0gt0q7Yyta6jchgSoI2tjlh704vkk2jCrT9olc7v7NeC3kuNq3Bz5jupyfTofbtTILpLy7LSxSWsA5j4wcd8/54qtp2pPL5UWRtQ5xXR2k/kPJGwMwdfkQgMBnn8q7YTUlc4KmHaejJYrgF4jbypM5UuiSDY/I9RwRXl8l7ctOEZiy42jIyFHXj0r0pl0oaqUKzQTsu4yIvyh+uNvYY9K8nK/aJfJjDFmYKpHFXN2sccF7zXU6K0SG4YShMGP06E9Bz19TzRPIIFCuWyv3d3PPemw7IERUABU84/iPcmqtyyvIoBwFyTuGcmpnsdVJJPzKNq0ragu474wDhiMEH0pdYuLYvFLM52xcEo38R7HFR2cxk1RkJwyIxIz9Oag8hria4gfcQzg5PRR6iuGe56+GScXqSu9vAyTJOzNkFcHGPpXVtfQRrsjYB5JAoYk8blGevXpXJz6bZW0X74fMB1Lc1sWksJWBH3u0ZjkUkgnGW/A9fypxajUTMq8Oem4no1u8UMAWXDR7cFSucnjNUX06yubhblrd0MmRthJAQ5HaqcF606M7kEjlVFXZ9SSC25CYGGbaB8v8A9eupTuctSlFLVGrLp11AH+wXhYrhW8w7Sg7AHoSc1znjaR7O305bmJIbnLrg/KH6Dr0rQvLqCXRkaF18tn6hid2Bzn/69cT4y1OW9h02Jt4WFXCnduzkDoK1bvC7PPlanWtEyPKkALNggkjcB1PfjoavW8apAQ/LDG1SD0Pb2NUNMfzMlQ/kDhjjr7Y9a0Lifau5W+fGTxx3qG9NDWnBXuZl9EquxMmG2giPP9a1r27SPSx95URVDY9h2rFvUEu15cL0I28Eegqzd3W0fZhwzAsORzgdMVx1Ndz1cItXZFCS6eZcvcF4jgrlMHg8V1djPFNpKK0kkk7xuzncTj5wR/I1x6akWgbzYAZQSBtGa2tJ1BzpYSPIdDIPvEEZVscfUdam1nFlVPejJHZ2Ul46SG3Kbm+VmJxgAdB2zROsOnPm8s2RdpUMFzvccDBqvoEwOkQykBS/z4zkk54/ya2klmvy7MMDA2cfKuOa7+Zdjy1h24p3IdNkW7xK86IWOFjdS4Rj6fgBzXQWl1LG0gWHzFZuWR9yL646nNUYBaXNukdxGiSncXmClDFnnP1p+jwwCORtNvcsTjy5RtYHPHPQ/hWsX2OOtTcX7yPHLKABXVWUk8Ar0UDnH1qKRFRhl8t3zwB9RVgMnlbUwUA/E/X3qsRJIuZGxnueSfT8K81T1PUcdNB8czbyjDMYH3k/wqC1aC2lkdGJV12Fn/hPp7VM0flL+7ww9B1zVGGQtqM6uFBVQpXA5Peqk1bQqlpNXJZZZLVpJLeINKeQSePes661e9uG2uhTIxhB8o/GtW5Ig09fJARtxIOM1mWkVxORLcOyjGQxO0E1nBrc7aibRrXAew0yDUZpTKWjUnb0QHHH1otfFUXADkEc/N2p+rX9rdaK1kxVAsR2kynJc5/gHHpzjOe9cnpt5b2dyNyIZCMEkdKhK6v1NoWWjR3K+Jpb0kpN86tuBXg5+tbMWu3WprFFMBuUAfux1GfT1rkUeGZN6KgLeigVasbp7WdX5BVsgiiFeUJXJr4SnWg42tcueIEa4FuseBsLB+fm5x0qnbQsluxCYkPVT1A96s6o3n3ERVlRZCSCf5UxnEEGE6KOjc5+v410VKilK6PIpUXTXLLdFYeZHKT3PJVeDStKLmFlVgjr0LcY/wAfpUZV5WG35fU5x+XsKWQeUpR1OPQ9/emmmrlapjbVBHaXEUhDSF8tj0xjiq630GnqDMkkxB2/Kv3RSWh8+J23OFDkRNnkCl1JktoEYRiUlcnPFYt+8ehSb9noyCTXTPcokSDG8fLnmtkm5tLorcqEkY52c4Tjp+lYFhAJ5xMYkVVYZwCD7ciun1aWKYeZA7lYsKSY8bj3OSTu9+n0qaj1sgim0Zknio2N6yGIbl962dM8bSzTFkA3Y5BH9a5jVLS3uYd5CmQdG6GssT3NvDiC1OwYDFByfemr291mkXCWklsenT6+95KZdvlv/ejY+mKoWqxveNKsKgjONvRc+1YFtep5a4ODgZrfs5QkI3FdxPJHBH1rSFSb0l0OHEUKdOSlHruX7kK+TGM46r3GO59qxZiXkBUspzyQa0JpUyPm6/KMHmq7COQMzKvJJBT1+n5Vv7VNWOXku9DPjknN02wRghcggYyOhBpLu3kmgLF3hVvlPODx702NPJ1eSFGZyEDNx0z0/Sreo2z3FkIcDoSdw4rmle+h6NC3JqcpLDcNME+0pKOmS+Sfx6V3NrY2tjawGNQsksAMm8guzcc46gelc3Baw2KbpWDHGMY6GtT/AISETqsLyMyhBHGu0BUwOo7896zqN6WNIxWrOh0+9ZYwg4cHBJ7VpQyxlZY5cMgBZs9MAdDXKWzyK25clTzx6/Sr/wDaKRupcAqw2kEc4Na06hjUjoaFle2WqRGwhJtVDeYq/e3Huc/0rE8UQzR3cMRcybcjKjrnH6UtjCtrqbTIQIipMeTyvPT8qs6pI1xPC5ZgFBDMPStXVWxw/V7x5pLVFOOD7NAqhQRjn3Peq89xtj2uSVPXPNXJJRtCt0PQj+E9Sfes2dXJIUnYRkHHUVopJxsS1Z3RXug8kkUkePKLfOc8AZHIqS8AN4sisqgZXJ7e4qtLsM8ajg56D09DVgW4MUm9t0aLkAjn865qlrnoYVu10IuqabFD+4l3P0IA5qXTNVWSRTGmXMwyqr26ZJHTr3rnbhba5lKxJNuzjj5c11uiWvk+Hn/dsw84MCqfMDxwST0+me/FRNpRRquZyZqaXcEBI2yWjUDGMY4regvGiLxo2WJ+Uk8KMVx8dw0V0dpA7YI9PStSKby1R1/3TkZ647d60hMynGysb+l6yzNc2rxurRo7DHAYe/ocVnRX8jNtikxCzAnJHzYxWVf6/Lb6k1uULWykDYTjcMevXHtV3VEt4raOe2GwFvmA9O30rrjNI8mvTdSN0/hOMhnPmbGBEmOpP6UCR/P3Alx6d8dvr9KjQ5Xa24BhuY9v/wBfFWhCIIDkAu/LE9hXns9BRuPklMMbzPw4Ulcnv2GK5aG6NncvI2XLfLyeB9a37m4NyggjY8jLKeOB0wa51omty8UqMXY4bI5q4LTUynNxkmuhPLr0hx+9VcdAtUjqPmZIcnHvUSWLvAzbQF+8oPUimW1sHukHJwc5AzitFCJp9Ym2PlaaTpxms6SCU3HHLDmukeDBPFZV4pilDp1HFEZdjZ67mnY36lF7AitZLpSADXDxTGFc7vvN09K3/Clquva//Z9xqM1qGikeMxpvLuqFgvoBweT6VnKhd6HQsSorU3pbzAi4LEEgfLnGe9TxTq0ZAIYDqD0Wuc0O7luA8skm7YF6+/pW0gDAiPbu/ixxn2NTy8qszlqy55uSJ45sy/vQPbPI+lLeStBYySjmTG1cj7pPPGfxp6otuibiS33mJ6VQ1iUyRHy1X5BncOQc9vaiO5lK8YmdYXy28cizH5i2Qo9KludUScHMK4wANxzjFZMyD7OcsVkAzu7/AEqq1vI0auQ4B4y3Q1pyJu46eI5YctjXOpyEYEm0dgoxT7a5lnu41Z3Zc4OTwBWZp1uzzbW5VBnGelbMEITIA5NKUUjaFVyVy1ND8hCSZA67h0/GuckvZLS6JCnaM/d5ArdnLwqwUtsA574/xrlbu4dmYAnJOaKcblOfKy7baiZM9QQa7aEsUDrMRzkhjkDNczreh6XaeHLbVdL1G8mDXX2XNzAI1uCE3O8Qznapwp3f3h7gdHC/mkiN/LOQATgA/T8KqouUynL2iXkX2k80iMrk9PXHqaWIsoO6Ugqf4jjH496ijlWGMO64JX5SeOPrVK+nki3ogLBuMAZz61ipNuxPKoq5mXWpTW+pSzwMUlcHcB0x2FZ8uvX8zMpOCBnlutaN1bw3QMkLbZAudj9/QA1QtrHdLM8qF3jOwow6fWt09NTnhKSdkUG1G5dvn5HpWrYwu5gldjgnJxVGe22z7FxtL44610UI2KOc4HX1qalraHRRnJt3ZpJO8ahvvIp/H/8AVSXV2j4V+VYZHPH4U1HJGFAx7Cs65Eb3bboijAclW4NZQWptVehoB3dAN77QMDI6/jUv2koFEjkvjhieD249qyNAFtqHipdLv9SurW2lbZHLHLFGsfcljJxjGeByTgUkfnJq+p2FyLj/AEaYxKlztEi4Yj5tvGcAZwSK15Glc5ua+htST5jDbdxHp39KiimBVmBOTx171Au87Y0BI6DPOD3yamRUSY4AZgAAR1+lZuQ1F7lLUHVbu1jxGHkYszZ4xzjBqzI8QheNpAN2MnPasLWJy84KAlScKWOcAVizTXCuMzPsJxgHmtFHm1YqdfkbR0ga0t5WkBDNuyCT0py6wUZSiJ8hJUt/CT6VybLMWOXcgd609PtmlgaSQEknj0NEqa6m0K93ZHWQyC7Xz87cnfkc1c8+WKHIxx0KnBrKt1/dqoyhUY4ouL7yogJcKwIAz3+lZRvc1m9LmhLMl+kcrnDwkDPc89DWi1zDcxFGfMbHGD3IrkNQu3+xPJCwQhlBKnBNXNb0TWfDeh6VqFzcXCXF6ZPMhKYEGApQE4+8ytnHb6g1ryOS0OZTSeq3HWjGWWOFsbAcDA5+6aaJGF1KmflUYH5iiisWalKeJVzICd3TrTSPtMEyyknyondT3B470UV0LY5H8TGBR/ZsD45dCp+mKo2YzcO/Qqvb64ooqVsx/aRfznHuDWXfKAGOM0UUR3Ot7HOSDFXdK1W50TUYtQtNnnxBgu9dw+ZSp4+jGiiuo5V1NLw6SFmUEgEoDj05rr2ABRgACefxziiiuOp8TN1sRyuzwyFjk5HNZEN1KjuVIwzHIxx6dKKKKXUzrdBl/BGlzGioAsgjyPr1pbhVZHGAB5ijj8aKKvsZ9yHTEUPPwMqeD3FaYAooqZ7m9H4StcuyxyFWIIXIIrmbs/uBIeWzz70UVpS2FV3Ro654tk8RRWsE2kaZam3VI4pLVJFKRrnCAFyoXnJwMk8+tdnYW0bIGIJKjjnpRRSxHQKRJdADZFgFS4GTyQM9qydTdorkQqxCZ3de9FFY0tx1vhMsyv8ALz161PbSO7kFuQhbPcn39fxooreexyQ3ImLfa4G3Hd13d+tbw6D0I5H4UUVlI6KHUrPK8eVDEjb1PWqczlblgvAxnj3oopQNauxnRa62j3V1EdO06+hmkDmO9g8wBkztIIII6nIzg9wa0NLvJ9W1G+vb1/NuLrM0rkAZY/ToPaiit5/AYU/iNmL91kL2JUZ7VWvmKoGB52k/jiiiuWPxG32SrDGl5bqkqgkbQGHBArItoke9G4ZwpP60UV0dzk6oW9UHDEnOzJPrya0LNFjs4doxuXJ+tFFTL4Tal8ZoqzBeGPFV7ydw6RfKUfkgjpRRWcdzon8JR1RALAlRtPmD7vFVLzxJquoafBpV3eTT21tI8qeZIzEs+M5JPONvHpk+tFFbw2OV7n//2Q==", 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", 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", "info": {"video_id": "21997", "label": "pushing book so that it slightly moves", "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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MTknaR/Mj1qVUcXGz0udFWjHlkrdDp9Ijt7CC6hux+9mOwKrAllPQ/T/CpjHFFBdz3Dqj7DG5ZSQBjAI4+lYNnOhMdxchz8uZCATk9sfnSFTdzK32uSNXbYsRbcFHbOfYV3y1dzyY1bQ5TUtbdtQiVZPLAUAKgcbgfUg+ta9rMIgsMKlLlV+YbdwT2x3PWsm1u5/MNvbkSAHY8qAZB5yB29BmtizmihcRzHyyqjIdSrg5/X8K3Ukzz5wkjw19QjkRgjgSMMDd2+h6VTZGyqP8xbkbQMGqIYJGJXV5BgHKnBx+NadnG0igyME3cqnfPQkj9K81aHrfG9TTg2mFYwoJ6MWGOfXP9KpYjjvIykm5hJzu7fSpZJmRkCAqDkDd0PPWq06otxE7EM+8AHp3/WnfQ2SVzV1q7BhSQRyMuT8qH5smsMhz8rec5zkb+Qp7nFWr26Jk+yqQHCs6cnk+/tVGG41Ce18sR7yMgt90VjFI9Ko2kjoJ799tlcKojRIwgPBY4A5I/E10emG5vLaJFlQQnD+WxxuPXJNcO73R0ZVZG3QNwp5Ugk5x9MCuk03UzblCvBUY5q6VTk0OGtQVSTbN65nuLFnhaxbz3wyNjcqjHPT+VaWmyW8afLcOj437XTcoA7N+dV7OZ5rfzA5VwxbIIyc8H+datxNZ3Ni73NqWijQHcq4Z2AwBnsK7YyT1PPq0ZRTszjvHt80FtpihFML+aEeJ8Z5GcDt9DXEhUCfuuSeqsPy4rqviB9lNrpTWMsm1hLmOVBkH5c9OtcrZpIsYnuVLM2cKo4HvisKt+djoJSgkatoxSLYCAM53c5z7f4VV1KWOJmzGcMAPMPXNPkbfEPL2lRjaB1//AFVBdOsMbcfOq/Nu/nioTZ1WRsvctJpe3KjYq7cjGfTNY6wXD/vSsBkPLMo4pZ7p447UJllcruXgbhVS3tLnzpvKnwjNks3PP0rFW5j0pJ+zR0OnzOdLKGbbHBLyB0JPGT+Z6Cuj0hYb+1LyB1TdgBTjPHBP+e9cTa27W6zRSTq6ld2WHII6GtvQL2S0tY4JPmI6tnpz+taU6nI2jkq0VUkpPsdde2lxZvusrlWkClSko+4p4Bz0zU1la3Nnb77qzWdBndLncNo6k9+/Wq+nSRTKzSSEkjDj/E1q6ddMIUQFPKTJ2HI8w45z7V1xknqzhnh7XUWO06eO88zyZ5YFH8LZYMOec9ce1eX3chunCQOkiq5A77j9Oor0e0122eOb7fBCXySrRYRyD2x0OK8fSULKPvFiSEGPf1qqmlrnJSlo0asMbebu5G0fMfQfX+hqxexxtHIEIRFH+s6YHuPWpImKQkTbg+3L8c8dBVW4ldy8YKkYJyw6Csqj7HVSgktRdGZILqbkuCgUMMZyar6lfMb2SOOd45TyRtyCv+NMsdkBnZcnkFgDwD6CqlxqL+dFOqK8U3L5Occ9K45K8j16GlI0tBuEGrKZ5mEbZaUKduSFPAA6108EmZQUJAlSMHdyTgY4/KuKtNSVNVt5BGUjVuTjaPfmuls7mSXWbSKRcqFc43ZAIdvXr2rSl7tQ5cVHmppLudRJb3t0N89sJlVdqRod238PXiqkV9bmSOC3DQOVHmuBjD+n8s/StAXkkavHCRuk6svUeuKuQ7YbqNp0XyXwWDR7uQMf1rrUk2cc8O1syW3CwwqIpYnw4B2HY+4enZutYXj6/ufLsWVHgYrIMdyPl9q17m20tpLdpJmtHc4CKCyp/tEdcn1rn/iP5kaab5kqyqQ4QxnPPy5P8q0k/dOHltU13OYtLkSf69BzxwMED1x0rV8j7PEuwOCoOcZ6nt+FY2lwLve5ZMoThAxJwfWtGSZVjOSxAJxg9eKhNuJ1QVpamdqU5IAt3wQSQMH5j7mpbSZYdNXzCqEpjBIHPpVK8lNvbhtwIzliOMUy6D/2TalWYDCsSvUDrmuOoephfiIrf7GzSQCV0kQ5YEk4PoK2NBurdBOhkJWN42XknncOw/mazE0yO4d7mUFQ3Vc4/On2YtbW4lNuWG2IlgrZB4I5rF25bnRJe80d7oFwtzcTyRsAsbeWig52kH+dbN2LS8Vbd4kZmHzSBcFcdgRXKaXdrB5622UWWUuScHgjt+db8FyiOxwu3bu3EfoK7lUvszzo0EoWaLenaPai2kMU1xaEAIxPzA59PxrRtrbU47pjcxJcQLgFV+bZ3HB5BrItdSt5tSMLhBMTlUJwDn+Zqo+rPY6rPPCWd2JAw5B64HX0/pW0HfQ4MTGMEpI8ogtJFmHm4IzgsDlABV25jkORhVUDIJ7DtTbRFx5pYMeQuO31ouJSzlNu7HIx19h9K8/m1O5R0Gi6MW3fuwejYyKguIibiKTzF8kOrFQckVKkMijectg9myPqKp3MwE0IjyJGcL9R1OfwrR7XCL1LN5s+1CXftX7pI7g+n+NVpPEFvFEY44GjZTjL8D8KtxQx7n+dtgUkKeQDWFcTCWYx/ZkGMcn5qxja56M3Ll3NfTpru/tJ5EQCNHBeTPTuB+OO9WbjVTaWZl2AgHBHpU2iCGxsriOXIkfChUjLAk99uR2PX0zxVWVEEssMjBlz0I6j1rNu8mJaJMfa+OCieXswp/Gumg8WyzWZikjRkcAckg4rzWa1jtLtmhgWQHovXBq3p97N9okW6idCOhPQ/StLyWsWXy06kXeO51GsTfbWt8vtCE4ViT1Izt96gniBVWLbUxjHoBxUUNxHKwYkFl+7np/+ulmZy4VOc/e9GHbPrT9o5ayOCVGFNuMdiAOY1JQrkdmPOKbdrFPGgmLo+CMcY+makSFWJZnXcPUcA+3rVXUXkitJDsBH3ckcZ/zmtOZW0MtVuWZ5EuIFXbzGACo6gj+VUp9WvbYNFFAgixhSBlhV22WN2gJVWKgfN+FZl7JdSXhihJ2En5QvOPrWKep6WvKT6IbnU7yWNpmiBjJbdwxAPQfXNStrcemXb2r71MeBj8KsaROmluZXO59hwpl27WwR1HK/hXPeIGtZNUNyjKyMg3gMWw2T0J5pP3pNDpLlWqudVF4uCIFSVQGOdpHGa0rDxJd2sjGNleKUHIbtnqV9K5HTtQtriBIhHGAvAG0VePysGjAwOOKj2koPQ3dKnNapHXi5Lp58gJBPB7dOxrnNNtWeVmcEmPgbuMn/AAq9Z3plsjb91beoPr3p1uXiXJY7/Rv4a7FX54ps8OWD9hUa6dBHkZT6Y/X61SeZZmdOsjfgasXDCRSU3Bhn5RzwOpFUJBjc0nJI6kVpJqSuRG8WLaKwtZ1mAEjMBwe2OtRQzWlqqLezIvVVGOB7mmWyBo90chBydpPIx6H2qPVFtrfCyqzFgDlR3rkdnI9Wk2oFiXWLYzRouGj3gEsOK17a+dwswDqis6hiuCQ20556fWuY0WyWTVbeSNWOJQR5nKkg9DXWakPKnmAR0y+eVA5wOgBPcdP5VMpJT0Ek5LU3befECsCVCkHI7irF3q8luIrhY98at90dhz39elc9ZXHmbA5BAGBgVbfUZLPTpZI8mSLaq4HQd8+oropyOasna5t6tqQlFmylyzxhkLHB5PcdsVz+s3DXMMTXBSR2YnceCOB6dKl0a/g1ZZFvIsyoR+8BIyDn8vpWbcMUvRGzLhHOdw4x2rZz91xPOdJuqqiejL9qsUVoIyvljgDd/D9T9KpXfyYDqQrc9eo9asCZWQjOD0xnpVV3V/lG0/N37EemPrURq2VmdEoXehmytIkJIIZjzh+cf/XqVBPLEkRUkMMIR/D7H6etJqcMItJZQzIsY3MBznnjH6VPYBzDExU4C56e1Y1HfY68MrOzMDUreVJGdbwqxGNhfg/hVrwvpsd5dTG9AkQRkjDDZuBH3s9vrSXelmS986RlUEc4HPWrNrqqaWXFvK0bsmwuigsPUj8qzm3y2OjlTlc3Y51ilhYYICgEr34/WthLouockBVIwPauTF6t+Q8XBxjBGOa0oLlo4yHBHHfkUqc2tGKcUbF/qNnYz200kG+4I3o2cFcHuBwafNAHtZNRt7oyLJ+8I24zk/pXPXjx6lbKqBVni4Ujpj0rRsp/K0+OAEYKAEZ9ev610+2SPPeH9o3F7HGwXS9DlADtB24z/jViaZgMqB6tjgmqaFVUJJ5ZC+vT6VahgZ5Nzk7F+brz7CuZs1SexLGyugCnAH3mAP5Y/GsTWLlxqKqAFjhIz7Y6nitvz0iifgMRyFJ5IrmLtWN2Q/3B1H+NXAiq7WNE6xEiMsaltwxknAqk2ohZC0aohI5wKypIme4KRb2Vhwqfw1AYXRt2SCO9WqaNXinbY2DqMzZxLJ+BrSsx5loryOysCQO/0zms+3tAsEeQM4yeetaAjwhYZBHSs5JG8Zt7lDVQ8SbvlZu2OCB9KyjqrhY0ZWG3g1e1a4dQAxYHryP61H4X0mDxFr32G6vZLVXikeIpHvLuqFgvoBweT6e9awhdake15b2NHSbpmErHLIAuQDWw8xeBcOQD6dhXL+GHcm53ZYYVsDr3rp4oRO4Z2JAwWB9PWspqzM5PndyWBpWj2FSB1JzxWVrsnmCOJH2og5GehPatZ7hYZGLfKCP4fT1rD1KGa423L5ZCcsRyOemfSiG9zOrorES600MaqgVCoxluTVSbWWfAaUkdsVFPEbmWPYnzjoe2BUFxZ+U/JHPII6GtFCI1iZ2JzcvJkDnHXmqVzHM8ZLHitWxtsWecHk5wRRcwjyzmndJ6G0ZOSuzN0tzauQ/R+V/Cult71WWuQlL744ycBTwad9ukVDscgg9jUzpc+ptTrKCsd3DdhWDLWnFdK3QgqB0znFc7qlnY2fh221TTNWvple6+y5uYRGtwQm53iHXapwp3f3h7gaceA3mICHxgYPBP0qFTdPczxFVVUrFmSYCTYVK89Tjk/WnyMrqwfmNQSwJ5x3x371AELRM8nA6BSOvrTL2REtNigqXG0YPHuKFLU52rK5Bpsqy27SuyLlz8oPTn0ov/ALNO5Z5Ocg4zxj0rmZJJm3FGMZJ6CqnmTyISZXLA4PpWigtxwxPu2OqGoxW2BCoypyCD/Wp7TU/PAtgiKoO4Bf1/nXHwRzPMkeWO48jv+FdLYwLBMx25BGM1nOCRvTrcxvwq0TfIwJ67WFPOovDKY3+64K4Y5WqAkeHDAsykcjHIqqb+N5HUbGAOPalC7FUdjcsXismkiVz87jaD9OlRaiyPNE6OQ7kkspwcjgVkaJHban4rGmalf3FrDM+xZYpo0WPuSxk4xjPA5JwKTzJ7XU9Rsbj7T/o05iRJgvmJgkfNjgHpnGR6Vbg171zFSTXJY14JHhBy4fHA9vr7UuD8siZQEgZA/p/WoY1bfneJF54HOOmf50+aZWiIj/gAwM1nKbHGBX1qYJYeUWDIeTySRj+Vc9Jr9/DAiI7MirgZPIFack6XDyLchwpAUOBzj6d+ayLyxaMDDgxNtG9egJ7H0raOm5g5NSvErTatevglgcjOc5os5ZrucITg4yT61cuLFIYQqoFKkDcR196do8RBlcnnOMY6/jTbVrmkJz5rNmvpYaCE4Y792ea1EuyivG2Qw/unnHtVGFgpxgZ+madeODauXi3rjkZx+IrmtdnW3oOS4VpN8RIYjnb0IqaJ5EfIkYjocDBP4Vzt85tbIyQSPHIGA4OeKv69o+teHNA0m/vZ7kT33meZCUIFuBsKBjj7xVs47dOoNb8jlscnPZhZDzDIH+YZwM9sA1OHZEwDgEjPv0oorJm3UztTcrMAOMsDTSftdrN5wDNHHlW7g5FFFax+Ewn8ZTgC+TK+0bjJtz7YqtexqJmYD/lrj8KKKpbmf2UbCqAAAABjOBSyfKpx2oorJnbExdSZmuEjLEpjOPSsyx1W50PV1v7PZ50RYLvXcPmUqePoxoorpgc8/iZpeFXaNbh16/KOR2rqpjssFnXh2cg+nU9qKK56vxGsfhIJx50SByfujp7iqQdreUiNiAp4B5oop09jCt8aBYI01OBFBCyW4Y89CfSqN91xjjBGPYE0UVXUl7FqEbI0QcgKCM/SmXAzCM0UVPU64bI5zUQPMxjpVBeGPf60UV0x2MJfEdFrni2TxDDbQzaRplqbdUjiktUkUpGucIAXKhecnAyTz611McamKGTozKASPfNFFY1+hUNiwXLjaeAAelZDTOtyoGMFDkHp1oorGnuOr8JV1W2ij2ui7d7NlR0GPSo4o1SxUAcNGWPucZoorXoc6+JkNjEragA2SAm4c9624Cd2c45xxRRU1NzoobE5dgjEMchcg1Rif7QfMdU3M3OFooqYlVSguuNo11eJ/Z+n30UsisY76DzArLnBByCOpyM4PcGrel3lxrGpXl9eyGS5uH8yRxxlmzngcfhRRW0vgMYbnTiCOGMFARx69c1QkwYJpwArq2Rt6dKKK5VudT2MF5XfBLH5iSfrUaTOOc574PQ/hRRXW9jzupZkLGKMFiVaPcQe5qbR+bcqTxnP0oorF7G0PjLspYLvDHcAfxqrcSs8Lk9VAI9jRRUx3OuXwmVqLMbEEk5DDFRXPiLVdT0630u9vZ57a2keVBJKzEs+M5JPONvHpk+tFFdMPhOPqf/Z", "info": {"video_id": "21997", "label": "pushing book so that it slightly moves", "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": "b01c413b5844675bd51aa14a2040cdd169ae03831ec8b82c97c499353ac4d4ad"} +{"episode": 45338, "episode_seed": 1070594504, "split": "train", "timestamp": "2025-10-13T03:19:59.580294", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1070594504, "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 bottle 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, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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pP3EX1cV22g2ywaaHYANIc1xWkwNe3yxgfKPmY+gr0aE7YVUIuAMAVrRjrcxxE9OUlVIhHyVNV724tLNIy8YdpDhVUCpZryK1t2mn2pGvUmsLU9Xs9Sa3+yurCJzuI9wP8DXUkmcMpNIreJNRt30OVY7Xy3ZlG7I9aoaJKkaoWVZAqfMhNZnjG4eHw6TGQHEiNz3wTWT4Q1m5v9SlSSOOOIQ/PsByx4Az+GaJU1zKxVOo/Zu+56jZWtlf2rS+SEdWKsobOKgl0y3DHC8fWq2gXaQ3z27AbZlyP94f/WzWtKIDk4FROKTHBtrUwpbG3DElT+Vc+t7hiM118kcJBwD+Brzea5EZ4PNc9TSx2YfqdCL4oN2acdUSRCrYIPBBrm0vTIAmM5qRkjSBna4dSBnOB/KpipPY3c4x3Ow8PGCW8ljG3GwNg4xXSfZLdmx5cf4AVxPgtE+1yzvL5jMu1BtIAHc/Wuwm1awtZdk7or8cGuiK01OOtNOd4lN7jSvMZfILhTjIXimu+jkc2khIGeMCspGBZz0y78enNSNIpOcjv/jW6pxOP2077lgR6XPPHH9ldFkYAMSDjPSp7nw9ZoDtQZ/3RWNOw4Ktyv3Tnp3FdOlxDe2UM/QuuTz0PcfnWc4JbGsJye5gT6LaAcxp/wB8CqE1pBaMnlBQGzu2jriukmjjP8bf99Vh6vsiaIBic56/hXPPY6aXxoq+bz704Sn/AA5qn5vJ9qa1wRWB2Fmec464qhLKPWo5ZyU3Gsy4e4MMlyY3FsnWUj5R+P4imtQvY0IrrEoGattflHDZ4457ViaPcWV/c+X9p3MvJRQckdznGKi8V6tst4rK2fYqnPyn0JxW0KDkrswqYqMZKK1OvstQDXMQAVyGzg966rTltNQglZ4Y1kRsHaeMdjXjvhLUbifXYRcSl1VWIHTBx1r03Q9Qjg1ZYQyssylCB6jkHFbU6ajHU569bnmrGlNY24Y7QMegaqEtrAG+6f51symJiSU/SqTpDz+7/CoZJz6ru5Ein8P/AK1SCNum4H6CpcKv/LUfQU8D/bY/QVJY2CLbJu/p/wDWq74g1O40rw1cX9uw82JVI3LkcsB/WoUbB/5aH68VJeysdPdfKDrt5VuQfqDVx0FI8kXxDqD6gs7XErOXLY3HHPar/wDwlmsm189I4VhBC7tmRn86beeH5576aePEYZyyqBwKYnh7UDa/ZmnRYd27aFJ5oVS2zE6V90RP4u1mQ8XQXPHyRqKVNS1aa9ghnupf3sgXGR64PSpk8JnI33DfglbWieE4I9St53uHPlyBgDjkg03Uv1EqVuh6ZKpGFDrhRjkVVkQ5/wBYn5Ve2l+fMz+FRSROehU0ho47xUSptcspzv6fhXOB9zYrovGqvF9i3Ac7+h+lUfD1h5sguZ1zGPug9zWEo3kdEZWgdFodh9ktQXUCV/mbnp6CujiPygHH5ismIFiMIn4mr6GQLwqj8K3joc0nd3OB+Jct+l3AkPm/YjADIFyU3bj17Z6Vwtpqd5ZpI1tMY2ZgCR16GvUvFFtcXdu1uT+7kGG/OuJfwmCBiVl55IwacpJMIwbRkatealkWt7dtKpAfbu4qnZySo7eRMYfl5IcrmulbwqrtumuZpH9SRU8XhO0JAIlb/gVT7Qfs7F34ciWbxJM0kzuIYG+bcWGScZr04qcH94fxWuY8I6LaaS8zwl1eRQpJOeK67YCOJPzFO90LlsZrrwxE3b0rxx5zu3MT1r2ySByDh1PHevC7goZCACTmomr2NaTtctRXGTlc/nVuNHuCFIJXvzVSytg5B28fWujsbMgjEK/XOaVymamlxtb2c7RBlkELldp77TivL7u/vri4aW7eRp2xuL5B6V6vHHMg+RQMDsK47VdDm1K/e5mJDkAHHtV8ySM3Ft6GfFrmtyJP5NwFjgBLcDgf1qqfFGsN11CUfTA/pV+PwxcoJFW7dUfhgF6j3py+E0H3p5D9FFNVfMl0vIzpNU1ZoxLLfTEHGP3vPPNev6DG8fhvTg0gLmEO24ZJJ5/rXntr4QtpJAGmlA7nI/wr1O0iCWkMSSfKiBQMdgMUua4OFiCVGP8AHHXP+IdyG2+7/Fgj8K6qWFyOqmuX8URshtS6gZ34wevSpn8JpT+JGEHA6HmmFu9NpURppVjU4LHH0rnOq5ZttFudTiDLIkVuWwztyT9BWZ4+0maG1sfsUbtZWsDCZg3csDkj1NdjDIIIFiRwFQYGK5vxJM8kHkmX5JAVYZ6iumMVFXOSc5TdjzSKVoldkdkbjlSQanu4mhkQPL5jMoYn0rU/sW3cgbwOexq5F4ftcjIZv+BmlzoPZs52AAsQXCcE5I6+1dv8ObcSeKywYukMLkMOM9s/rTLbw1aMQBa7vxNdp4Y0e00yWSSK3Mbsu0sM9KancTg0jpWTr80lVWQZPzv+Iq+FQjh2H45qF4MniQfiKZJzQjlz91vxqaNWB5JHpxSBboDPmipEN5x+9Uge1IomBbI/eNz32VY2l4ipk4x3BFQxzXYGCIyfpVqOa5xzEh/GgDNfSoyxxIv4mkj0YFvvKR6bq2PMlzzbqPpUiEkYaDilylcxlpo6r/yzzVqK1EbD92eP9mrmYz/yxo81FXgOtHKJsauScBT+VK4boM0LOM/feuPW9vb/AMZXem/21dWkWZPJEaBssqbgvsODyaogu+ItOe/vNPjLfIodmJ/4DU8Nn5aKiEYAwADWF4e1C81hZjfXcs/lhSm7+HOc/wAhW2bZAeGcfQ0JdQuXY4XXGUJx/tVOqydDEw+jVnLC4HyzyCrMSznG24PHrTEST2yyL+8R/wCdVTpUTDow+qVpILjHyyqfwqVRc4wQp/Chq5SZiy6ZFGgwy5/2hip7OyHbaT7GtC6Sfy+YQfwpLYFVy0H5CotqO5LDG0fARuatKrFScEfhUBlAYfK6n61keK9SuLLw889pNLDMJUAZSM4JqhM2mRjnk9O1eJR2LSSkll6nvXZ6jqd3b6NFqFj4g1KUNObfM8aosxC5Z4x12qflO71H0HPwWEZ5ywqWhxZPZWDrjC5+hrftbR1UEQsfX5sVnWtgARiSQVswQyxkAXD/AENCRRchtzkZWQD8DSvpsDv/ABZxz8tSwLcrj98p+oq6puuMhG/CgLmWujxbuGGP901MmkoDwqn6GtWPzz1iBHsKU9cNB+lHKguUVsxHgbD7YGatJ6BSPwp29FBGxl+lCzr/AH3/ACppWJbFfcB/9auX8WbgLTJz9/8ApUMepy3fja40y61e8tbZ5tkbxyRosfQksXGMYzx1JxWJfXV9JqN1a3txcyG1laNVuMB15I5xxngZxxUz+EdN+8RBucVo6dDwZztyeFBPbuazo0LuqDqxxWk8ESx4AI/Gs4LqbTeliw+8ZHyEe1ZGoRGXGY92PQ1N5QPRnH41C1u7thZnBrVvQyitSrDZAnJjcfQ1rW9qi4B3KfcZpkNvKvAnBPvWnbwXI6OjfjUWLbL2n2sZ/jU/UYraiidPuqPzqtYx3CoCUBq43mAjdB+VWiGWERyuSMfjTTGzHv8AnWH4pv7my0B5rZ5IJRKg3oecE81h6ufEmiaRpt7c6nfLNdl/MiK48nAUqCcfeIbOP/r1RGxudqRHKgnA646UUUhliM5OcDNWomzjgUUUDLSnIz0+hq1EP9o/nRRQgHHOCcmmZODRRTExmRj7q/lXl+r382meMr28twnmxzNt3LkcrtPH0JoooJZP4TIT7SAoxhBz+NdLwSOAPpRRTBFiJMgZZqtRjDAZNFFCEy1GxANSRHc3IH4UUUwiOkOUzToiQByfzooqHuWSsxHeue8ct/xTD8D/AF0fb3NFFNCZw+q6+2sRQRyabYQGFVSN4EdSqDooBYgDnPTrzU1owYKSq0UUmETbtYxjIyD7Voom1AQx/SiikWXYCSBk5zVsHjoD+FFFNAWoe3v71KCSSMn86KKBDcnnmmZGTlFP1FFFMR5nrGq/2b4k1SM2FjdxSz7il1DvAKjgjBBHXpnB7g1ni7mv724vLl9887eZI2MZJooqZ/COn8ZZikMTlgATjHIqVrhiwyq/rRRUR+Eue49MMeR+tToAOlFFUInQn6/Wr9s53hePyoopAb1qxxjA49qu7jxRRVIlmB41dj4Zfk/66P8AnXB3Ouaje2ENhc3UssEDtIvmOzElsdcnnGOPTJ9aKKoh7n//2Q==", 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", "info": {"video_id": "195610", "label": "putting bottle on a surface", "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": "195610", "label": "putting bottle on a surface", "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": "1d68ac5ae69d0432503350e9fb4077ca0b95b5c1e3e523e9f0a6ce9fdec8f211"} +{"episode": 45339, "episode_seed": 3420579505, "split": "train", "timestamp": "2025-10-13T03:20:04.169198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3420579505, "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: 'picking wrist watch 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": "2875", "label": "picking wrist watch 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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V29HJwKmUld2JUWkubcrWFpIJ3iMWAshJfGOPQevaulgXaN8uXc981VjlUFuGcMegHr3+lXQGXllRAxwuzoT/APXoQpO7HWcMaQGNpMcltrcsc+/4VnXe9JREjj5WIYqc/lWhnZbvIowWOSfoR/SucdrlICSy7iNpwepBPzE/Qj8qGSS3Mu940hwxJGMDg/5xU2kQf2pbXDRuIprdiJUfsoGQR9cGse4uPnzHkHOS57fSs7+11aeSC0DsWx5rLnLnPT6/40LV2NOW0eZ6Im1DWZ7Z0W0tGYjDb5M456gCpNKv57uJpLpPJIcgLgjI9efcmvUtL+GsDaM02rN5+rXK7nc/dhz/AAqPYcZrzLVLR7fWDA0hJhfAPqueDXRUpxULx6HPRquU7S+Rox3O2PKnaxOAR1HNXLa/e0ukOxnMgIwST+nrx+tZSTlQgBBOTnIxUjStJmQD5VwFIHT2/SuW51ONx+rZurGJxGNyNllA+v8A9arWnwSBGfZ5fmfw+i+lLb3MMluVBIdGAlJXGW6/yPatCFvM3KsYdgOSeB9R601qS9rD5I1dI41LrtYEkHIGPr2qW8VUhWbzY8HnC+/+H+FIVySjcEna2D0NUNXWV5YVjZETYytuHGSCM/hwaogriXyld5G5OSAeeP8AOKzZLryNk0yE2xm2SsCMqO5qR5GaZt7b0wD1yTg9T/ntVfVtMdtKhebetrO5AOPvbcZ/n/OktQ2NrV7I6VJCskhcSguvBAUA4BP1rLWbzA5BCxA7lI6gHP8ASoJtYVIpxNLvklVUZpDuCqBgDnrgdKr2l1FcQSmGQyLGuHwc7c8Y/kaTRcfM0oZhhcNuJPJq0JTIzYPyjkckDgf5/KsjTl8hSpcgbyfXNX1uHVD93JJxgfpSuW0uhox6k80EEZi+RCwLN/X371jrayf2lOgiyrtu346D61aSZLOZjcI/lrw6Bc4J4H61oiZVldjlj3VRn249ad7k/CTW8e3DSliFG1ecECrNrEDPKS23zDnEnYDstMAITzGRUTAGQevvUgGN74JYArg9iKog565EiAy7SkTRE4xw2CA2B3xn8KoPcjzFRcOzcBhgEVs6uVTQbGBxm4MkjhFwSPXp0/8Ar/WuZK7vl2hR1PrmoasC1NWzn3M6x7/KUBcsMZPcj1H19asTu+9Y0TATO5s8kHnH9c1m2twQGAQ/JyDu+8atLKdpcttz19qTZaHrMY8rKBtX5uDnNc7ct9o8VWrCR9rgHBx2z7VulS7s2fkK4ODXP3e2HxTaKmAoXjjoOa0o/a9GTV2j6o61WXaR3ABqoYRLOz7gsgAAYg9Pr6U55UEZbgdua09DvIBDJ5kYEu4glRj5T1/Cs0VJlWyuwqxBYwkjrlgAfyrW8z9ySuMZ529RWEMG7d4juVZCMZ6f5/pVuPUHikChQM849atENX2F1DdEsbKc+uTjv2/Os/LIW3h8rwcjr+v41sXcD3cHlw9RE0wU8EhRkgep/wAK5y5uQJHWEFsE7WxjI/pSaEjQvb6TUbWxs2VFjtUYEKMElsEscdcY6VUuIjGjkNlV5IHGRnGf5VUikaZkUsuAQ0hKfNkdAD2qe9kzAFDHJyTzSbuXBWZdhuCYQeuUyPyrkdV0iHUNVik3FGxlsfxgHoa6TT5Q0C+m3H6msS/Jt5zKDwvAqNVqjtaUlZiiR31JectGMfj1rWdpmbKOzE/6wMclh14/Oua02Vp5RNu5Z8k12Oj28d5PtaTbsGWAJBI9KtKxyTd3cuafc5HmOyuB8m3HIP19RWmzAwgs3CngnjH1rDvofsmpFQxaPcHDMc9eufw/lV5L6JAQ/wAykcjtVIzaL8bTFtx+ZOchcVzkisSwZlJUgY74OP8ACukQboWWJ9oYcN3FYmpW32eSJgxY3KLMG9M7gwI/Lmm0KO5zfiKWSKwbyvl46isnwrIItY0xZp1CtdIWHY4OcmrHjC78ix2A8tXG2CyyMJAWwnfPQ06LtNM1rK8OXufbyyRvbblcFNv3ga+fb/yL3WNT1K2f/RPtJSI9d4Xgn6ZzXIt8StdtNEbSI7l0Dgq0u7LFTxgelbskMlt4csYoPlCoCcetb1rQjZO9zkwsHOd5K1kO+YMFP8R5IHYVZBZIdm9lQ9drYz2/rVEXCkhcjJ5xUnnbVw7gDJ5rjR2Fi0nmilAkdRu+VCfu7egFdHazAKi5AdOrDoaz10z/AIk7TLK7ScSAA8Y64PfOcVDp02wPubaxOeTyM9apEG6WKSEx8knJBPT/AArO1ZpBDE7kqy5ydvXp2zVyKaK4YBTmUDr/AHhVDxHMyQwod21x8oHYjv8ArVPYhLWxll/LLKCG54we1Mv9SnurWG3klaT7MhSKPGcFyOAPUkDn29qw9T1hLQCGJg0rGu9+Efh2PWNQn1q9XzYbQ7IUblTKRy3/AAEHA9yaqiryu9kKu1GOm7OHu/COowLFLqEMkcco3As2SB6kVo6XawadbSWsTAo5DMc/eI4Br3HxjptrcaFdyyRgyCPapA6CvCklR4FkAGN+Q3fPTI/Kta9nBSRjhm+ZxZdWJgFXdnJ3NketOiBc7znOehqjBK6TzPIx2Hp7VYWXcA6MMZ6+tch3El00zvmORi54Ykk5XqQPf3q/p9yWIdmVlj429xnsT+tVNPhW9vBH5oQryevr0qbU7f7JfFULmNsOGY8+gz68VSI62N1XWSErvO3qPakEs3GF+QHnvVOG7jQfM2VIxtHIq/BgjMXKsPlPpVIzkcgZUlXPzFc5IDAHp6+lQwxqy5JKoTgnOSOKgheORtkDFogSFY9R6qfp0qzGmMjJAx9ee9ZllhSoAKMTj1GCfelVCxZnwFY8Y9ahZoyxWOIBQwKsfvdMEfT2q1CYDG3nMyBVONmOG6Ac9sikxplMyyq3lqP3Y7/5/WsG7nz4uthxgJzk+xNa88m3hWyrcjFc/JG7+I0mWM+WqZz74IAq6btf0JqK9vU66NvPXahHPvjmnF3hhXew4+bH8X4iqNrMIn3OPkBBwR1rQluEuLUTRxIgD+WIwASeN3J74HrUxHIjtW8tnEcRwHLs2OvGeM+taUKqSsxHBAIVj0PXFYaJO2psNxW1CLuQr9457HtTdNmuNT8U3OmPqtxaQuZHiEabsuqEgc9AQDyfT3rRIybsdil7BaZlkLFvJdUQD7xI6e3euNmbfJ95PnA4UdKpaVq1zfI/2mZ5ggUgN1UHrjFXWffMqthV9VUD/wDXUyfQqK6iIWLjynICnLU+Y8ksSwbgAn7tPUu2I0gB9gMlu/U/jVK8mSO1aUqxPSPPqen8qktbhY3eyNVz3NY3iDUgLKV89zt9z0FJBK6RMc89B9awdbkaS3ES5IjPOPWmldo3lNqDZt+HnLRRHPGwD9K6uxlMTGRSwk27fr9a5DQMw28Qc9uR6V3UahrbIlzI2C0aAZ/H8OafU5ug03LtePK8mVZAFQAcn/DJq0qC4dWVgyZPI7EdR/OseaX7LJbmGITM7lMZAIB/pUusXc9lpbPDKwkO0Fgeck5J/GqSJbsddbuqxqB0PAB4IrNub4ai8KxoVihiCDd1J7n6f4mue1e4a10CDUdO1vUJVN19nzcRKiz4UM7xDrtU/Kd3qPcDfs1jiQntiiXYuik3c4nxdaPcSiONdz9AKxNJs5LOdrOZcljwy967HVMm8Mg6g8VFHGJCJGQF8fe7/SsuaxvKN7Mx7jQYLkIVA3huT1zXYamyW+keUCMRoFH1/wD11VsrctKGCBUXn6mqniG5IhSMdzRzNhFWTZnh9rZJO7AB561Y83eig5IwQQO9YhnYuRnAJHetrS3Ex2M6qMcs/QYpohmqLuVbFoIpAf3e1GPY1btHVo1XKl8KM8Dn+7VGePM4/eFgD8rFcAj/AA/wpNLnEyuiwmNIGKhiAQxHQg+2a0Ri2b2nx7JBIxG8ngH1zVHxjc+TZQlM5AYZ/Ks/TLsX3i3+zbzU7uzgd9iPFNGixnqSxfjGM8dSSBWJrV5dxy6naXslwwtJiiJc43qMkc44zwM44okrIcJXmcpbsZ715Zn9cE19JfBmeD/hDBtkGfMYkfia+WWlZ5yFPBNeh+E/FNz4bi8nznW3fk4GefSt8Ok7xfU58U5WUo9D6B8e6/b6V4PvpdwM0i+RCvq7cD+p/CvEpIVsLOCKYgEJnnt6VQvPE9/4q12yt5g32eKUuF7ZxyfwHH4mpddnEt4Fb7oP8qnEWjaCKwcZOLnPcbJcearcfKeozinw3G1hg8YxzWNLcEKyr375/Cpba4JfLN14I9K5TrZtWcxjmMoZhIFwPfnpVxrl5LzzJHUReVjG3vn/APVTI1BttwlHmMBlFX5sdOfTj+VU5pUtDDJ5TTBn2BV6jPXAzWiMmzbKGYptxgtg4PQ46cVt2eyOEKCSo9OpPSuQ1S5nstLMsUhjkZgXZMAhiev5cUmt23iHw/oOmX1ze3Ynuy5khZcCHGwoGOPvENnHb8DVJEOXQLWJVjWQfeJyT6k9amiAZUc/eOR+maKKyNSPaN59nzihiV2gfxbSfxoopDW5QvWJBbpgZwOlVIiWkAJP1H0JoooGyzayyMcl2yuGHP1q7YxLdanEsudpXOBwOmO30ooqkZs2WiRd/wAo4FcNdajPo3iW4vrTb50TvtDjI5UqePoxooq4kSDQUC20z9WDRqCfQ5B/kK3UGY1/2gGNFFTLcuOw9pWdfL4VC4fC+uD/AI1g63I4uY03HCqT+OcUUVJa3KrsY4gV7KW/GsMDeIyScsQTRRT6lVNjpNJjXyoTjk8/oa2pJHsoDLE3ztByW5+8vP8AOiimjJmlaos0Mbso3DOMDpWd4jYppkig/LvQ4P1NFFUiJGLq3iZ9fW3hm0vTrY26JHFJbI6lUXOEALkBecnA5PNdhDIxi60UUSNKHUz70Zds0lmASAelFFc73OxbG6FVYRtGOK4vX2P2oDPHNFFUjN7GNbDdc7SSQGOK2LaMMjckAKzYHqGA/rRRVIwZo21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", "info": {"video_id": "2875", "label": "picking wrist watch 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": "b3c03b9afc55ffb560b77973a84763a356d16110406d239a376de81ee0a1be9d"} +{"episode": 45340, "episode_seed": 2835979163, "split": "train", "timestamp": "2025-10-13T03:20:06.756144", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2835979163, "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 rubix cube onto router 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, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "180183", "label": "dropping rubix cube onto router box", "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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", "info": {"video_id": "180183", "label": "dropping rubix cube onto router box", "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": "57fe000497a13c61a00688f0f8bdc5bfb3a02c3007b2ce1a7229510c9d217839"} +{"episode": 45341, "episode_seed": 3398592624, "split": "train", "timestamp": "2025-10-13T03:20:10.394278", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3398592624, "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 comb out of casual shoe'.\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": "115205", "label": "pulling comb out of casual shoe", "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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AcHPb3riPH2uWtpEdH0zEcOf3gX+M+9T+GPEhPhLUrq6wLi1ABZT98MMjj17V5jq9291eyzAna5Jz9alLoFSdle5RlfcxFR1IUQDiUE49DSRxmQ8Vocd7iR8SL9RX2Z4k8XW+lRw24WS4vJwBb2FuN0sx/oPc8V8drbNv4HfgmvcUlu9T1GbRfBhlvL64AGo65cE73B64b+BPYdaC4W3ZF4i1q+vdRitJAupa8XJgsLZibWwPqSP9ZIO5PAq3El9ZQhNVg8qQYy6Kdmfxr0rwf4A0/wAJWWxFE95IMz3Lj5nPp7L6AVsX1jDPGVkiR1PYik43LjWcXoeW2l9cWhD287AH0OQfqOlOvNRtr6Mpd26xuessKjB9yvr9K3tQ8EQl2l02draQ/wAH3kP4V5/rd8+i3X2K7EZuGUlGjfMbHGQM9iaUacnojb28HrIlm8PwTKHgvY5ApzhF+6O+c89Kx9Q0TW9etrxNJ0y6u3myoMafLycfeOB+tbHhsG81W0uWSD5HDtDNIMEfXofpXoWszeIJNHuLpL2GJIYy6wW7hd+BnaD0yenXnirhQ5tXocuJxzh7lNc1zxex+BfiR1WTVbvTdKjIyRNPvcfgvH61uReGPh58Ob6G51rXrjU9ThKyRwWw2gHqDhcn82rkrv4h3F00jwxKjL0e4dnY/l3rjtTvptU1B7qeRHkcAEqu0cDA4/CtHyRWmrOCKr1H775V5bnrd18Y/DkOore2HhVpbiNQkc1xLyoHTA5xW78HPE39pa14z1hoI7Y3UkEzIpASP/WZJ/nXgq2R2g4yc/pXaeC30qxstUk1q7uPsf7ojToW2i8YbsBz/dXv9azlLmVmdNGhGEr6v5nrOu+NZ9SWeTS7pINOiO2fWZ1ygP8AcgX/AJaP+grhtOi1XXbuS60OwdNMRjvubv8AeT3jf3mbv+HA6c10mheC9X8eXUGqeIY/seixAfZNOiXYCnYbf4V/U/SvWotPhsrZIIYUjjUbVVFwAPYdqm1zpc7PQ8WZjEyxXCtDMAAQ4wD9DV+31a6tEKK++LvHINymvQ9V0ezv0MdzAjqfUVxGr+EpNNiaaxvFEI/5Y3B46Zwrdc+1RyO+hssQmrSMa/8AsGpN+8P2R85+YFk/Pr+dY15paadBNcJOJFlUIGA4JJGcc+1UpdaFzP5MUfKuUkVnAK+49RWra+FdQ1mE/YrqzALfdln2H8sUSpyT1RpGvT6M848UTl54IuyqWx9T/wDWrAAJOAMmu7+IfgXUfC/2S+ubq2uYZ/3eYGPyMOcEHnB5wfY1raXY6V4cttPiFtHJrU0Qkkkm52OwyEAPQ449afwLU5mvazbRy2i+C76+AuL1WtbUc/MMO/0Hb6mjxPeQJLFZ2ihYoV2gL2ruNc1cafaILgr50kW5gPXGa8plMl1cSSkZLHNF7luKgrI+9BUF8zpYXDR/fEbEfXFTnNROWUcc1ojmPPtf0m0m0mKytHKNHI0qiQ8OWHJJ9T2I4rz95dcgtrmwmeM28Cs1us6rMgYghgB7gkfjXaa/oev2lzLJpc6SQOxb7PMu5Bn07r9Ace1cHq8HiTDIdGtVbuwuHx+WK2Vd8tiFSV7nm2pa/eXeoLdTXG6ZM7Asaqseeu1QMA+/WnWHilra8Mt/FLdDOcrJtYH6kHIrSuPDWpSTNJJZ2CMxycRs3P4mol8PyR/6/S7WYf7DvGf0JqHVTK9mylrPiTUvEs0bOTbWER2x26MSo9Sf7x9/yxVqfwbq7SM8d3A69vLJAI+lLe6e5tVhstHljIGAzzAgH19TWz4fh1GCFY7uQtgcc1DkPlONfQdSjv1iuLN3Xuw+7j61rC1FsoQR7QK7mQjbjrWJdwb2JwKhsq1jv/gPZW019rN3LAjXEAhWJyuSgbfux6ZwK9xrx/4HQiJtd9/I/wDZ69eLY+nrVIlmXqV1eLqNrDamNY1Ie4LjOUJICj3ODXl+veJtU07xEZ9RaV7eGcsbVJSisgPGMcEYrv8AxZcSWdst9bwGeRfkkjBwWX2PYjn2OT9R5pqninSb6A2888URzzDfx7CPbJyD+BNb0pxjujOcJS1TOW8S6rZ/bLjUJILx5bqR5o0ZkIZSwI+fccDAxgDjjFcpPrdteeGv7K1BQ0kePJmiiCmPnPJ6v7n39qv+L9Qsr+GGCHULRWg4Xy2LDHpwPpXGm0V/+X2L6skgH/oNN1LqzGoNPQ6ZNPuLfwc7TrGkcroWn85SjRLnGCDyeSMdfauQuJLebMiRmJRwF65rStvDN3dOpjltpourGKYEgfTrT7e4j0q7ktpoI5ElA3IQGxjOPx5rFpJ6GjlJrUwGZCPlUj6mrdgkuSwQFD3zXTf2dpuoICLURZ7pwRViDw9b2sREbsc92qWxJGEI8kAjHOOK+yfDvh3TPDelR2Wm2yxRgAs3VnbuzHua+Uf7MIcD3H86+w04jX6UkNiSyLDE8j/dRSx+grjPEHi9rbQba7sbTE9w7KvnDIQDvgdc9q6vUYTd6dPbqwUyRkAnpn39q861TxBY3vmWMstuXB+e2nwjZ9s9fYrn8OlbU+W/vGc1JrQw9Q8WLqmgRwPrsttfpcFrsCIoDEQQANoztBweOSfpXluo69a2N7bSafcG5eLO+RocxqCoBCh+WbIODwOa63Ube0sL972GAxkAqC0uRj8T615XqMULX0pju4zGWJVYwXIz244rWVRK6WiJUHa7Ot0XxVYSakfPcWak5BkY7fcHA4pfF3jptSQ6Lo82+xJHnzbSPMIPAXPO0HnPGT7CuLisIJD89zKnv9mY/wAjVtre2s4FFtO9xPncAsLDntnNYtroWomY5tkkZSWk55ZeAf8AGo1TzplSBV3E5GTXeaVHHfx7r6whEjfeYIBn3NXV8I6X9pW4jiZWHIUH5fyqHIfKzmrayl8oGUKG74NenfCDwrpmr6pfX1/AJ2sPLMMb8pubdyR3I28Vzs+nLyU4xXo3wZtzEdb3EjPkY/8AH6hblHriKqx8LgVk61qi6a1qn2Zrhp5QoVDggd2/DNaDTAfLjOOmK5vxVeLZwR6i+5ljVopEQZO1sHIHfBXpx+mDqrX1I16HFeLPGN/a67LbxM9tYQyAN5KAySLxlsnpkdMVx3i/W9K1O+m1D+17n7HKQbeNoXfy/kIwq8AfMO55ya29Y1fS9ajkPn2l2+DgM+yRfbBwR+lc/D4I1TxJo89tpFrClokh/fSTAKr9fcnrz9a6OeKtyrUzatdzehwp8TLD9qgSJzaySF445Nu4E9yw9OwFdJofivSLeya4ubzymQZ8nazSE+i8YP1yBVv/AIUH4mK5fUNMDegdz/7LUZ+A/iJWGbyxbnosh5rKUZPWxCxNFfaOej1i48aeMrFtQwtssipHCOgjUltvuTg5Pfmq/nt4m8W3eo3IaO1jk86XDY2KDwP0xXoWh/CXXdL1A3Mt5p8cZjZCuS5GVIBHHGM1Jd/D260fwpPpWlQi/vr6fMlycIVGMBfp1/OolSm9bGtLG0L8nMeVanfz63q0k2G2sxCj0FTx2GxQNuK6OHRY7aKITQxQywqUZUOSxz1Y9z/KoZYQhOOlYWOmctT66ZwvPeonfj+YqF5wo3MAFHXNQNJ3zx7+lamQk3U8DFZF7aQ3Csrqp9TWjJKMY7DvVW4IYZwRikByt9pEQzvQHPfFY1xo0RzgA/hXZz/Nk5+vFZU0YHTA5qbFpnLyaRCBjbnv06VTbTAqlig69fWuolQMTgHI61SkUKrDnPalYdzmJLPac579KzpbUnJPA6V080e8bh0rlrSOTVPFtxpkmpz2kZ8zyhGm7cyoWC+w4PJ9PegR6V8HIfK/tk+vk/8As9epE8Y74rxr4F31xcJrjXExfAgI3HpnfXrbS4AIOc1a2IYy5RJEIIUqeoPeuW1Pwtpd2rb7aMlvUZrpWlDdhzVSUblOD/XvTYLQ82v/AANYxuTHbRKOxVBWDc+EIkBPlqQPavVptrA7hg54FY9xAOqnOex7VDRakeVT+D7d3O+3U49sGqR8JW1o+Y7ZAT0OK9Rkt1O7bjPQ1nXFqjEblyM0h3OAOnmEf6sDtxSmFlXnGPeuturJc7tv4EVzfiBZLbTHlhYo4kUZX3oFcphSHHHcV9Tr90fSvlnVbWC30S31LT9Xv5la6+zZuIljWchQzPEBztU4U7vUe4H1AXJVV6ZAOCapEsdKAR0ri9e8E6XrDs08C5PJBFdY0oYfyzVaUgjIzVCWh5TffCrR13Olqr46KSf5VmP4HtIBiKCMAdgtetTjaeR16YHSsu8gRicEA88+tS0UpHmLeF4kJxGB+FNPh2NUyFyR7V3UsI5LY61TmhPfpjHAqbFXOL/s7ym+VBilVSOCMdq6OS2Qo2F5PWs+aEA44/KgTMeQHkAA16H8JwAdXJGP9T0/4HXmeniK98YPpl9qNzaW8kuxJIpYkWPuSxfjGM8DknArvPhMbm31TxPaTtP/AKPNHGFudodcF+GxxngdOPSnFaks9VYjHQc84xWbe28NzC0ciK6NwQalaXjfuz29xUDyhu2eeasRxGqfD7Rb1mke2jYn1XOKbYaXP4f0ptP06Zre2BZwIzgAsef5V1svz7lXrzz1rPnKgNuGAMde9OEuR3RlXpe2jytnN3U18N+L6bJAIPmHqKprqN3bSeYt9IW4ZQzkj3FXNQKgkq3qMVh3DDccMM/nWn1mRyf2bSa1ZTutQ1WeUvLqVzycgBsD8hVaXxJq2lx7o7yX/gTbsfnTpjuGDz2rN1K0MyfLnA6ZrH2s+51/VaNrcq+4wbjVTIWJbJJyc1V+35YcVDqdo8MLOuVO4cir2veE9S8O6BpN/dvOs98ZPNhMZAtwAhQMf7zBs47dOoNZ6s30Pqu4/dReYOSB0PSo5QFy3Un17cUUVYiBjvU59M/XmoZlw6gsxyobk+tFFMDPuPlLqOgqg4+Zh6Y/lRRUsaK8qBwoOee9ZMrbkDYAyTwPqaKKkZRuR5bEL0INefXeoz6V4puL622+dFI23eMj5l2nj6MaKKaBnofwOAVdbHb/AEcf+h161vZ5JATwACB+NFFUiSCRicjtULfecdlxiiigCpOSrsB2NZ9z60UUAZspPz4ONrAD8h/jVaZBhOvzLnr3ooqRmbLlnBJPJwa5nxcAujuQOsqGiigGc5rHiNtbjtopdL0+3MCpHG9sjqUReiAFyoHOeByea+n3cxweYPvADGaKKpCGFiVzx61Xlc4Zu46DtRRTAgmJ8onJJqjL0NFFAGbP/UCqZG9pFJOACRRRUsZQmHy4HR+oqg6hojnnr+lFFIZwV5rJ0vWdRQ6fYXsUswYx3kO8BlHBBBBHU5GcHuDXf/CS8uNSvPEd9dyGS4neKSRum4nf2FFFUiT0qR2+0+Xn5NpOPpUMrkHHtRRTYFZjhwo6bc1TvyQjAHsDRRSA5S9Ylsk55zWTOThjnoM0UVLGiJIlcIWyS3WoJwCRntxRRSGc/wCJIUTTiwGDvX+dYV9r2p6jplvpt3eTTW9tI8qCSVmJZ8ZySecbePTJ9aKKaEz/2Q==", 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AcHPb3riPH2uWtpEdH0zEcOf3gX+M+9T+GPEhPhLUrq6wLi1ABZT98MMjj17V5jq9291eyzAna5Jz9alLoFSdle5RlfcxFR1IUQDiUE49DSRxmQ8Vocd7iR8SL9RX2Z4k8XW+lRw24WS4vJwBb2FuN0sx/oPc8V8drbNv4HfgmvcUlu9T1GbRfBhlvL64AGo65cE73B64b+BPYdaC4W3ZF4i1q+vdRitJAupa8XJgsLZibWwPqSP9ZIO5PAq3El9ZQhNVg8qQYy6Kdmfxr0rwf4A0/wAJWWxFE95IMz3Lj5nPp7L6AVsX1jDPGVkiR1PYik43LjWcXoeW2l9cWhD287AH0OQfqOlOvNRtr6Mpd26xuessKjB9yvr9K3tQ8EQl2l02draQ/wAH3kP4V5/rd8+i3X2K7EZuGUlGjfMbHGQM9iaUacnojb28HrIlm8PwTKHgvY5ApzhF+6O+c89Kx9Q0TW9etrxNJ0y6u3myoMafLycfeOB+tbHhsG81W0uWSD5HDtDNIMEfXofpXoWszeIJNHuLpL2GJIYy6wW7hd+BnaD0yenXnirhQ5tXocuJxzh7lNc1zxex+BfiR1WTVbvTdKjIyRNPvcfgvH61uReGPh58Ob6G51rXrjU9ThKyRwWw2gHqDhcn82rkrv4h3F00jwxKjL0e4dnY/l3rjtTvptU1B7qeRHkcAEqu0cDA4/CtHyRWmrOCKr1H775V5bnrd18Y/DkOore2HhVpbiNQkc1xLyoHTA5xW78HPE39pa14z1hoI7Y3UkEzIpASP/WZJ/nXgq2R2g4yc/pXaeC30qxstUk1q7uPsf7ojToW2i8YbsBz/dXv9azlLmVmdNGhGEr6v5nrOu+NZ9SWeTS7pINOiO2fWZ1ygP8AcgX/AJaP+grhtOi1XXbuS60OwdNMRjvubv8AeT3jf3mbv+HA6c10mheC9X8eXUGqeIY/seixAfZNOiXYCnYbf4V/U/SvWotPhsrZIIYUjjUbVVFwAPYdqm1zpc7PQ8WZjEyxXCtDMAAQ4wD9DV+31a6tEKK++LvHINymvQ9V0ezv0MdzAjqfUVxGr+EpNNiaaxvFEI/5Y3B46Zwrdc+1RyO+hssQmrSMa/8AsGpN+8P2R85+YFk/Pr+dY15paadBNcJOJFlUIGA4JJGcc+1UpdaFzP5MUfKuUkVnAK+49RWra+FdQ1mE/YrqzALfdln2H8sUSpyT1RpGvT6M848UTl54IuyqWx9T/wDWrAAJOAMmu7+IfgXUfC/2S+ubq2uYZ/3eYGPyMOcEHnB5wfY1raXY6V4cttPiFtHJrU0Qkkkm52OwyEAPQ449afwLU5mvazbRy2i+C76+AuL1WtbUc/MMO/0Hb6mjxPeQJLFZ2ihYoV2gL2ruNc1cafaILgr50kW5gPXGa8plMl1cSSkZLHNF7luKgrI+9BUF8zpYXDR/fEbEfXFTnNROWUcc1ojmPPtf0m0m0mKytHKNHI0qiQ8OWHJJ9T2I4rz95dcgtrmwmeM28Cs1us6rMgYghgB7gkfjXaa/oev2lzLJpc6SQOxb7PMu5Bn07r9Ace1cHq8HiTDIdGtVbuwuHx+WK2Vd8tiFSV7nm2pa/eXeoLdTXG6ZM7Asaqseeu1QMA+/WnWHilra8Mt/FLdDOcrJtYH6kHIrSuPDWpSTNJJZ2CMxycRs3P4mol8PyR/6/S7WYf7DvGf0JqHVTK9mylrPiTUvEs0bOTbWER2x26MSo9Sf7x9/yxVqfwbq7SM8d3A69vLJAI+lLe6e5tVhstHljIGAzzAgH19TWz4fh1GCFY7uQtgcc1DkPlONfQdSjv1iuLN3Xuw+7j61rC1FsoQR7QK7mQjbjrWJdwb2JwKhsq1jv/gPZW019rN3LAjXEAhWJyuSgbfux6ZwK9xrx/4HQiJtd9/I/wDZ69eLY+nrVIlmXqV1eLqNrDamNY1Ie4LjOUJICj3ODXl+veJtU07xEZ9RaV7eGcsbVJSisgPGMcEYrv8AxZcSWdst9bwGeRfkkjBwWX2PYjn2OT9R5pqninSb6A2888URzzDfx7CPbJyD+BNb0pxjujOcJS1TOW8S6rZ/bLjUJILx5bqR5o0ZkIZSwI+fccDAxgDjjFcpPrdteeGv7K1BQ0kePJmiiCmPnPJ6v7n39qv+L9Qsr+GGCHULRWg4Xy2LDHpwPpXGm0V/+X2L6skgH/oNN1LqzGoNPQ6ZNPuLfwc7TrGkcroWn85SjRLnGCDyeSMdfauQuJLebMiRmJRwF65rStvDN3dOpjltpourGKYEgfTrT7e4j0q7ktpoI5ElA3IQGxjOPx5rFpJ6GjlJrUwGZCPlUj6mrdgkuSwQFD3zXTf2dpuoICLURZ7pwRViDw9b2sREbsc92qWxJGEI8kAjHOOK+yfDvh3TPDelR2Wm2yxRgAs3VnbuzHua+Uf7MIcD3H86+w04jX6UkNiSyLDE8j/dRSx+grjPEHi9rbQba7sbTE9w7KvnDIQDvgdc9q6vUYTd6dPbqwUyRkAnpn39q861TxBY3vmWMstuXB+e2nwjZ9s9fYrn8OlbU+W/vGc1JrQw9Q8WLqmgRwPrsttfpcFrsCIoDEQQANoztBweOSfpXluo69a2N7bSafcG5eLO+RocxqCoBCh+WbIODwOa63Ube0sL972GAxkAqC0uRj8T615XqMULX0pju4zGWJVYwXIz244rWVRK6WiJUHa7Ot0XxVYSakfPcWak5BkY7fcHA4pfF3jptSQ6Lo82+xJHnzbSPMIPAXPO0HnPGT7CuLisIJD89zKnv9mY/wAjVtre2s4FFtO9xPncAsLDntnNYtroWomY5tkkZSWk55ZeAf8AGo1TzplSBV3E5GTXeaVHHfx7r6whEjfeYIBn3NXV8I6X9pW4jiZWHIUH5fyqHIfKzmrayl8oGUKG74NenfCDwrpmr6pfX1/AJ2sPLMMb8pubdyR3I28Vzs+nLyU4xXo3wZtzEdb3EjPkY/8AH6hblHriKqx8LgVk61qi6a1qn2Zrhp5QoVDggd2/DNaDTAfLjOOmK5vxVeLZwR6i+5ljVopEQZO1sHIHfBXpx+mDqrX1I16HFeLPGN/a67LbxM9tYQyAN5KAySLxlsnpkdMVx3i/W9K1O+m1D+17n7HKQbeNoXfy/kIwq8AfMO55ya29Y1fS9ajkPn2l2+DgM+yRfbBwR+lc/D4I1TxJo89tpFrClokh/fSTAKr9fcnrz9a6OeKtyrUzatdzehwp8TLD9qgSJzaySF445Nu4E9yw9OwFdJofivSLeya4ubzymQZ8nazSE+i8YP1yBVv/AIUH4mK5fUNMDegdz/7LUZ+A/iJWGbyxbnosh5rKUZPWxCxNFfaOej1i48aeMrFtQwtssipHCOgjUltvuTg5Pfmq/nt4m8W3eo3IaO1jk86XDY2KDwP0xXoWh/CXXdL1A3Mt5p8cZjZCuS5GVIBHHGM1Jd/D260fwpPpWlQi/vr6fMlycIVGMBfp1/OolSm9bGtLG0L8nMeVanfz63q0k2G2sxCj0FTx2GxQNuK6OHRY7aKITQxQywqUZUOSxz1Y9z/KoZYQhOOlYWOmctT66ZwvPeonfj+YqF5wo3MAFHXNQNJ3zx7+lamQk3U8DFZF7aQ3Csrqp9TWjJKMY7DvVW4IYZwRikByt9pEQzvQHPfFY1xo0RzgA/hXZz/Nk5+vFZU0YHTA5qbFpnLyaRCBjbnv06VTbTAqlig69fWuolQMTgHI61SkUKrDnPalYdzmJLPac579KzpbUnJPA6V080e8bh0rlrSOTVPFtxpkmpz2kZ8zyhGm7cyoWC+w4PJ9PegR6V8HIfK/tk+vk/8As9epE8Y74rxr4F31xcJrjXExfAgI3HpnfXrbS4AIOc1a2IYy5RJEIIUqeoPeuW1Pwtpd2rb7aMlvUZrpWlDdhzVSUblOD/XvTYLQ82v/AANYxuTHbRKOxVBWDc+EIkBPlqQPavVptrA7hg54FY9xAOqnOex7VDRakeVT+D7d3O+3U49sGqR8JW1o+Y7ZAT0OK9Rkt1O7bjPQ1nXFqjEblyM0h3OAOnmEf6sDtxSmFlXnGPeuturJc7tv4EVzfiBZLbTHlhYo4kUZX3oFcphSHHHcV9Tr90fSvlnVbWC30S31LT9Xv5la6+zZuIljWchQzPEBztU4U7vUe4H1AXJVV6ZAOCapEsdKAR0ri9e8E6XrDs08C5PJBFdY0oYfyzVaUgjIzVCWh5TffCrR13Olqr46KSf5VmP4HtIBiKCMAdgtetTjaeR16YHSsu8gRicEA88+tS0UpHmLeF4kJxGB+FNPh2NUyFyR7V3UsI5LY61TmhPfpjHAqbFXOL/s7ym+VBilVSOCMdq6OS2Qo2F5PWs+aEA44/KgTMeQHkAA16H8JwAdXJGP9T0/4HXmeniK98YPpl9qNzaW8kuxJIpYkWPuSxfjGM8DknArvPhMbm31TxPaTtP/AKPNHGFudodcF+GxxngdOPSnFaks9VYjHQc84xWbe28NzC0ciK6NwQalaXjfuz29xUDyhu2eeasRxGqfD7Rb1mke2jYn1XOKbYaXP4f0ptP06Zre2BZwIzgAsef5V1svz7lXrzz1rPnKgNuGAMde9OEuR3RlXpe2jytnN3U18N+L6bJAIPmHqKprqN3bSeYt9IW4ZQzkj3FXNQKgkq3qMVh3DDccMM/nWn1mRyf2bSa1ZTutQ1WeUvLqVzycgBsD8hVaXxJq2lx7o7yX/gTbsfnTpjuGDz2rN1K0MyfLnA6ZrH2s+51/VaNrcq+4wbjVTIWJbJJyc1V+35YcVDqdo8MLOuVO4cir2veE9S8O6BpN/dvOs98ZPNhMZAtwAhQMf7zBs47dOoNZ6s30Pqu4/dReYOSB0PSo5QFy3Un17cUUVYiBjvU59M/XmoZlw6gsxyobk+tFFMDPuPlLqOgqg4+Zh6Y/lRRUsaK8qBwoOee9ZMrbkDYAyTwPqaKKkZRuR5bEL0INefXeoz6V4puL622+dFI23eMj5l2nj6MaKKaBnofwOAVdbHb/AEcf+h161vZ5JATwACB+NFFUiSCRicjtULfecdlxiiigCpOSrsB2NZ9z60UUAZspPz4ONrAD8h/jVaZBhOvzLnr3ooqRmbLlnBJPJwa5nxcAujuQOsqGiigGc5rHiNtbjtopdL0+3MCpHG9sjqUReiAFyoHOeByea+n3cxweYPvADGaKKpCGFiVzx61Xlc4Zu46DtRRTAgmJ8onJJqjL0NFFAGbP/UCqZG9pFJOACRRRUsZQmHy4HR+oqg6hojnnr+lFFIZwV5rJ0vWdRQ6fYXsUswYx3kO8BlHBBBBHU5GcHuDXf/CS8uNSvPEd9dyGS4neKSRum4nf2FFFUiT0qR2+0+Xn5NpOPpUMrkHHtRRTYFZjhwo6bc1TvyQjAHsDRRSA5S9Ylsk55zWTOThjnoM0UVLGiJIlcIWyS3WoJwCRntxRRSGc/wCJIUTTiwGDvX+dYV9r2p6jplvpt3eTTW9tI8qCSVmJZ8ZySecbePTJ9aKKaEz/2Q==", 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", "info": {"video_id": "115205", "label": "pulling comb out of casual shoe", "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": "ba6b0eb97287e6e2e88e0dcf54f57bd83b47ce042ef371068943c76b824942bf"} +{"episode": 45342, "episode_seed": 3801168302, "split": "train", "timestamp": "2025-10-13T03:20:11.935396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3801168302, "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 yellow colour mug away from 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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", "info": {"video_id": "46817", "label": "moving yellow colour mug away from 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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W2oQxt80kkLttyOF34H6110XdI5qqs2MsZBEE+1tLFMABjb8p/H61fQz75ZUKyIRlmR9236jrXodjpujanpcBubaN7g5GUyr9T6fWsi68JWF1qc9uhIihXJeRckE/wgjnjI5rqOZsw7O5kCZwZEBA3hgeTWixLwqd3yjsR+lIvg+90/m1m3RyJgqrh+/o3NVJZ7yzneO9jCBVBHmIUb8+lDQJiGUC5gtwPmmZVBPqa2dR1SCWWMiCORQuCXX9Ae1YFvdxy6tprPbyESTL+8TBCE9CfbJFXLyHyQsR++Pvexr5vOZzU48rskvxf/DHfhYxd7iX9ok1o11Z5TYN0kJOePVT/MGsM4lyWI+UYx610GnyESRRMMq7bD7g8H+dci995M2OAM88+nU1tk+Kq1YShV1cba+TJxNNQlePUbdktG8Y24c/THHes6dI5Y4+6hsjI49OlWLi83hirADGRkZP1rPklEgUg8HAxmvYZzrc9I0W+ntLMxlm8jecgYySe1XzfW4km1WYunkJ5cYXkZxzj8x+VYwlgs7J1lUs2/eo7EkY/pVdNs1m9vJmJi+4M3IxXRzI5rG3aXklvI88THckpIP95TzzXUo2neI7dTKwiulGA/8AQ1xEbYllUPuUkHdn8KVZpIZd0blW9RXwWbLlxcrbPp3PcpR54J9Tpbrw1fwN8kQlXsyGqkWiagzEfZXXPduBTLTxVfWyAMdwHvU8/jS7eMhVIPua85KmndJr7n+On5F2q7aF9LC30a3N3fyK0ijIQdB/9evPfGnjS7u0+xW6tGjgk4PatC91C4u5PNuJC23oOwrhZrtLu4uZQ4J3lEwf4RXsZXQWJr3qLSK/4YwrJ0436nonw0vrKTw8TOo82WRtxB+ZcHAwad4g0zRtcJW/topLjlVuE+WTGcDkV5Lb6nc6JNm3uGVQ+Mdj3P8AOtOy8T79izNlw2c+/Wvo6dox5Y9CWrvm7nSeGdCn8Ma1JJA5lWTHlMVwW4PBH413E2oNeW7WjM/mTEIzqcHGece2Aa53TtQW8+zTFsiA5JHqac11AuoRmIS+VE21mHf/AArvoyXs0efXX7xnTRXlpuktYiJo7RApjaPI5HGPy7VlWw0zUfOY2qRGIboijFTkA9unWqtvCqCd2nXbI4bjPB9eOasWNsq3LiPDKUAyB8zDPrWj1Rj1M+9ZIVQblUYyB7YrGuL8q5EYByQCCM4B71r+I7IvGpQL8oK7TxWFDExgAkcKVGCSOa+S5aU6Cr21Wj+/qfRKPuXQ+3uJZI5JJPvc8CqF3PH5DncN5boe5H+TVu2keS2lc5yzlUGMcDgVm+IFgh1aC3SRdxI3JjGMDGT+tdWV0r151LbfqceLqc0El1OfvmM/2dm4ySeTSRzeVP50Up4Pfv8AjVjVoFdmCEBUQc1geZiVkLHaCQxB64r1aSUlJvuznlJxsl2PZPBniIS2ohkf5lOOa6TSrqa1tNpcmHeRs3dW614no989rPHNAWwcKw9DXsbXMVlZNG8YZy25cng5HX9K1oe62iK+tmab38ES3GqSqS4AjjCHqB14+p/Sm6tqjQ20UaBXUggNKA209cEVkIqvbfZ5wYjv3BxzmrsqwPkqCZSMK2ODW9zmsTS6RpWpeXLHbiN2QnfExTqPQVzt5o1vA5WJ3jkjkBjacLIueoPGCP8A61dbbwPDbs5ViNmAWOD+VchqIijmuPJfc5+8GPGf64qZJPcqLZPfW9xcQp5RjMp2l9vp3rGuIGtGknl2EIQjxsrblJPBzUWm6nKmpIsrgjfkALgcc4/Suj8R6v8AaPD7vcKyQhv3hTtjpXBQy6jSlzw6bHTPFTlHlZ5/ezl7vzLZNzDIJxzkf5Ndt4S1wXNuvIyDtP1rhNMuIZbRyrDezHaO4FP0S8j03WHgSbKthiCf8+1a1YLl90qlJ3sz0Lx5YvfaE9xCuZIP3qkeg6/pzXG/D0tOdSGAw3xk89/m/oa9NsrlLu0CNhgRiub0Xw7F4d1jVDEo+yThXgDHhWJO4fh2PvU0Ja2HXXu3OhtN8VkskYfnduwf4Qf/AK5p8mqTRWEHlHa00wZ2Ycdef0wKzp7x5SlpA7eWzjnOKuRW8sBVMLNGpyC38PeuzmOOw/UbmaW6Vow22PBKMdoyDwcitsSrcROZSCqrjGMispA9xc/ZSq5PPTp9T3rVnKWtoxaTHTPoOe1VcRx139knukZUVykuQyp5bA546dR9euKuXUtjefNdM8E+OZVXcj+5HUH6VTu5FuSQieVuY7QvsOKoySsisGcsVGcelfN53BTcWnqv1PRwi91m3Z2UWDJFdwXDwZkVISWyccZ4GBmuB1TSYbnTXv7GeRwDiXcOMdO3Q8V0Ogamtnc3DKC08g2hf4SuDn8elbdnp6R6DPEyr+83FwBwc5z/ADq8vTpwT7/oaVYXbTPFP7QCEgK3vuOelSfb1dXXPO3qBVLWvKttRmtoVw0T7SfYf5/SqKXRSMJwQf517V7o4rWZ6rDBd6ldLHGhlfHQegrqzo148YZrdGwOBuGfwpngyyXY87blaN8ZJ+9x0x6V2LBdn3u34/StVHQ5mzgruCW1nZJk8tnQHA7GsxLli+yRSGA69jXUeKQGZXQYJQHrn61xfm5lYNwAcA5618pmOGlOrUmlsz2cM/3cTT8xQuWOKhkuI9pO4EdjWRcagIA8oJdE44PFVVuZZ7hEO3ywoI29Oa4IYNtczOq9y5rV99k0y6mz9yMkfXtXlUN5LHkq7BiACc16Zq8Kz6HqrM33LVtozyW9q8r2Y+XOCSK+gymjyUefueZip3ny9ja1FysUWey7j+P+RWfA5LL2zVvWjgEe4X8qPCmlw69r39nXF9Jaq8MjRmOPcXdULBfQDjJPt713YdXhfuTWlaVkdh4Qvp2t7uIMSvydO/WvQNH0y7a1kb7IxEnzBiOoI7Zrzj4XJ9tvpYZC7q3lDA9819CW0PkwJGzBiq8n1rrpxsrHJVleV2cZLp08COBaMn+16H2NXrDbZ6bExz5r/Mcj5v8APSt3UWEWn3LksCi7sjnHauFutabeUwwXPyHHTnv9Ku/KZtXL995V1K8ZY71Ab3GRXP3sEdvItyM/u1IIGOff8KeLqSe8kmGVYngn0qe4aOVirRhlPr/Wvm8RldX27nR1g3drbff7z0qOKioKM90UdJDXbQTBMoG8zGMAgH5R+grgfH9zInjS8PmE5jjZWAweVBr1PTkS3eZgxCAAqo6DHpXlnxJiVfGU7RrtRoYyB6cYr2MLhlh6TXVu/wDwPkc1Wt7SpdbIwrjVJ5YvJZsrgCqqS5IGOnHFQEfOec0xmaMFgcN2rVCNyymEMWc4JfrXtVjZ3Wp3SpGA7AbiScDAryPVNH0228PW2q6Xqd7MhuvsubmARrcEJud4hnO1ThTu/vDnOQPoXwfaIlp5zKVdWwME88DrVJakyehK2i3ZG4iJyMcE1AmnzRajFJcKMKCcg8ZA4PvzXVNsCHLcD/OK5nxHdvDcDyVALorBw3Her2M9xmpXH+iXJwdoUjrg5rhLxlVeu+R2AVMgFmP1rYlvLieEjbgtjIJPOKb5SbGO0b8YBxyPpUOVykrHCX1vdfalEkiodwwsecY9/WtTxGJYPBl9F5j4WPKHJ5O4Z/Q8Vq3emx5K3EfzH1/zxUPioofCOoRAAB4Mqcckj0/KnEbPHYbySFWKMVO0Dg0sd/KlylxvJdSPy9KgKbQQ1RsBj/Go0L1PevCuoi5sImDZ+UEc1s6xOPKh77s5ryP4fXwudXi0y61O6s4ZDsSSKWONY+5LF+MYzwOScCu50M6je6tqFjcyXUptpvLVLjaHTk/exwDgDvisYU3GdzapUUoHW+HtGjvJfNnDgYymOOR15rqW0S1KgDzFycZDHNR6LD/ZulKs/wAnzEEsfU4H+fetK5nEKZK8lgox2JrrS0OS5g+RBp147B8HG3Dfn/Ks/UrrdYuiv87OAV/X/CmeIJjPqE3lz7gOynIU9x+YrIVZHKB5GO0569alvoNLqV5oZ5GVIVMYHzNLjIGOg61nX10j+bnZGRgFWYAg9/8A9feunVC6CIgDcQOveqGpWcGdsscb7W4YqO31rixWDjiF2ZvSrOmzl7GRkuYpMfI8gCtj8xXeo4bTXCkZIrzzxTLc2kCSWqEsZVdMYIGMZHrzXT6LqKXVij8/OuQD2qJUfZaLb/gHRTqc/qeK+KTs8T6h2zKT+YBrNhcl0Oehz9K6P4j6VPYa7Jdlf3F1ho3A7gYI+tUtf8I6j4c8P6Pf3hmWe/MnmwGMgW4AQorH+8ytnHbp1Bx2U9Yo56mkmfRkUMdhoNzNbII2ERkHcbgMD+VT3jE6W5zgtb7iR64oorpRyM5e+uZbqSdZSCsTBUAGMDbzXnl9LJHcsodtpl24PYYoorxov/bKq/w/ke5gfhj/AF3LMESSxmRh8wO0+hHvTkJF3bxDhSzk+p2jgUUV5Vdt1JL1/UuppsX2YnRbuI42yNhvf5TXH3+i2XyvsIJUk4Peiivfwn+7Q9Dyqv8AFkYWqoG3Ak/ISR7/AFrP0nVLjRdYjv7TZ58QbbvXI+ZSp4+jGiitKeiCerPUfgXaRXF5qzyZJhMBXB/369ohkZru5iP3YhGV/wCBA5/lRRXVDY557mHrV5Lbw3xTaeY0G4ZwGHOK42UDIPfFFFKYkOhUGNiR90AirEbkRzKAACR+HWiipQyvHcvBdR7MfN1yK5XxXY293qkrSRhSsfGzjoT/AI0UVUvhHHc4q4sIY7cyKWBx61jy8JnGeaKKx6m3Q39b8VyeILS0im0jTLVoVSKOS1SRSka5wgBcqF5ycDk819T3CJY6DcNbKI2WMMCoxzgDNFFXHczkTagx+xyr28pW/WuPv7mW6vpTM5bacAdgMdqKKuWxKM6Nibgp2A4q4wB2r0BIyBRRWZRDfIJHcuSSWxmuThvJ77QXjuJCyuzBh6jn/CiimhGHe6FYOquYvmKknBxk1y+p6fbwyS+WpXaCQM+gzRRWb3NYkXhzXH0qW4iNhYXsMzq5S8g3hWXOCCCCOpyM4PcGvVfh7qN1ea5eahcS77meVWkYjqWznj8fwooo+0hv4T2bYs1sBIoYAhsEdx0qvrPy2TSAfMrp+P1oordGHU4ljnc2MFiScfWo7MZfJz8x5ooqGM0oVDXqKRkE81makfM0+YEAZjbkf7poopDPPtMuHvra3W4+cLu6k8845rpdOxHeyRqAFABwKKKyr/wzeh8ZR+I0KTeD5WcZZJEdT3B56V5TN4l1bVdPttLvb2ae2tpHlQSSMxLOFHJJ5xt49Mn1ooqaHwF1/iP/2Q==", 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", "info": {"video_id": "46817", "label": "moving yellow colour mug away from 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": "b33cc7fd73b6910a9a05a783c9f6abafdec0d1edc35eb84fdd7759d6cb61dfb9"} +{"episode": 45343, "episode_seed": 7104096, "split": "train", "timestamp": "2025-10-13T03:20:12.741666", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 7104096, "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 catch clip'.\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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K5JTtqd1OmnGzPaSmYht5BGQafawls8dqj8J3EWqeH7Z1dXkiXyZMHOCOP5Yrdt7QxyAEUXujmkrOwXNlm13Y/hz+leOxLhD9a9+a38zT14/g/pXhSRYWtcP1MqnQjiXEig+9WwoyD6U3ycSg+1ThPkx3rpMmIiA+9Kn+rwKmjXaajVSJtoHG6pBDfLOBxSbdrK3+1V3yi3QVPHYlkUlcjNZstFu0jEyDip004xyggZqxp9oUwMV0VjZq7gMK55Gu5HZWRlsY8jnaK4zxpZm0ubQEY37/ANMV67YWSLABjoSP1rgvijaqk+mFRjIk/wDZadH+IhT+E4OFcKfcVIikuuf7wqWKH90DUnkkOhxxmu45iTy+BilYHBAqZVO0mgLyM0mMggjB3Z9f6U5kB5pyDa5HvUxiwMGoZaKjxjyyMen868r8Z6WdM8RTbVxFOBMn49f1zXrpjyj4rl/iLphudBttQVfntX2Of9lv/r4/OsahrTdmeZQPgitKKbgZrJX5TVlZcCsDoPbLZBgn8KtqoCsTTIIFAwuR+NWDbfuyQxBr0DgI4hhRUpXcSaasEgAXeM49KmEEqAfdPH0qWMrSoSgGOc1NbxHyiGHOacQ+9f3fX3q1H0G6Nh+FSykVxbM7jivNfihobW9zbamqcS5ikP8AtAZH6Z/KvYrVIyy5yPqKpeM/D6a34V1C1jAaZU86H/fXnH4jI/GsZs0hoz5siODWxa3OI9prJKFWxWx4V0yHXdf/ALOuL+W1DRSNGY495d1QsF9AODyfT3rDludLkktTvPAk800VzbPKzQRMrxoTwpbOcfXAruUUFgTXm3wqeS4OpF3YlRER+O6vTkgY87yPwrtpK0Ecs9ZDFX52NS4yAKYIpAz8rjPFSrFL12r+dUzMjK4BrD1/QF1/Q7iyZVEhQmF2H3H7H+n410Em8IcxngetSRDj5kYfhUspHiR+Gut2tu087wrFCpbbv6cc1y87n7T5Zz5cZwFPrXuHjPQtT1cW8lheGG3iVvNjJI3HPB9+K8p8WeFbnwtfQW9xcRzvNF5u5PqRj9K5Zr3jupNch2Hw18SwaTqYguGCWlzhXP8Acbs307GvoGCxEvzYFfHljM0bjmvbNG+IFzL4FaxS7kh1K2eMRSqfmkizyPqP5VKWpFVdT2iO2VLYJ6LivnhdoJBI611moa9qsOkx3tn4i1KQGcwZmRUEpC5Zo+M4B4OfUfSubgRcA4FddGNrnHN3I2dfMGWHSnB1JwDVho18wHAzipo1C9q1M2RqyY68/SliKk52k89hV0Rg4q3Z2YdNwHc/zqGNFOAKW+6x/wCA1uW0IeEAROTkdqgS1Mcp44zW7pyg7eO4rKRohLa1kBB8luPpWnbJKJMrCw9MkVpRWZIBA61disypBxWLNCWyEiwncmDn+9XB/FH72lZwP9b3/wB2qV1rl+3jy90uXWry0tfP2RGKSNFjGAeS46Yz75rnL+91C+1Ka21K5uJ/ssjpGtzt3Jzg5xxngZxWtKPvJmc3oRKuFAqQ4ygqRIFIGRxTntl3rgsPoa6zEQEAYpSmcEU9LUE5LuPxqQ27KAFkJz6ipYIqpAXk3e9XhCXIHekt7eYkkMPvHqKvRRTb+VXj3rNmiIorAtETjpUuoaENT0a8sHX/AF8TKPZu364ras4ZDEwMY5961YbOQf8ALI59iKxky0j5BnhaGV0cYZWKkHsR1qEtg123xT0VtG8ZX6rG0cc7i4jGOz8n9c1k+I/Bt94b8PaPqN55yz3xk82FoyBb4CFAx/vMrZx26dc4z5bm/NY9fgYjFX1GYmPtRRXecSHR8kfSpU53ZooqGNEsSKZFyPWrrRqIwcd6KKg0RoWSgsOK6C3iTaTtB57iiisZ7lo+T/GtlBp/jHWLW3XbDFdyKi+gz0rB07VbnRdVTULTZ58W4LvXcPmUqePoxoorOO5rLY774R8NquOwhH/oVerw/M3NFFdlP4Ec8tx4ALN9amHXFFFNkilQQ1XEiQKeO1FFSyh8USSxtG4yrKVI9QRXjXxKlN5pOh3MwBmRZrfeOrKjDGfeiiuae500DzyD74raSeSC0SRDhlkUj86KKjqay+FnoOpa22qQwxvYWcJiVURoVYFVH8IBYgDnPTrUNqSSMmiiuyl1PPmW5SRJHVhRxmiitDMmiJrb0rmAZ9f60UVEi4mo0akk4qeyUB1x6iiisnsWdtaKPIU4qc9KKKziUzw3xLqZsPF+sobS0uo5LjcUuYtwBUDBHII69M4PesmG6mvb2e6uH3zTNvdumSaKK2p/EiJ7GrASSBVqXhk+lFFdDMRw+7U8YBIzRRUspGjZRIY8kdzVho1WY4HaiisjRGxYDgV0cca8HFFFYyLPFv2h7KBbPRr1VxOWeIsO6jBH6k14lqPiXV9U0q30u9vZp7a2leVBJIzEswHUk8428emT60UUlsUf/9k=", 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", "info": {"video_id": "171166", "label": "pretending to throw catch clip", "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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"info": {"video_id": "171166", "label": "pretending to throw catch clip", "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": "bb1c8b3015239f6d5a372de89bfd3459e71839054c4d6813807d7849a469cdc5"} +{"episode": 45344, "episode_seed": 2999359566, "split": "train", "timestamp": "2025-10-13T03:20:13.478830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2999359566, "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 red sponge 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, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "57369", "label": "laying red sponge on the table on its side, not upright", "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": "57369", "label": "laying red sponge on the table on its side, not upright", "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": "bee6a78704ae960ca703d6d76009b814ab52cd00712d4749978cd83c2002e196"} +{"episode": 45345, "episode_seed": 3765191019, "split": "train", "timestamp": "2025-10-13T03:20:15.264626", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3765191019, "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: 'covering smartphone box with sweater'.\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": "139975", "label": "covering smartphone box with sweater", "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": "139975", "label": "covering smartphone box with sweater", "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": "082f9b9fbf83f6df1ee283195d6f40352370da18124bbe13772861f493f4c216"} +{"episode": 45346, "episode_seed": 1307862573, "split": "train", "timestamp": "2025-10-13T03:20:17.769708", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1307862573, "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 downwards while filming pendrive'.\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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xC0l3M8rshJdzkk57msVK8rmOLy6WG3dztbCKe28B6tcvgW1xPFEoPHIbd/Q1zRgLaTqaspG+BcEjt5qV0ev3jNoT2TOEtYtkm3oNxfBP5CsOTV4JLDyJrpWURLEMDBUA5GfXoK25uphh8J7T3nJJX6szdM0iCa0RnZtzDI+vp/OrKaZbxyICG+bIBU8GnaRq9gsLwfeMROOO3Ufzqzc6xZoU2xllGTjHQVKdR9D11TwEYK8lc4uIkQxZJ+ZgR+dXEU5UAfeXBI78f/Wq9Z2UKqm6HeNwXn5+P0Fb6W8ixw+WCoG3G3C+o/h57+tU6qRw0cqnP4n92ph2+l3cpVmhYYJGW4Hf1q3HochDbpoQQ2cKS/p6A+9bq2Kqd0pQF13ZYDOcepJ9KJLqzhRlkulLZxw5b5fTA4HFQ6snselDKKFNXqv73YwpPD9t56SytI4Qg4ICcjHqfXHar/ij4o65ffatNuI7M2k23zTDB+8bbyPm6cYp0ms6dF8yrI+AAdqYz2+vpXn+t6yJ9SkeO2C5/vtuqbTk7tGOLp4GnDlhJX8tfx/4J6XodnaXVtYXty0iiNFJC4y46gYPf3qLVJDf+Irme7trl4XQHFuVUoSo243DBA6fhVzRrdpNE04jr5SN/wCOZrj/ABNcTDxJeIsjrsEY2qxHGxf8adPmd1c8CjVpup+8V15af5mlf2Za/spSjKkcccQaUJk4GME59c1qi3h2IWuVQqeMuoBx2wBXnd4WZBvlYg8jnoR6/ka0rWSIwBjliTn3B6f4Vfsm3qz1YZnSox5YU/vf/ANy58hXAhuRKdx3YcnHp1pgPINZNi+6ZwOgP5HNay84FbxXKrHm4iv7ao52tcVuMMPSq5JOKtMPkFQMoTJpszTDOHpshwSc9ad1YH15pkqsYyQCcGpZSv0KtyMxg+tYt/w2f9muhFvJNbjah4OKzNR0+bZyuPlqbl+yqPWzMnR5Sb9EB6mux2/OoPQiuP0e0lGqQ8fxV6BNp7QiMseTjHFNNDjh6s/hiV7tP3Tbey1y8OQM16Jc6QBbyOc8jvXCRwlkIUZpqSlsFXC1aFudbjFUbmHtmlPHGauw6dM0gyvBWrR0dtucHJx2ockh08JWn8MTECtlcj3q5bglnOOtaf8AZQU5wSeBWnbackeQVBx7Vm60UejSyavPfQwfs0skYKoTlarf2bMzMSMV2UkEceAFGMYqrJAgkwMcms3XO6ORJfEznINIk3EE5zzU91omIWOTnOa3LUxLcAbh0qe+MKxlsjpjmp9tI0/snDqN2Y+i6Sske48kVLd6asVwrKnXqavaPd28MMmWXAPHNZmva3iSEWx45DcVSc5aGbp4PDU1J7+W5bggI5YgAVbiltIXDSTLwDkZzXFPeXEj/NKxBPTNSJKR8xpqg3uzCWdRhpTh9517a7Yw527mx7VVn8Rqm5o4gCx6k8c1y+/5vfrUsTbjsPO7P+NUqEUYTzzFS2aXoh3iLWru4sWRNqA8naKj+HEc95rVw3zOI4gT7ZOKjvIvMTafw96l0LU5vDE0txaKhM6BXB9Ac1TgktEcFXE1a8r1JXO18XWskehXrFMBY4sn/trj+teergxZ67sjntxW7qvi6+1u1ntJNvlNtGR1O07hWCwKRYPUHinBaamE9Ho7jLINHcsT2PFX7skFBnB2nn3qnFzKh/vEVoXqAgfTmtEjNssnX0RN0Nso+YnMh3HNQPr9/cFENw0YBwPL+UdDWQARbZHPOePrT0UiTPBAYN79KzVOK6HbUzDE1N5v5afkaFzcyMUd2ZiAM7jngjH9aYJCCrZ4ZeR6dv54qCZiI85+8ijiiJshlJ5Occ/j/StLHK5N6ss7SmW3HbIOPTkdP0rCv9PaWYsCMnoR71twyfuwp6Ena31PFNZPKBcqCvQtjsTx+R4pNCud7pfijQLXSbZC05MFuiS/LwrbAv8AOuK8Q3kF/wCIJLy0yIX2YJ6jCAfzFZE3zuzgZHRx6Hp/OrNvh0dTjeeU9+c/0NRGCi7oHyW92NmQTYwUyCQQcjv/AJzV2xTduPAUc8Hqen51Rf5HGDyQVII/X+VaXhWxTWNebTptQltFkjlaPy495Z1UsF9B0JyfT3q72JY+zXbK+ORxz61qwgtzg8Vl+EYW1F7gyMWwEIz2znNdvbWCRxjCgcc1EqiTPRwuW1K8VJaIyY7SWRQAvUVI2kO45PeuitIlyPlHyjBqWQIFYt06CsnXfQ9mhkdNazdzDi0eNZFGAcAnmrjadGsbKFHOOgqWa6t4JF3OuT0HtVCbX4g+xBms71JHby4HDL3mkPitl2uoUcEdqoahbKIFyFyVJqq+vSp5i7AGJ45rJv8AV7iSBjkYAIFNUpnNVzXBpWirholsr6qMEcHNdprxjiFuSQMnFeZeHdRnXVwdw5rb8YX9w9jDIJGDK/amqMnuzkWbUacGox1Z6IbiGTTtxcEFe5rmbbT0C52jOKyr5IbfwvBqOma1qM8bXP2XNzCI1uCE3M8Q67VJCnd6j3AtnXFC7YlPTrR7OUfhLp5lQrtyrK3Lsa6wKMMcdKezQA/MwGOK5x9TnlP3yoA7VRkuJSSWcn6mqVGT3YSzmjC/s43Oim1a1iJXIPSq8uuxgERqTxmucBDE5p+RsJ74q1QiclTPMRL4dDQudanZdygAVk3Wr3QkB8zHNK7bk/Csq65Rvaq9nFHDPG4iermyzFqcv2lCZDk8da1Z53liBLk/jXHNLsmTnvXVWkge2BOCPWmkjmdSb3ZLp38WT0NVb45mT6mr3hq3s9R8TDTdRvri0gnfYs0UsUax+pYycYxngck4FZt5BLa63f2cv2hTbTPGEuABIuCR82OM8DOOKaZHUbj94MVKpxgZ7c0xfvKfQ08qaYiMt8+TU6E+ZHzz1qB4z+ZqxDE7SDAJwMdKZSTexOwGQp5A4qjdAM21BjHNa62M8rOAhBGDmoX0mbzAWyBznik5JG8cLWlqosx4kKSdc/1FWJhvAIHUHI/T/CtBdHIdX8wHJAIxjrV7+xI0ClmJDLg7exPeo9pFGyy7ES6HO2YBkWr16DmPnBP60T2S2scjI7AhlwR25rZ1/wAPapoOhaXfXck4nvPM8yFo+IANpQE4+8Q2cdvrmmqiMpYSUZcszkbc7gwPbd/Spc5EZwMkCiirOUkX54fm5wOPzpkZMcsgXoQf5UUUDLQH+ik+nl/1oKhoXB6fOPyIoopgVI1GXGOAGP6URnCHpwciiipAjuzsMeO4/qRTbDVLjSNX+32uwTQs20MuR8yFTkfRjRRSYjofh+AJb0Y6CMf+hV3chKRZHqKKK4qvxs+0yn/co/P82UZb2aEsUI5HpWfPfXEu4NIcegooreikefmtWaVlJmXcOzOpJJIqsD/pNFFbnz3Ujufvn/fFULnhZB23GiimxGV4d/5Cf510PioD+yGbGcOtFFSthS3Kd/4sk8RW8EU2k6Zam3RYontUkUpGucIAXKgc5OByeasR9BRRSQdCZajkooqwRD60jH93n3oooAaPums24+4/0/pRRSZS2MSfiQV1Wm/8g5fpRRSRLFt9bbSZbqM6dp99FK4cx3sHmAMmcEEEEdTkZwe4NQfbrjVNSu7+8kMlzcv5sr4xlj7Dp9KKKS3AtxIGYA1rwWULRZIJ49aKKcjqw0U5aotrY24X/VjpU9vFGuwqgGc5oornm2fUYanBJWSJyf8ARwwwCc5/OkmUNGCeoU0UVmzssiFIE3LweTnrWnJGnlZC4xzx74zRRUSNqUVZ6HM6qAInwANzKT9aztU8SareadBp1zeSy28EjSL5kjMSWxnJJ5xt49Mn1ooransfOZlpM//Z", 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", "info": {"video_id": "151616", "label": "turning the camera downwards while filming pendrive", "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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5+lWks1U8Lio31S3Q/eB47VTk1z5v3aHPvXI/aSPqFVwFDdo02tkUc9xTQkYcnjjmsK41i4lGFwvHaqYubh87pWzQqEnuTLPMPDSnG51D3kMYYM4rOl1u3iDDdz24rFZju6npVG6PU+1aKgupxVc+rP4IpGrN4hRgVRTwepqSw16R4Su0ZHvXHTyNHKR261Z0e6zM6k9TVqlFHnTzTFSd+Y3L3UbiSQHIHPpV1r6c2qguQPas64jyNw5OAf6VZl+W32njC1rGK7HHPFVpbyZykRIhiyT8zAj86uIpyoA+8uCR34/+tV6zsoVVN0O8bgvPz8foK30t5Fjh8sFQNuNuF9R/Dz39aydVI76OVTn8T+7Uw7fS7uUqzQsMEjLcDv61bj0OQht00IIbOFJf09Afet1bFVO6UoC67ssBnOPUk+lEl1ZwoyyXSls44ct8vpgcDiodWT2PShlFCmr1X97sYUnh+289JZWkcIQcEBORj1PrjtV/xR8UdcvvtWm3EdmbSbb5phg/eNt5HzdOMU6TWdOi+ZVkfAAO1MZ7fX0rz/W9ZE+pSPHbBc/323VNpyd2jHF08DThywkr+Wv4/wDBPS9Ds7S6trC9uWkURopIXGXHUDB7+9RapIb/AMRXM93bXLwugOLcqpQlRtxuGCB0/CrmjW7SaJpxHXykb/xzNcf4muJh4kvEWR12CMbVYjjYv+NOnzO6ueBRq03U/eK68tP8zSv7Mtf2UpRlSOOOINKEycDGCc+ua1Rbw7ELXKoVPGXUA47YArzu8LMg3ysQeRz0I9fyNaVrJEYAxyxJz7g9P8Kv2Tb1Z6sMzpUY8sKf3v8A4BvTW8Ekg8mdZyrHdhi2PQ8/54qzBARyxAArloNRktS4iIAY4PsQaR7y4kf5pWIJ6ZodKV7X0OiGa0VHmcPe/A7WKW0hcNJMvAORnNNbXbGHO3c2PauQSUj5jTN/ze/WhYddWS89qr+HFL8TqJ/EapuaOIAsepPHNc94i1q7uLFkTagPJ2imxNuOw87s/wCNQ3kXmJtP4e9WqUV0OSrmuKqKznp5aEnw4jnvNauG+ZxHECfbJxXbeLrWSPQr1imAscWT/wBtcf1ritC1ObwxNLcWioTOgVwfQHNaGq+Lr7W7We0k2+U20ZHU7TuFLlfMcW8W3LUwlwYs9d2Rz24qOyDR3LE9jxT2BSLB6g8URcyof7xFa2Mrly8JBQZwdp596rQ5C5NXb1AcfTmoooS0eFGabFHXYaqjcw9s0p44zV2HTpmkGV4K1aOjttzg5OO1S5JHTTwlafwxMQK2VyPerluCWc461p/2UFOcEngVp22nJHkFQce1ZutFHo0smrz30MH7NLJGCqE5Wq39mzMzEjFdlJBHHgBRjGKqyQIJMDHJrN1zujkSXxM5yDSJNxBOc81PdaJiFjk5zmty1MS3AG4dKnvjCsZbI6Y5qfbSNP7Jw6jdmPoukrJHuPJFPvbVLSZdoxvHPvitDR7u3hhkyy4B45qjq97Fd3MAjPCA5rSEpOXkceLoYalhnyNc3/BK4PINK3GGHpSLzgU9h8grpPn7lUknFPzh6GUJk0dWB9eamxdxshwSc9aqXIzGD61alVjGSATg0wW8k1uNqHg4qWUoyeyOev8Ahs/7NV9HlJv0QHqa1tR0+bZyuPlrK0e0lGqQ8fxUrop0qi0szsNvzqD0Iqxdp+6bb2WrE2ntCIyx5OMcVqXGkAW7uc8jvT54o1jl+IntE5E6+iJuhtlHzE5kO45qB9fv7gohuGjAOB5fyjoayACLbI55zx9aeikSZ4IDBvfpSVOK6DqZhiam838tPyNC5uZGKO7MxAGdxzwRj+tMEhBVs8MvI9O388VBMxEec/eRRxRE2Qyk8nOOfx/pWljlcm9WWdpTLbjtkHHpyOn6VhX+ntLMWBGT0I9624ZP3YU9CTtb6nimsnlAuVBXoWx2J4/I8UmhXO90vxRoFrpNshacmC3RJfl4VtgX+dcV4hvIL/xBJeWmRC+zBPUYQD+YrIm+d2cDI6OPQ9P51Zt8Ojqcbzynvzn+hqIwUXdA+S3uxsyCbGCmQSCDkd/85q7Ypu3HgKOeD1PT86ov8jjB5IKkEfr/ACrS8K2KaxrzadNqEtoskcrR+XHvLOqlgvoOhOT6e9XexLKcq7ZAOo9fWlx+8GKp2UskxLO5IwCAe2avL95T6GgOg9TjAz25qMt8+TUhU1G8Z/M0xk6E+ZHzz1qwwGQp5A4qCGJ2kGATgY6VoLYzys4CEEYOaLo0jSnN2irmRdAM21BjHNQRIUk65/qK2H0mbzAWyBznihdHIdX8wHJAIxjrUOcTdYKu/smfMN4BA6g5H6f4VHZgGRa6L+xI0ClmJDLg7exPesu4sltI5GjZgQy4OenJpe0iVLLq0Vdi3oO6PnBP6101rp6hAdoziqOs2FpbaBDqWn6lezg3Bts3ECos5CbmeLuFU4U7vUe4Ep1xQu2JT061FRylZROvL1Qoc0qz7WNdYFGGOOlPZoAfmYDHFc4+pzyn75UAdqoyXEpJLOT9TUqjJ7s7ZZzRhf2cbnRTataxErkHpVeXXYwCI1J4zXOAhic0/I2E98VaoROSpnmIl8OhoXOtTsu5QAKybrV7oSA+ZjmldtyfhWVdco3tVezijhnjcRPVzZZi1OX7ShMhyeOtas87yxAlyfxrjml2TJz3rqrSQPbAnBHrTSRzOpN7sl07+LJ6GpYzmZvak8NW9nqPiYabqN9cWkE77FmilijWP1LGTjGM8DknAqzpWnSf27q1lMJ1NrMYwlwAHXBI+YDjOBzjim5JIdKlKtNQjuyaEFucHirsdpLIoAXqK1rawSOMYUDjmtC0iXI+UfKMGspV0tj2qGSSlrNnOtpDuOT3q3Fo8ayKMA4BPNbkgQKxbp0FVJrq3gkXc65PQe1ZOrOWx6tPLMLQV5/iRNp0axsoUc46CoIrZdrqFHBHamTa/EH2IM1kvr0qeYuwBieOaXJUkOeOwFHRNfItahbKIFyFyVJrn9EtlfVRgjg5ov8AV7iSBjkYAIFY3h3UZ11cHcOafspnBUzTDSkmo6HpuvGOIW5JAycVpfaIZNP3FgQV7mvO/GF/cSWUMgkYFXA4qzquka74e8M6VeXt1dJNfeZ5sDIQLcAIUVjj7xVs47dOoOK9h3ZE88ipPkgcvbncGB7bv6VLnIjOBkgUUV1HzhIvzw/NzgcfnTIyY5ZAvQg/yoooGWgP9FJ9PL/rQVDQuD0+cfkRRRTAqRqMuMcAMf0ojOEPTg5FFFSBHdnYY8dx/Uim2GqXGkav9vtdgmhZtoZcj5kKnI+jGiikxEenAAuB2AFasSBmANFFNFI14LKFoskE8etW1sbcL/qx0oorKTZ7uBpwe6RPbxRrsKoBnOanJ/0cMMAnOfzoorC570IpLRCTKGjBPUKahSBNy8Hk560UVLKsrmnJGnlZC4xzx74zXM6qFET4UfMyk0UVMNxY5JUnYreIfFUusQQQvpmnWxhVY45LZHUqgz8gBcqBzk4HJ5qvH0oortifE1myZajkoorQwRD60jH93n3oooAaPums24+4/wBP6UUUmUtjEn4kFdVpv/IOX6UUUkSxbfW20mW6jOnaffRSuHMd7B5gDJnBBBBHU5GcHuDW94RvrjVNX1W/vJPMubh1lkcjGWO7sOn0oorKr8DPRyn/AHyHz/JnYyEpFkeoqjLezQlihHI9KKK5oas+txEnFaMz5764l3BpDj0FZdw7M6kkkiiiu6KSR8ViakpzfM7lYH/Sajufvn/fFFFUjAoXPCyDtuNZXh3/AJCf50UVLEdD4pH/ABKGPcOuKyV8Tavqmkwabe3s09vbSPKnmSMxLPjOSTzjbx6ZPrRRRLclbH//2Q==", "info": {"video_id": "151616", "label": "turning the camera downwards while filming pendrive", "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": "55657fcd0375d491c10ce2b7b7820324bdc524963fd2f8156c091490d26a509e"} +{"episode": 45347, "episode_seed": 1048404168, "split": "train", "timestamp": "2025-10-13T03:20:19.337247", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1048404168, "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 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "67388", "label": "pouring water onto bowl", "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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"info": {"video_id": "67388", "label": "pouring water onto bowl", "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": "1fdb308206fd95828c8beec78fad4987f8bdb613f9e5a8fdaa9dfa54e3f29abb"} +{"episode": 45348, "episode_seed": 2117001119, "split": "train", "timestamp": "2025-10-13T03:20:19.950795", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2117001119, "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 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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3IMRIbGc45r6t8zEa7fmwBkA0gJC/B7VWmfEIVickYpkksxP7uID/AHm/wqrJ9rlPM0UYHZVz/OmBPIkcuMkrjvXJC7OnebEePJdht9eTW8bZ3bEl9OfZSF/lWdfeHi10txHKzI3+sDkkk+ufpUTjzIqLsXbK9eeAlgwOAwJ5BFVHvZp59kS7BzkyDGfYVZkUIwihGCwB5HAFQXcCSxhQWDjkOB0NUhMp3txAIJHmYhXQjbj7zfSqFsUvEZyEilUjkLmpr55Bbss8WZQMrg/fI7D61kRTNc263MMmIRwyInzJ9f8AGnYRxvj28P2qJIb9/lU+YgXAJBrpfgSDLJrzOxJ/cEk9/v1xfjWxMt6L2BmYSABlJ5yB1rsvgS4X+3gc5PkY4/36QHsxODgVEx+ZiDxUUnnEtiYKPULzVWW1Y/6y5nOe27A/SmBNuIDb9oBOTmqszWuMiSEHuCwpkmnWagbod5PdyT/OrEdhaDCC0hG4dfLFAGV9ojEgKop+YAsrDHX0pl7cyjKx5H+3xxSvdIt3dWgjRfL44X2zxUnkgAnZuzUxldsbVikN4hOx2niYZ3MQSD6Vk/a55L7zimyHIym7gDpz6mtNrN4ndraTYcZMY5zXPzOz3zrcITaSHClcgxP6GqEZ/jO+s7bRZgLaNlmBQnceD2ryBwsk2IwAp4Feq+J4YUsPstxFH5T8q4HU15fLaPC4K5ZT0IFJgj602lT8g4HQUjttgAHcVKPyFNcgkAdaYFZWZUDKMrUcxwNyHg8EVaj2qrnsf0qF1ypb26UAVhu8wEcg96kZyhAFJHgL83Wgje2KAIZmy2D0PWsfUI3tXjnhXzFGQy+1bfl5PSmSxKUIZeM0AcnM0U8TCNPLbqQB/SsDUrFbyKQ7cTxA/iK66WH/AEkgqNynGR3FZlwix3ZBwHVtp/2losBF8KI9suvKe5hGR7b69HLkBs9cYBri/AlubbWdcVY1WF1gdGH8Ry+f6V25UMCOuaAI5mUIE79KYp+QqetOljDEjvjOfehVLRhm4agCtIRt244qmFdZy24FT2NXZuAX9DUSRhmLAcGgCYIjpwcH0rPvImKHbyRzVvO01E5PmZoAwbtWudvl4+0Rjch9R3FZEklxFEY2tUVW4Zex/Cuh1O1kLpPbna4yPrWTM73KNFKmJF5xQwPNtQ0o2moyNyYm5jB9D2r6GUlE28cjgivJ7y1W7ikhdP3qcofUV6xtGB9KQD1cEMx6dBUCspzux1p7R4XGeM1GsQy0bDpyDTAaWCPhgMN0NVpZnaQKpGOOKmmyI9h59DVRV3nI6g0AWkU4GetQ3EW7cBxxUkjYXHeopSWUYoAyLoLPAYZ+GzhW7qe1Ygc2txIWtnWX+MrwGPriukv7bz4GKcSjkH6VhXV7KsEouY8MEODj2oDqcT4gsPtBF5D8qF8unYfSuo+EkCRS60yAKSYs47/frL0WaPUbFo3UEHtXTfDy0Flf61F2xCR9PnrKnO+htVp8tmju9wYgdOdxpksm9toPvUuwHB7ioHjwwZOCp/StTEU4cLjseaieUn5QTViQBQCOp9KpSsUkX1frQBVaygnu/ObcJFwCynG4DsfWrjxoQcN1oWPYD70wkigDOuomVxImTjrisa5t5rjNzasqsflkQ9yO9dJtIzxnNYd7p8kE7ywsV3HlT0JoA5nVrWS+tprS4ZTkfLgYKn1rhbmz+zIY2UgpnII616bdwyTRhx8sg457GuY8RWZn0/7THEdwGGA6g0Ae3bs1BOCDuB5HakWTHXvTGl3SqvrQA3z/ADHYZwc0908yAgHnFRyRIzMRw1IrmJRk9TQAzy3XrSxDnfnip5CHQY7io1QJaqW7CgBykHmorqSNLY8HeTwaUsCgx3qrcgyIV6Z6UAVhGWAkIyx61k6hBHcy4A+bOM5rf2kQ4xziuEQXGo+NbrT21a4tIz5hiEabssqFgvsODyfT3p7Add4ShEbXoZ+Mrj9a6Y9OK88+Guo3N4upPdTPIQIiNx6Z3V3wkBHBpAIZV8wo2eehqNplZQvPNMdN56nIz0qIHagVh0oAlu87FwOO9Qxy5TaO1WgQ6qDUE6rESQOKABAHDccinLDkmhfkX3NSK+FPbNDBFWZMJg9+K58xkzFeu1sZroL+5HkBQuCe9ct4lmnstDNxbSNHKXX5l68mkhspXISO82t8rxvgH1FejgYAwcmvI9cVf7Hg1Ky1i/n3XX2bdcRKizkLuZ4sc7VOFO71HuB6wjjHXsKYh0j7VBbpmk8xEJ+YcjI9qZM2Rj24qoWaKU7huXGKAJmcFGY8gc8VBDtXLevNKjxqhJ6dOacI1K7lPFAHOXmsNHfXce7iJsYrU0q+TUIsA/MBz71y2pbR4hvF7OQfzFLpN01jfdflU8/SuX2rU7M6/ZKUE1uaus6p9h1b7MTgbQSPrTbkrexMAAwkQ8ehrO8XBJ9YtbmNsh4cH8D/APXpmk3wjuTC5G0j5frVqfvWZEqd4Jo5Xw4TY3M9s33kkZfwzXp/hJULXcmPmIQfzrzbTLa0vfiHd2V5fXFpBPcFUmiljjWPuSxk4xjPA5JwK7PwM9zBqeu2dy9wfs0yxqlwAHUAuPmxxngZxxSjBqdx1Jpwsd22ccVB5qhDnO5aezjacVVkjEgZkznI/Gug5ibzFeXHTHSq1wzrNu25A6GnrIdyhhgjirA2uSCOMUAVPM3DNSgb4lNRyD96sYHB5qXkYAHFAB5OY+KzdUj/AHLKeCCMfWtMy7enUdazLmQ3F5hznH8qVhmTLbO1pKf49uV9jWDMUmSaJwY2kGD7E9xWv4suZ9P0N5raRon8xRuXqATXL+IdK1rR9D0zUL27uRPdl/MiKY8gDaUBOPvENnHb65piPUix9aIzm7x2A4oopAOmOJTimTfw0UUAMclYsg/dPFT3JItDj0oopoCFvl6elQSMTj60UVQCyH9xmvLNV1GfSfFd3fW23zopX27xkfMu08fRjRRSYGt8L3YS6umTtUQ4/wDH69GViFNFFIBIifMl56Gll+4KKKYgLFX4PQCmXJJQ5oopDJpflUYqJ/vCiimIz73oPrWJ4w48OP8A9dk/nRRQNHEa34kfWfs8MmmafbmBUjjkt0dSqDogBcqBzngcnmvY1YjH4UUVKASVj5kY7Zp3Usp6UUUwMrVXaLTi6HB8wUthPI9uQWooqepf2Tk9W+XXyR3iBP8A30aUj967d8CiiuOp8TO6l8CKt5K7pGWOduQKzDM63MbK2Dmiiq6i6Gc2tNpmqXqNp9hfRzSh2S8g3gMo4IIII6nIzg9wa7X4fXtxqN5rV9dSGS4uHjkkfGMsd3btRRW8Tkn1O6JO3GeCDSREi2Q96KK2RkSAAygkVFG7DvRRSAdF80sbHrzQ7H7QB2xRRTERTMQSAaqbR9pB7kYNFFJDMDxqc6FIP+mqfzrz6717U76xg026u5preCR5FEkjMSWxnJJ5xt49Mn1oooYH/9k=", 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", "info": {"video_id": "65341", "label": "throwing a rock", "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": "65341", "label": "throwing a rock", "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": "13b7be128a2708a558f9960f41109ff805a93ebe4b0255c8d3b3983676da167e"} +{"episode": 45349, "episode_seed": 4023984601, "split": "train", "timestamp": "2025-10-13T03:20:21.140264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4023984601, "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 mousepad with pen 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "37792", "label": "lifting mousepad with pen on it", "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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"info": {"video_id": "37792", "label": "lifting mousepad with pen on it", "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": "eeca23ea54ca6ff3a47b8d72b29b1ce43a9ef35b26157beefc212a67599e90da"} +{"episode": 45350, "episode_seed": 1115650786, "split": "train", "timestamp": "2025-10-13T03:20:22.657001", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1115650786, "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 vicks 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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TIVWVITdyGQcAjArWltcytG2S3ck9fQ1lxQrDazSYxtHy4/vdsfjXRxwkybnPzcBs/TmuxvS4+US2iZm2yHcD3wAcVr22nwpwI1BPPLZz9abFbAOgbkD861YIzGxJUNkcD0pKQ3Ez5bBI3yY85HfpRHp0ONxjVd3tWvIvmkHBAHQU6OxZodyjnJ61MtOppFJx1ZkfYxGCyruQ8ZqW2szE3IHlt0INbcVmEiKkdeoptzbKYsZ2jjFYylfQTknoZF1ZEcqP/r1U8g7CHUexrfVNyhSMsBWZdQsuW27R6GsJENGTYWksGoyyQIhVwA5ZsYPb+tdQsUjW2JPL29mXJyfSufiiMk74LAEjOO9dJYlzFNa8MsZQgnryM4/T9a66XwILDrdDuYOgZWbdnoRWnHpiTOjs3TlVA6duTS29vlc44xWpAhVVB5zjNaIGyqdNjUA5I55qSOyhZuFNaTKrR7V6+9RrCx3bRwMGmxx1RnvYhJA5HAp0NvtcgglWNacMGQc9D2NO8jZGVWs2wbM9rZU5Uc01Y8ggitFVDIM9e9V3X5qwkS7nJa7ZNbzi5QZU9RXXQXEYVj0wKzNRj81HRuV960hbI0YI6VVOOquUk4xbRcMzvZfL3Haq0NizdR+dXNPQfZ1Ruq8VfCgdBXqc/s/dieHHC/WeWpVfQwNV01UsHlWMNIvX6Vy7RE9QMetdprV0qQparzLMduPQdzWD9nYNt2Ek89KzqNtJyO7AwpU5zhT6W+//AIaxmRxnGGOQO3r7VNtJGMYHYelXjakx52kfhUkMQQruGdw/AVyux6OiKMaFSfMbj6dKVlXaTGeRzWgbJi+T+frTvsiAcCsZpGclEw7y1WaIOCSCM9a838YIkF3Z4gDv8+M846V6i6+VK8J6ZytcH47iiim093YKn7wkn/gNOlUknymcYq9zDgEb2SvHtVydrrjBq9BaBjnbkgZ561U01VNs9y2BHLLvXP8AdwAD+OK27OSAlYTlZHyEDKRu/Gt2nc2Vi5ZxDylzu44GTWk1mDCSw2Gm28BZBx8w6CrexyuC/HvQn3E0ZiQYf5gTkdKlWESMEZBtPUita3sizLIQMdQKsR2SxsWUdaynJI1lKPzMVNNwzB13IOh71JEindCRgr0z3rZaHCk4rPcAOzAdPSsW29zO7luZ1xaKp3FP/rVnXSjym43Adq6P7Ol1HkHkcEVz+obYpXjcYH8XFZ8uolHU4vQNKbUnjvZp3SNW3QxqBjH945rqP7IZpfn/AHo45fGMfSue8NtrU1gJlhtvs23CxtkMRXSRalOgC3EE0caDLMo3k/Qjp9a9Oad7ELuaWlaQ0MtwpbMO5SgznaSOR9OlbX2DbCCDyOSxptpIjWkc0bq0bruQJ0xWnaJM4JkA2kcCovdhqZyQgFZOWx2I71fRAUBIxnpUsliHk3E4X0psybZBnOB0A9KicbopWk7EK/NIV2EY70k9r5q8HFX449yKxAyRTjHXM32Buz0OeubZ4SGiycc4pl5Ct3aHadr46+lbU8OVOOtebm6vrvxteaUdYubSHMnkrGobLKm4L7Dg8mpScnZA5ly2+0wXbW8KGSeRgI0PQnnJ+ldhZaZd21p++MTzO26SRc9e3H04rzjwhrl5JqheZJr+dlCxrkZXPJ/pXqsGqCPi4gnt2IGUkXOD7EcV3Qg1TQnJvUdBBcJLCVZnid9kisvTI4I/H+dbkVoQuOwqOxdZ08xSjAH+Fshf/r1fR8thRnnBNOxLZW8rjpj19qsRogB2j8akkhOSU6nrmmunlxgA/U0pLQLh8u7b3pJIyV45p6AMA2OfWn4rPlJbKLq0Z3H5ulJcRZg3xjLelXioNcn47v7vS/DMk1lcPBMJo1DocHBJyKhrWw+Yfcks208kelPgkn2CPnB615xqmq6hDpcWoWfiDUZd1x5BMyKizYXLNH32g8HPqPpXrsFupQcdqGmmjaM00QQTSpPuHAwAQa0orlpSw28gZFILdQtSwqqDFdcaqkrPc4fYKMm4PfoU4NLH2pru5cySnoOy1WlUjDA9fzrYmbZC7egrJUM6qDySKdSTkrseHoQo6QW+4z5THyNwoFsS+CTtxkH0q2luAF55FTFABXK2jqcktioEDpx2ODTPLxkVZXaPYE0kyCJcnJyazaE0YGqQq+HThhXn/iyzTU7/AEwTruSLzCydmPy4z+tW7rVrq48e3ulz6xeWto05SMxSxosfAJyXHTGeOua5G4s9S1PxJLaXl/erHaSOuJCBIPm6HHGeOcVpTpWkpXE7dDqIdOtWULFHHGycHCjitC30yKYwjLMYpVkz/dx/jWN/Z9/a5WO8Z1HGZEycfUVtaNdlbg2dzCEfZvhKMSr+vvmtbdU7lanQW8CKcgAZGMile2EZJ2DyzxzToLZpn3OSE7AcZrTMSkYI4pLUTdjNtx8rOSdo9qkZGmQGNtpHUVcaECIqo6dKjt4yCSemMCs6iS1Ki1a4wREAA1DJbqQRtHNaOzNMaLiudiuYPki1lLqThutUNWs0uYmZeGx1FL46nuLDw889rM8Mnmou5OuCea4vWf8AhJNE0bTrq61K8Et2X3xFcCEDaVBOPvENnH/16UYSlqhObvc1/DyL9kQY4IrZnt4o40kRdrbgOPSiiupjW4vhcKPtkO0eXFdMqD0B7V1sYANFFay+Jiew4jmmMivjPaiipexK3HgDFOwMUUVxDIZVG014nr9/NpfjW/vLfb5sU77dwyOV2nj6E0UVVP4gZr/CtR9vu+ASqoAT1A5r2BokZdxHOKKK647AitbqINXiEXyieJ/MA6MVxg/XmuhiAC8DrRRVvoJkx6UxwCvNFFD2JQi8KKWiioQmB6VxfxO48IOf+niL+ZooqJbgjynVNcbVooEksLKExBUR4FcFUH8IBYgDnPTrXvcLEBQPQUUVNTdGsNiyHbFCsS4z60UU0A+4GYcHoSAaok4yB2OBRRXQzOJYP+rP0p8f3BRRXMW9hXUFcYpGUGLB9KKKGI8L8RakdN8XazH9js7qOS53FLqLeAVHBByCOvTOD3qHRLmW/wBWuru5ffPMwd2xjJOaKKtbB1O5iAEfQVlOduuaSF4/eyfyooqofF9/5FrY7WxYvFlucGrnaiihbEy3ExRjmiioq/CShyjmlcDFFFc3Qo4v4jf8ivJ/13j/AJmvJ9Q1rUL3T4bC5upZYIHaRN8jMSWx1yecY49Mn1oorSnsJn//2Q==", 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", 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", "info": {"video_id": "173041", "label": "putting vicks on a surface", "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": "173041", "label": "putting vicks on a surface", "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": "d9dafbbf12706e402119aeec74365f1cec291018b0059efe2af23fef96a8e9e2"} +{"episode": 45351, "episode_seed": 1228623137, "split": "train", "timestamp": "2025-10-13T03:20:23.869115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1228623137, "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 one of the tube bottles'.\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": "197062", "label": "putting one of the tube bottles", "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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", "info": {"video_id": "197062", "label": "putting one of the tube bottles", "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": "077345b16b4b6af69c1a216c178f262d1000fd1fb753ad6f0e2d8943adb5cce3"} +{"episode": 45352, "episode_seed": 2241986875, "split": "train", "timestamp": "2025-10-13T03:20:27.025763", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2241986875, "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 a glass'.\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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aW4vbHcw2yTRqzopIPPvTJbc2yeT5jliRg7DkEcAYHfHGa6G+h5lhpjJuFhmRkwBtbIH/ANfP+NWYCscuVjhIcfOm0Dc3Tr3qC7eaMCJpXLyucLwGAOePfpVOdjBFNNMwTYn7rnuBn86Ny4q6NBzbNKAyHAU7UB4GO2P5V0fgnxLNp8ZtZDvi3cIx/l71ydxfhxGyRhW5Kkj1HJrV0WBZYtxHfmtKa01Mp66HrH/CR2Bi3OsoPXb5ea4rVvENrquu2ixPMk0ErKYmjGCp77vXgcU+OEJH8xYj03GuWkix4wt/KjKw8tkdAfSqfwsVNWkiHxX4R1H+1rnUdNIuvO+drUcMMnJx6859xXD6lZXl5YxPCgCl23hhtZWXqrDsf5175G6DJbGcda8k8V30412+VVSKOK68xiiDMiMgzk9+p4NGGquTs+heJoxiuZdTL8HgWovWmjXIVdrEHg5P+fwrppZVilSJmYjAYsB155P0HU1maUI/OgaAYWYO04C54UcMCeh5x759q3pbCCXbOBwqDDKcNjrz7etKs1ztsmmvdIXtsyy+Q6AoOhGCD/XNRx/uEUyqEk7gcZGPrmhYBI7GVTGOBkuFBxyMAc/WqZzMJpVKplmRWPB6Drnj3zWW5pFXZrWep3VlGJ9PunEkfA6k8nkHPb+f4VuWXje6v4xHNI+7oVQYz+NeeT6kIbsxwEjEJUsTweRz/OtLQJgZQ0i4YtWsI23IqJJ2PT7PdMgdhj0HpXL+K7BmnJxlJFIz7iun0pxIgBORXN/ELUksxb2yH53O8ewHFaQ3M5bGXo+qSNbRoz5K/KQa57x3HLDdW2pRfdI8t8jIPsfbrSWM+LlmLY3c10ctnDrWkSWkp/1g4b0PY1j/AAqlzqt7alY4nU9EtTdPt4uPLjk8suCQpB9OD/TvXVNcBYUmDHEjY44Ce3+e5rkp7eaxkiDjEq/uXPsD/wDWrufsMN5bhcb8MdxIwQR6fTita7Why0luVjFHNBB5bLvcY2vnJA7Z9ajETNPIs6KdvRxk/wBMf/qp5h2zRxIJWKtuBAyWI6gnoDTJmaJltRM8kgXPzPyBxz6d65/Q3Wpr6QZjqQfzfl2fMrc9uvtXe6OoiGfT+Z/+tXmWh3sGn3N5PdSIHIHlrjG7nt+VdXpniKCSdIVfIXqfUmtYxdiJ6M9EdFlhZeuRivKPHFr9hl3OuELYOO9ekWV+JEBzXMeK5LW8kmhnVWTy8HPrVxdmZWPLdJl8vUGRXIRuRXaw3BaJQOea5jWfDU2ixR6nbv5lkzKN2fmjJ7H/ABrS02YuEcEFcZrGvFXujuw0242ZY1vQItc0+SIkR3BXCyYz+BrkNE0q40K4u7a9RVdyuzIyDjdz9O9ejIcYcH3rM8QWxvobcBipVidwAwcY4PtUwrO3I9h1qEfjW5lNbMbeOSPLBwBlMZx64qHy/OuWRkeJ04B2gdvX6VIqvE0SiSPdG4JOQAASDxSzTSRx77hYvMOcuqnk59e1IwsaPhiOIeJbTZbxopbzXKgjDAd+1epJfAxe1eMaPq40/UpZbglSg2qOw4rrLPxVDOAA4reKdjOe+p02p3aGBkLjn3rgfOv1neWKJ2jLnHvzXSXF+r2skpIIVC36V5iNUYTBV8yNj/dbitEjNuw3UYXsdWkHltFHMd6qe2eoH41CLopJgnip9Ru2u7VS7ZaI7lJ6+4qkYjNFvXk0pI3pybWh1GmXKkrzXV2cykBgea8utLyS1l7/AErrtO1VCFYHt0rmqU+x2UqnQZciREUoyiTksgUkqAMgHHJNTpDJcRh2Yxtz8u0AsPr9PWmiSON2kZxt8wRxBuCOMjHr0odo4Wa43s0k+Y5JNv8AqwO3PQZ/Oouclihq6RRaezQDa+9HVy2SMNzisGYtIrq7FhtIAPTkda3tRsQbZ5AwYAH5gwxnqQB35zXOSy+bMiYwwO2tqZvSinF3LZV0060O4ZkVWJxjoOn5V03hmdHUxZ+ZTyKxmtoo9DgYht8kfyEnqfz6celZ1pdSwTxujmJyQpbt9TWkGmmcdRWZ69sQQBmbA6VyUeqZv5IIyhg+1IzMRyOGAx+Z/SsnX9S1mz01I5blV804XYRkjHXjtWFp91JG0T7j99d3NU4+6yYy95Hqklz8jMCNuK8iuL3+0tT1abOQ3K/7q8D9BXfR3DXFpJGrEF0O32yK800VGg1ZraUHdho2B9v/ANVZYWKXMzoxkvhR2mg2TwWXmHekLuVLY5+XGfxIYVciSf7SZIyxjLHLcAKAfXryOfwqnp+oNJ9u0rLOliVELAc4YDJPvgD8q02aCTzLZmJjVhHKY16555/PnHY1NX42RD4RWitkjSTcskco4ZzkD6e3vXM6kxl1G5ZHJ3KhwvAyFxXRSsrS/Z5t0LJxEp6MM4UgdhkfpWDrMP2KUPEF6Y+UHaOenv1qYbm1Je9qYW2Nr2FS/wAo3Dg47Z/pWzpIcPOo5ZZMg+oxVDTbf7RqsClQ2X+6xx2PNa8kxs75lEZVdhBJB5I79PrW6fvWIrxs7nQ23iqGxi2nc8o6Lj+tYvifNzBbarcsXLyGNl6cEZGPpisOR5by62xkLITkEetdPf6Tc3ugm81edI4bWMmGGFdoZzwCfetFozkeqOXgaPZNgkbCuzPcHgj+VdbpMymBTjBHGa44bRGEXaMg5z9M10Ohy52oehFZ11c6sJLdEviKx865huogBlwrnGQOMZ/lVqcss6GKXzUAXP7snJPXGDxg/wA600iVkZG5HvVS3k8qJHZlEsibwxbqO+R+ZzWDndJdjSpT5ZX7jntmljWaWRiCoLxYAI6E/hnr71ia6EtGtTBGBlmQkkElSoIH6VrkJCZLaOUSTTkTM558wk+/Qe3pWHrFk8USykyFUcAMemOnHqe9ENyYrU5rU3kIdtxB+uSMVo6HqjQXcUUzjc/3X9/Ssy8P2iTKjqMH8KsiwCW6ys5YheMdfX8O1dSaSsRXjZ3R7Bo+oSSRrGDuc9Ntcb4g1S5g12ZblWjBbgN2FVLTV5LvRWhhYC4iwJsH5ivZh/WqzSzTuqTSM+B/Gc/zoS1Ods3tT1KW+8LS2cCmUEKzkdEUc5JrG0G6+VUY8A1LeaiYdDkt0G1nIU/QVk6O/LLnkHIqakfdN8PK0ju4pQVIDcCoLy6eJoiA+w5DFcY9cHPrg1mxXRQjPFaGInAeSMSrnKrjJ3dsfr+dclrM7qrvBkTQO8qTrDGqnlJWIbbkA/1wBWTq+bG6t5pJxI7h4yAeOgwfrW2JJ0s5hc43s2VjUDEaZwAfU+/5VzWvvcyQRGbGEb8Q2MHj096uG5yxWqMHVJWcOOpxnp3qtHdSwYljd0JPHarV3A+xJc/JIOnpjipoNNlnhhbZjaucE9umTXWmktScRScTcsPEwvdKlsLoiCZ12rcD7h+o7H9KqQ6LeteqjR7s5CuOh4rOWyaOVF+8xOABzWto+uXuj6xZR2sv+ju+2SKYB1Iz6H7p+mKL9jla7kdzam3fY69ODWZFL9hvjA5+U8jPoa7C98WWd7fyhtNhEXmHDL94iuZ8RQJeXUmoQqISekS/dCjoBUznGLUZdRQrKL0LVxp8c6eZH1IzWbI09lwc4PSptK1LMO1zVjUts8Q24yTUK6dmd+jV0dpPbwwxxRnLOzhIe5DYI3H2GapXUExke3bd5JG99i5MuBnv29avQeZlfOCl2TcADjkn+QGKjkuSAjKW+YEfKR8oPqD0z/SuNNoVjNumgVIgnyySRHCDIGcfpkDP51yphWaG4IO11IYH9K627sne2MBk8tMby6kjHOBn2Arnv7On2zrFKVhaPJCjP5H0PX8cVvBqxtQqKDdzTKSTaFCcOUjjHRcDrzz6Cl0mzt5b8WsxUqVwue9Et+YtNFnbsvmSR+TEcEsCBlsj0GazJ42tmVWZiVAKP03DsRWlLqmcVbV3NfxVoFppumCWMKJnkAT1xznFcgfNiESopOW3MR2Aq7c3Mk0oMk0srDpvbOKuWFsTdBm/ucgnA9gfzraT5FqYxXMzW0m6aTyzgHHXFZXiDSvs3iax1CBcJcthx6MBz+lTaK7R3BToVYrU1u0+r+K5tLm1Se2iHmNCEjD5ZULBeeg4PJrKEXz+6dlZr2WpZ8PafjW9RuGGBIkJRs9W+ZT/AErbkjWc3HkAkoNvPSZ8DJ/DgZrlfB97dXk8iPOCNquUbk7RnkfoPxrrkkIiizt3NwxHdsHP0HpXPWupk0vhKEcRWZZLlXfztyuzcAKOCoHbA9+eawtaYPbjarKd7Lhxgnvx7f410XNw4jJACHcuWyCvqB6Vi6nYJLtlmkIllXGOeR6jPcdvXmnB66mkZcskzPsoQus2UsavudRlBwT+P4Vb1qznSCOcKSeu7OcnqSPY/wBaitIPsUtvdTSvIyoQhyMKe36kVdjlfUL7G52jhVoiI12rI+Bk49BjFU3Z3KxM1UldHPwKiFLxCQM7l/wqzq2v3eo26RzOoij5WJOhPqat3uiS26BrYr5DBt0bA53DuPrzWOlhJJL+8UogbDZHtmuqnUg1c8+cZXsJa6deXKRyomUIJ9/88Vr6KTux3UYNXNO2xAbTsA9Rk7QPrxWDe3M1k96YHeOQTDacYOCay5nUbOiilTdzvYZBsUnrmia0iS6i2rH9reMjYQP9VnJPp1xXLanIbXQ4dR0/W9QlVrn7Nm4iWNZyE3M8QHO1ThTu9R7gdTHIo8yd93mHKk9yFHUn09BWFWm6drmzqxq7dDLmY3CpG21IIWPU4dzkjHHQDn65qHWIgtvInmBkChkGOVB5xj6Y59q1LqZHWeLEZaRVO0jng8cd/r7Viamkku5oI8y7cSvgliDzgfTr9M0R3JvZ3OaaA/ZhNH1WUqwHpXTPaLNaRllACRqudxwMjjgdvWsCLzVhmtxC25mU7x90jPUeua61ru3sLBwYN7xKsZjVfm3EAcHv1/CtKjeljfEOLSscnP5ul6h9rQKpUkDd0ZR1B9q3ba2jv7B720Ytg/vEJ+dG9CP603VLSMLJIykRrgfNjrj9OxzWKfPsJllt3kgbojK+CR3rSE7o8+cLML8OEbdkDPektWWGaA4wGGCfU1fitGupcXmZgwByTg88n9KuajpMI0uTymYywKHix09we3PrROom0hwjJNMc4ygdTmrlixlRwZXTI2Lt7MQcH8MVzPhi7i1XxGum3+pXVrBM21JI5Y41j9Sxk4xjPA5JwK6DwylxbavrVvcG4ItpPKC3O3cg3N94DjdwOnHpU1KTjDmZ0+3jJ8qLdzOWuoGifdd4AlDnciqDxn3JqlraM9rJE0QWRTlm28vz1+nGfxrSlgigt7hYp3XaylRj7w53Z9e/NZWtXD5zKwMcihUj2ndkdCT7j+XvWMNWgTs0zCvpFNpAMD92SvHetyCENp1uqsvMeWVmbnj2rHuo4fs8hVtxXDKDxzkfrXQ28RWzTzJVTdCrZC7cAA4wfWtamiR14vZGNdwlJz5VwwVQDhh37dO9Z1/KAVZHBkhYHCjmti7MrOyfcYjeWTGTkdfp71WSJAWChNzgb+c8VUJW3PMlHoYQmPLepzW9NJaSaJAysyzov7wEfe+lU20X7RMVSRImbLBOwGRirsvh/UH0/wAqFE81cFtzYyM9v896eIcKnL6nGsPO+xydrMUkaPPIatuCUuFBNYeoaTqVkxlaPblh8yOG6n2rZ1zw7q/hvQ9Ivrya4Se9MnmwlCBb4CFAx/vMGzjt06g10OHPrE6YVeT3ZHf3n7qFCvBJVc/U81kQRi6SfzWchGbABwMZ+7x24oorzobM6nua/nv5RPGfkTOOxIB/nVVoYjqMMZiTazbCAMcEMc/XiiioiNmbMQZmQKqqIiBtUA8yY69f4R+tXzi/s83ChhtPAHfPXPXNFFXLoR3Mi6sYbO9kEe5hGRt38/xKP5E1IEEclyFyNrHBycjmiitJNtamaSRQ0aVpWMjH5mbJqC51CfS/FE97b7fOikbbvGRyu08fRjRRW9P4zSr/AAkXfBUaLe3I2jhBj/P+elbl6zs5iV2QKy4Zeo7miisKn8Vih8AWqiKRJk4d4snnOMgHAz2yavMxIAONoRSFxxzn/AUUVjL4jRbFe2gT7C7gAOs6gNgZwwBP86qQq0d+qCRyVQEMcE/M5J7Y60UVfcT3LM6B7v7I7M8bRs+WOTnI/wAaxLtdl49sSXj2HhvXI5oopwIkZmuXMlnbJ5W3Oc5Iz3qvrjsZnYnJIjz70UV0U+hD2ZLrHiR9bht4pNM0+2MCrHG9sjqUReiAFyAOc8Dk812NzK6RTAHg+vtRRRit0Khsyg9/O+qLGSMeeFzjnBGcVoSRCdLhS7qRjDKeRwKKK55bo2RhSMFd4tilXQucjuCPSo1LT3sUckjMqRFxk/xMcZ/z6UUVotiWdBdxIIpkI3oVIIfkHOeawLgYuUOfvMc5AP8ACPb3oorOnuwkX7dfmxn7oCj8uv1qWe5k2yxAKEEAAUKMckdqKKOqA8/t9bbRtTvYP7P0+9hlm3GO9g3hWTO0gggjqcjOD3Brr/Dd9c6jPqd/dSGS5uZY3kfGMlic8dBRRXbiP4RhR/iG5clhqMtvuJj2qcHHoaiuLSIiRWBZW6gn2H9eaKK4EdRgiGNorqUqC6IHz6n1NW9YyLOVNzeXK5jZM8ABR0oorbqE22lcW8jRbC5dVAKL8vHTAyKp7QVhXA52En1yM8/jRRSiZM0oAD5Dt8x+VeeeOtaUEjy6Z57N84gdsDgZU8cUUVlLcuJi+ImL+DreY4Ek0gLsqgcg5HSuM1XxBql/bR6Xd3s01tbSvKgkkZiWfGc5PONvHpk+tFFd2G+F+pzV/iR//9k=", 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aW4vbHcw2yTRqzopIPPvTJbc2yeT5jliRg7DkEcAYHfHGa6G+h5lhpjJuFhmRkwBtbIH/ANfP+NWYCscuVjhIcfOm0Dc3Tr3qC7eaMCJpXLyucLwGAOePfpVOdjBFNNMwTYn7rnuBn86Ny4q6NBzbNKAyHAU7UB4GO2P5V0fgnxLNp8ZtZDvi3cIx/l71ydxfhxGyRhW5Kkj1HJrV0WBZYtxHfmtKa01Mp66HrH/CR2Bi3OsoPXb5ea4rVvENrquu2ixPMk0ErKYmjGCp77vXgcU+OEJH8xYj03GuWkix4wt/KjKw8tkdAfSqfwsVNWkiHxX4R1H+1rnUdNIuvO+drUcMMnJx6859xXD6lZXl5YxPCgCl23hhtZWXqrDsf5175G6DJbGcda8k8V30412+VVSKOK68xiiDMiMgzk9+p4NGGquTs+heJoxiuZdTL8HgWovWmjXIVdrEHg5P+fwrppZVilSJmYjAYsB155P0HU1maUI/OgaAYWYO04C54UcMCeh5x759q3pbCCXbOBwqDDKcNjrz7etKs1ztsmmvdIXtsyy+Q6AoOhGCD/XNRx/uEUyqEk7gcZGPrmhYBI7GVTGOBkuFBxyMAc/WqZzMJpVKplmRWPB6Drnj3zWW5pFXZrWep3VlGJ9PunEkfA6k8nkHPb+f4VuWXje6v4xHNI+7oVQYz+NeeT6kIbsxwEjEJUsTweRz/OtLQJgZQ0i4YtWsI23IqJJ2PT7PdMgdhj0HpXL+K7BmnJxlJFIz7iun0pxIgBORXN/ELUksxb2yH53O8ewHFaQ3M5bGXo+qSNbRoz5K/KQa57x3HLDdW2pRfdI8t8jIPsfbrSWM+LlmLY3c10ctnDrWkSWkp/1g4b0PY1j/AAqlzqt7alY4nU9EtTdPt4uPLjk8suCQpB9OD/TvXVNcBYUmDHEjY44Ce3+e5rkp7eaxkiDjEq/uXPsD/wDWrufsMN5bhcb8MdxIwQR6fTita7Why0luVjFHNBB5bLvcY2vnJA7Z9ajETNPIs6KdvRxk/wBMf/qp5h2zRxIJWKtuBAyWI6gnoDTJmaJltRM8kgXPzPyBxz6d65/Q3Wpr6QZjqQfzfl2fMrc9uvtXe6OoiGfT+Z/+tXmWh3sGn3N5PdSIHIHlrjG7nt+VdXpniKCSdIVfIXqfUmtYxdiJ6M9EdFlhZeuRivKPHFr9hl3OuELYOO9ekWV+JEBzXMeK5LW8kmhnVWTy8HPrVxdmZWPLdJl8vUGRXIRuRXaw3BaJQOea5jWfDU2ixR6nbv5lkzKN2fmjJ7H/ABrS02YuEcEFcZrGvFXujuw0242ZY1vQItc0+SIkR3BXCyYz+BrkNE0q40K4u7a9RVdyuzIyDjdz9O9ejIcYcH3rM8QWxvobcBipVidwAwcY4PtUwrO3I9h1qEfjW5lNbMbeOSPLBwBlMZx64qHy/OuWRkeJ04B2gdvX6VIqvE0SiSPdG4JOQAASDxSzTSRx77hYvMOcuqnk59e1IwsaPhiOIeJbTZbxopbzXKgjDAd+1epJfAxe1eMaPq40/UpZbglSg2qOw4rrLPxVDOAA4reKdjOe+p02p3aGBkLjn3rgfOv1neWKJ2jLnHvzXSXF+r2skpIIVC36V5iNUYTBV8yNj/dbitEjNuw3UYXsdWkHltFHMd6qe2eoH41CLopJgnip9Ru2u7VS7ZaI7lJ6+4qkYjNFvXk0pI3pybWh1GmXKkrzXV2cykBgea8utLyS1l7/AErrtO1VCFYHt0rmqU+x2UqnQZciREUoyiTksgUkqAMgHHJNTpDJcRh2Yxtz8u0AsPr9PWmiSON2kZxt8wRxBuCOMjHr0odo4Wa43s0k+Y5JNv8AqwO3PQZ/Oouclihq6RRaezQDa+9HVy2SMNzisGYtIrq7FhtIAPTkda3tRsQbZ5AwYAH5gwxnqQB35zXOSy+bMiYwwO2tqZvSinF3LZV0060O4ZkVWJxjoOn5V03hmdHUxZ+ZTyKxmtoo9DgYht8kfyEnqfz6celZ1pdSwTxujmJyQpbt9TWkGmmcdRWZ69sQQBmbA6VyUeqZv5IIyhg+1IzMRyOGAx+Z/SsnX9S1mz01I5blV804XYRkjHXjtWFp91JG0T7j99d3NU4+6yYy95Hqklz8jMCNuK8iuL3+0tT1abOQ3K/7q8D9BXfR3DXFpJGrEF0O32yK800VGg1ZraUHdho2B9v/ANVZYWKXMzoxkvhR2mg2TwWXmHekLuVLY5+XGfxIYVciSf7SZIyxjLHLcAKAfXryOfwqnp+oNJ9u0rLOliVELAc4YDJPvgD8q02aCTzLZmJjVhHKY16555/PnHY1NX42RD4RWitkjSTcskco4ZzkD6e3vXM6kxl1G5ZHJ3KhwvAyFxXRSsrS/Z5t0LJxEp6MM4UgdhkfpWDrMP2KUPEF6Y+UHaOenv1qYbm1Je9qYW2Nr2FS/wAo3Dg47Z/pWzpIcPOo5ZZMg+oxVDTbf7RqsClQ2X+6xx2PNa8kxs75lEZVdhBJB5I79PrW6fvWIrxs7nQ23iqGxi2nc8o6Lj+tYvifNzBbarcsXLyGNl6cEZGPpisOR5by62xkLITkEetdPf6Tc3ugm81edI4bWMmGGFdoZzwCfetFozkeqOXgaPZNgkbCuzPcHgj+VdbpMymBTjBHGa44bRGEXaMg5z9M10Ohy52oehFZ11c6sJLdEviKx865huogBlwrnGQOMZ/lVqcss6GKXzUAXP7snJPXGDxg/wA600iVkZG5HvVS3k8qJHZlEsibwxbqO+R+ZzWDndJdjSpT5ZX7jntmljWaWRiCoLxYAI6E/hnr71ia6EtGtTBGBlmQkkElSoIH6VrkJCZLaOUSTTkTM558wk+/Qe3pWHrFk8USykyFUcAMemOnHqe9ENyYrU5rU3kIdtxB+uSMVo6HqjQXcUUzjc/3X9/Ssy8P2iTKjqMH8KsiwCW6ys5YheMdfX8O1dSaSsRXjZ3R7Bo+oSSRrGDuc9Ntcb4g1S5g12ZblWjBbgN2FVLTV5LvRWhhYC4iwJsH5ivZh/WqzSzTuqTSM+B/Gc/zoS1Ods3tT1KW+8LS2cCmUEKzkdEUc5JrG0G6+VUY8A1LeaiYdDkt0G1nIU/QVk6O/LLnkHIqakfdN8PK0ju4pQVIDcCoLy6eJoiA+w5DFcY9cHPrg1mxXRQjPFaGInAeSMSrnKrjJ3dsfr+dclrM7qrvBkTQO8qTrDGqnlJWIbbkA/1wBWTq+bG6t5pJxI7h4yAeOgwfrW2JJ0s5hc43s2VjUDEaZwAfU+/5VzWvvcyQRGbGEb8Q2MHj096uG5yxWqMHVJWcOOpxnp3qtHdSwYljd0JPHarV3A+xJc/JIOnpjipoNNlnhhbZjaucE9umTXWmktScRScTcsPEwvdKlsLoiCZ12rcD7h+o7H9KqQ6LeteqjR7s5CuOh4rOWyaOVF+8xOABzWto+uXuj6xZR2sv+ju+2SKYB1Iz6H7p+mKL9jla7kdzam3fY69ODWZFL9hvjA5+U8jPoa7C98WWd7fyhtNhEXmHDL94iuZ8RQJeXUmoQqISekS/dCjoBUznGLUZdRQrKL0LVxp8c6eZH1IzWbI09lwc4PSptK1LMO1zVjUts8Q24yTUK6dmd+jV0dpPbwwxxRnLOzhIe5DYI3H2GapXUExke3bd5JG99i5MuBnv29avQeZlfOCl2TcADjkn+QGKjkuSAjKW+YEfKR8oPqD0z/SuNNoVjNumgVIgnyySRHCDIGcfpkDP51yphWaG4IO11IYH9K627sne2MBk8tMby6kjHOBn2Arnv7On2zrFKVhaPJCjP5H0PX8cVvBqxtQqKDdzTKSTaFCcOUjjHRcDrzz6Cl0mzt5b8WsxUqVwue9Et+YtNFnbsvmSR+TEcEsCBlsj0GazJ42tmVWZiVAKP03DsRWlLqmcVbV3NfxVoFppumCWMKJnkAT1xznFcgfNiESopOW3MR2Aq7c3Mk0oMk0srDpvbOKuWFsTdBm/ucgnA9gfzraT5FqYxXMzW0m6aTyzgHHXFZXiDSvs3iax1CBcJcthx6MBz+lTaK7R3BToVYrU1u0+r+K5tLm1Se2iHmNCEjD5ZULBeeg4PJrKEXz+6dlZr2WpZ8PafjW9RuGGBIkJRs9W+ZT/AErbkjWc3HkAkoNvPSZ8DJ/DgZrlfB97dXk8iPOCNquUbk7RnkfoPxrrkkIiizt3NwxHdsHP0HpXPWupk0vhKEcRWZZLlXfztyuzcAKOCoHbA9+eawtaYPbjarKd7Lhxgnvx7f410XNw4jJACHcuWyCvqB6Vi6nYJLtlmkIllXGOeR6jPcdvXmnB66mkZcskzPsoQus2UsavudRlBwT+P4Vb1qznSCOcKSeu7OcnqSPY/wBaitIPsUtvdTSvIyoQhyMKe36kVdjlfUL7G52jhVoiI12rI+Bk49BjFU3Z3KxM1UldHPwKiFLxCQM7l/wqzq2v3eo26RzOoij5WJOhPqat3uiS26BrYr5DBt0bA53DuPrzWOlhJJL+8UogbDZHtmuqnUg1c8+cZXsJa6deXKRyomUIJ9/88Vr6KTux3UYNXNO2xAbTsA9Rk7QPrxWDe3M1k96YHeOQTDacYOCay5nUbOiilTdzvYZBsUnrmia0iS6i2rH9reMjYQP9VnJPp1xXLanIbXQ4dR0/W9QlVrn7Nm4iWNZyE3M8QHO1ThTu9R7gdTHIo8yd93mHKk9yFHUn09BWFWm6drmzqxq7dDLmY3CpG21IIWPU4dzkjHHQDn65qHWIgtvInmBkChkGOVB5xj6Y59q1LqZHWeLEZaRVO0jng8cd/r7Viamkku5oI8y7cSvgliDzgfTr9M0R3JvZ3OaaA/ZhNH1WUqwHpXTPaLNaRllACRqudxwMjjgdvWsCLzVhmtxC25mU7x90jPUeua61ru3sLBwYN7xKsZjVfm3EAcHv1/CtKjeljfEOLSscnP5ul6h9rQKpUkDd0ZR1B9q3ba2jv7B720Ytg/vEJ+dG9CP603VLSMLJIykRrgfNjrj9OxzWKfPsJllt3kgbojK+CR3rSE7o8+cLML8OEbdkDPektWWGaA4wGGCfU1fitGupcXmZgwByTg88n9KuajpMI0uTymYywKHix09we3PrROom0hwjJNMc4ygdTmrlixlRwZXTI2Lt7MQcH8MVzPhi7i1XxGum3+pXVrBM21JI5Y41j9Sxk4xjPA5JwK6DwylxbavrVvcG4ItpPKC3O3cg3N94DjdwOnHpU1KTjDmZ0+3jJ8qLdzOWuoGifdd4AlDnciqDxn3JqlraM9rJE0QWRTlm28vz1+nGfxrSlgigt7hYp3XaylRj7w53Z9e/NZWtXD5zKwMcihUj2ndkdCT7j+XvWMNWgTs0zCvpFNpAMD92SvHetyCENp1uqsvMeWVmbnj2rHuo4fs8hVtxXDKDxzkfrXQ28RWzTzJVTdCrZC7cAA4wfWtamiR14vZGNdwlJz5VwwVQDhh37dO9Z1/KAVZHBkhYHCjmti7MrOyfcYjeWTGTkdfp71WSJAWChNzgb+c8VUJW3PMlHoYQmPLepzW9NJaSaJAysyzov7wEfe+lU20X7RMVSRImbLBOwGRirsvh/UH0/wAqFE81cFtzYyM9v896eIcKnL6nGsPO+xydrMUkaPPIatuCUuFBNYeoaTqVkxlaPblh8yOG6n2rZ1zw7q/hvQ9Ivrya4Se9MnmwlCBb4CFAx/vMGzjt06g10OHPrE6YVeT3ZHf3n7qFCvBJVc/U81kQRi6SfzWchGbABwMZ+7x24oorzobM6nua/nv5RPGfkTOOxIB/nVVoYjqMMZiTazbCAMcEMc/XiiioiNmbMQZmQKqqIiBtUA8yY69f4R+tXzi/s83ChhtPAHfPXPXNFFXLoR3Mi6sYbO9kEe5hGRt38/xKP5E1IEEclyFyNrHBycjmiitJNtamaSRQ0aVpWMjH5mbJqC51CfS/FE97b7fOikbbvGRyu08fRjRRW9P4zSr/AAkXfBUaLe3I2jhBj/P+elbl6zs5iV2QKy4Zeo7miisKn8Vih8AWqiKRJk4d4snnOMgHAz2yavMxIAONoRSFxxzn/AUUVjL4jRbFe2gT7C7gAOs6gNgZwwBP86qQq0d+qCRyVQEMcE/M5J7Y60UVfcT3LM6B7v7I7M8bRs+WOTnI/wAaxLtdl49sSXj2HhvXI5oopwIkZmuXMlnbJ5W3Oc5Iz3qvrjsZnYnJIjz70UV0U+hD2ZLrHiR9bht4pNM0+2MCrHG9sjqUReiAFyAOc8Dk812NzK6RTAHg+vtRRRit0Khsyg9/O+qLGSMeeFzjnBGcVoSRCdLhS7qRjDKeRwKKK55bo2RhSMFd4tilXQucjuCPSo1LT3sUckjMqRFxk/xMcZ/z6UUVotiWdBdxIIpkI3oVIIfkHOeawLgYuUOfvMc5AP8ACPb3oorOnuwkX7dfmxn7oCj8uv1qWe5k2yxAKEEAAUKMckdqKKOqA8/t9bbRtTvYP7P0+9hlm3GO9g3hWTO0gggjqcjOD3Brr/Dd9c6jPqd/dSGS5uZY3kfGMlic8dBRRXbiP4RhR/iG5clhqMtvuJj2qcHHoaiuLSIiRWBZW6gn2H9eaKK4EdRgiGNorqUqC6IHz6n1NW9YyLOVNzeXK5jZM8ABR0oorbqE22lcW8jRbC5dVAKL8vHTAyKp7QVhXA52En1yM8/jRRSiZM0oAD5Dt8x+VeeeOtaUEjy6Z57N84gdsDgZU8cUUVlLcuJi+ImL+DreY4Ek0gLsqgcg5HSuM1XxBql/bR6Xd3s01tbSvKgkkZiWfGc5PONvHpk+tFFd2G+F+pzV/iR//9k=", "info": {"video_id": "57515", "label": "pouring water into a glass", "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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", "info": {"video_id": "57515", "label": "pouring water into a glass", "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": "04f78b7255b114b5d5f8f50622768d9a8c4dda9d6c21a5f88fc290d01f89d187"} +{"episode": 45353, "episode_seed": 4011754419, "split": "train", "timestamp": "2025-10-13T03:20:27.620707", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4011754419, "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 paper so that it almost falls off but doesn't'.\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": "197057", "label": "pushing paper so that it almost falls off but doesn't", "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": "197057", "label": "pushing paper so that it almost falls off but doesn't", "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": "6d8a3b1f7e9aa0b9d253ddfe33295690c28c45164c84fdbac386ae1670fc7981"} +{"episode": 45354, "episode_seed": 729713176, "split": "train", "timestamp": "2025-10-13T03:20:28.749461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 729713176, "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 but failing to attach a facemask to a monitor screen because it doesn't stick'.\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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18oLIynKsQR6GrSazeqAhkMingBhmt41O5m4Jn2JHcwT8xyA55qTbXylpvjHWNAuHgW6u7WRDgxMSQD6FTXX6N8btWttq6lYQXUY6yQt5bflyK0Uosz9m+h79tppXIriNG+K/hrVQgkujZyN/Dcrt/wDHhxXZQahaXcYkt5lkQjhkIYfmKqxLTQjpUDCrjAMu5SCDVZx1pCMLVvBWk+OkmtL7zVubRFaCWOQqU35zxyD90dRXk2vfBjV7CaUaXe29+qH7jHy3+n90/mK9M0vWbj/hIfECQHbHuhg3jr8oYkD/AL6rZik6V59ar7+h6VOhZe8fLGqaNqejTeVqVhcWrdvNjIB+h6H8KpR3c9u2YpXU+xr7Gtore6RoLqGKaFvvRyqGU/UHiuf1/wCCPg7XVaazgfS7hh9+zb5M+6HI/LFaQfMrmNRKDPmmLXbyV1V9zOOQ0Y+b9K67R/ihrGmW4WK+NwF6Q3A3A/iea09Y+D3irwbdnUdHuLXUo4lfBX5JAuDklG4PHoTXlV1ci6mEghji+UAqnQn1rZTkiHax71ovxwsZtser2E1q3eSI+Yn5HmvRtJ8TaNrUYexv4J8jor4Yf8BPNfHiTSIMZyPQ81dttVaBgQCpXoyNgirVRPchxR9mblPQ/hUcgr5r0T4oa7pqKiX/ANojH/LK5G/9etd7pXxit7lkjvbVrdsYLJ+8Qn+Y/Wr0ezJ5bHpso4b6Gvkq7gns7lormGSCUE/JIpVvyNfTWm+LdL1Uhbe5idj2RwT+XX9KuX9nZa4jJqlpb3atyVmjDAfT0/CuavLlsbUY81z5ai1S8gjMUdxIIicmMsdpP0rT0/xbcWMith0YfxxOVNewal8EvD+qFm025uNMlbooPmx/98tyPzrg9e+CPjHRw8ltbxapAOQ1o3z4/wBxsH8s1MZPdDkrPUvaf8WdQtivlzrcDptnGG/76Fd7pHxe0qe3VtSSW1PdyN6D8RzXzxBawWWpvb67Bd2wRHBj2FHD4+XIPPWq08xt5DFDdC4iKg5wcH259K2VR9TNxR9jaZ4i0nWIhJYX0Fyp/wCeTgkfUdRWb4tAu5NB05TlbrU4y4B/gjBkP/oIr5LttSmtZllhkeGQHIeNipH4iu70n4k6zBcWd3Ldi+NmWES3PON64PPXoKqUoyVi6EbT5l0T/I+grRDN4q1a5Yf6qGC2U/UNI3/oQrUYV5V4d+LWmeddSapDLbPdzCUuo3oo2KoHr/D+teg2HibStUj32l3FMn96Ns/mOoqorS5FaLUrPsvyL7CvFfGXgTWfFnjzXJtHSKV7WC1LxO+0sGRsbT0/hPWva1ljlGUdWHsa5xDLZeMNXaMlUvLO1LEdTsMox+orOs7QbYqScpJI+atW0LVtDkKanp1zanOMyIdp+jDg/nWYJXT5kcqfY19cDZKhjkVXRuqsAQfwNYd/8JPCPiLcTYmwuG/5bWLeXz7ryp/KuSnPmOqpT5dUfOUHiG+tuGYSr6MK2bDx7qFo6ta3k1rjqm7cp/A8V2niD9nrXLMPJomoW+oxjpFKPJk/qp/MV5zPpF94Tlu7bxFoFxG08XlxtMmAhyDuVuhOPQ10RlKJz3TPUNL+M81nbp9ut4blBwTA2x/y6V3GjfFbwxrBVPtotpT/AMs7obD+fSvla4MP2h/s2/yc/Jv6496RZpE6Nx71qqndENI+udImhvfHOu3UcivGlrawqynIwQzHkVa0mPzPEXiK5PP7+G3U+yRA/wA3NfL2m+KtR0WOGSxvJ7WR1yTE3BwSOR3rvvD3xb1DTBIb23iuxcv58rqdj7iAPp0UVMbO3qzqqLSVv5Yr8F/ke+beQPevjLUQYtSuom6rPIv5Ma+lNJ+Keh6m0al2gkPWO4+U59m6GvnjxdGkfjDVVjxs+1SMuPQsSP51clocdrH081/Nezma4bLnoOyj0FX7OTLgjjntWBHKAeDVU6vJNem3t2xGp2sQfvH/AArzqScpHo1WoROw1XwN4U8Sw/8AE00ezmmIOZVXZJ/30uDXl/iT4A6WgM/h/XXtpAcrBdYkXPsy4I/I16THdGDT9rArx1ritavxHcrKxDBHBOPTNdzjZHApXZ4D4ih1S21y50rU5Envbad0doxks3fnAJrI+ZHI5VhwR0IroJZ59S8d3N4zF5HvHmJz975s9a9Su20XXSRq+nWzlukoXBH/AAIc/rWMp8vQ2pwU+tjxJLuWPjO4ehrX03xPd6a6tbXE9sw7xOQPyrutQ+E9rdlptHvzCGXKRTDepP8AvDkD8DXF6x4E8Q6Lk3GnvLEFLma3/eIAOuSOmPeiNWL2Y50px3R2Ok/FXVIj/pE8dyB3PyOfy4P5V2Wj/FawvFdbuK4h24yxj3qOvUr9PSvnfBB966HwdpUOva+tjc38trmGR4mSPeWdVLBfYcdfat1UZgkm9T2vwddQXenXN0sitLcXksrgNkgE4GfTgV0kt2lpbtM5+VR+deT/AAmupJF1XexYL5WM9s7s11nivVBaWlqhbAmnCn8ia86avUseo5Xi5LzOk0/ULi+ulZx8ueEXoK6G91Ai02KxHHIzXJeG5VfZIrfKe9a2tTgW3UEjocc16EElHQ8uTblqcprmty6daajNGzeZ9klVATxkrj+teO+CILeXXVe8tkubUKVeJwCGyDjr06da7bxXchtOu8seI2xz61x3he6AjMMcKq2cyS9S3t7CspaJmkXqjsbz4f8Ah7VwW02ebTrg8+Ux8xD9Aef1rj9W+HviDS/MkW0N3bou4zW/zDHuvUflXZC4YYIbB7V2+gav9sQRSkCdB1/vD1+tYc04eaOlKnPRqzPmxlZGIYEEdiKkiupoSCkh4r6U13w3o+ugNqFhDNKFKrJja4z7jnrXCeJfg1bWfhSDXdH1KQh5djwXQHc4GGUdsHORW1OopnPVounqebWertFdRyvGrMrDr0P5c19UQS7Y1ZjgBRkn6V89+JPBFppGhQajp9xe3BFyLdmlgCpP8m5pIsEsFU/Kdw7j3A9h1zUvs+nxRA4aZgvXsBk1FbVpGlB+7JnT2uuo9wEtgG7bm6fhXSS6s8NruO0vjrjivPND2tIuRkV0WqTGG3BVj06EV004JROac3J6mJ4u1mx1LSr4azp9jdQw2ssil4QWUhTjBPI5x0r5t8OaMNe1ZLF7pbZWUnzmGVU47ivWPGd276TfbcD9ywYdiDXAeEFt7bFwJVe5duIwv3B6k/0qJ6XLhrYZqfw58QaerSw26X8A5820bf8A+O9f0rm5YnhtCkiMjiUgqwwRgen417RbalPZvvhcg91PQ/WtW10vR/Fl3qC6hYxzoVgXLcOjYJOGHI6iud1XF6nXCjGSk472PBp7mWBogrceUuQfpV7TvEElnKHAZH/vxsQRXf3/AMJ4dQsTf6bqDQyEPtgmXK/KxAG4cjgehrltX+GHi7RVjkl0ee5hkj8wTWamZAPcqOD9a2pzutDKvGUajvsdFovxK1G1kLNqDSqAMJNEHJ9s5BFekeGvFn/CTieR7dI5bfEZkRyyuDzxkZrwjwjpemar4ki0vWbie0jmOwSrLHEIjnkuZOMAZ46k4FehfDKB9N1rxNYulxH9nnSIJcACRQGcYbBIz64JFKtJum7io29oj1WS9itITLK2AOAB1J9BU+k6vNczAhvLT+6vX864nWdRD6vFalsBUDYz3Of8K6bQf9XnG72qMPHS4YmbT5TpNT1meGLEUhXA6r1rzDx94mnbwVrkF1KZ/NiSJA4HylnHP5Cuq1y48oHaSPY815B47uWl0efJGCVBA7810TRzwehyXg3QtP129ng1GaaCMRkpJDyQ3pg9a1tS+F2pxq02k3UGowdgD5cn4qeM/jR4Ue2t7WNbd2eV/mlYjAX/AGR+nNdjBqE1tIHibB7jsfY1zylK/unRCMGrSR5Dqdlc6e0NtdwSQzopDI64IO41Hds0UyKrEFYkHB9q+iNDNjrtnqS3lrBPBJdMDFKobgKo/mDzXKz/AAs0vWNIsr6Cea0upLcM4X50dscHB6cYHBqYVlf3jqrYdqMuXy/BHk1rqtxbsDwwHrTr24+13AuQu3cMEe4rqNe+FfiLQdHj1YpDeWTvsElqxYjPQlSAefxqn4i8GX/hrw9pF9e+atxfGXzYGjIFvgIUVj/eZWzjt065x0JnnPsz3MuVXI64JrnvC0zyoJHOWLE5oorDDfEdWL+E9EuCRYkAnG2vNNcJaRgehPNFFdk9jhhueSWF3LBrlzFHtAlkYM2OcZPAPau6jY+UvJ6CiiuWe50w2Om8LXkxla2LZiVdyg9ua7CUBkANFFcz+I7afwG3a+C/DXibQtPuNY0a0upvJKiQrtbBJ7rg18+eMNMtvh/45uJdCVkFtKyRJMfMUBkwevJ4Y96KK7lsec/iLnwk+7q3/bL/ANmrb+Iqj/hHHk6PG6uhHY5oorin/FPRh/CRd+HN5NcW+yRsgIGHsSK6bXHJiIPPAoor0IfCeZL4jzTUrVL5JklZwCD904rBsLCLT7ySKEuV2g5Y5NFFc0m7s9FwisOpW1NoE5XmtfT5nhmikRsMrDBooqWcx3+8vECe4q/4lAX4WW5AAzOjH3Jc5oooobs2xXwI841/XG1OG2R7CzgaIBEeBXUqg/hALEAc56daPHk8lv8A2Q0bYJuCp+hWiiqq/EjGh8Ejq/DErPFEx67RzW3rMr/ZCc80UV2Q+E45bnkni6Rv7MuRnqhzXGeFPvSHuKKKxq7G1Pc7QuxKjPetrwpPJFq8mxsb5trD1GBRRXLI7aPwy+X5o6nQXL6BbFuT+8/9GNXqmkII9Gs0XOFhUDJ9qKKqh1Fjt/meD+NZ7a18Y6yJtK069WS4DlbqAPhlHBBGD3ORnB7g1W8Ih21rXb2WaSWe7aOaVnxyx3E4wOB7UUVpW+BnPQ/iIzfEN1LH46jVWwGtlJ/Bj/jXp+jEi2Qg8kCiijDfCTivjM/xBIwJGeMGvIPGUrmwdSeC1FFbyMl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", "info": {"video_id": "205956", "label": "trying but failing to attach a facemask to a monitor screen because it doesn't stick", "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": "205956", "label": "trying but failing to attach a facemask to a monitor screen because it doesn't stick", "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": "969bf0ce7872d3b3722b677b49bae2a38f69a8da3f92104f57de46b0739b11be"} +{"episode": 45355, "episode_seed": 1984040983, "split": "train", "timestamp": "2025-10-13T03:20:30.036452", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1984040983, "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: 'spilling water onto 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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FkRVDSqT90Kc7vp61B8QY4ZNH8IwybZtxcSPwd/C9x264p2sUpOWh5F6UvpV7UbNbcq0akIfU5qhmgRJ5rFNmePSkzmm5ozTAmhOFxUqy842t9agXjOafvx3FZNG0ZaHV+FJMC7H+6f510RkrkfDVykZu2kdVUKpJJwOprbbU7T/n6h/77FUtjKbvI2YZeRXYeXayzaa9yuQ1i6nJAXhyQfqCOK85j1azBH+lw/8Afdbmpappt5DZH7XDIkVsFOH4B3MT/StYoylc4iLw4txG01xu8wsS2Gxn3rnb+JYL6aJRhUbAFd7Lq2kAEC+txj3zXCapLHJqt08UgeNnyrDoRUtWLTuVKM0maCaQySP74Poas+YQPuk/Sqqe1ThsdxUyNISsTrJnBwR9a9HMvGfWvMvNx3Fd2b+2jCq9xErbRkMwB6UooVSV7GksvNdH4bcSXE6Nna1vKDj/AHDXDjVLMH/j6h/77Fbeh65YQvc7r6FWNvIq/P1JUgAVpHcxZF4osIRZeGorIFYoEbepfdjBGCc/jXI+ILMQWDMVGQwHH1rpJtQ0mAgPdwK3u3Wuf8R39hcaW6W91FJJuUhVPPWqlFBGTtY5HPSikzRmoLHZqxEcJiqoOasJ8tKRcHZk6yHdja1dN4VkwLsf7h/nXK78dxW94auUjN00jqqhVJJOB1NSlqXOScbHWmSpoJfmFY7anaA/8fUP/fYp0eq2akf6VD/33Vo5z0XybSW80m5uFbzFsJUVt+AoLH9eK8ts9OkFm3mgFi7MxPqa6rUdV027isf9MhdIrYKcPwDuYn+lYs2qaUoIF7AMe+a0aTJjJo4HURt1G4XGNr4qrVrVJI31S5eJw8bSEqw6EVUzWZoLmnx/eB9KjJp6UMaLXmEc4J+lSLJnBwRzUG7A60vm4HUVnY2Ukel+bkZ9aVZeazTf20YCvPGrYGQzAEcU0anZg/8AH1D/AN9irOY7LQ5A63ityptZQcem01h+KLCEWfhuKyBWKBW3oX3YwRgn9afomt6fG10HvYFLW8irl+pKkAVTlvdKhxuuYAfUt1rVJNE3aZzHiK1+z2O4qAS4HFcvXV+Jr2xudOCW9zFI4kB2qe3Ncnms7WNL3FozSZoB5oA0DafWnDT2YgAn8qvLEc4IPNSKoQ7jwBTsieZmTNE1oTFv4cAsPp0qLNOnm8+d5D3PH07VGDSKJUPNW/OC2zLk1RBpd2c0AQsCSaiYYqwRUTCgCPNHU0oUlvat3wpodrr2vf2dc3j2weGR4yke8u6oWC+gHB59vegDMtofMDdRjFTizLcAmk0sF/NPJ6ZrTERx0600hN2M86cwjZ2bCgZORVdpGkcu7FmPUmtDUJvLtxCp5c8/SssGk0CJAanhfa2arA0obFAxbiQyOTVZhU2cmmMKAIehozTmFGzCEnqO1AAo46VofZfc1sa5oOkWnhq31bS9QvJ1a6+y5uYBGtwQm53iGd21ThTu/vD3ArrE3AIppXE3YojT2YjBP5UyaJ7QmLfkOAWA9ulaqgIdx4ArFnmM87yHuePpSasCbYmacp5qMHmlBpDLZm2w7QapOxJp5bNMIzTAgam5qVhTApLe3egBByat20PmbuvGK1vCOl6Tq3iOHTdWuZraG4IVZ0mjjWM9SWMnGMZ4HJOB3qN7FrDWtTsjFPH9mnaPZOAJFwxADAEjPrgkelAPYqCyLdCacdOYRtIzYUDJyK0BEcdOtV9Qm8u3EIPLnn6U7InmbM9pGkYu5LMepNGajBp2aRRatTmUc4Hc+lQzT+b8wORTBIyBwv8AEMdcVFGhUEUANfmou9TsKiYUAJninKOM0CP5CT19K6bxH4MvfDfh3R9RvRKs9+ZPNhMRAt8BCgY/3mVs47dOucAydwEkwBxVfUGI0+Vh1xj86KKox6nPU5aKKk1HCjvRRSAeihutTwWcc06IxbDHnBoooY+pv694fsdP0e3uLcSB5M7gWyOlcxpWrXOialHqFps8+IMF3ruHzKVPH0JooojsOXxFzQVBW5J7BcfrWshyBRRVoyluYepsTqEi9lwB+VVKKKl7lrYcOtHeiigBQOamEKsOSaKKQzofDXh6x1N2+0iQ9cYbGMVzmrQJa3skceSqsRz3waKKI9SmtEaGv+LZPEVvbwzaRplqbdEjiktUkUpGucIAXKgcknAyTz61osAjACiiqRnMragxXT5GHXAH5mufFFFEhRFp1FFSUHpUiIG60UUDJ4LKOa4RGLYZsHBroNf8PWOnaTb3FuJA0udwLZHSiihfEVb3Wc/pOvvo4njOm6dfxSsrmO+g8wKy5wQQQR1ORnB7g1dsr651fUNR1C+kMt1cOJZHxjLHJPHYe1FFUiJbF1GzjgVh6mxN+69lAA/KiinLYiJTpQaKKg0HGlHWiigRKIFYck10fhrw7Y6m7faRIeuNrYxiiik9io7nNarCtreSJGThWIBPXg1Y1DxNq+qaTb6Xe3009tbSPKgkkZiWbaOSTzjbx6ZPrRRVCR//2Q==", "info": {"video_id": "27507", "label": "spilling water onto 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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", 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", "info": {"video_id": "27507", "label": "spilling water onto 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": "f1b65841d1d230952e42cfac5d8463e84885b807d694448839dd7e67e216241d"} +{"episode": 45356, "episode_seed": 3419666441, "split": "train", "timestamp": "2025-10-13T03:20:31.398847", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3419666441, "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 battery next to portable speaker'.\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": "198017", "label": "holding battery next to portable speaker", "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": "198017", "label": "holding battery next to portable speaker", "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": "287644b0629d0e1f9500bcc2cef9cb701c521697864f6a0f315b3a1a89d64829"} +{"episode": 45357, "episode_seed": 2407920745, "split": "train", "timestamp": "2025-10-13T03:20:32.334805", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2407920745, "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 color pencils 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', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "200737", "label": "pulling color pencils from left to right", "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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"info": {"video_id": "200737", "label": "pulling color pencils from left to right", "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": "26f23b1bda94b85aca13b56e520ccd6ab29f041876f77cf182b55e17751aa0fb"} +{"episode": 45358, "episode_seed": 227115794, "split": "train", "timestamp": "2025-10-13T03:20:33.973269", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 227115794, "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 eye glass 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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rcjHd/wCVamlKDbsR/eNcHKas89UANYbWK5Byfyrtba8uXkhtkj80KAMDqcgVwkQ3x2LIeTuB+oxXf6XFL9maSBYmMaos3I3j/ax1I9x6j1px0drGVXZEF7fxS3kb3ShrRY9zq3IbqAMewz+J9qvWOtR6is0mneWjJbtbtDIu7KY6geo6/hXH+I7vCiIb1kUbZA/UkdfpUXh7XV024XzYlEZPEqj5l/GpbknzR6HRShHltLdnfT3MiTicKoKojbQvyjcuenp8tWtXZrjTdMkkWLMkmVWM87eSOO33sCqVnfw3F3bTJKjREq6I67lbaCCMHqMHOD3FbUEFm8OlwuWhW3EZlZfmO7ADsP8AvnOPetYVoPrYUqM47ot3un6o0T6hHPnT4DCZLc5HO4DcD3IzznsarJFcHW2itWaF9xZTGffkewBx+td1pcUF4LjTCFktyJXR25L/AChR+nX61D4cigk1rV7dVQtuEsLHDHoCMfmR+JrqhokYy1PNtWBj1KVCACsoBH/AsVWRiNSiJwRsU8f73/16veK2s4PEt6kaAp5wIzz/ABisjzrdr2AqPLPlkZHHdTXNJe8y76CePFU3el5/uS9P+A1zfhm5ktLZpkbJA4U4x1rofHwDXejqSfmWbBH0WuX8OBVidpSpj2kEN061m9JCl8DJPEupyy2sdt0xy+D19K5ZZEJ+cZq9q9wbi9kkLZ3nJrI6Grg+pTXKlFGlHIoIMcrqfr0Na2k63qGl3U00VwshlgeH96ScBhjPXqOormVY08SN61ouW92hc8rWudpoviG80+4mkmmZzLD5QkXkx853AHr9K9EljuY7S5FxLHdTh0mW4jckTB49wYEjuDyPUGvEIZ2Djnmvd/D6pJ8MtKvHQ+cG2cnG5EmYce2H/nWsIxS90mUm3dkFzFOPD4leR3gLDyw3Rcg9Pbp+IrCJJiuRkc7u4/uj/GvT/HMNp/wiiz7ExIUkTaABkg7h/I/nXlUdxanzB5a/N7f7K1nW1aHDRG7oZ3WT+vB/NRXkqk7oznpmvVPDDI9m2xiRsX5fT5a8ojbLKvua5qhrT6nV6dcXEjxQpGZO23uc1eedb3UraKVVeAoNytyGJJA/IZ/P2pmiwS+Q8sCxN5YQSjI3DvnHUgeo9R61p6RZwnVY5LgMJEgOVlO3DYPJ47E5xVRV1Z6HNJ+8aUttcxxXVxaCERw2627LIuQVcHoPUYz9B7VSnuZFnE6qoKojbQvyjcuenp8ta9vq11aQ6lbvDJ9jlt1FxJHyUOPlIPr06dqy7VpZL+AhRIivHuVl3DOCOV7jv7Ee5rVfCkaP4mT6sWuNN02R1iJkk+VYzzt5IyO33sCtm90/VGifUI5gdPgMJkgORzuA3A9yM857GmRabbva6Mg3hEhhmkaJSzAsPnIGO2z8zxXaabDDdfaNLdQ8OJnVnyWc7Qo/TOfrWyWqYnscGsVwdbaK1ZoX3FlMR9+R7AHH61l6sDHqUqEBSsoBH/AsV6T4cigk1rV7dVQtuEsLHDHoCMfnj8TXnXitrODxJerGgKecCM8/xilV+GwR3uUEYjUoicEbFPH+9/8AXqh8RFBudKz/AHZv/Zam863a9gKjyz5eMjjupqr8SmAuNEySA3mjP/fNczWhV9TltAnktommRskfwnp1rfS8ljsXaSI/MjbTnG/Az/Wub0JV2uZNuwrjDdMmuqu7acForlMKqMN0WGQ8DByMg55xg80R7WMZ/ESaTGh0yefYGuGQo7gfM2Tn+Zq7ei7spZ7S68gta26oJETnCt3Pc/Ng57j2pyIlposP2ZFYiHL4YlmbdkHGO+QAPap9f1S41C6867EsN6LdUmVgAowflIA45GM1cLJM06Ij0Wab7d9iCw4UEMZeOMbTk56cg/lS6HBPcLqSWxZJpHIRwu7nJxgdzVjRIQZnkuYk8yCG5ljyDuZw0Z+9zuwAwGeMZ71vaFZw6ZEZ1MzzJdhljKlUdB0IJ6kkY9q15fdBGJf2V7YLe21+UmvIpVkMquT5m5M5BI7g8j1BqK4inGgiWSR3gLfuw3Rcg9Pbp+Vdr4ptLcaNaagoQzTrHI+zgE723YBGcfP+tL48gsv+ETjuQqYkMciBAAMlTu/P5T+JrWWzJW6PLCSY7gAjnd3H90f41r6Ed1o3HOQfzArDjntiZB5a/N7f7K1r+GWRrZtjEjavHpxXGkaNnm+mOEuEifI8tyR+OP8ACuvMktvJO8Uj+Q8Ku2Bg7hxjP6/X6Vxls3/E2fquXPT611F5fi0sLm0QrtuWidjkk/KCcfmc/hS5lFthyuVkc1q8pe5yc5K5JJ6+9U4p9pweV9KnukMkm4c5FQRWc00yxxIzuzBVVRkknoAO9FOVkXUi7mrp+pT2Enm2sgPBGxuQPwrVi8Wan58chRcICpQDg85zTNf8E3Hh7R7C7mud9zcHE0ATHkkjIXdn5jgc44zx2rm1uZoSVJIx60+SnJ3aGqtSKsmfRXwi8WWuqtNpV9lNRdne3+X5Sm0ZAPrwePbiuh0B2j8WFCVzBGIjgbcjJU8dPvEV87+C9YnsfFmlTQvtkF1GFJ6csAc+2Ca9qvr6SDXL+dN9tvMqMP4l+fP55Arqgko2WxhJtu7Kfjmzi/4Su92oBkqxwO+VJrmJ7RGeAkD/AFb/ANP8K0vElxPe6m91K6mSWJWJ565H+FYU7Mot23j7snbFYT3L6Ip/El/Il0KbHyo0gPP+7XMWtxHDo7rkknAH51r/ABEuDPp+ld9pkyfyrjUuWe2CE8KazqK+w4W6hcbnkz61EYGY8CrECyXE6RRo0kjkKiKMliegArtdM8IeTb3M+qoyzwkqLcnAU8feI6/Skm1sXLl6nF2uk3V0W8uNyiqzFgpIGATUQspzGzhMhetfR8egW1i1uZIhbQLZKwVU53k5K4HT7x9hivIdd0ubQ7mN3RRbXJk8rBzypAYfmaq7tciPLJ2MLw3oF9r2sQafZwlpZWCgnhVGcZJ9BX0xrGip4a8IabYwMGW2tmtslQdzHkt7Zwxrxn4XTLF4009FIBkcr9R1/pXvnj1yNJhjMZKvJw4/hIVv5j+VdFOd7CnGxQ1iKKf4cFGAYR7Sh68E5H6NXlsdqgl6AZA9v4RXSXGqXMujT2XnEobdAyngDZ0Ix7VyKbhcoC6gFR0XP8PvU1NxRehpeHoFhjbaMZiX+teTWzL9qwexr0jRLowOAzD/AFeMfia8ut2P9oAc8v2rnnZpFwdrna26TrcOlu7mKWJWbC87vT6Dr+HtW3a2F1N514h2/ZvJ8wbt2VJwfrjBJPuKZ4dH2ZXMbgtc3EcW2N2EqYiY7/Tblu/XFbWqXkkX2n7LHK1qhaAlRtVfkGBtBwOQT3610KK5LnNJ6nI6xq0balLtYZG0df4cc1raXqjf2hHJDNsKssi5OASB/hkY968qkvZZpjK5JLVp2uryxogLHCggVnZ20N1bm1PoPwvfQPqECSOMRFYlaNMMSXchePUMvTtXc6RarJcahK2Gb7TIobuM9fz/AKV4XoPiGODVdPYEoThyw5+6fSvcPCl2l9aX08L7g1yxUketFOpzLXcupDl9DntAdo/FuxiubeMRHA25GSp46feIrlfHNnCPFd7tQDJVjgd8qavahfSQa3fXCbrcyeYrDuvz5/mBXOeJLie91N7qV1MksSsTz1yP8K3q7GUNzMntEZ4OAf3bj+X+FYfxTBEOjMO3mj/0GtKdmUW7bx92TPy4rC+Is/2ix0nnO3zMn/vmsE0NmHpgWTTpUViHC7lwOpz0rfjNzJbvJKGcvGM5OM9OAOnt7YxXPaHCt1F5TSKm5lXc7YVcsBk+3NenLdK9pPOyybjd+RFtB2v+8JYoTyoIAGB1x1yKqlG6ZnUdmZs1jPpttfWdxIH2FQrjkFTtOc9xzVJrZ7eS4jKEZ2so64QnIrQuJp5bC4S6R0mi+RhIecgjrXUf2LHDNDLdBokNkr5K5YuTnH6nnoMVG0vIpfCjB0+/ntbKN7ieNlYy7N6h+XUqc9wdwH5ivS7VorrQrOKGRhjUUVgRwhweB2OP615ja6VcqsU1xHHJavMyOC+Ci7lXcP8AgZI+teh6IR/YNqyyE41YZXHQ/X6YrZJ2uO+poeOrb7DpVs8SqqCKS3CbQQCeePTgGqutRRXHwt2OAwhdfLPXAPzDr/ssK0/iS7DSreMxlkklyHH8BCt1+oP6V5xPqt1LotxY/aC0Rt03Ieg2cKR+FaXvAnZnNJbIJegGR9P4RVnw7CsSnAHMa/1rNQN9oUFlGVHQf7PvTtFuTDIoLD7mMfia5kXI82W5dLgzDG7JqRZ2eFQzZIJqpShiKTimOMmmbOl2F5ql0La0haVzjOBwo9Sewr2Pwd4X07w5pw1CZvP1VxtEgUkQg5GEHHJ9ev0rx/R/El1pkRtyqTWrEkxMMYJ7hhz/AEr0Ox8Q2N7pYayhkaTJVkBG/k9wOcYzzUONhyk2jode02bV9HewlXJDGRWPJU9Afb6V4pe258xkZdskbFDkY6Gu/wDtuq3EawlJgQoUAIc45rza7lkW+uFLMT5rZJ65yaaixQmtUdt8MtBE3iW01fULfzdNs5gWQMMvIBlRj0BIY59MV6jfyW9/rd4xuNsMjkrK+MnI54riPhwkp8KyukKyf6WzEFck4UdKu63qDrbTTrBKsqY2pGoBDD1rXmsrXIabZY1IASRrvDhYAMjvgisW9x9liPoJB/Opba/N5p8U7qQ211IPs1ZunxNrXiOXS59TmtYyJzEI03bmVWYL7Dg8n096iWrLWiMDxdcGS0sFzxlyf/Ha5VWwau311Ncw2/myM2ASAe2QKo0RWgm9T1b4Z/ZrOEXSWsVzNLy0xXc0JGcJ7A9fU49q7C0jN9qMhvCY1klLFgMdDu4rwSy1C70+TzLS4lgf1jbFdbofjYRXiNqsAlQdZIxg8A9R0PNJppCS1ue06jdPLeB7fdshY5XG1emfXk15P8SlmgFmzjBkmkdTgjgqOPpVy58TxySiSwmHlhShZnHIwOg/PnrXHeKtTXUZLci4Euzd905ABxilC9wvZmh8OLtoPHumTsc7GYjJ4+6a+gvEniWHVdFMYR4pllG1MjD4PXPavnf4dRed4ztPlDBEkcgjP8J/xr1i+uJYI2WS2GJDnzAoxnOf6Vsmoq4O7C5ihSAyx3CFmgZWjHbpxXODAuIj/s/+y1X/ALUePX1sxHN5UnG5sYJKnJH6VU1m7kt7FJIHZJAVAI+hqZO9hwVrjYpfJulAOPlP8zXGWdsq3AnmfADZAFdTrdra22i2+radq9/Nuuja5uYVjW4IXc7xY52qSFO71HuBw8l2ScCsXF7GkWt2ekaRrk1tG/2NhmVfLf5c/LgjH4g4rr57+4vtIgj+zeX5km6RQmDkg+nbmvDbnVZri3S3UCKFeSqfxH1J710Wl+N5xBFY6qiz2qAIkqoBJGMY6j7w+vNXFSikZztJ3Rk65oNxpVwxC7oSxwR/DzWSrEYBr1DUFsb/AExZbSI3G/gPGc7t3OMdRgZrzy8064iuRH5EgbbnG01UZNgaGn6kVurR84MeR+Fe2fDTxqlnbXFjLEZVaXdlW5XjH9K+d0dkfPQiu18BXkp1sQqnm7lZtuM9AapRW43NuNj1nUJLe/1q8Yz7YZGJWV8c5HpXNalgPGu8OFgA3Dvgiotb1B1tpp1glWVPupGoBDDjnNULa+N5p8U7qVba64Ps1DlzK9yYrW5DekfZYjjoJB/OuT8XXBktLBe3z/8AstdDpZttV8Uf2VqWoXNrbSysiSRzRRrFzyWMnGMZ4HJOB3rjfEsc1rqc1jN9oX7LPJGEuABIoBx8wXjPAzjj0rO2pbZd8JRx3E0kMknljBJPf2x75r0mx1q8e/C3NtE8a/LEUjOECk4AzzjLM3rzXjmm6i2nTGRIxISAMEkDr7VvaL42vrHVjPe/6TaSE+bb7RgA90HYindq9jKUeY9FtkN7fyG7JRZJCxbGOhzxWzqF28l4Hg3bYmJIxtXpn8TXJq9jJMt7ajzrd8OoBxkHPHNZ13qF0txm1hmCqpjJIyMYHT9eah3buUrJI254JGvUjltmk8yYSqQrcfMnB9sbq6nTtVeJZ4vKKKl79pGchTjgCvPLFb+a+W4k84RL1GGAbuBjvXT6Uu62TzICJGBLbgfmP0PSt03yq4k7nYeKfFcWt6IIzE8M6TDamcq/PX2ririKFIDKk6lmgZWjHbpxS308sMbLJbDEhz5gUYznNct/aLprYtQkvlPxubGCSpyR+lPmXwpis92TjAnj+n/stZkUvlXS9uP6mn6pdPDbI8TFHBUZH0NN8ReHNV8PaNpGpXks6z3pl82ExkC3A2FAx/vMGzjt065rFmrODoooqyBasWt3PaTLLbyvFIvRkYg0UUDRvf8ACceI8LjU5Bj0Vef0rm5HaSVnckszEknuaKKmI5GzpusahZ2ot7a6kii3FiqHGSf/ANVS3N/eSId9zId3XpRRVNKwzf8ADcrvoJDMW2ySgE/QGsx9VudH1x9QtdnnxSybd65HzAqePoxooqXuI5mb/Uw/Q1BRRTRLFpQTRRTAduPSkbpRRQNl7Sb+4065M9s+yXG3d3ANbf8AbOpXC4lvZnx/ebP86KKaSKRBp93cNr9izTMx85Rya3teYixT/fX/ANmooqHshGVr/iqTXvssEuk6bbGBBHFJapIpSNQcIAXKhecnA5PNcl3oopoTClyaKKYjofCusXun6ikFvLtimYeYh6HAqxfeKtTubgTSNFvxjhMcfnRRU9Snsc27FnZj1JyavaZdT2k/mW8rRvjG5Tg4oorSJKL91f3kiHfcyHd16Vu+HJXfQiHYttklAJ+gNFFS+pZQk11tJu71G07Tr6KafcY72DzAGTOCCCCOpyM4PcGud1bULnVbp9QvZDLc3LtLK+MZY+w6fSiipRJnilooqhG9omq3dpBJFG48tSHVWGcE9cVrz+K9Ut7aNkdNzswJK+mPf3ooqS4le38aayZyDMnCOfu+ik+tVJPF+s3Bw9106YXFFFNAiI6vqE64lvJW+pzTLC4mbWrNmkZj5oHNFFVbUT2NjV2ItU/3l/8AZqzNQ8SatqVja6XeXs09tbSSSoJJGYlmx1JPONvHpk+tFFZ9AZ//2Q==", 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", "info": {"video_id": "29632", "label": "squeezing eye glass case", "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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rcjHd/wCVamlKDbsR/eNcHKas89UANYbWK5Byfyrtba8uXkhtkj80KAMDqcgVwkQ3x2LIeTuB+oxXf6XFL9maSBYmMaos3I3j/ax1I9x6j1px0drGVXZEF7fxS3kb3ShrRY9zq3IbqAMewz+J9qvWOtR6is0mneWjJbtbtDIu7KY6geo6/hXH+I7vCiIb1kUbZA/UkdfpUXh7XV024XzYlEZPEqj5l/GpbknzR6HRShHltLdnfT3MiTicKoKojbQvyjcuenp8tWtXZrjTdMkkWLMkmVWM87eSOO33sCqVnfw3F3bTJKjREq6I67lbaCCMHqMHOD3FbUEFm8OlwuWhW3EZlZfmO7ADsP8AvnOPetYVoPrYUqM47ot3un6o0T6hHPnT4DCZLc5HO4DcD3IzznsarJFcHW2itWaF9xZTGffkewBx+td1pcUF4LjTCFktyJXR25L/AChR+nX61D4cigk1rV7dVQtuEsLHDHoCMfmR+JrqhokYy1PNtWBj1KVCACsoBH/AsVWRiNSiJwRsU8f73/16veK2s4PEt6kaAp5wIzz/ABisjzrdr2AqPLPlkZHHdTXNJe8y76CePFU3el5/uS9P+A1zfhm5ktLZpkbJA4U4x1rofHwDXejqSfmWbBH0WuX8OBVidpSpj2kEN061m9JCl8DJPEupyy2sdt0xy+D19K5ZZEJ+cZq9q9wbi9kkLZ3nJrI6Grg+pTXKlFGlHIoIMcrqfr0Na2k63qGl3U00VwshlgeH96ScBhjPXqOormVY08SN61ouW92hc8rWudpoviG80+4mkmmZzLD5QkXkx853AHr9K9EljuY7S5FxLHdTh0mW4jckTB49wYEjuDyPUGvEIZ2Djnmvd/D6pJ8MtKvHQ+cG2cnG5EmYce2H/nWsIxS90mUm3dkFzFOPD4leR3gLDyw3Rcg9Pbp+IrCJJiuRkc7u4/uj/GvT/HMNp/wiiz7ExIUkTaABkg7h/I/nXlUdxanzB5a/N7f7K1nW1aHDRG7oZ3WT+vB/NRXkqk7oznpmvVPDDI9m2xiRsX5fT5a8ojbLKvua5qhrT6nV6dcXEjxQpGZO23uc1eedb3UraKVVeAoNytyGJJA/IZ/P2pmiwS+Q8sCxN5YQSjI3DvnHUgeo9R61p6RZwnVY5LgMJEgOVlO3DYPJ47E5xVRV1Z6HNJ+8aUttcxxXVxaCERw2627LIuQVcHoPUYz9B7VSnuZFnE6qoKojbQvyjcuenp8ta9vq11aQ6lbvDJ9jlt1FxJHyUOPlIPr06dqy7VpZL+AhRIivHuVl3DOCOV7jv7Ee5rVfCkaP4mT6sWuNN02R1iJkk+VYzzt5IyO33sCtm90/VGifUI5gdPgMJkgORzuA3A9yM857GmRabbva6Mg3hEhhmkaJSzAsPnIGO2z8zxXaabDDdfaNLdQ8OJnVnyWc7Qo/TOfrWyWqYnscGsVwdbaK1ZoX3FlMR9+R7AHH61l6sDHqUqEBSsoBH/AsV6T4cigk1rV7dVQtuEsLHDHoCMfnj8TXnXitrODxJerGgKecCM8/xilV+GwR3uUEYjUoicEbFPH+9/8AXqh8RFBudKz/AHZv/Zam863a9gKjyz5eMjjupqr8SmAuNEySA3mjP/fNczWhV9TltAnktommRskfwnp1rfS8ljsXaSI/MjbTnG/Az/Wub0JV2uZNuwrjDdMmuqu7acForlMKqMN0WGQ8DByMg55xg80R7WMZ/ESaTGh0yefYGuGQo7gfM2Tn+Zq7ei7spZ7S68gta26oJETnCt3Pc/Ng57j2pyIlposP2ZFYiHL4YlmbdkHGO+QAPap9f1S41C6867EsN6LdUmVgAowflIA45GM1cLJM06Ij0Wab7d9iCw4UEMZeOMbTk56cg/lS6HBPcLqSWxZJpHIRwu7nJxgdzVjRIQZnkuYk8yCG5ljyDuZw0Z+9zuwAwGeMZ71vaFZw6ZEZ1MzzJdhljKlUdB0IJ6kkY9q15fdBGJf2V7YLe21+UmvIpVkMquT5m5M5BI7g8j1BqK4inGgiWSR3gLfuw3Rcg9Pbp+Vdr4ptLcaNaagoQzTrHI+zgE723YBGcfP+tL48gsv+ETjuQqYkMciBAAMlTu/P5T+JrWWzJW6PLCSY7gAjnd3H90f41r6Ed1o3HOQfzArDjntiZB5a/N7f7K1r+GWRrZtjEjavHpxXGkaNnm+mOEuEifI8tyR+OP8ACuvMktvJO8Uj+Q8Ku2Bg7hxjP6/X6Vxls3/E2fquXPT611F5fi0sLm0QrtuWidjkk/KCcfmc/hS5lFthyuVkc1q8pe5yc5K5JJ6+9U4p9pweV9KnukMkm4c5FQRWc00yxxIzuzBVVRkknoAO9FOVkXUi7mrp+pT2Enm2sgPBGxuQPwrVi8Wan58chRcICpQDg85zTNf8E3Hh7R7C7mud9zcHE0ATHkkjIXdn5jgc44zx2rm1uZoSVJIx60+SnJ3aGqtSKsmfRXwi8WWuqtNpV9lNRdne3+X5Sm0ZAPrwePbiuh0B2j8WFCVzBGIjgbcjJU8dPvEV87+C9YnsfFmlTQvtkF1GFJ6csAc+2Ca9qvr6SDXL+dN9tvMqMP4l+fP55Arqgko2WxhJtu7Kfjmzi/4Su92oBkqxwO+VJrmJ7RGeAkD/AFb/ANP8K0vElxPe6m91K6mSWJWJ565H+FYU7Mot23j7snbFYT3L6Ip/El/Il0KbHyo0gPP+7XMWtxHDo7rkknAH51r/ABEuDPp+ld9pkyfyrjUuWe2CE8KazqK+w4W6hcbnkz61EYGY8CrECyXE6RRo0kjkKiKMliegArtdM8IeTb3M+qoyzwkqLcnAU8feI6/Skm1sXLl6nF2uk3V0W8uNyiqzFgpIGATUQspzGzhMhetfR8egW1i1uZIhbQLZKwVU53k5K4HT7x9hivIdd0ubQ7mN3RRbXJk8rBzypAYfmaq7tciPLJ2MLw3oF9r2sQafZwlpZWCgnhVGcZJ9BX0xrGip4a8IabYwMGW2tmtslQdzHkt7Zwxrxn4XTLF4009FIBkcr9R1/pXvnj1yNJhjMZKvJw4/hIVv5j+VdFOd7CnGxQ1iKKf4cFGAYR7Sh68E5H6NXlsdqgl6AZA9v4RXSXGqXMujT2XnEobdAyngDZ0Ix7VyKbhcoC6gFR0XP8PvU1NxRehpeHoFhjbaMZiX+teTWzL9qwexr0jRLowOAzD/AFeMfia8ut2P9oAc8v2rnnZpFwdrna26TrcOlu7mKWJWbC87vT6Dr+HtW3a2F1N514h2/ZvJ8wbt2VJwfrjBJPuKZ4dH2ZXMbgtc3EcW2N2EqYiY7/Tblu/XFbWqXkkX2n7LHK1qhaAlRtVfkGBtBwOQT3610KK5LnNJ6nI6xq0balLtYZG0df4cc1raXqjf2hHJDNsKssi5OASB/hkY968qkvZZpjK5JLVp2uryxogLHCggVnZ20N1bm1PoPwvfQPqECSOMRFYlaNMMSXchePUMvTtXc6RarJcahK2Gb7TIobuM9fz/AKV4XoPiGODVdPYEoThyw5+6fSvcPCl2l9aX08L7g1yxUketFOpzLXcupDl9DntAdo/FuxiubeMRHA25GSp46feIrlfHNnCPFd7tQDJVjgd8qavahfSQa3fXCbrcyeYrDuvz5/mBXOeJLie91N7qV1MksSsTz1yP8K3q7GUNzMntEZ4OAf3bj+X+FYfxTBEOjMO3mj/0GtKdmUW7bx92TPy4rC+Is/2ix0nnO3zMn/vmsE0NmHpgWTTpUViHC7lwOpz0rfjNzJbvJKGcvGM5OM9OAOnt7YxXPaHCt1F5TSKm5lXc7YVcsBk+3NenLdK9pPOyybjd+RFtB2v+8JYoTyoIAGB1x1yKqlG6ZnUdmZs1jPpttfWdxIH2FQrjkFTtOc9xzVJrZ7eS4jKEZ2so64QnIrQuJp5bC4S6R0mi+RhIecgjrXUf2LHDNDLdBokNkr5K5YuTnH6nnoMVG0vIpfCjB0+/ntbKN7ieNlYy7N6h+XUqc9wdwH5ivS7VorrQrOKGRhjUUVgRwhweB2OP615ja6VcqsU1xHHJavMyOC+Ci7lXcP8AgZI+teh6IR/YNqyyE41YZXHQ/X6YrZJ2uO+poeOrb7DpVs8SqqCKS3CbQQCeePTgGqutRRXHwt2OAwhdfLPXAPzDr/ssK0/iS7DSreMxlkklyHH8BCt1+oP6V5xPqt1LotxY/aC0Rt03Ieg2cKR+FaXvAnZnNJbIJegGR9P4RVnw7CsSnAHMa/1rNQN9oUFlGVHQf7PvTtFuTDIoLD7mMfia5kXI82W5dLgzDG7JqRZ2eFQzZIJqpShiKTimOMmmbOl2F5ql0La0haVzjOBwo9Sewr2Pwd4X07w5pw1CZvP1VxtEgUkQg5GEHHJ9ev0rx/R/El1pkRtyqTWrEkxMMYJ7hhz/AEr0Ox8Q2N7pYayhkaTJVkBG/k9wOcYzzUONhyk2jode02bV9HewlXJDGRWPJU9Afb6V4pe258xkZdskbFDkY6Gu/wDtuq3EawlJgQoUAIc45rza7lkW+uFLMT5rZJ65yaaixQmtUdt8MtBE3iW01fULfzdNs5gWQMMvIBlRj0BIY59MV6jfyW9/rd4xuNsMjkrK+MnI54riPhwkp8KyukKyf6WzEFck4UdKu63qDrbTTrBKsqY2pGoBDD1rXmsrXIabZY1IASRrvDhYAMjvgisW9x9liPoJB/Opba/N5p8U7qQ211IPs1ZunxNrXiOXS59TmtYyJzEI03bmVWYL7Dg8n096iWrLWiMDxdcGS0sFzxlyf/Ha5VWwau311Ncw2/myM2ASAe2QKo0RWgm9T1b4Z/ZrOEXSWsVzNLy0xXc0JGcJ7A9fU49q7C0jN9qMhvCY1klLFgMdDu4rwSy1C70+TzLS4lgf1jbFdbofjYRXiNqsAlQdZIxg8A9R0PNJppCS1ue06jdPLeB7fdshY5XG1emfXk15P8SlmgFmzjBkmkdTgjgqOPpVy58TxySiSwmHlhShZnHIwOg/PnrXHeKtTXUZLci4Euzd905ABxilC9wvZmh8OLtoPHumTsc7GYjJ4+6a+gvEniWHVdFMYR4pllG1MjD4PXPavnf4dRed4ztPlDBEkcgjP8J/xr1i+uJYI2WS2GJDnzAoxnOf6Vsmoq4O7C5ihSAyx3CFmgZWjHbpxXODAuIj/s/+y1X/ALUePX1sxHN5UnG5sYJKnJH6VU1m7kt7FJIHZJAVAI+hqZO9hwVrjYpfJulAOPlP8zXGWdsq3AnmfADZAFdTrdra22i2+radq9/Nuuja5uYVjW4IXc7xY52qSFO71HuBw8l2ScCsXF7GkWt2ekaRrk1tG/2NhmVfLf5c/LgjH4g4rr57+4vtIgj+zeX5km6RQmDkg+nbmvDbnVZri3S3UCKFeSqfxH1J710Wl+N5xBFY6qiz2qAIkqoBJGMY6j7w+vNXFSikZztJ3Rk65oNxpVwxC7oSxwR/DzWSrEYBr1DUFsb/AExZbSI3G/gPGc7t3OMdRgZrzy8064iuRH5EgbbnG01UZNgaGn6kVurR84MeR+Fe2fDTxqlnbXFjLEZVaXdlW5XjH9K+d0dkfPQiu18BXkp1sQqnm7lZtuM9AapRW43NuNj1nUJLe/1q8Yz7YZGJWV8c5HpXNalgPGu8OFgA3Dvgiotb1B1tpp1glWVPupGoBDDjnNULa+N5p8U7qVba64Ps1DlzK9yYrW5DekfZYjjoJB/OuT8XXBktLBe3z/8AstdDpZttV8Uf2VqWoXNrbSysiSRzRRrFzyWMnGMZ4HJOB3rjfEsc1rqc1jN9oX7LPJGEuABIoBx8wXjPAzjj0rO2pbZd8JRx3E0kMknljBJPf2x75r0mx1q8e/C3NtE8a/LEUjOECk4AzzjLM3rzXjmm6i2nTGRIxISAMEkDr7VvaL42vrHVjPe/6TaSE+bb7RgA90HYindq9jKUeY9FtkN7fyG7JRZJCxbGOhzxWzqF28l4Hg3bYmJIxtXpn8TXJq9jJMt7ajzrd8OoBxkHPHNZ13qF0txm1hmCqpjJIyMYHT9eah3buUrJI254JGvUjltmk8yYSqQrcfMnB9sbq6nTtVeJZ4vKKKl79pGchTjgCvPLFb+a+W4k84RL1GGAbuBjvXT6Uu62TzICJGBLbgfmP0PSt03yq4k7nYeKfFcWt6IIzE8M6TDamcq/PX2ririKFIDKk6lmgZWjHbpxS308sMbLJbDEhz5gUYznNct/aLprYtQkvlPxubGCSpyR+lPmXwpis92TjAnj+n/stZkUvlXS9uP6mn6pdPDbI8TFHBUZH0NN8ReHNV8PaNpGpXks6z3pl82ExkC3A2FAx/vMGzjt065rFmrODoooqyBasWt3PaTLLbyvFIvRkYg0UUDRvf8ACceI8LjU5Bj0Vef0rm5HaSVnckszEknuaKKmI5GzpusahZ2ot7a6kii3FiqHGSf/ANVS3N/eSId9zId3XpRRVNKwzf8ADcrvoJDMW2ySgE/QGsx9VudH1x9QtdnnxSybd65HzAqePoxooqXuI5mb/Uw/Q1BRRTRLFpQTRRTAduPSkbpRRQNl7Sb+4065M9s+yXG3d3ANbf8AbOpXC4lvZnx/ebP86KKaSKRBp93cNr9izTMx85Rya3teYixT/fX/ANmooqHshGVr/iqTXvssEuk6bbGBBHFJapIpSNQcIAXKhecnA5PNcl3oopoTClyaKKYjofCusXun6ikFvLtimYeYh6HAqxfeKtTubgTSNFvxjhMcfnRRU9Snsc27FnZj1JyavaZdT2k/mW8rRvjG5Tg4oorSJKL91f3kiHfcyHd16Vu+HJXfQiHYttklAJ+gNFFS+pZQk11tJu71G07Tr6KafcY72DzAGTOCCCCOpyM4PcGud1bULnVbp9QvZDLc3LtLK+MZY+w6fSiipRJnilooqhG9omq3dpBJFG48tSHVWGcE9cVrz+K9Ut7aNkdNzswJK+mPf3ooqS4le38aayZyDMnCOfu+ik+tVJPF+s3Bw9106YXFFFNAiI6vqE64lvJW+pzTLC4mbWrNmkZj5oHNFFVbUT2NjV2ItU/3l/8AZqzNQ8SatqVja6XeXs09tbSSSoJJGYlmx1JPONvHpk+tFFZ9AZ//2Q==", "info": {"video_id": "29632", "label": "squeezing eye glass case", "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": "11c68461a443b29bccecf02574cecb83cb134fbc0ac99a23069bf10edf76664c"} +{"episode": 45359, "episode_seed": 3750422944, "split": "train", "timestamp": "2025-10-13T03:20:36.154707", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3750422944, "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 drive onto wooden 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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oljeNhvyUUdz0yKbb2ZayeGfT7lZYlJYNH1Hpz1PXpXTWGzUbeYpZwQaSuEsLi2ldJJkHAbHQD379elF1JLMRHbrwvBx2/wAa8aHtaK9lJpxW299DojBVH7TY88vliWZTHKYZFABynUbQAAapwx3MeEa8VlPRlyjfocGvRJ9HtxEVuYlndznae1Yt14f0ttwWOWI46gEgVr9djRiozg7d1r/wSZYdzd00c0ZJHi0xZpGdTdSSc/3UU+nua8ptJBeeL5ZTvxLPI/ynsWJ/lXqWtSW+nM0aTK6WdjI24f3nbj8eK818ItDBqstxclF2xHy95wGJGK1y5+0U6vRt/m7fhYzx65KcIeR9bav4ns9NjI8xSyjJOeBXkHiD4tSSNMtrEpI+VGJ4/wDr1wWv+LrzVbKFLltk7p+9wfvcnqO3Y1y0s+7kE5ruUH1MOZJaE2oX819dyXFxKXlkYsxJqbTraORt9y5SIDO1fvN9PQe9R2sSRyMHUGRQN2ecE84/lTr9mXy3Q7WGcY/lTmny6BB3lqa6iORQkKhSThI06k11+garqvhEWs2qWYGmzSFMqo3MR6dz+Ncx4HWC71P7TcyJFBbrvlZz+VdDe6zH448b6dYwwhtMikVFATBkA6sfbivPmm5Wex3RaSuj1vRPEMXiQzCGwvLWGMAqbiPaJB7e1YHjrxRHodmbeHDXkgOxfT3Pt/Ot3xZ4jtPCWjKoAMpXy7eENyxA6fQdzXgV1d3GsanLcXcpeSVx5j+g9B6DFZxhzPUHKyPoHTLQnw5pyXP7yUW0ZZnGTuKgk/ma5vVvCmk3Lzebp8DmX77FfmP49RXaQTW11YRy2coeIKAMHsBiqNxGGBP516iilseY5Nqx5jqHguKGezmsZfJlthtjLKCGBYdfXAz1612cGsX9xbW1rdXjOzB8IqiMFQeDtXgDGPWpoo4Lmaa3Vw00WNw9M5wKtWHhtrZZb6+mWGFcs1xOAuxfRauk0opGdWOt+5kaiIrLRL+5l+WJYn4PqVxivEY3GACegrtfiH4yt9UkOn6ZlNLtuS56zMP4jXBwyFolJOTt5rSTuxU42R7n4G+G9hp9rb6zq/lXl1KokhgU7oo88gn+836D3ru599w2B0PG4f0rzrwb4jOnRJBeSSNYTqpYZz5TbRyPY9x+P19T2qqIV2yF14A5DD6+leRUcpvU9OFqa0M9LaO3Q7VDyHoAf8/nVa7C28LSysDgck8Y/wDrVpSWsaYncKZU6NjGPYe3tXivxF8anUJZtK0+TFqhKzyKfvn+6Pb19elQo62Rqp3V2bWga+/iLx+EtiRY2kEr5H/LRuFB+nPHr19K6nV9KtL23eKe3jkjb7ysvB+ted/Cea1tdavWu5BHLNAscYJ/2skfoK9Wulx7qe9d9GEVA4K1SXOee3fhHS2uhcpaRxyoCMooAYehHT8favINLtftmpRQn7m7Ln0FfQupeXbwtLK2xFHJ/SsrwZ8NV0+KO8kRlk25aSU7V+uD1rVR95syUrKxrWllxEirgRrgY7DFeQ+ML6K88VXkkB3RqVjDDvtGK77xz44sdNs5dF0GUT3Mny3F2OgH91a8aS4ElzMA2QpC59SOv61rJmdKOty8ssRlVW5bGQp713Og+ONRshHbGPdAgwqouAg+grzS+Yh4XVsMvKn0Ne0/D7+yNR0NrkokVxCuJoj6/wB4Z6g/z4rzcXf5HqYayRb0nxs81uZLq3JuEG6Q+Q4VRniu5sbldU0+C+AxHMgdFx+tcJc3yf2skFsCpGMIP5n3q34m8Xr4b0hYEKveyqRFF6epP+yP16VyXvokbNdblH4geLV0uFrCzdWu3XJIOfLH94/0H411mh2ZtvC+mQOTvW1j3EnkkjJP5mvnmSWXUL2Wa5kaRpHzK7Hlif8AP9K+j9P1Cx1PTo5LKQFVUDbnkYGMYruw0ErnFiZt2MDUtGtJhKj2sLpJ99Sgw31qbwzc6Z4QhudzpBE4QICeoG44H0zWpPHuBJHIrx/4n6pHa3lhDDlpIjIH9M/L+dbyim0YQlrqetXfxJsbcGVpESMdNx5NclqXxisHLbJWJHTaOteFXN9PeSbpZGb2Jpq25RGmkO1VGcetPkNvaRWyPVpfjfqiEpBEXX1bg4rb8BapfeM7u5XWbcXGmxN55RgfLMv8Ibs2OTg141CqbQSo6c17J4Q8VQaGi6fefLpsz7lI4ELnA/75J6+nWsa94qyNaUua+h6XKr3BwvCngEcf5FCQR26bYwryEdj+v0qdL6ykmFvBcQzzMmdisDn3PtSzW8UA+0Pt81R98jHHp7D2ri5ept7R/CZd+0dnbvPM67VGWZjjGP6VwnhXXJfEnji4kiLLY2ts5QdN5JChj+uBXN/EHxodbnk0+xk/0CNsOyn/AFzA9B/s5/M1e+E1xZ2eoagLqQJPcIiR5PGASSP5VvQheSbM687QaR32r6Xa3sLRzwRyxk8q65Brkrnwppr3f2oWkaTAEEooG4dMEdPxrv7lPxB71ham0VpC08zbY06++e1dsorlaODmd02fO11BKYCGhEYHzb5X+YKFzj8dwJ9ziqsRWBdwAec/dHUJ7n39qtTRwNHcXBWQrDyZJurscbQB9QSaZFZmOwjmI27xnnvmim7jSuNtV27ickk5JPUn1pb85iQ57n8KYZxEvzAe1V7i6WZVXPOeKbTsaJq5AkrJwrEBsbgDwR717J8Nl0vQfDlx4rvpVZsmOJFILbv7oHqf/r14x1A9a2dPuG+wrHuYhXOEz3NctVXib05WZt+KvEt5rF9Nqd0d0pBEcY+7EvYD2/mao2khRbeJidzMNxJ6nrUM6osREoViwyc9P8iorImadX7D7tKEU0Kcmnc9K8LazqNnqMUNoS6uQGjPSvRtSvJ7bT7ncwS4I3xMcYwSPwyOaxfhz4bZLb+0blPncDYD2FdrqFnDdQtFLGroR0IreMZcujOack5HlVh4oGm675rMVFzIzZPbkd/xqf4i315qWjpeNfu1unzFS+EK+uK5b4o6aNGvNPWEviUykMx7fL/9eobDWv7R0JrGfnYuAD6Uofu9jqjH21P3lqcTc3DXLBUBEIOeern1I9ParMWNoHtjIrvPDvw4eYPe6kdtusLSRxnuMcE+1cErBZCrAjBxn1ro8zkVtj0bR5xJZWhPOIwDgdeP516F4U8TLaSfZbuTNs+BHKf+WZ9D/s/yry7w/OstpCEOSvyNx0wDXRoSrMCODgt+XX/GvMqPlkzvSUoo1vib48EHmaHpU375hi5mQ/6sH+EH+8e/oPc8eIC4Z9QSPpFGu/8A3s9K0boeZfTqPuiVtx9eTxWVcSL5gEagO3Gcc/WtKSM5vQ3dLuGLyyq2GDdu2BXrfhHUNWvtJbzQXSIgox6uB1FeU+FNLm1K+jtYQSHPzH0HrX0Tp2lx6bp0dvGoAVQK6YR1OapO6PP/ABdqjNIIo33QsEZVBwQwJJJB/AVwGo+PvEOuxGK61CXyOhjQ7Vx717H4i0K3v4mcxkSqM5Q4Lex9a+Y4omuJMSu7DPAJ4/Krh7sm3uZpOat0RfuLzcGS2cE/xSjoP931PvTLUCNMAY9Af8asXFktrbqx+XPQCqJuGUY4I9RVO7ZpFKKJb1gVXnvyDXSaDqU9pZJJbSFJkwVbsa46a4VwFzyelbmkSkWuD04/D3rlxCOiizutF8S2dtYXOr3LB7zdsW3z827tj2964rXdYu7yae+nk33LjJPZR0AA9B2FVCdlw4ABYngf57U+ZlhiwxBJGSxH61zxilK5rKTasPtJNiW0BP8AENx9T1Nd34ZutRj1aJLBzuYjcO2PevO7DMs6v/3yPQV798O/DRt7L7fcp+8kA257CuuMPeOSc1Y0tUnuLPTrkSuUeQbo5ecLnGRntjnFeE+Pbh7ie2kZTueSVvz219LXkCyxsjqGUjBBGQa8D+L+mrpV3pptU2LMZWz94/wcc/j+dU4e+mzKMpbLqcJbQJEnnTMAB3PQf4mmXE5uWCqCIQcjPVj6kf0ptnaNdyAuzSN23HpU08XkylQQSK2fkUlZ3ZLGRt/DGRXTT32+3jJx9wZ/IVyqzKpwwINaJuBLEhRs4XafbArnrrRG9FpNno3wj1TT7XU7n7aAsjSbYrgt93I+6fb0PatH4nePBM8uhaXN+7Hy3Uyn80B/mfw9a878LylLm6Rj8jYJ9vesph5jsP4FY59zmuSybN79SpHcM+oAEYjhXcB6k9DW3pU7ESSq2G39R2wK56eUGULGAGbuB29a6nwfpEuq38VrEDsJy5HYV0qN1c53KzseqeE77Vr3Ry02XSIgoT1dR1FZ3i3U2e48lH3QsUKoDggjkkj15x+FeiWenR6fYx28agBVA4rB8QaFbX6eYYv3qkH5TjcM8g+ta1INxtc5lNp3ij5l+1NfpFAxYl5DLO5P3m/wxwPxq7c3EjYTJ2qMADkVlaWGLOQMjirl46xxnIOf5VailsaLRXM26n3NgcetVxlmUD1pGO5ialt1yS3pxRJ6EeZNjGPrWnpZVVldh92swmrEU3kQuc8k8CuaSurG0JEmoXTSSGMHr19vau2+H3hqXXdYiTZ+4iILn+lcBbwvcXMaKCzyMAB6kmvrD4b+FV0HQ42dB5zjc5x3raEUlYynO7udNbWaWVokKKAFGOKrzgYNak3KmvKb7U9TuvHOoaWNbu7SBXkEKxqG5VNwX2HB5NaMzRkfFLw/f+IdR0K1sIS7Zm3N2QfJyabpvwtg06S3+2XEkjghnGcA98fStzwBr1xcx6jcapdvOYhH5ZkI+XO7OPyFc74w8ey/2s0Fi4JC4LdlzWM3dnfRdqdyl478dvFc3Oj6ao8sJ5Mkg6AdwK82jO47Vbn+7mi+uxc30sjAnceGzzT7dEkGRKhA/gkHP4Gt4p21OOVk3Y9Q+FvhI6rZatqJ3Ls2xQAcKzj5mz+GB+NaU9sYJ3TBUhhjP8Jx0r0XwLog8P8Ag7TrFkCTGPzZh/tv8xH4Zx+FUPFmjL8+oQpw5HnAdj2avMxD5pNo0oVbPlZ846nMsDTKML8zE47cnisOy33F0WOScYAqfWZfMvpYwSQrnJ9Tmut+Fnhhtf1/e6Zt4CC3HU9hXVSjZIVSetj1n4YeEjpumi+uUxNKAeew7Cu/mWrUVulrbJEgwAO1ct49vbrTfDMlzZTvBMJo1DocHBJyK6dkc922W7xQVYexr5RtXQSNjg5Ney6vq1/Fo0d9Z+INSlDTmDM6KizELlmj77QeDn1H0HiQYKcr+tTubw0TFvrxzJgsazmuSRSXbEymq9VsJu5NGrXFwiDqxrsrKwltUjyp2sQVPrWH4Ys/tN/vI4XgV7Vp+hW97pPkSgBvvI/91uxrgxNT3rIqE+RnlM6rDcM5HGOB/SsS+uWll2A8fxY/lW/4shfTr8wupWUZBHvXOWtu9xdRxICzyOFA9STVUoprmLqz6I9F+HHhiTXNXjZk/wBHhwXPqfSvpSG1S1tUhRQAoxXM/D/w1HoGhwoUHnONznHeuvk6GuxKxzN3ZmTqMGvEPjkFD6HkZH7/AP8AZK6281i9m8e3ulT6ze2lqZykZiljRYxgHkuMYxnjqTXk/wAR7++l1GK21C4upfs0sqItxjenI644zwM4pXKjoznYJdkOYzzVSWdgdzc/Wmx3ACEDFZ88xdjVFt9iWW6JOAePSuo8I6bFqNhqLs5Fx8v2dc8MRkt+fArjOSeOSa9i8L+E5LfToCw2ybct9eprnxM7QsSm07nNaNmHUmUfKWHyk+uOlZl9OsMLKMAAc4/lXVataLaa2HjQgMcyY7N61wF/KZbhkB+VT+ZrmpLmkdLqe5cLFXubknBLNgAV9KfDTwn/AGTpC3Vwg8+Ubj7egryf4S+Fm1zWzcSJmC3YHp1avpxIFt7dYlAAA7V3xSOSUnsU5lrLulBFVPHt7dad4akubOd4JhNGodOuCTmuC1ufxPpGk6feXWq3olui++IrgRY2lQTj7xDZx/8AXptkpaHiFmoSNNvHGafqJ3QEnqKKKZv0MSrsKgWyn1zRRWUiGJSn5jzRRUgdh8OLGC78X2QnTcEkVgD0zmvryNFjiVFGFA4FFFEN2QyGT7prwrxLezab471K7g2+bHcNt3DI5Xaf0JoorVjRyF5qV1punypaybBJgN746fzrmEld4xIzEvISWJ70UVMfiN7/ALtCSIsiFiOc9RWx4Ms4b7xbo1pcLvhlu41dfUbun6UUVstmYT2PrOorhVeMo6hlYYIPcUUV5PQyW58o+P8Aw/Z+H/Fl1Z2TSmHcWHmtuIzz1xXsnwYtILTStsUYzKokZj1zRRXTBv3TWR6k/I5rifiV/wAihJ/18RfzNFFdXQlbnlWsa62rQwxyafZQGJAkbwK6lUGflALEAc56da8mdjuPsaKKUTVdSpNyc1FRRTkI7bwfGoSM45JzXsOnuy2y444oory63xsTOB+JljDNBBqDAidW8vIPBHXmsX4dWcM/iGOaVNzQYdAemQe9FFawb9kLofVmnPvtYnIALKCQOlWZPu0UV3ko8M8TaodP8X6yhs7O6jkudxS5i3gFRwRyCOvTOD3rzDx7dz3t3Dd3D75p3keRsYyTiiiktyzk4mPPNRN940UVT2H1NbwtbRXfijTYJhujadcj1xz/AEr6ZtIY47DKrziiivPxPxITORsbWG88UXEc6B0I2kH0NeX+MtCtNC8SXFlaNKYVOR5jbj+eKKKmj8QHu3wdtYLPRxFDGAJF8xmPXOK9Lk5HNFFdlH4SGcT8Sf8AkUZP+viL+ZryS81i/vbGGxubmWWGF2kXe7MSWx1yecY49Mn1oorRlLY//9k=", 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", "info": {"video_id": "160423", "label": "putting pen drive onto wooden 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": "160423", "label": "putting pen drive onto wooden 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": "4f8fcadf4ec005d803cf730ff0574b499babb6ce1dfc7f2a27de25cab6e7e03e"} +{"episode": 45360, "episode_seed": 471148079, "split": "train", "timestamp": "2025-10-13T03:20:36.948757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 471148079, "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 flower and candle so they pass 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, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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Nv/o2pTRjgb8gD0PNRUHTep21q3yiubj4wcfQdK3tPbcBWEh2vnB9BjoammVPoWVXuce9SgjZwuQRyPWoUXJznnvk9asLjOAO+OBWhmcx4ljuY54riDkg8DoD2Kn8MVgbbzULyFZYGihz9N3sB3J6V6S1mlzEY5EDIeCrCnWGh2NlMJobZEkA+91x9PSpdOLdzSNRqNi7aoYbaNZD+8A+bB7nkj9f0qDS5PK1TUNLuIlSxv0OCFUea7AmQsx54A4H1+lW2O1ueSfavL/iPqlxNcw2ETFI4DvYKT80nb8gfzJoklbUzbsek6N4HsPDtvdabbB7i3uj+9SYg7lYYxx0IB+n40vhHwgngRdSuGvPORmBDAbSsY+7n355xXkuieNfFI1CNPtYuWRJAouVznKjliME8qCM98+tb+k6lrFzrEUGs6jc3dhYwRyeWG2CRd27bIO+CucnnC1GmwK9rnV6e9zca1rUlxHM0KXjC2kmIDKm0Zxz07DGe+elcbp0wuPFOvSrM80TSoqOzk/KCwAHsO1dBqnxB0yfTJnRGJgby4sfKWY/3P1Pt+Ncn4PJe4vCxJJEZyeST81XTg0m2TzJtJHYRDLdCT1GR0qyBjrnFVoiD0PzetWY1yMEkjsaoolO0cZOP51wl/JDbahJHdxkITww7MOoP8670YPQ9T3NZ9/oMeoNvDGJ+MsAGDY9R3pSjzKxdOXK7nJ+HpjPr8bW8SmJDxx1JBAGfqc/hXa+LrprbwvqDxyBWZAitnn5iAf0p+k6DFpjvOWMswyFIAVVz1wOn41keMpxJZRWxB5cSEeoHX+dJQ5VZBOTnI8ia1dmAx8ucE+ldVpHhuFrnSzkEtOdwP8AEm3dz+Ix+NCRxTTpbbF8qRgWI7gCu203QxHZxzFf3qptBz071i5PqEKTV1I3vt15s2Svuxwcd/f6VzGu+J00yT7PGFlvCMdcKvufetOS9aLS5pZMeZHuXJHcDivJbudrjUGmZiSXPJrqowUtTmrzcLJHqqdeoI+ntVqMcDgnBGDVeMMMjJGRU8ZyMA4A49On1pGxbU8Z6ntVmJMH7uSPQ1Vi4OODWhAg3AYwOvHagCdIAeoH4jrTLiMmNlPHFasFsrDnHTGahvYABkjGO9AHD6lbqjgPzkEE0nh288hGt3PzxnFWtYRlKkYODzWBM7wSJdLkYOHH+z61NWPMioS5WdpeL9stGCn5scV5746nbfDAcg43MD/n2Fd1p9yJYV75FZfirw2msWvmxjFyg+U+vtWVCahLUrEQlODUdzkfBAKnUAeCCnf/AHq7OIYABwR646c1yPg+CWCbUYpo2V1KAgj6118YITDMfc4xXVN+8c1FWgkW4/XBB+lWVXcQMdeOvb+lVIiXUEHjqD7GrUOOhHY1BqXoFB7de4q7HDkZAH4iq1qo3YwRjGD/AErcgt1ZM8D3oAypYzgjOPQ9DWfdBSCSBnH/AOqtu8h2HOMY9utYdyWA6A9zQgMCTAkz+mM96y9QHlX8M/ZxtP4Vo3G/zG+pwDzWfqCmWBkQfMv7wd8Y/wAaJK6CLszo9KnyBz2rPQbTn1Pc1FoV3vVcHmngkDCj5hnHGOazgXMtrwOSOgqxGu452scLwKroOTweOQCOlWofk6DC9vb2rQgvQJnA5wR+FXliO0ZXueags+f54rbWAeSDgc/rQBzt65giYkD5RXkerxG9v3lncq8h3fN64/8ArV65q6ERycD6V51qOnxXEzSbWjc5YDd39cUnHmQJpS95XRkaLbRNcqik/aQwB46IB6+5/lXXSaY9vBcSry8wyTjtjAH5fzql4dtIRIsoUbj1Ndlcxr9nOR2rkbOlRUVZHiFzG0UjrIoB3V03gz55L3kjAjGR/wACrTuvDcFwWdJWR8nKsNwz/Sq/huyew1DUonYfKY+VOAeDzXoOfNE4IUeSdzqYwcgEHJ61ZTsMAZ49R9Kqqw3cd+/0qzGORg4NZmxYiA3ZJGT0GOw/pWjEgK54A9R6VTgIK4HB7cd62LSMMRxgmgCCRMKcZwOOnSuR8QWy3Ep52keq5yPQ16BcQbYyfzOK5DV7UfMcAYGMY4otcTV0cho1kIrvypVUyA5B9jXoUS7bQDHauBjm+zalbyM2VYFCfcHNd5azrLbAZ7VyVFaTR0wd46nH+Ipfs2l35U43uo+nHP8AKvNWUAqwP1FemeJrOaecW8S7t+W2nowH9ea4K702W3lIdGix/C4xXbhprkszgxVOUpXR6ci5I+XvjnrU6ZI4AzjrjvWfp16t9bCTGJVOx0z0PHWrwwT0HTI/GoWxuW0O0jjjOMVo2ZwBjP48VlxsA20n6Y9DWlaONyjt0pgdPZDMeMcnvVfUQozkducirmnRM8QIHbg46VS1N/k2nrRYLnG6xHvRiATg9M8CsJo1aKRW5XBBz2zXSX5DAqeQf0rm5CRKUGcA5PP5f40xE3h+6YJ5Tn5kJU/hXWRMHjrgLaU22tyoPuyAOPyq5p11d6h4rn006vc2kWJDEI1DZZULBfYcHk+nvXK4a2OhS0ubl5ZRW908yLhpVG7Ht/8ArqJcY3DHTOQa5K11zUZpo557iSdUHKvzwev8q6uCVJY1mQko4yMdq1htYynvcsoeeFH+I9atIwPqOOCB0qmnoM8cdcY/+vVmJuewOe3tWhJsWZ2sMc8/SujtBmEADn6VytrKC/J44xxXXaahkiLADcBk/SiwFDUFRWbp+NcxdnkkFiCeB6fjXS6s/bOD7Vy92+SQccnFMRh3J2ysepXpz0qnyWLtwW6AnoKsXzZmKZJBOW4HA/z/ACrD1yeW1015LeRo5C68rxQBZ0qX7LqEsGeA2V+hrcBwDzkiuM1qKKz0y21jT9Yv5We5NpuuIljW4KpuZ4sc7VPynd6j3A6rTr9L+1WaPIYfK6Echves0rMpu6LyfeGc/LyOOmRVmMtv4bHb9aqo4/DrjNTwyDpkYHarEbdpjcvfnGa6KFh5WScj61y1nIfMC8nIz/8ArrrIEzaF8ds9e9FgMHVYgSRkkEetcJqkPlybgAOCM9K7nUJMu3P51yGrjMLED5icCmhGLo90tvqkkJ6E7l/H/wCvmu43LLCMdxXndyvlxxzRDMkPI9WHeuo0jU1uYEKtkEVy1Y2Z0U5XQSKY5pUPqDVe3RBNJIF2lsbiR2HrVOGRdR8Zy6be6ndWlvJLsR4pY0WPoSWLjGMZ46k4FZ9lqE9hr19p988/lpOYgLnAdCCQA23gE8Zxkelawfumctzp1yDwcNjirEZ4OD8vXHoKgBx7HtjipFYdj0OMAY9K0IL9vlmAKjOOa3tP+/nPI5wa52Ikdutb2mMJCACB2FAGzcruhJwCTXI6qnmIylQV755rrrpfKiz1BHHvXJ6i2c+ufpQhM4a5iEgeIthtx2n0PatXQ9S82IITh1O1h6EVQvQUnKg8ueo/pVWN/sWpRyKRsl+Vh6EdP0rOtG6uXTlZ2OzurZLqMN/y0XlT6Gsi6jEkZR0Vv9kjgU3W9Rnt9BM1tK0UgkQbkPOD1rI8Q6fr2j6NpuoXV7dCe78zzIimBCBtKBjj7xDZx2/Os6TaLqJFK0mez1KLyTgSnY4PQiutQZQH1JyPWiitYbGbJEZgx5PU/wA6vWxJdRk9aKKtCO00dz5ePrWRqsjG5dT0/wDr0UVQjnLsfM/J4rnJfvBu7ck0UUmCMW6kb+1oDnouKrnUrjTPEct9b7fOjdtu8ZHK7Tx9CaKKwfxGq+EfpyAwzDJwNo/nW1oMjLJPbZzEBvAPY0UUR+ITN0EiRVznIzk9akhkbLDjgD8ciiitiC/bO29Dk/48V1+k3MscK7W4KniiiqQjM1R2Z2yea564Yjcc9ATRRSYjBufvyP3z/Ikf0rnfEc7jSdvGDIp/U0UVMti1uYviPxO+u2Fosul6dbPblI4pLZHUoi9EALlQOSTgcnmtu2me01i38o4Ep2Op6EY/nRRWb6DXU7AL8obJJ255P+fSngYIP147UUVoSXrKVtyN05ArtoZmGngDAyKKKpCZzGoMcO3eucvAHZwwyFXcM+p4oooEc7IAGcAY5qPRnaHUZIkOE4YD0zRRWVX4S6e5Dd6y2m61qCNY2N5HNKGKXcO8BlHBBBBHU5GcHuDVVbiXVLu9vLxvMnnbzJGIxknP5UUVHQt7nRaHdSz6P5krb2SRkBPcDgVrquVIycDpRRWsdiHuTWzFxk8fMVwK6HRiQ8eOMmiiqRJvaqS0AU9Mdq4+/Y/N7ZNFFNiOW1QAXO4dSAM/XmsfUGP2VnzyhBH1yP8AGiiplsNblzVJWbw02T/y1jrGu9c1G/06HT7q7lmggdpFEkjMSWxnOTzjHHpk+tFFc8NjeW5//9k=", 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", 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", "info": {"video_id": "197700", "label": "moving flower and candle so they pass each other", "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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8ZYAMGx6jvVzSdBi0x3nLGWYZCkAKq564HT8aj2S5uY29r7nKM8XXTW3hfUHjkCsyBFbPPzEA/pXhzWrswGPlzgn0r13xlOJLKK2IPLiQj1A6/wA64xI4pp0tti+VIwLEdwBSndbGLhKSutg0jw3C1zpZyCWnO4H+JNu7n8Rj8a9U+3XmzZK+7HBx39/pWDpuhiOzjmK/vVTaDnp3q1JetFpc0smPMj3LkjuBxUwfM7Gk4paozNd8Tx6ZKLeMCW8Ix1wF9z71bhA3dMHHtXl11O1xqLTMSSX4Jr1OIbVBBx0FdUoKKVjlpVHNsuRrxx17ketTp1OCRx2FQKCF+Rhx+OasIOSc8kY5rM2KesDdp0uSSPQc4/ycVwjx2UsPntJg90xyD6V6RNbrPHJG65VwQRiuXuPB0k9w7LHFKrc7nYqRz1IHWonT5zajU5CXwSqm0uJEjC7zxzngADr9SR+BrJ1S6ZNfvJxlkk2KgPoFwR+YrtrDTY9K04RA7nblyF29BwB6Af41yGr6fKjeYgVlL7zg8gdeabVo2M3NOV5LRhoOlDUdSN5LGVI4+tdhLD9hljMfCswVh+lQ+HIlMCuMDirmsA7EXp8w5/Gubmd7m/IlGw4kj6dzWJe3FvcXmxHDywj5wP4c9M+/FHifVG0zS3aJvncFQew/z0rkfBrNM9+zsWJKEnv3ruUbxcjhc7TUe52UGMHnHPersa4xjp/MVVi6YyMHJParaFsrg8dMVJoTxrjJ3HrWF4owtnFJhnAz06H1/TP5VvouMcnJOelR3dkl5bmOQNg8gr2PY/Wk1dWKTs7nmtwLCKPzY2EjHkA8Cu98KBm0Zf3YU/eOO+SSB+W386zIvBbtPnFrt3g+Zt+Yf8Bzj/PSuvtrSKytkt4t21QTlhyzHqSfWohT5TWpV5zL1OPud3A6VlyQLcRSxHHzKRz610N6m6Nl+9x61i5w3Q7h0rXoYMz9CmOxQTzXYWjcCuJt/wDRtSmjHA35AHoea7HT23AVzNanQmYSDaQfXpk1ZXgckdBVRSQuFHzAccY5q2g5PB45AI6V0GBYjXcc7WOF4FaECZwOcEfhVGH5Ogwvb29q1bPn+eKAJ1iO0ZXueao3rmCJiQPlFdEsA8kHA5/Wud1dCI5OB9KEB5Hq8Rvb95Z3KvId3zeuP/rUaLbRNcqik/aQwB46IB6+5/lWvqOnxXEzSbWjc5YDd39cVa8O2kIkWUKNx6msKi5dTSkoySdtUXZNMe3guJV5eYZJx2xgD8v515rcxtFI6yKAd1e33Ma/Zzkdq4m68NwXBZ0lZHycqw3DP9KvDT5W0RiaXOkzM8GfPJe8kYEYyP8AgVdpGDkAg5PWuW8N2T2GoalE7D5THypwDwea6hWG7jv3+layd2RBWjYtJ2GAM8eo+lTxAbskjJ6DHYf0qvGORg4NXYCCuBwe3HekUXIkBXPAHqPSpZEwpxnA46dKntIwxHGCat3EG2Mn8zigDz/xBbLcSnnaR6rnI9DWDo1kIrvypVUyA5B9jXX6vaj5jgDAxjHFcpHN9m1K3kZsqwKE+4OairH3blU3afqd9Eu20Ax2rjfEUv2bS78qcb3UfTjn+VdhazrLbAZ7VyPiazmnnFvEu7fltp6MB/XmsKLtNM1qq8GkeaFQGVge/Ir1mPOOoI+ntXmt1pstvNh0aIg/dcYr0yIMFxkjIFd9WSdjgoQcL3LMY4HBOCMGrSnjPU9qqRnIwDgDj06fWrUXBxwayOgtRJg/dyR6GrqQA9QPxHWoIEG4DGB147VswWysOcdMZoAyriMmNlPHFctqVuqOA/OQQTXcXsAAyRjHeuQ1hGUqRg4PNNAyr4dvPIRrdz88ZxW/eL9stGCn5scVxczvBIl0uRg4cf7PrXWafciWFe+RXJUjys6IS5kcL46nbfDAcg43MD/n2FV/BAKnUAeCCnf/AHq67xV4bTWLXzYxi5QfKfX2rlvB8EsE2oxTRsrqUBBH1rshUUqdjhnTlGspPb/gHXRDAAOCPXHTmrkfrgg/SqkYITDMfc4xVmIl1BB46g+xqTUtqu4gY68de39KuwKD269xVGHHQjsa0rVRuxgjGMH+lAyzHDkZAH4imyxnBGceh6GtWC3VkzwPeqt5DsOcYx7daAMS6CkEkDOP/wBVc/JgSZ/TGe9b9yWA6A9zXO3G/wAxvqcA80xGdqA8q/hn7ONp/Cul0mfOOe1c3qCmWBkQfMv7wd8Y/wAavaFd71XB5rGa1NYPQmHC9ckCpU+8M5+XkcdMiqOnX6X9qs0eQw+V0I5B96uo4/DrjNaGZajLb+Gx2/Wti0xuXvzjNYkMg6ZGB2rUs5D5gXk5Gf8A9dMDqYWHlZJyPrWJqsQJIySCPWt6BM2hfHbPXvXP6hJl25/OiwrnDapD5cm4ADgjPSs/R7pbfVJIT0J3L+P/ANfNbWrjMLED5icCuZuV8uOOaIZkh5Hqw71NSPNEqErM9E3LLCMdxWHIpjmlQ+oNGkamtzAhVsgislBPqvi+5059VuLSP955QjQNllQsF9hweT6e9c9PSRtPYvW6IJpJAu0tjcSOw9atrkHg4bHFcb4e1yY3BjvpmeOXaMufunB/nXZg49j2xxXTe5gTxng4Py9cegq5b5ZgCozjmqCsOx6HGAMelW4iR260wOi0/wC/nPI5wa1bld0JOASaxtMYSEAEDsK2bpfKiz1BHHvRYDkdVTzEZSoK9881xFzEJA8RbDbjtPoe1dzqLZz65+lcZegpOVB5c9R/Sn0EX9D1LzYghOHU7WHoRW1dWyXUYb/lovKn0NcZG/2LUo5FI2S/Kw9COn6Vta5qM9voLTW0rRyh0AZTzzXHKPLKx0qXNG4+6jDoUdA3+yRxT416AKOuOetYWubo9Fi1Ox1rUJs3Bt83Eaos5C7meMddqnCnd6j3A1NOvVvrYSYxKvyOueh4610p3MGjQTJHAGcdcd6sodpHHGcYqoME9B0yPxqxGwDbSfpj0NUI1LM4Axn8eK6WyGY8Y5PeuYtHG5R26V1enRM8QIHbg46UWAp6iFGcjtzkVxmsR70YgE4PTPArstTf5Np61yl+QwKnkH9KaEc20atFIrcrgg57Zqbw/dME8pz8yEqfwqGQkSlBnAOTz+X+NUraU22tyoPuyAOPyrKqro0puzO/iYPHWReWUVvdPMi4aVRux7f/AK6xdL1B7zxdJpt1qt3aW8kmyN4pY0WPuSxcYxjPHUnAqjc6jqVtrVxFcS3MgtZmiMdwBvC5xggcZ4HTis4qzuXKSasdGuMbhjpnINToeeFH+I9arQSpLGsyElHGRjtU6egzxx1xj/69bmJcRgfUccEDpWrZnawxzz9Kx4m57A57e1aNrKC/J44xxTA6q0GYQAOfpVTUFRWbp+NX9NQyRFgBuAyfpWdqz9s4PtTsBzV2eSQWIJ4Hp+NYFydsrHqV6c9K3Lt8kg45OK5++bMxTJIJy3A4H+f5UCK/JYu3BboCegqppUv2XUJIM8Bsr9DVbXJ5LXTWkgkaOQuuWXiqPiHSda8O6fo+qXdzcrcX3mCWMpgQbQpQMcfeKsTjt9c1E1cqLsya3le01m38o4Ep2Op6EY/nXXhflDZJO3PJ/wA+lFFTActx4GCD9eO1XrKVtyN05AoorREHbQzMNPAGBkVzGoMcO3eiimxHOXgDs4YZCruGfU8VzsgAZwBjmiigCPRnaHUZIkOE4YD0zVW71GfS/FNxfW+3zo5G27xkcrtPH0Joorm+2zf7JRsIUZJlIyAFFdVod1LPo/mStvZJGQE9wOBRRVw3Jka6rlSMnA6VNbMXGTx8xXAoorQg6HRiQ8eOMmt7VSWgCnpjtRRVknH37H5vbJrltUAFzuHUgDP15oopAY+oMfsrPnlCCPrkf41c1SVm8NMTz+8Siiuep8SNqfwsztY8QtrUEEUmm2FuYUWON7dHUqgzhQCxAHOeByeaktJns9Si8ngSnY4PQiiin1E9jrUGUB9Scj1qRGYMeT1P86KK2IL1sSXUZPWu00dz5ePrRRTQjI1WRjcup6f/AF65y7HzPyeKKKYjnJfvBu7ck1i3Ujf2tAc9FxRRWc9jSPxEZ1l9N1S9RrGxvI5pQxS7h3gMo4IIII6nIzg9wamiup9SnvLy6kLzzOJJG6ZJzRRWb2K6mnoMjLJPbZzEBvAPY1ugkSKuc5GcnrRRWkdiGSQyNlhxwB+ORV+2dt6HJ/x4ooqkSdfpNzLHCu1uCp4rM1R2Z2yeaKKroI564Yjcc9ATWDc/fkfvn+RI/pRRSGjnfEc7jSdoxzIpz36muc1XxDqmo6Ja2N3eTTQ207SJ5kjMSWxnOTzjHHpk+tFFZ9Suh//Z", 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8ZYAMGx6jvVzSdBi0x3nLGWYZCkAKq564HT8aj2S5uY29r7nKM8XXTW3hfUHjkCsyBFbPPzEA/pXhzWrswGPlzgn0r13xlOJLKK2IPLiQj1A6/wA64xI4pp0tti+VIwLEdwBSndbGLhKSutg0jw3C1zpZyCWnO4H+JNu7n8Rj8a9U+3XmzZK+7HBx39/pWDpuhiOzjmK/vVTaDnp3q1JetFpc0smPMj3LkjuBxUwfM7Gk4paozNd8Tx6ZKLeMCW8Ix1wF9z71bhA3dMHHtXl11O1xqLTMSSX4Jr1OIbVBBx0FdUoKKVjlpVHNsuRrxx17ketTp1OCRx2FQKCF+Rhx+OasIOSc8kY5rM2KesDdp0uSSPQc4/ycVwjx2UsPntJg90xyD6V6RNbrPHJG65VwQRiuXuPB0k9w7LHFKrc7nYqRz1IHWonT5zajU5CXwSqm0uJEjC7zxzngADr9SR+BrJ1S6ZNfvJxlkk2KgPoFwR+YrtrDTY9K04RA7nblyF29BwB6Af41yGr6fKjeYgVlL7zg8gdeabVo2M3NOV5LRhoOlDUdSN5LGVI4+tdhLD9hljMfCswVh+lQ+HIlMCuMDirmsA7EXp8w5/Gubmd7m/IlGw4kj6dzWJe3FvcXmxHDywj5wP4c9M+/FHifVG0zS3aJvncFQew/z0rkfBrNM9+zsWJKEnv3ruUbxcjhc7TUe52UGMHnHPersa4xjp/MVVi6YyMHJParaFsrg8dMVJoTxrjJ3HrWF4owtnFJhnAz06H1/TP5VvouMcnJOelR3dkl5bmOQNg8gr2PY/Wk1dWKTs7nmtwLCKPzY2EjHkA8Cu98KBm0Zf3YU/eOO+SSB+W386zIvBbtPnFrt3g+Zt+Yf8Bzj/PSuvtrSKytkt4t21QTlhyzHqSfWohT5TWpV5zL1OPud3A6VlyQLcRSxHHzKRz610N6m6Nl+9x61i5w3Q7h0rXoYMz9CmOxQTzXYWjcCuJt/wDRtSmjHA35AHoea7HT23AVzNanQmYSDaQfXpk1ZXgckdBVRSQuFHzAccY5q2g5PB45AI6V0GBYjXcc7WOF4FaECZwOcEfhVGH5Ogwvb29q1bPn+eKAJ1iO0ZXueao3rmCJiQPlFdEsA8kHA5/Wud1dCI5OB9KEB5Hq8Rvb95Z3KvId3zeuP/rUaLbRNcqik/aQwB46IB6+5/lWvqOnxXEzSbWjc5YDd39cVa8O2kIkWUKNx6msKi5dTSkoySdtUXZNMe3guJV5eYZJx2xgD8v515rcxtFI6yKAd1e33Ma/Zzkdq4m68NwXBZ0lZHycqw3DP9KvDT5W0RiaXOkzM8GfPJe8kYEYyP8AgVdpGDkAg5PWuW8N2T2GoalE7D5THypwDwea6hWG7jv3+layd2RBWjYtJ2GAM8eo+lTxAbskjJ6DHYf0qvGORg4NXYCCuBwe3HekUXIkBXPAHqPSpZEwpxnA46dKntIwxHGCat3EG2Mn8zigDz/xBbLcSnnaR6rnI9DWDo1kIrvypVUyA5B9jXX6vaj5jgDAxjHFcpHN9m1K3kZsqwKE+4OairH3blU3afqd9Eu20Ax2rjfEUv2bS78qcb3UfTjn+VdhazrLbAZ7VyPiazmnnFvEu7fltp6MB/XmsKLtNM1qq8GkeaFQGVge/Ir1mPOOoI+ntXmt1pstvNh0aIg/dcYr0yIMFxkjIFd9WSdjgoQcL3LMY4HBOCMGrSnjPU9qqRnIwDgDj06fWrUXBxwayOgtRJg/dyR6GrqQA9QPxHWoIEG4DGB147VswWysOcdMZoAyriMmNlPHFctqVuqOA/OQQTXcXsAAyRjHeuQ1hGUqRg4PNNAyr4dvPIRrdz88ZxW/eL9stGCn5scVxczvBIl0uRg4cf7PrXWafciWFe+RXJUjys6IS5kcL46nbfDAcg43MD/n2FV/BAKnUAeCCnf/AHq67xV4bTWLXzYxi5QfKfX2rlvB8EsE2oxTRsrqUBBH1rshUUqdjhnTlGspPb/gHXRDAAOCPXHTmrkfrgg/SqkYITDMfc4xVmIl1BB46g+xqTUtqu4gY68de39KuwKD269xVGHHQjsa0rVRuxgjGMH+lAyzHDkZAH4imyxnBGceh6GtWC3VkzwPeqt5DsOcYx7daAMS6CkEkDOP/wBVc/JgSZ/TGe9b9yWA6A9zXO3G/wAxvqcA80xGdqA8q/hn7ONp/Cul0mfOOe1c3qCmWBkQfMv7wd8Y/wAavaFd71XB5rGa1NYPQmHC9ckCpU+8M5+XkcdMiqOnX6X9qs0eQw+V0I5B96uo4/DrjNaGZajLb+Gx2/Wti0xuXvzjNYkMg6ZGB2rUs5D5gXk5Gf8A9dMDqYWHlZJyPrWJqsQJIySCPWt6BM2hfHbPXvXP6hJl25/OiwrnDapD5cm4ADgjPSs/R7pbfVJIT0J3L+P/ANfNbWrjMLED5icCuZuV8uOOaIZkh5Hqw71NSPNEqErM9E3LLCMdxWHIpjmlQ+oNGkamtzAhVsgislBPqvi+5059VuLSP955QjQNllQsF9hweT6e9c9PSRtPYvW6IJpJAu0tjcSOw9atrkHg4bHFcb4e1yY3BjvpmeOXaMufunB/nXZg49j2xxXTe5gTxng4Py9cegq5b5ZgCozjmqCsOx6HGAMelW4iR260wOi0/wC/nPI5wa1bld0JOASaxtMYSEAEDsK2bpfKiz1BHHvRYDkdVTzEZSoK9881xFzEJA8RbDbjtPoe1dzqLZz65+lcZegpOVB5c9R/Sn0EX9D1LzYghOHU7WHoRW1dWyXUYb/lovKn0NcZG/2LUo5FI2S/Kw9COn6Vta5qM9voLTW0rRyh0AZTzzXHKPLKx0qXNG4+6jDoUdA3+yRxT416AKOuOetYWubo9Fi1Ox1rUJs3Bt83Eaos5C7meMddqnCnd6j3A1NOvVvrYSYxKvyOueh4610p3MGjQTJHAGcdcd6sodpHHGcYqoME9B0yPxqxGwDbSfpj0NUI1LM4Axn8eK6WyGY8Y5PeuYtHG5R26V1enRM8QIHbg46UWAp6iFGcjtzkVxmsR70YgE4PTPArstTf5Np61yl+QwKnkH9KaEc20atFIrcrgg57Zqbw/dME8pz8yEqfwqGQkSlBnAOTz+X+NUraU22tyoPuyAOPyrKqro0puzO/iYPHWReWUVvdPMi4aVRux7f/AK6xdL1B7zxdJpt1qt3aW8kmyN4pY0WPuSxcYxjPHUnAqjc6jqVtrVxFcS3MgtZmiMdwBvC5xggcZ4HTis4qzuXKSasdGuMbhjpnINToeeFH+I9arQSpLGsyElHGRjtU6egzxx1xj/69bmJcRgfUccEDpWrZnawxzz9Kx4m57A57e1aNrKC/J44xxTA6q0GYQAOfpVTUFRWbp+NX9NQyRFgBuAyfpWdqz9s4PtTsBzV2eSQWIJ4Hp+NYFydsrHqV6c9K3Lt8kg45OK5++bMxTJIJy3A4H+f5UCK/JYu3BboCegqppUv2XUJIM8Bsr9DVbXJ5LXTWkgkaOQuuWXiqPiHSda8O6fo+qXdzcrcX3mCWMpgQbQpQMcfeKsTjt9c1E1cqLsya3le01m38o4Ep2Op6EY/nXXhflDZJO3PJ/wA+lFFTActx4GCD9eO1XrKVtyN05AoorREHbQzMNPAGBkVzGoMcO3eiimxHOXgDs4YZCruGfU8VzsgAZwBjmiigCPRnaHUZIkOE4YD0zVW71GfS/FNxfW+3zo5G27xkcrtPH0Joorm+2zf7JRsIUZJlIyAFFdVod1LPo/mStvZJGQE9wOBRRVw3Jka6rlSMnA6VNbMXGTx8xXAoorQg6HRiQ8eOMmt7VSWgCnpjtRRVknH37H5vbJrltUAFzuHUgDP15oopAY+oMfsrPnlCCPrkf41c1SVm8NMTz+8Siiuep8SNqfwsztY8QtrUEEUmm2FuYUWON7dHUqgzhQCxAHOeByeaktJns9Si8ngSnY4PQiiin1E9jrUGUB9Scj1qRGYMeT1P86KK2IL1sSXUZPWu00dz5ePrRRTQjI1WRjcup6f/AF65y7HzPyeKKKYjnJfvBu7ck1i3Ujf2tAc9FxRRWc9jSPxEZ1l9N1S9RrGxvI5pQxS7h3gMo4IIII6nIzg9wamiup9SnvLy6kLzzOJJG6ZJzRRWb2K6mnoMjLJPbZzEBvAPY1ugkSKuc5GcnrRRWkdiGSQyNlhxwB+ORV+2dt6HJ/x4ooqkSdfpNzLHCu1uCp4rM1R2Z2yeaKKroI564Yjcc9ATWDc/fkfvn+RI/pRRSGjnfEc7jSdoxzIpz36muc1XxDqmo6Ja2N3eTTQ207SJ5kjMSWxnOTzjHHpk+tFFZ9Suh//Z", "info": {"video_id": "197700", "label": "moving flower and candle so they pass each other", "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": "72ae66bea36f8f5848fd3e5511b348446ce3fe3563db461a17c9efb36fdcbccf"} +{"episode": 45361, "episode_seed": 4203085221, "split": "train", "timestamp": "2025-10-13T03:20:38.036398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4203085221, "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 remote 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, 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": "154105", "label": "pushing remote from left to right", "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": "154105", "label": "pushing remote from left to right", "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": "e5a47ae3389c0b594401f6ee0b60f122e1027b56f3a1724e72e898d9d92a26cf"} +{"episode": 45362, "episode_seed": 3825430738, "split": "train", "timestamp": "2025-10-13T03:20:39.734467", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3825430738, "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 bag next to 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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q3ducTFx5iHo6/wAX49D9R713YLE2TpS+R5+YYbm/eL5ljxDc2Whac946R7gP3Sk8yMegHp6n0Ary+411b/y5LmN/tkII3xthXHVcD+Eg9xXa/ECCHVLCxs/tMRuFZpPs5fa7KRjK8YByO5Ga8durS4gkwsrYYZGc9K9+lDmje1zwqNNPd2Z2uk+Jo7u6+y322GRjiOQHCsfQ+h/Q1o+Tx0rza0sLy7mCpEZeeQD/ADr1JIxjrzXzuY4SFCalBWufTYPESqRcZO7RW8j2rF8VyC10GYH70pCL+fP6V0ojJGa4XxzcFpre3J+VULke+cf0rjoQ5ppG9ebjBnI7a67wPp9xf6nFI0wW1smMgTPLOwI/KuS84DhF/Gun8C362WuNFKxVLlNintuByM/rXoV1em7HBQdqiuev29u0eGBIOcg46H1qhrsIs7f7Ynyqr7j6p64/2c4yPoeua17TDRg5pZ4Y54Whk5U9O+D/AJ/ma5sFiPYzTezOnHYf29PzRtWJTUrBJJ4t0qjOOhI7CuB8T+Kbe01U2FvHHLZxgpc+U20uT1Ct1G317nNdhoc32COTz5QLeMlllZukY55Pt0/AV4zr+kEXElxbzrIsrO4lhYlZADnoQCGxyRj3FfR4dKZ8u4WqNSLg186Yq/ZojJCfmZZGALfTHRsd+hroYby11S0iubZ9ynIZW4ZD6Edq8taK5OB5m4e5rtfB2n3FtFcyXEPliTbtJPLYz/jXnZvg4ezda1pL8T3ctrSptUXK6ZuGH2riPG0m17aAHsXI/Qf1rv5EwK8y8WyGXW5wekYVP0z/AFrxcHG9S/Y9HFztTt3OabrXX+Dlk1C4s7ZYz5VnK9xI/YkjCj88muTLI3y/rXe/DJwf7Tt2+8Njj9Qf6V1YnSm2c2G1mkek21mSq4Na0dvui8tiw5DKVOCreoPb/wDVVO0TKKQf1rSwAoNebSm6clOJ6VWKqQcJFHQbt7TxDc2oC7ThmVVwu3J6DsPbsa6DW5bDRdPlv50QRopYHu57IvbJNYzwf6St1B/x8Bhlc8OO4/EfqAab4/ij1Tw3bWJubdJ2nDpDLLsMgAIOD2IyOTge9fT0Ksa7Ul1PlcTSdF8rPP7nxKmqsF1CANcI5eOSM4XYeShHf2PWo7HxWovRbagNkTcLNnJX/f8AUf7VchqGn3NpOVEkijJUB+owcEH3HcVWtrO8upgiRmZj/CM5NdeLwVOvDlnHT8i8JWlRlzxkYYZScDJNeh+GbcpZqzKOcdq5a28N3xlQGNQM8nNeg6bbeRbJEeor52vUTVkz1qEGndorazpUeoWzRMi7iOGI6GpfCOgyaRbsHbLN154PvWrLGCBmtCzTCCubmdrHRZXuaECk46VYVWGcj9ahjXgVZCjb0NQXchY4k6U3U1Mvhy/gRct5DMgHcdSP0NPkUGmkgxbcnPb2Na4eq6NRSRhiaSrU3BnB6hFHJZMvdlSKJ88KYoy5PtksR+Jpul6PYLoiao8LPdySsuHwY1UDggY65z3rQFmk+s3EV1JCsWXSJN4WTc/YDqeMkH0/KulsvA80cUf2q6C6dFGpQJ95gB3HQHrzz1r62liqSa5npv6nylSjV5HGG55fr+6W4t95LEbv6U6G1hmhyqgMODWx4k077ALGCWJlnLPI5PYELtX6gdfrWU86WcRmKsSeiKM54rw80qKeKk47afkj38rp8uGipef5mDfPcxXRt7d/LA5YjrVJNP8ALfzJHLMetaMemarqU813BBvU/MQeMCobnT9UhcebC+08fKuaqlGEIq+5lWlUnJ22M1kzdKqkKGO0MxwAe2TXo/gHW72G9/sC8ikACs0RcYKY5K+69celVtC8JJqnhK7hnUxTzSbo3deVKjg/T/GtrwZoWqQSWtxrDxhrOJ4II15bBPVj9OBXLXqp80WdVCk1yyO1cMEPFJCcOpxkqc49fapCoA6VBja/XiuBNp3R3Ss1ZnPeIrcya7Oo6XdrHDEc4+820/kAa5pLC01bxNbwy70tLuUs4jOHQBiGIz67c/jXW+I1k+yCWAoHVwQZOFBwRyT0Bz17HFRaP4WOoxpNps0RuobfyWIkBUnOWAYZw3JGfevqsJi4yoqT06Hy+Iw0qVWSj6oxrqGGw3W9pF5MSHBH8TEHgse5/SroBUZPA9TW5qPhRdPe2kld7ox5muiBwRkYQDrknPJ7ZNeIrLcSsQ80rAnkNISKyzqdOuqfs3or/ob5JGdH2ntN3b9Tv7jxPp9tKYQ0kzDqYU3AfjmuL8RXP9r3oktopMBNmHGD1Nb+h2kcw8l4xkjIJ70uttB4b23EsPmmUFFTjk9cmvFp2hLQ9uonOPvbHH3Vra2tvZ7BJ5zITKHPfPamNfPgRxfJjuOtQ3Et3f3DXLoBvPAHAA9BU1rpc0gLMVX685r0KfNax5tZ073bPb/DN8b/AEm2n6mSJWP17/rWw2RJnFef+A9UjtpItJnOGUny2zwcknbXociBuR2ryK1N05uLPWo1o1IKSK2qRGTw7fxRrljAzKB3HUj9DXE6hHHJZMOhZUiikzwpij3k+2SxH4mu8bDRFMnPr6VyK2ST61cQXckSxfPHEm8CTc/bHU8ZIOOn5V7WWYr3HGXTU8PMsLaoqkepT0vR9PTQ4tWeBpLuWRwQ+DGgGMEDHUnPerNk7ySTbmLEYyTXWWPgSZI4/td2q6dDEpQJ95gB0I6A9cnnrWObA6bAkEkTLcMxkcsOgIG1fqB19zXdmWJpSwE4xd3p+Zx5dRqrHxnPbX8io5bgV5hMo1DULuWXhZJH59OTivU5sAZP1ryH7VtjdV+8zN07c/8A168DLEuaUpHvZk24xUSg9usRbPJHSr3h7Xn0LVBcBd8Ug2TKOpHqPeqj5YGk02xur6/SC0heWZhwqj866q0YtWexz0ZSTutz3nTdZ02ezgePUbU+YAVUygNz0GDzn2re+bYQQRivItJ8Dap/bluLmOEW8UytI/mfeUEHjvXsGAcnJ5rx6tOEGuR3PWpVJyXvqw2E/OpA5U5FY/iUMurx3KqSPsEixeu8krge+XFawG1+tUNb3/YzLDsZ0ZWUSfdyCDz6A4H6V25ZiPZVVF7M4syw6q0+Zbo4jWNPgm1iK2TcIWlFpLjlt8eFMgz3xj8q1r3TrPRJZrTTUdERirTvjzJQOhJGMfgBWjpfhi5vzazRADUofNlaKRgfncdzzggYIrTvvB93HZpPdTF72aTcygZWJACW3HuQAOnGeOa+soYqip2m9tLHy9bD13FKC0PLo/FFoVH7mXHrxVyDxPZswXa2T0GV/wAayha2xi4gQY9qgTSo7m+hhX92WyxZRyAK+IjJSfKkfbyo2jzNnWvr9sioWikOemCp/rWnY61BNECsEuCMg/L/AI1V0jwZp9xPGtxcXrj080D+leq6D4T0GxgSNdPjm3EAtcfO3511LC1WtLHDPFUYbtnDWupCc4itpn7cFP8A4qtq2iu51+SwuT9Np/8AZq7jUfDGj22nzy22m28UqqSGRMYryrw7qV83iu7tppmkhjU7Y8AAHt0FYSg4PU6IWnFtdDantbuBvnsrnn0QH+tU9k/mlPsV9u9Ps7VqajLIcjzMgHuorHeONpEZ8fKML6Cs7x6lOnLoZWs+H59SntpFtbuGZZFBke2kA255yQO3UVpxy6ufsL3yXxSH51hkRzkhjtJwPQA881Za8ulQiKXY4UhSF6VxOh63rmteLpNLuNeubQMZdgiizl1UkL/sjgkk+nvXoYfH1Y03Sj8m916Hn4jL6c5qrN/JdfUveLC9xdWsk+/f85JeMpk8dMiubu3SEK+RtVgTmp9WvNQufsv2u9muXALZlbhc46CqFypnj2PjA5I9a5JyUNJbno0Ye0V0tDZ03UoXj3RRFhjs6gfzqzb61AbgRi3lJJ4Hy8/rWV4e8PJcWwle5uYg/ISJgoA7dq9L8MeBNEyk8wup3HOJJsqfwAq44epPVGFWtSp/E9jHj1ABVItpfmGRyg/9mrUtPPc5WxnIPun/AMVXpVv4c0OWLB0u0wvAxHXBfEqNtCiVtL22q8f6tR/UGoqUZQV2OjUjWa5epO9hfNGWFhcgD/ZXn9aozR3CqSbK8+XqVi3D9K09NuZpNDtXZ28wxgu2PvEis24Yu7biCcEZ2joetZNx6m3JJ7FeS1nnhKtp986OMEG1cgj8qydC0rWNDnnNit6kczSZxE6lFC5BbI654GPStm3b7Kp8g4J69ya53xrr+s6ZYQvZ3rRIzhflXke2a68LjHQlaGqfRnHisD9YhabtbqjfjluotPaCRbo7naSRmhcs7H3x04rxSG2VZcDJya9Na9vZdBTU7XxJq0sXnm3JmjWJbghcs8Q6hQfl+b29wOHtIR5qu3TrVzlOc3Um9WFGEIQVOC0Ru6WY7OzmuZUZgicBVyRzXIeMtXGvSxXELKsUbskcBPz4P8RHvjp2r0OGzRbCRSMF49pNcFf+HDFD9pHmbAGYlUzsYEjBHoaim1zam1VS5LI5m3nZCFcsPqM1u290CQEjZiB1xgZrpfAvhzSNY1K2ttSOp+ZNIq/6OiBEye5OSfwFe0aj8IPCi2TSwW91HJGmcrcH58euc/pivSjWhBbnj1MPOo/hseU6f4B1K+t9MvbK0uN77HuHDLyM53L82enavR5rO7gY77K5wfRAf61ieF767TxNc2Lys9tBHiOLAAXHA5AzXTajLIcgyEgHuorx6td1Pi8z2qeG9lpHyMny5/NKfYb/AHen2dqxtb8O3GpzW0iWt3DMkigyPbSAbc85IHbqK13jjaRGbHyjC+gqw15dBD5UuxwpCkL0oo1/YzU4boVXDurFwlsypFJrJawe/W/KQ4dYZEc8hjtLYHoAeeayfEmtQ2U0L37TB5dxBMLDOMZxnFYuh+I9V1Txk2lahrV7bRyzFFeB441iI6lt/bAPA5JwKg8Qxzz6k1tqdxd3L27uiC6I3JzjkDgHgZxxW+NxE68FOWiXRGGBwsMPN04u7b3Y+XxFp0kZxI3Q/wANeUZ/fN7812F7plv9nlKJjCNnk+lchbsgALHL0svafNYvMabhy3JNpRct37VseF7kab4jtJ+dhk8lsDOdwx+fIrFuZ90yRxDLenoa9O+G/wAOr3xPJbXEsbRaXDKJJbhuN5ByVT1PbPQfpXoTSlGSZ5kZSjKL8ztLOUyOGEFzn/rg3+Fa5jkaMkQTjHPMLD+lJ45L+FY0OlqFXr+8Jb+ta2manc3GiW07SnzXQM+c4yc9K8Bx5W0z6FRcoqS6mDLKiD5/MQ/7UbD+lQtNbyxMrOGRhggqcEflWnPeXHmNiRlznIViAf1pltf3dsPluZn9mlY4/CpTj3E4T7HNeHre80HWp59NnBgmmSJY1AY8gnLKem31reg1m5eC4a5vBJcXBG92IARQPugDgck1k+NvFWtaXoiy2dyYyZVUyKx3DPbNULqbxlYaPpt7eaveRS3Zk82Ij/UgBSgJx94hskdunXNes8bVr0eRJX0TfXQ8xYKnQre0k3bouhwEf3WFaGjoH1h8j7sQA/E0UV5+H/jI9bEfwZHoGl/LcIRXoOkyMTFk/wAQ/nRRXvx2Z8vW+JHTXoDWM4PQoa8I0RQfG2pqemP60UV5GI6HuYX4ZG/fMScZ9ayJHYDOe9FFccjqiWVYlRmuKgm/szxjf31vGnnxXJ2lhn7yhT+jGiit8L8Zz4v4F6lHUSfMQZ4XgfpVSckW8pHXZRRUYn+Izpwf8Nf11O10SNUsYQowNij9K9A0F2WNQDRRXs0eh4GL6nc6Yc27f739BXn3xhUf2TG3eiiubFbSOrLvsFbT/l0a2I7xjP5VnTu2/OetFFeZI9RbkUDkyMOwrG8aRpJ4eBdQwFzEcH/eoop0/jRNX4GVdQ1xtRsIov7PsbbyVWOM26MuxAPugFiAOT2681x1vK3mL04oor0ahw0Nzs7G4ee1G/HTtWvZ20VxD9mdR5cn3sdaKKzgveOiq7I7/wALaDpumeVJb26iQkfO3JFdncgG1lB6bD/KiiuqqkkrHmUZNyd+54hoaj/hN9TXHGP610N8zE9evNFFeQ+p7j3MiSRgM571aRiVGaKKgZwy3yaZ4k1hRYWVysl2HIuYt20gDBBBBH3jxnB7g1V1S8nvtQe6uH3zSsXZsYyTzRRXbX/3f7jiw/8AvPzf6lK5H+ize+BXG+KNOg0nVRFalwjoHwxzgnsPaiissB9o68yXuxH+DNOg1bxZpljc7/KuLlInKHB2k84Nfamm20Nnp8NtbxLFDEoRI0GAoHQCiivTfwHh/wDL08++LygaXG3ek0rI0S1GTjy14/CiivHr/wARnu0P4USjcSN5vaoYmJkINFFcr3NjD8eIreFZQR0mjI/Osg6leSaVFYS3U00MDPIvmys5JbHUk84xx6ZPrRRXpYL4GedjPjR//9k=", "info": {"video_id": "144087", "label": "putting bag next to 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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q3ducTFx5iHo6/wAX49D9R713YLE2TpS+R5+YYbm/eL5ljxDc2Whac946R7gP3Sk8yMegHp6n0Ary+411b/y5LmN/tkII3xthXHVcD+Eg9xXa/ECCHVLCxs/tMRuFZpPs5fa7KRjK8YByO5Ga8durS4gkwsrYYZGc9K9+lDmje1zwqNNPd2Z2uk+Jo7u6+y322GRjiOQHCsfQ+h/Q1o+Tx0rza0sLy7mCpEZeeQD/ADr1JIxjrzXzuY4SFCalBWufTYPESqRcZO7RW8j2rF8VyC10GYH70pCL+fP6V0ojJGa4XxzcFpre3J+VULke+cf0rjoQ5ppG9ebjBnI7a67wPp9xf6nFI0wW1smMgTPLOwI/KuS84DhF/Gun8C362WuNFKxVLlNintuByM/rXoV1em7HBQdqiuev29u0eGBIOcg46H1qhrsIs7f7Ynyqr7j6p64/2c4yPoeua17TDRg5pZ4Y54Whk5U9O+D/AJ/ma5sFiPYzTezOnHYf29PzRtWJTUrBJJ4t0qjOOhI7CuB8T+Kbe01U2FvHHLZxgpc+U20uT1Ct1G317nNdhoc32COTz5QLeMlllZukY55Pt0/AV4zr+kEXElxbzrIsrO4lhYlZADnoQCGxyRj3FfR4dKZ8u4WqNSLg186Yq/ZojJCfmZZGALfTHRsd+hroYby11S0iubZ9ynIZW4ZD6Edq8taK5OB5m4e5rtfB2n3FtFcyXEPliTbtJPLYz/jXnZvg4ezda1pL8T3ctrSptUXK6ZuGH2riPG0m17aAHsXI/Qf1rv5EwK8y8WyGXW5wekYVP0z/AFrxcHG9S/Y9HFztTt3OabrXX+Dlk1C4s7ZYz5VnK9xI/YkjCj88muTLI3y/rXe/DJwf7Tt2+8Njj9Qf6V1YnSm2c2G1mkek21mSq4Na0dvui8tiw5DKVOCreoPb/wDVVO0TKKQf1rSwAoNebSm6clOJ6VWKqQcJFHQbt7TxDc2oC7ThmVVwu3J6DsPbsa6DW5bDRdPlv50QRopYHu57IvbJNYzwf6St1B/x8Bhlc8OO4/EfqAab4/ij1Tw3bWJubdJ2nDpDLLsMgAIOD2IyOTge9fT0Ksa7Ul1PlcTSdF8rPP7nxKmqsF1CANcI5eOSM4XYeShHf2PWo7HxWovRbagNkTcLNnJX/f8AUf7VchqGn3NpOVEkijJUB+owcEH3HcVWtrO8upgiRmZj/CM5NdeLwVOvDlnHT8i8JWlRlzxkYYZScDJNeh+GbcpZqzKOcdq5a28N3xlQGNQM8nNeg6bbeRbJEeor52vUTVkz1qEGndorazpUeoWzRMi7iOGI6GpfCOgyaRbsHbLN154PvWrLGCBmtCzTCCubmdrHRZXuaECk46VYVWGcj9ahjXgVZCjb0NQXchY4k6U3U1Mvhy/gRct5DMgHcdSP0NPkUGmkgxbcnPb2Na4eq6NRSRhiaSrU3BnB6hFHJZMvdlSKJ88KYoy5PtksR+Jpul6PYLoiao8LPdySsuHwY1UDggY65z3rQFmk+s3EV1JCsWXSJN4WTc/YDqeMkH0/KulsvA80cUf2q6C6dFGpQJ95gB3HQHrzz1r62liqSa5npv6nylSjV5HGG55fr+6W4t95LEbv6U6G1hmhyqgMODWx4k077ALGCWJlnLPI5PYELtX6gdfrWU86WcRmKsSeiKM54rw80qKeKk47afkj38rp8uGipef5mDfPcxXRt7d/LA5YjrVJNP8ALfzJHLMetaMemarqU813BBvU/MQeMCobnT9UhcebC+08fKuaqlGEIq+5lWlUnJ22M1kzdKqkKGO0MxwAe2TXo/gHW72G9/sC8ikACs0RcYKY5K+69celVtC8JJqnhK7hnUxTzSbo3deVKjg/T/GtrwZoWqQSWtxrDxhrOJ4II15bBPVj9OBXLXqp80WdVCk1yyO1cMEPFJCcOpxkqc49fapCoA6VBja/XiuBNp3R3Ss1ZnPeIrcya7Oo6XdrHDEc4+820/kAa5pLC01bxNbwy70tLuUs4jOHQBiGIz67c/jXW+I1k+yCWAoHVwQZOFBwRyT0Bz17HFRaP4WOoxpNps0RuobfyWIkBUnOWAYZw3JGfevqsJi4yoqT06Hy+Iw0qVWSj6oxrqGGw3W9pF5MSHBH8TEHgse5/SroBUZPA9TW5qPhRdPe2kld7ox5muiBwRkYQDrknPJ7ZNeIrLcSsQ80rAnkNISKyzqdOuqfs3or/ob5JGdH2ntN3b9Tv7jxPp9tKYQ0kzDqYU3AfjmuL8RXP9r3oktopMBNmHGD1Nb+h2kcw8l4xkjIJ70uttB4b23EsPmmUFFTjk9cmvFp2hLQ9uonOPvbHH3Vra2tvZ7BJ5zITKHPfPamNfPgRxfJjuOtQ3Et3f3DXLoBvPAHAA9BU1rpc0gLMVX685r0KfNax5tZ073bPb/DN8b/AEm2n6mSJWP17/rWw2RJnFef+A9UjtpItJnOGUny2zwcknbXociBuR2ryK1N05uLPWo1o1IKSK2qRGTw7fxRrljAzKB3HUj9DXE6hHHJZMOhZUiikzwpij3k+2SxH4mu8bDRFMnPr6VyK2ST61cQXckSxfPHEm8CTc/bHU8ZIOOn5V7WWYr3HGXTU8PMsLaoqkepT0vR9PTQ4tWeBpLuWRwQ+DGgGMEDHUnPerNk7ySTbmLEYyTXWWPgSZI4/td2q6dDEpQJ95gB0I6A9cnnrWObA6bAkEkTLcMxkcsOgIG1fqB19zXdmWJpSwE4xd3p+Zx5dRqrHxnPbX8io5bgV5hMo1DULuWXhZJH59OTivU5sAZP1ryH7VtjdV+8zN07c/8A168DLEuaUpHvZk24xUSg9usRbPJHSr3h7Xn0LVBcBd8Ug2TKOpHqPeqj5YGk02xur6/SC0heWZhwqj866q0YtWexz0ZSTutz3nTdZ02ezgePUbU+YAVUygNz0GDzn2re+bYQQRivItJ8Dap/bluLmOEW8UytI/mfeUEHjvXsGAcnJ5rx6tOEGuR3PWpVJyXvqw2E/OpA5U5FY/iUMurx3KqSPsEixeu8krge+XFawG1+tUNb3/YzLDsZ0ZWUSfdyCDz6A4H6V25ZiPZVVF7M4syw6q0+Zbo4jWNPgm1iK2TcIWlFpLjlt8eFMgz3xj8q1r3TrPRJZrTTUdERirTvjzJQOhJGMfgBWjpfhi5vzazRADUofNlaKRgfncdzzggYIrTvvB93HZpPdTF72aTcygZWJACW3HuQAOnGeOa+soYqip2m9tLHy9bD13FKC0PLo/FFoVH7mXHrxVyDxPZswXa2T0GV/wAayha2xi4gQY9qgTSo7m+hhX92WyxZRyAK+IjJSfKkfbyo2jzNnWvr9sioWikOemCp/rWnY61BNECsEuCMg/L/AI1V0jwZp9xPGtxcXrj080D+leq6D4T0GxgSNdPjm3EAtcfO3511LC1WtLHDPFUYbtnDWupCc4itpn7cFP8A4qtq2iu51+SwuT9Np/8AZq7jUfDGj22nzy22m28UqqSGRMYryrw7qV83iu7tppmkhjU7Y8AAHt0FYSg4PU6IWnFtdDantbuBvnsrnn0QH+tU9k/mlPsV9u9Ps7VqajLIcjzMgHuorHeONpEZ8fKML6Cs7x6lOnLoZWs+H59SntpFtbuGZZFBke2kA255yQO3UVpxy6ufsL3yXxSH51hkRzkhjtJwPQA881Za8ulQiKXY4UhSF6VxOh63rmteLpNLuNeubQMZdgiizl1UkL/sjgkk+nvXoYfH1Y03Sj8m916Hn4jL6c5qrN/JdfUveLC9xdWsk+/f85JeMpk8dMiubu3SEK+RtVgTmp9WvNQufsv2u9muXALZlbhc46CqFypnj2PjA5I9a5JyUNJbno0Ye0V0tDZ03UoXj3RRFhjs6gfzqzb61AbgRi3lJJ4Hy8/rWV4e8PJcWwle5uYg/ISJgoA7dq9L8MeBNEyk8wup3HOJJsqfwAq44epPVGFWtSp/E9jHj1ABVItpfmGRyg/9mrUtPPc5WxnIPun/AMVXpVv4c0OWLB0u0wvAxHXBfEqNtCiVtL22q8f6tR/UGoqUZQV2OjUjWa5epO9hfNGWFhcgD/ZXn9aozR3CqSbK8+XqVi3D9K09NuZpNDtXZ28wxgu2PvEis24Yu7biCcEZ2joetZNx6m3JJ7FeS1nnhKtp986OMEG1cgj8qydC0rWNDnnNit6kczSZxE6lFC5BbI654GPStm3b7Kp8g4J69ya53xrr+s6ZYQvZ3rRIzhflXke2a68LjHQlaGqfRnHisD9YhabtbqjfjluotPaCRbo7naSRmhcs7H3x04rxSG2VZcDJya9Na9vZdBTU7XxJq0sXnm3JmjWJbghcs8Q6hQfl+b29wOHtIR5qu3TrVzlOc3Um9WFGEIQVOC0Ru6WY7OzmuZUZgicBVyRzXIeMtXGvSxXELKsUbskcBPz4P8RHvjp2r0OGzRbCRSMF49pNcFf+HDFD9pHmbAGYlUzsYEjBHoaim1zam1VS5LI5m3nZCFcsPqM1u290CQEjZiB1xgZrpfAvhzSNY1K2ttSOp+ZNIq/6OiBEye5OSfwFe0aj8IPCi2TSwW91HJGmcrcH58euc/pivSjWhBbnj1MPOo/hseU6f4B1K+t9MvbK0uN77HuHDLyM53L82enavR5rO7gY77K5wfRAf61ieF767TxNc2Lys9tBHiOLAAXHA5AzXTajLIcgyEgHuorx6td1Pi8z2qeG9lpHyMny5/NKfYb/AHen2dqxtb8O3GpzW0iWt3DMkigyPbSAbc85IHbqK13jjaRGbHyjC+gqw15dBD5UuxwpCkL0oo1/YzU4boVXDurFwlsypFJrJawe/W/KQ4dYZEc8hjtLYHoAeeayfEmtQ2U0L37TB5dxBMLDOMZxnFYuh+I9V1Txk2lahrV7bRyzFFeB441iI6lt/bAPA5JwKg8Qxzz6k1tqdxd3L27uiC6I3JzjkDgHgZxxW+NxE68FOWiXRGGBwsMPN04u7b3Y+XxFp0kZxI3Q/wANeUZ/fN7812F7plv9nlKJjCNnk+lchbsgALHL0svafNYvMabhy3JNpRct37VseF7kab4jtJ+dhk8lsDOdwx+fIrFuZ90yRxDLenoa9O+G/wAOr3xPJbXEsbRaXDKJJbhuN5ByVT1PbPQfpXoTSlGSZ5kZSjKL8ztLOUyOGEFzn/rg3+Fa5jkaMkQTjHPMLD+lJ45L+FY0OlqFXr+8Jb+ta2manc3GiW07SnzXQM+c4yc9K8Bx5W0z6FRcoqS6mDLKiD5/MQ/7UbD+lQtNbyxMrOGRhggqcEflWnPeXHmNiRlznIViAf1pltf3dsPluZn9mlY4/CpTj3E4T7HNeHre80HWp59NnBgmmSJY1AY8gnLKem31reg1m5eC4a5vBJcXBG92IARQPugDgck1k+NvFWtaXoiy2dyYyZVUyKx3DPbNULqbxlYaPpt7eaveRS3Zk82Ij/UgBSgJx94hskdunXNes8bVr0eRJX0TfXQ8xYKnQre0k3bouhwEf3WFaGjoH1h8j7sQA/E0UV5+H/jI9bEfwZHoGl/LcIRXoOkyMTFk/wAQ/nRRXvx2Z8vW+JHTXoDWM4PQoa8I0RQfG2pqemP60UV5GI6HuYX4ZG/fMScZ9ayJHYDOe9FFccjqiWVYlRmuKgm/szxjf31vGnnxXJ2lhn7yhT+jGiit8L8Zz4v4F6lHUSfMQZ4XgfpVSckW8pHXZRRUYn+Izpwf8Nf11O10SNUsYQowNij9K9A0F2WNQDRRXs0eh4GL6nc6Yc27f739BXn3xhUf2TG3eiiubFbSOrLvsFbT/l0a2I7xjP5VnTu2/OetFFeZI9RbkUDkyMOwrG8aRpJ4eBdQwFzEcH/eoop0/jRNX4GVdQ1xtRsIov7PsbbyVWOM26MuxAPugFiAOT2681x1vK3mL04oor0ahw0Nzs7G4ee1G/HTtWvZ20VxD9mdR5cn3sdaKKzgveOiq7I7/wALaDpumeVJb26iQkfO3JFdncgG1lB6bD/KiiuqqkkrHmUZNyd+54hoaj/hN9TXHGP610N8zE9evNFFeQ+p7j3MiSRgM571aRiVGaKKgZwy3yaZ4k1hRYWVysl2HIuYt20gDBBBBH3jxnB7g1V1S8nvtQe6uH3zSsXZsYyTzRRXbX/3f7jiw/8AvPzf6lK5H+ize+BXG+KNOg0nVRFalwjoHwxzgnsPaiissB9o68yXuxH+DNOg1bxZpljc7/KuLlInKHB2k84Nfamm20Nnp8NtbxLFDEoRI0GAoHQCiivTfwHh/wDL08++LygaXG3ek0rI0S1GTjy14/CiivHr/wARnu0P4USjcSN5vaoYmJkINFFcr3NjD8eIreFZQR0mjI/Osg6leSaVFYS3U00MDPIvmys5JbHUk84xx6ZPrRRXpYL4GedjPjR//9k=", 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", 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", "info": {"video_id": "144087", "label": "putting bag next to 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": "055b9223bff8d45d2344c98398662668115e2a998ff8ccb684eee0ce4379d8db"} +{"episode": 45363, "episode_seed": 3788576800, "split": "train", "timestamp": "2025-10-13T03:20:42.604598", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3788576800, "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 downwards while filming an eyeliner 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, 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": "45597", "label": "turning the camera downwards while filming an eyeliner pen", "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": "45597", "label": "turning the camera downwards while filming an eyeliner pen", "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": "b25195ac9341555571803936901585a77254c8b1024590e41ad8fcbcf6e24972"} +{"episode": 45364, "episode_seed": 2889915106, "split": "train", "timestamp": "2025-10-13T03:20:44.166840", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2889915106, "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 chair 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, 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": "189349", "label": "showing chair to the camera", "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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8q8hv9GLXVx5sqW7wKxff3KnkD3PX8DVWG3CWzEyK/BIZDkHkVi4xWq0N1J7M911TQvC2vRh4jGkzdJbV9jH6oeD+tcPe/Due1n8+OU6nbqc+UreU+PcdT+BrktAvLiO0BS4kVtx78YrrLLxNqkA2zYukHQ9GFJucdjC9KTs9Ga9h4ruLS2j0+CxsrGGHIWKGArg985JJPuea1I/FEjcTRo3qV4rJ+0WXiC3MgKpcr/H3B9G9RWeS8DGKRcMvB70RqKZlUjUpu99DoraZbvxJ9qU4QwbVyec+lat5p9vfQPFPErowwVYZBrifO44OPoa7HQNQ/tHTvnOZoW8uQ+vofxFUi41eZWZ59r3w7njYy6QwZScmBzjH+6a7mW3jv7CW0l+7Km3Poex/A1tsoKkEZrCgfmtUx3Z5bJf3Ggx3ltsZLjzVKSA/6tlOGU+qkc/UVuaD8Tru1KxXUYkXP1qx460hXZL5V+ScbJT6OOh/L+VcHJp9tb3cSJdq7FFZkI6EjlfqDxWcoxe5vGUuh7zY+OPDmtQlJ9gdhho5lEin8DyP1rE1XwX4f1fdJp87WTn/AJ4NvjP1U8j8K8hceVqlsOnOT+VdLa3t3Dhre7ljI5wGyPyqGpWvFmc5wTtJHRWdnqXglzPY21oM/Kb1YhK5B7bmzt/ACtSDxTfum5pd3qCorKtPFFwjol+iiNht8wDIz7//AF6mvLSJP9KtMCNuWQHhfce38qmNV35ZGdSm7c9N3RqXetm+0+a3dFWSRcBgcD8a1dLCNpdvGGVtkYVgD0PcVxYm9cVc0zU/sGpRSE/unIjk+h7/AIGtOpnCtLZmxrvhSx1uLE0eJB92VeGX8axfC/hy68N3V8s8ySxzbPLYcEgZzkdutd7t55rM1QbXhxxnP9K0izY47x5pplhg1KHIdf3bsOx6qfz4/KuSPjG+tdUkmt18hSQTCDwrYGcegzk4969UlgivrOW1mGY5UKn2968k1PSYYrq6S+dongUjKrncwPA/EZ59qUknuXBvoegaD8V4sBdStwyngsCQR+Irp7nWPC/ia1CSxwTrjjzVG5fo6/4CvCYIYhaOY33rzyRg9RVnQ3xa9SDvJBBway5ew6k0leR6LeeAdPWYXOmzI7ZysF786/QHp+YoPiHX7aVbO+uZUEQwkYVUVR/shRjH0rAsdS1K0yILkuv92Uk4+hretdVt9XgNreJtmXsRhlPqpqfaSh8WxnyQqL927MvxeIrxcbpC4/2hmnW17HPrq30rLEpi8vnsaw5Fe2kaIsCB0I7j1ppmBHWrdnqc8ak4OzO/eFZUw2CCK4nxD8PLW/Lz2Li1nPJwPkb6jt+FdF4Yvzd2Ulu/L27AA+qnp/UVuEcYxVpmyd1dHOQP0qp4ntUvNBkYnEkJDxn/AGicVLC/QUakxaztIu812i/gOf6iqaLW55RPZmO+jnRcBlO7HZqozSY1NnBzgYFdd4ytJdL1e48iMGCQecg6Yz1/I5rjrOB5bjzXI9cVmkXUaUTpNPkDRqznn0rSYwzLtb6gjqD6iseMbQBT/McdDUM47Wd0dDa6g7wtaXL5dRwx7jsaaZMHmufS5cXMYJ+bBH1FXpL5EiDO4XjNRFWdjer78FJ77GlbXOzUrRl6iZSPzr1PhhkdDyK8Y0J21LVw4BWC2UysfU9B+Zr2a2XZZwL1xGoz68VrHewoQtC7MrWMhoP+Bf0qvA/Y1Pr5wbc/739KoQv3rZLQo5TxnYRHVBKq/LNEvnf7xzg/oK4jyns7ORH9T/Pj+Ves3FkurXOtW5GSI0iQ+jqMg/mK8k1VbkssUmME8sO5FRJam0WuW43S5HXYi52jrXU288ar61z+nwCKIcgnrmtAHAqGcUkm7mr5vluLqA7ZV6gHG8elX3u1ukWVTk45PtXNNM6nIbpz1qWxu/k+9hSTgVk1ZqSNqbcoODNppgozmui8Dz77m9j7MFx9Rn+hrgLzVY0yEId+47Cu48A2rw+RNK376ZXmI77SMD+prXZkUYXdzuiDg1zETH1rqz0NcdE/zYrZFon1WKK50K7jlGU8on6Hsfzryq+091uY5CMSRErIDweOn9K9P1STbok4zzI8cQ/Fs/0rmfHemyQXsN1bbQJ49pXHBdePzxipmaw7HAXUn+nj+8oxx61uadIViBkznPSsG2g3XJeZ8MDyD61uxqAvByKhqysYVbORsLcRuNpAIIwQelS2d79lf7MWLQsCU+ndaxCxHfFQ/aSs8alxy3HPespxugovll5HTNJt+meKrzXGSADjLAfrWfJqaQxfvH57jvSaIz6trEZkG21g/ev746D6k4q1tdk+yvPlR7VbSfaLWKUfxKDWbrXytB/wL+lXtJwNItcdCmfzOaz9fODb/wDAv6VtHZGz3K8D8iuT8ZWaPqCzqnHkqJyO+SQM/pXSwvwDUX2VdT1LWrZ8FTEluPYhf8RTkrocdGeRzQmxtJVJGMn9TxUGmM2VC/dHWptXtbhCFd9yKxRjj+IetS2MUccYVWGay6E1n0N6C5RRj+dSPKsgV0IWZDlG/p9Kze1Ru+3kOQalq5zrR3R0aX32uBG6OOv9RTJJtoNYNjersZ9+F3EMew4qO51gudkGWc98VNNW0Nq65pKS6noPga43ajdpn76hcD1GTXdFfauF8C2gs2tY5N32l1eaTP8ACSMAH6D+dd4a1hqVy8qSOLiPzUt2d+p6LD/tSSn+Q/8AQahViDmp0HmeLLdP+feyB+hIz/7NWoFXxRYnUde0a3DBTIHDEjPA5rgdb8P3Wl3TvDExizyq/MY/r7ehr05mSbxmhZhttLMsST0Lcf1qhrlzHLJ5dpE811n/AFkS5wPT3/GsX3NbKSszy2PUHXj0pzagW7dPauo1SwgZtt9pgU5BLwMFf8cdqoppujRzQxTW0672OCZTlx2A7ZqVJEPD66GBbTGbU4C2cZP8qv2+i32q3rbBstwRmaThR9PU+wrZ1Wz061tGksNO8kZH7xm3N+ZqtbajcLbpbxyGNFGSwPzH2HpUt63RrCmuWzN2K3ttLthZW3+sP+sYj5j7t6H0HavUUZEgiTAGFHP4DivJNCg+0XcMQzt3hnPrXVQXd3qXjC6046vc2kR8wwiNA2WVCwX2HB5Pp71VJO7bFVtojW8QNu+z4/2v6VRswJJ4k/vMB+tYOl6neairm7uJJtoUrvPTPWtuxkCTGTtGjSH8FJroWxiSeHX86XULjr5t2xB9v8muSTw6uqafqc+cqt0yof7oH8Q/Oup8N4tfDf2hj/z0kJPt/wDqqPRLi1tfDULPKN8zPMyryeT/APWqJ7lxeh5Td2V9pbZkRvLzhZR9xvoajXUZNvUn6V6Jcw6hNcyzRWP2eEr9yUAK3vg85rnpbKzluWafTIfNLA7kchGA9hjGaz5u4OinqmcxLeOwxg5NT2KNNpjxxqWkaQhQvU8V0mmR6LI04/siGSZG2lXJxH+Z5+tUr9zb6qCkKRhAGVE4H6UpPQqnT5WWNG8NC2xe6oyAphhCW4Hu5/oK7jwpN5+tSy4wiwnbkY4JHX61wJuZLpkkuH3nOQvRV+g/rXS2s1xp+gXN7BI8U0kkaKV67c/1qY3clcuSUYWR6U0obJAAyTwO1cWhw2Saj1S7mt9Eh1Gw13UZVa4+z5njVFnIXLPGOu1T8p3eo9wANXSjmJNSO6306HvNeA/goH/xVHi21W9k0i3YnMl1tyOuOM0SgS65ocJP3UeU/iT/APE1NqF1bjxTpcdxIqLDG8xLHvg4H6UT2LhucX4n8JyRXzPZlTITnZ90OPUH19RXJs91ZyeXKkkZHGGBFev6m13qltKmnWTzxZ/eTEYVP+Bdj+tczqVrdwwiG4FvcxkAtE4JBx7+tYttFOmpHDG+kOec49TUUUxmvoM84cE966iZrO2CGTTrXynkyQkYLLntz0FaWpyeZp0ot7a1gULysKAGjmuhKik73MC30CfVrwy71its4LnknnoB3rpEe00+2NjYEfLy7A5I9ye7H07VzkE8yRCHeyRn5mAyC319q1dIgF1OkKqBGWG7AxgVlq1Y6LJNs9Z05vJ0m0jwABEmR6cVmeIGz9n/AOBf0rIsdQa88XPpd3qt3aWrSeXG8UsaLGAByxcYxjPHUnAqmLi9Op39peS3L/ZZjGq3ON68kc44zwM44rqicj3NSzHmTxR5+84H60vh1/Pn1G5/56XbY+n+TUdhJtud56Rqzk/RSaTw0y23hxrljgZkkYn2H/1qp7AjEtdBh1Sy1eZlzuu2UD1Uenvz+lcZfeHr+yZ3gRp4QeCg+cf7y9q9I0C/t/7CgghDT3UsjuYowSSxPA/lUOpaJrQvXmvlWyl2cIRlsehHQfjzWDutjVxUtGeVG6lQlHJVh1DcEUx7l34DZ+hrtJTMJz5ogdjhllaIb+Omam0vUpt1zi2iRt2DKYRhu428YFHN5E+xj3OSsbeWSya38srLM/y7xt6jg89q6TTdGstDRLq9mWS56pxkL/uj+I+/SqmqGf8AtTzid/y7twHFQxylmV3ZnlbBZm5Y/wD1vas3e7N4pKx33hKZrnWpJmGAITgZztBI/Wu1MpZiSeT1PrXm1tLcaXoNxdwytDPJIi7l6hc8itDW4vEWh6Lpl7dahdrNdl/MiK4EONpUE4+8Q2cdvzramrRMKrvIjBOas2bFvGOqE/wIFX6DaKKK1ZBh3QM/i+6DMw3TrHkHkLx0r2jxBptlpvhO0gs7aOJCAzFRyxx1J6miisTXseH6neSzXbhgoGccD0pNAt4L3xBbQXUKTRlWba/QEDg/Wiis57MyTftUhmsAQ6hJap/qvMK7TzxmufdyZJBgAD0FFFT2Os7PwpGrSXHH+rCgH1yMkmqd7qVxpXiq4vbbb50Urbd4yOV2nj6MaKK3p/CYVPiDQeFmA7BR/OtzcV03UnHUWrY/Egf1oorVGYsef+EGZckBoSOPdua1vhRY20mtRySwrIUyqBxkLx1x6+9FFRLcuOxJ8R9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", "info": {"video_id": "189349", "label": "showing chair to the camera", "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": "e0fb0d78d38c975dc74d1e710859c3a7c3e12b9a412c3782897b23f82ff43b6c"} +{"episode": 45365, "episode_seed": 2048411715, "split": "train", "timestamp": "2025-10-13T03:20:45.183867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2048411715, "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 a tomato and another tomato so they pass 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, 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": "33718", "label": "moving a tomato and another tomato so they pass each other", "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": "33718", "label": "moving a tomato and another tomato so they pass each other", "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": "7cd566dd388908f0fc4d55ba9227ef0a662cec3a27127183ae0ce2bcfc2f56e7"} +{"episode": 45366, "episode_seed": 3223111164, "split": "train", "timestamp": "2025-10-13T03:20:45.861673", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3223111164, "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: 'covering pencil sharpener with towel'.\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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", "info": {"video_id": "94218", "label": "covering pencil sharpener with towel", "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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"info": {"video_id": "94218", "label": "covering pencil sharpener with towel", "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": "c83044732ec06884f53cc56585fb67a160312e32dae4233109310d8ff1eac6ac"} +{"episode": 45367, "episode_seed": 2797993501, "split": "train", "timestamp": "2025-10-13T03:20:47.821171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2797993501, "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 screwdriver behind a basket'.\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": "59755", "label": "putting a screwdriver behind a basket", "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": "59755", "label": "putting a screwdriver behind a basket", "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": "2c74449de3788bd11f268b1181d2ac6ef8d41a10502fc7700a13aee04c0fd65d"} +{"episode": 45368, "episode_seed": 1362004901, "split": "train", "timestamp": "2025-10-13T03:20:49.179592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1362004901, "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 hot cakes powder package'.\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": "79734", "label": "turning the camera right while filming hot cakes powder package", "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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s3CxXPnwrhoFLE7VKgjOe/Ndfq+r6ZrFiNQl1J57i6jiQ2+8hoSu/dnAGOGIznkGvNpJpJyZJpGkkblnc5J+uaVjaD01PQ/D9zLFoNhHJE/l+SuGVM1fneO6YoUVweSrpz+tVtHlMWgWKsTgQIOnPStDzmaMbgG9faodjibZy/iyxu9RtYLaFP+WoYAclv4cfUZz7817bZwrZ2kNsvCwxrGPoox/SvL76aE27DkFcEHPTFeheH7x7zQbKeU7pDGAx9SCVJ/SqTujKS1Nk8oSPQ181wab9uvv7LtBGq3J3o8pzs2gng/pX0huKqQozXzn4ikOm6wt3YyeWu7zIyP4GzyMH88e9NbmtBx1Ujb0bTYrXSNYs72zik1Foj5TsBuUp95UPQMcZ9wazJ9VittQuk06QXOmuECS3C7ZEB6g+uCT9cVuzaq2veE01XyNs0KJbzEfddgvDZ/hbIzVvwlqNrdaPrGk6VpkBv5I2lV54t7EbQDjrnBzx75odmzoXPFXTMjWvDOsWWkveI8MiiRUeNMN5YYEhiR06dKzPCrLYa83Bdvszhz7krV7xVcXGkzzabFMpgkYKwwdyBOi5J/2sfRRWf4QkKeJkbP3oZF5PXgf4UkraGtSXNC56FDewSxhQyAAY2M1QxEW07SwBoS4IfYSA4P8AeHSp2aMvzEjE9QQDSjyVJVVEYHOB0qdjjbvuc9olpJffFfTrh4yIYYmdc9iinIP4sP0r2yNvlFeZ6ZcJa+JrOSLB85hE/AzhuP57fyr0lCGWrvdGDWpxHxZ0j7b4XTUI1zLYybm/65twfyODXkizak9nGbF5xGMpJ5bkDLcDOOvcV9HXtvDfWFxZzruhmjaN8+hGK+f9DvY9A8Qz6LqyZtnuPs9wScbdpPP8qpF0viNq4szpr2s+jag+5bA3QM8uDKyH5whAwMA9DVdPFmpaxbxwW899JKYsyI7ZLZ4PTtVfxHZxqyWLXcfk/NPFIuCpyMgr6E4ww9Rmt+bT9J0saZe+Gvtjz/ZpGe4LEo6qgJHYAnkgjuKzcUdsak4vU4PU3v4LprFoJLedVBcMfuqwyP0NdN4MuYYNGeNpG3x3EgUj3wc/qaxvEOuyandRK8e2WCEQSsygMzKT1x17DPtWj4GEMllexzRBsTBgT15X/wCtRbQqu9FI6+RLa6QM6K4A+/gA5+owadY6ldWE21LqWW3IIaGbnH+6eo+lQLbQI+FaVFPdXNPWBMABg2O56/pS2ONu5zelJ/aHxd04/ejgj80HHBwrH+Zr2+NuBXmegW0Fr4yt5So3vFJGhz03Dd/7Kfzr0lOR1rS9zF7ngetWn9l+NtRtQNqpOxX/AHScj9DXuXhvU/7T0C1nJzIF2Sf7w4ryr4qWn2PxbaXwGFurcBj/ALSHH8iK6f4can80ti7cSJ5iD3HX9P5VMmUlochBdTrb+WZS0Z4KP8wqTZIYnkiLJGDgqDkCsG01JY49sjYI7+tadpqREmIpUKtgMp5BH0q2jOLLwndUBPBI6tyDTYLuWIneGQ5/hOR+VacFq1wgld0jiI5KbQD+FMk0xZFBjKsB0KNUadTW7WwqzRXhxIIpcf8AAHqGTTY5GPky7G67ZePyNV5bcwhlOdw7Hr+VPS6ZG2feToVbnFDh2NI1WtxjadMHV5ITIyn5WwHx/WrrTzwgK0ij2ZSpNOg1BIThVZQeMEZp1zdwXEWC8iH/AGRkflUtMd4yYfbHUANsJP8ACe9Z91b211n92I3/ANgUiXJik2bUnjXqGH8qsBYJSXhzHIAT5Z6Uk7CnTsRW8oXRYI1fDpM5znBHyqP/AGWns6zIouow6fwyL1FUlkxbpCGwyTyEZ75CnH61HKkrNjc0b55XsarluZqbiXhpayNutplf0BOCKzr/AEvc5+0Qnef4uhP4jr+NWYrkqcvH5mBjIODWpBdrs2iXO7+Cbn8jS5WjaNVPc4Sfw1kE214U/wBmVeD+K/1FUk0DU/PWHyVYNwJEcFR9fSvRZbO1dSzBoHz1AyppiaTJkMmx0PfOD+dPmLv2ZRtdHv4LS3H2qNmiUAckgfTIqZYtVtw5EYl3c5yDj6CrMyPAwDeaozwdwZSPrStcvEQN7KQM8jINHMc8oa3M65v0e2eK4iZZypGSO+OPeu58DSTSaNKJHBjS4dY129AcMee/LVxlwy3cbCVVYgZ3V2XgoBdEOBgGYsO2flXpTRDv1OqOdjAenWvILvQ/MQtsjnjJyMgGvW/MVIy7HGB1xXktpf53MC0eT25B+opNPoXTko7leW1GxkKFCQASnyEgdAR0b8RWHLpF3bzrPYThJVJIO4xt+fT9a7yOc3CBGWG4Tvt4YVFJp1tMwWB2jc/wP/8AXqU2jpjPTTQ8xvrfU4yGvLabapJ37dw56nIq/wCGYrt9VjntIDKEBDHbkDI712rabdQMRtOO/lnr+FTWyNbISpWMZ6NHt5+oquYJSk1bcqmTUYg3mWrbichyp4HpxUo1WNmSOaFk4wxft9KvJdSZJZozz1BpJ7lZE8uaJXz360XXY5XFrqZjXEcV/Bc2pEjRSI2M4GRIn869ch3bF3hQ+OQpyAa8jhs4k1KIx7truhAPT74/wr1lD1IPc5qiX5lk8jFeSfETwvbN4uTUpEcpcxBiqNty68E/ltNesqygDLAZOMZ6muU8ctbbtPWdSwPmYx2+7SbsOFubU8v1uGfUIowdkhSNYxhQjsB0yOhOO49Kz7bxJqWiaVNpBiQQMW2tJF88e4YbaT0zXYHTYrlSbWZWH91+1U5bOWAFZYzsPbAZfypKVjsUm1Zann01wLi5lm6GRi2PrXQeEb5LSS7DhjuCkY/GtGXQtPuzn7Ikbdd8B2H8ulbmm2lhp1vsW0wSPmd48s3uT3p3RNSbcbNDItUi+ViSHY8jHC/j6VcEkU7MkEoL9Tt5FBg0+VSzW6Y9hj+VVbjTbb71pKyt1wTkUtGc3vIl064Np4nsGmclfN28DPVHxx+FeoxngGvKvD0Ex1+xWbkpOWznPAjfH869RjY4z2qiGcR8XLD7R4Vhv1A8yzuFJP8Asv8AKf121x/hDVTaPb3qH/j3Id+f4ejfoa9U8WWq3/g/WIGAIa0cgHsVG4fqK8M8Olvstyo/jgYAfhUzfu3Lp6uxduLa3dCNoQ/3gKzfstxGS6Alc/eWpLbVo7khJiqP1z2atGGbYMouABxjvTu1oS4plSy1OS3YrK25D2PQGum0/UxbybggZGAyN3Q+orn2ggnBZlAbqSOCKhewkRcwyeYvpnBqrpk8rWx6E7299HvhdJFx90jkf4VANORmGMqc9G5BrkNKhuxO6puwBk4PT+tdFa315EwZ4vN7ZP8AjU27FqV9yzcafLGpZQcdPlORis2R1D7TuXsa6GHUo5QAymJyeQw6Uk9rDcEtJGrY746/iKXM+o2jmmk8sfJjPb0qut2wb3B6r1FbVzpEbZaKRlJ7NyK5KwsJL/xfNpVxqM1opWUxeUm/cyoWC+gHB5Pp71SSkTzuJZncyTMnmhPuty2AflA/pU8VyowkdyGIH3SdwrkIrya5IkmlZ8qCMnpVuO58tlfA3A5xT5Sec6o3O0gyQrgnlkJP6VaDLncvzLjtyPyrItL6K6iK5CSD+GrUVy8Xy7Awz1HBFTdoqyZqW91Iikf6xccA1bi1FkGCjqB0xgisqK5lYj5UYE9Rw1W54jbNl1JHbPWjRlXaJru5tpuTGUbH3lPX6iq1tdzRZ24aM/wsOKh3I/fDdg1QzXLKDsOF75pOPYuNXSzRoSCGRGli+R8gMv4iug8J6nBBp0Fo7BXwSMntuI/pXFJckupxjkfjz0rK8RSX9np9jqFlI0W1GQ4OG/1j/pTiuhFRrdHuvmEKWHIxzXiG+eBsLIOvRq1Z/EU9l4et9QsPEWpyxNcm1DXESxrcEJud4h97apIU7vUe4FRJEuYskq+RnGOlOScTONpCQaqYsl0AbPVeDW3aask4CnMicZ3DkVzMluvRWPsrdPzpIUmglVxuQjkHqKLp7lK62O6huIYnG2UEH+Enj9atyXMUsLDzRGccdGB/CuPbV8DJthz33ZFW7W8F3kIMP3AxU8qL9o+pdldrZ2wUlU9l5U/hUwjtbqMCEGF8cDqD9KpfLHl3+Zh+dRNeoxPVe4pNNGvPGRZE4sL8TyjIt43cgd9q5ruNE8RWWrwrLBKDu7Z/z+VcAo/tF5YmOGlhmB9/lUZ/WuZhg1TwxcGaIuYCQGJHT/eH9auKujnnoz38ShMZ5U/pXAfFC4kifSZIX2t+96d/u1g+HvGU+r+Jv7PvNZvLO3mfbG6TRosfqSXGMYz7k4FZPiDUL+71u5sbue6lNizIFnxvTJPBA4zgDOKfK1qyE7ksHiBsgTQq+OrrwR+VbdvrkRj+Rw4bHEi/1FcPvILbQDk8ipYXdASjFSR0FS4o0U2tz0aG2tLmMO8aqT2B/wAKjvYxbAFPOQEdeqn/AArlrDW5rVSsknmLj5VxnFXW8TZwoD7SMEEDFTys1jUXU1Im8/aiyiN/RuQf8KimglhlAdflJ+8o4quiCRfNZhu6jHTFWVvfLRlkOU2naTzg0i5RTV4kVtq9vo14moXJKxLNsBHqynk/hXoWnapbX8KyW8quGGeDXl+paT/ammvAGZNswYEdisaj/wBmrC0nU9T8LXgSQsYMkDB4z/Q1qldHLJ6ntmvzLH4b1Nn4UWkp6/7JryHwDYi9S6yMmK0dyfTAFb3i/wAYx3ngC9WCYx3EhSMhepVjggiuZ/szXPBHhy01B7q5gn1OGWOeAJgQL8hVWOPvMrZI7dOoNRUg5QaRVOajK7OJic7CvYHitnT7uUOsRbcjAjBooqpiiajkxhypxirKOVhBGM4J/SiipKLHhq5ln1SQuR9zgAYxXZSYNwW2ru6bsc0UUgQ2WJDCHI+bnmoi7W7wohyrt0PaiikHUfIS5kUsflyAR1rzy51GfSvFVxeW+wywyNt3rkfMpU5/BjRRVU9yZ7Gfp9pG6SBt3AAHPSosDew9DRRWnUyHA7drDr1q/a3cxKoWypPeiihjjudHan7g9xXYNh4wrKCCcYIoorE3My6063+ztIqlG/2TXOTAFDmiitEQyG05nUHpgmn6+obwXaEgEkrz7F2zRRQviE9jmPEfiZtbhtopNJ022a3VY4pLZJFKRrnCAFyoHOTgcnmpra5kt3DRnHYjsaKK1lsZRN0N5igsByKnt2OPbHSiiuc6CeSCOVCWUA47cVV01dtzKBnoP50UU4ikaMzH1zgY5rO3nzG9PSiirJNrRQBeD5Qc27Hn3Kg1N4hRHt3O0BmYRlh1I/yKKKkbPN5tZOhardwLp2nXsEsoYxXsG8KyZKkEEEdTkZwe4NO0fUbvVtR1TUbyYyXVw4lkfAGWOe3Ye1FFay+Ezj8RsxxJPv3rzjOR1pjKAwXqPeiisTQiZjGxA6e9PXmMkcEDtRRVoRtb2a3hJP3lGR+FJvZjtJOGBoopFJnR6IouLKV5B83nyDjj0H9BVXWbaJ4OUXDxHcMDk7Sc/pRRSQmeX68PJsY0QnDOCcmmT+JNW1LRI9NvL2ee3tnaVPMkZiS+M5JPONvHpk+tFFavYzjuf//Z", 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s3CxXPnwrhoFLE7VKgjOe/Ndfq+r6ZrFiNQl1J57i6jiQ2+8hoSu/dnAGOGIznkGvNpJpJyZJpGkkblnc5J+uaVjaD01PQ/D9zLFoNhHJE/l+SuGVM1fneO6YoUVweSrpz+tVtHlMWgWKsTgQIOnPStDzmaMbgG9faodjibZy/iyxu9RtYLaFP+WoYAclv4cfUZz7817bZwrZ2kNsvCwxrGPoox/SvL76aE27DkFcEHPTFeheH7x7zQbKeU7pDGAx9SCVJ/SqTujKS1Nk8oSPQ181wab9uvv7LtBGq3J3o8pzs2gng/pX0huKqQozXzn4ikOm6wt3YyeWu7zIyP4GzyMH88e9NbmtBx1Ujb0bTYrXSNYs72zik1Foj5TsBuUp95UPQMcZ9wazJ9VittQuk06QXOmuECS3C7ZEB6g+uCT9cVuzaq2veE01XyNs0KJbzEfddgvDZ/hbIzVvwlqNrdaPrGk6VpkBv5I2lV54t7EbQDjrnBzx75odmzoXPFXTMjWvDOsWWkveI8MiiRUeNMN5YYEhiR06dKzPCrLYa83Bdvszhz7krV7xVcXGkzzabFMpgkYKwwdyBOi5J/2sfRRWf4QkKeJkbP3oZF5PXgf4UkraGtSXNC56FDewSxhQyAAY2M1QxEW07SwBoS4IfYSA4P8AeHSp2aMvzEjE9QQDSjyVJVVEYHOB0qdjjbvuc9olpJffFfTrh4yIYYmdc9iinIP4sP0r2yNvlFeZ6ZcJa+JrOSLB85hE/AzhuP57fyr0lCGWrvdGDWpxHxZ0j7b4XTUI1zLYybm/65twfyODXkizak9nGbF5xGMpJ5bkDLcDOOvcV9HXtvDfWFxZzruhmjaN8+hGK+f9DvY9A8Qz6LqyZtnuPs9wScbdpPP8qpF0viNq4szpr2s+jag+5bA3QM8uDKyH5whAwMA9DVdPFmpaxbxwW899JKYsyI7ZLZ4PTtVfxHZxqyWLXcfk/NPFIuCpyMgr6E4ww9Rmt+bT9J0saZe+Gvtjz/ZpGe4LEo6qgJHYAnkgjuKzcUdsak4vU4PU3v4LprFoJLedVBcMfuqwyP0NdN4MuYYNGeNpG3x3EgUj3wc/qaxvEOuyandRK8e2WCEQSsygMzKT1x17DPtWj4GEMllexzRBsTBgT15X/wCtRbQqu9FI6+RLa6QM6K4A+/gA5+owadY6ldWE21LqWW3IIaGbnH+6eo+lQLbQI+FaVFPdXNPWBMABg2O56/pS2ONu5zelJ/aHxd04/ejgj80HHBwrH+Zr2+NuBXmegW0Fr4yt5So3vFJGhz03Dd/7Kfzr0lOR1rS9zF7ngetWn9l+NtRtQNqpOxX/AHScj9DXuXhvU/7T0C1nJzIF2Sf7w4ryr4qWn2PxbaXwGFurcBj/ALSHH8iK6f4can80ti7cSJ5iD3HX9P5VMmUlochBdTrb+WZS0Z4KP8wqTZIYnkiLJGDgqDkCsG01JY49sjYI7+tadpqREmIpUKtgMp5BH0q2jOLLwndUBPBI6tyDTYLuWIneGQ5/hOR+VacFq1wgld0jiI5KbQD+FMk0xZFBjKsB0KNUadTW7WwqzRXhxIIpcf8AAHqGTTY5GPky7G67ZePyNV5bcwhlOdw7Hr+VPS6ZG2feToVbnFDh2NI1WtxjadMHV5ITIyn5WwHx/WrrTzwgK0ij2ZSpNOg1BIThVZQeMEZp1zdwXEWC8iH/AGRkflUtMd4yYfbHUANsJP8ACe9Z91b211n92I3/ANgUiXJik2bUnjXqGH8qsBYJSXhzHIAT5Z6Uk7CnTsRW8oXRYI1fDpM5znBHyqP/AGWns6zIouow6fwyL1FUlkxbpCGwyTyEZ75CnH61HKkrNjc0b55XsarluZqbiXhpayNutplf0BOCKzr/AEvc5+0Qnef4uhP4jr+NWYrkqcvH5mBjIODWpBdrs2iXO7+Cbn8jS5WjaNVPc4Sfw1kE214U/wBmVeD+K/1FUk0DU/PWHyVYNwJEcFR9fSvRZbO1dSzBoHz1AyppiaTJkMmx0PfOD+dPmLv2ZRtdHv4LS3H2qNmiUAckgfTIqZYtVtw5EYl3c5yDj6CrMyPAwDeaozwdwZSPrStcvEQN7KQM8jINHMc8oa3M65v0e2eK4iZZypGSO+OPeu58DSTSaNKJHBjS4dY129AcMee/LVxlwy3cbCVVYgZ3V2XgoBdEOBgGYsO2flXpTRDv1OqOdjAenWvILvQ/MQtsjnjJyMgGvW/MVIy7HGB1xXktpf53MC0eT25B+opNPoXTko7leW1GxkKFCQASnyEgdAR0b8RWHLpF3bzrPYThJVJIO4xt+fT9a7yOc3CBGWG4Tvt4YVFJp1tMwWB2jc/wP/8AXqU2jpjPTTQ8xvrfU4yGvLabapJ37dw56nIq/wCGYrt9VjntIDKEBDHbkDI712rabdQMRtOO/lnr+FTWyNbISpWMZ6NHt5+oquYJSk1bcqmTUYg3mWrbichyp4HpxUo1WNmSOaFk4wxft9KvJdSZJZozz1BpJ7lZE8uaJXz360XXY5XFrqZjXEcV/Bc2pEjRSI2M4GRIn869ch3bF3hQ+OQpyAa8jhs4k1KIx7truhAPT74/wr1lD1IPc5qiX5lk8jFeSfETwvbN4uTUpEcpcxBiqNty68E/ltNesqygDLAZOMZ6muU8ctbbtPWdSwPmYx2+7SbsOFubU8v1uGfUIowdkhSNYxhQjsB0yOhOO49Kz7bxJqWiaVNpBiQQMW2tJF88e4YbaT0zXYHTYrlSbWZWH91+1U5bOWAFZYzsPbAZfypKVjsUm1Zann01wLi5lm6GRi2PrXQeEb5LSS7DhjuCkY/GtGXQtPuzn7Ikbdd8B2H8ulbmm2lhp1vsW0wSPmd48s3uT3p3RNSbcbNDItUi+ViSHY8jHC/j6VcEkU7MkEoL9Tt5FBg0+VSzW6Y9hj+VVbjTbb71pKyt1wTkUtGc3vIl064Np4nsGmclfN28DPVHxx+FeoxngGvKvD0Ex1+xWbkpOWznPAjfH869RjY4z2qiGcR8XLD7R4Vhv1A8yzuFJP8Asv8AKf121x/hDVTaPb3qH/j3Id+f4ejfoa9U8WWq3/g/WIGAIa0cgHsVG4fqK8M8Olvstyo/jgYAfhUzfu3Lp6uxduLa3dCNoQ/3gKzfstxGS6Alc/eWpLbVo7khJiqP1z2atGGbYMouABxjvTu1oS4plSy1OS3YrK25D2PQGum0/UxbybggZGAyN3Q+orn2ggnBZlAbqSOCKhewkRcwyeYvpnBqrpk8rWx6E7299HvhdJFx90jkf4VANORmGMqc9G5BrkNKhuxO6puwBk4PT+tdFa315EwZ4vN7ZP8AjU27FqV9yzcafLGpZQcdPlORis2R1D7TuXsa6GHUo5QAymJyeQw6Uk9rDcEtJGrY746/iKXM+o2jmmk8sfJjPb0qut2wb3B6r1FbVzpEbZaKRlJ7NyK5KwsJL/xfNpVxqM1opWUxeUm/cyoWC+gHB5Pp71SSkTzuJZncyTMnmhPuty2AflA/pU8VyowkdyGIH3SdwrkIrya5IkmlZ8qCMnpVuO58tlfA3A5xT5Sec6o3O0gyQrgnlkJP6VaDLncvzLjtyPyrItL6K6iK5CSD+GrUVy8Xy7Awz1HBFTdoqyZqW91Iikf6xccA1bi1FkGCjqB0xgisqK5lYj5UYE9Rw1W54jbNl1JHbPWjRlXaJru5tpuTGUbH3lPX6iq1tdzRZ24aM/wsOKh3I/fDdg1QzXLKDsOF75pOPYuNXSzRoSCGRGli+R8gMv4iug8J6nBBp0Fo7BXwSMntuI/pXFJckupxjkfjz0rK8RSX9np9jqFlI0W1GQ4OG/1j/pTiuhFRrdHuvmEKWHIxzXiG+eBsLIOvRq1Z/EU9l4et9QsPEWpyxNcm1DXESxrcEJud4h97apIU7vUe4FRJEuYskq+RnGOlOScTONpCQaqYsl0AbPVeDW3aask4CnMicZ3DkVzMluvRWPsrdPzpIUmglVxuQjkHqKLp7lK62O6huIYnG2UEH+Enj9atyXMUsLDzRGccdGB/CuPbV8DJthz33ZFW7W8F3kIMP3AxU8qL9o+pdldrZ2wUlU9l5U/hUwjtbqMCEGF8cDqD9KpfLHl3+Zh+dRNeoxPVe4pNNGvPGRZE4sL8TyjIt43cgd9q5ruNE8RWWrwrLBKDu7Z/z+VcAo/tF5YmOGlhmB9/lUZ/WuZhg1TwxcGaIuYCQGJHT/eH9auKujnnoz38ShMZ5U/pXAfFC4kifSZIX2t+96d/u1g+HvGU+r+Jv7PvNZvLO3mfbG6TRosfqSXGMYz7k4FZPiDUL+71u5sbue6lNizIFnxvTJPBA4zgDOKfK1qyE7ksHiBsgTQq+OrrwR+VbdvrkRj+Rw4bHEi/1FcPvILbQDk8ipYXdASjFSR0FS4o0U2tz0aG2tLmMO8aqT2B/wAKjvYxbAFPOQEdeqn/AArlrDW5rVSsknmLj5VxnFXW8TZwoD7SMEEDFTys1jUXU1Im8/aiyiN/RuQf8KimglhlAdflJ+8o4quiCRfNZhu6jHTFWVvfLRlkOU2naTzg0i5RTV4kVtq9vo14moXJKxLNsBHqynk/hXoWnapbX8KyW8quGGeDXl+paT/ammvAGZNswYEdisaj/wBmrC0nU9T8LXgSQsYMkDB4z/Q1qldHLJ6ntmvzLH4b1Nn4UWkp6/7JryHwDYi9S6yMmK0dyfTAFb3i/wAYx3ngC9WCYx3EhSMhepVjggiuZ/szXPBHhy01B7q5gn1OGWOeAJgQL8hVWOPvMrZI7dOoNRUg5QaRVOajK7OJic7CvYHitnT7uUOsRbcjAjBooqpiiajkxhypxirKOVhBGM4J/SiipKLHhq5ln1SQuR9zgAYxXZSYNwW2ru6bsc0UUgQ2WJDCHI+bnmoi7W7wohyrt0PaiikHUfIS5kUsflyAR1rzy51GfSvFVxeW+wywyNt3rkfMpU5/BjRRVU9yZ7Gfp9pG6SBt3AAHPSosDew9DRRWnUyHA7drDr1q/a3cxKoWypPeiihjjudHan7g9xXYNh4wrKCCcYIoorE3My6063+ztIqlG/2TXOTAFDmiitEQyG05nUHpgmn6+obwXaEgEkrz7F2zRRQviE9jmPEfiZtbhtopNJ022a3VY4pLZJFKRrnCAFyoHOTgcnmpra5kt3DRnHYjsaKK1lsZRN0N5igsByKnt2OPbHSiiuc6CeSCOVCWUA47cVV01dtzKBnoP50UU4ikaMzH1zgY5rO3nzG9PSiirJNrRQBeD5Qc27Hn3Kg1N4hRHt3O0BmYRlh1I/yKKKkbPN5tZOhardwLp2nXsEsoYxXsG8KyZKkEEEdTkZwe4NO0fUbvVtR1TUbyYyXVw4lkfAGWOe3Ye1FFay+Ezj8RsxxJPv3rzjOR1pjKAwXqPeiisTQiZjGxA6e9PXmMkcEDtRRVoRtb2a3hJP3lGR+FJvZjtJOGBoopFJnR6IouLKV5B83nyDjj0H9BVXWbaJ4OUXDxHcMDk7Sc/pRRSQmeX68PJsY0QnDOCcmmT+JNW1LRI9NvL2ee3tnaVPMkZiS+M5JPONvHpk+tFFavYzjuf//Z", 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", "info": {"video_id": "79734", "label": "turning the camera right while filming hot cakes powder package", "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": "658171370db60cf3ff9a9179113554db95b1dee7ad7366cb8939191fb1de8551"} +{"episode": 45369, "episode_seed": 2643220385, "split": "train", "timestamp": "2025-10-13T03:20:50.338677", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2643220385, "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 pizza cutter so 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "95623", "label": "poking pizza cutter so it slightly moves", "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": "95623", "label": "poking pizza cutter so it slightly moves", "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": "ee65d1b3152f1103680a9ccc087d1749687a7e0ff3a1ec6e2f1f4c20dda3fbe1"} +{"episode": 45370, "episode_seed": 990372612, "split": "train", "timestamp": "2025-10-13T03:20:51.041103", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 990372612, "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: 'pen being deflected from 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', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "139822", "label": "pen being deflected from bottle", "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": "139822", "label": "pen being deflected from bottle", "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": "a9579024d85890e559d0740ad7937208d66a2acc114ffaf5a7cf8dcf2f411373"} +{"episode": 45371, "episode_seed": 2789042371, "split": "train", "timestamp": "2025-10-13T03:20:52.593460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2789042371, "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 lamp underneath 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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/QFT/AJ5Suv65/rVnx22dHtn7iVh+a1h+Ap8W93Dno6sPxGP6Vs+M/n8Poc/dmU/oah7mkXeJ5lfPJ/ZcFu8hZS44x0x/+umWlhGUZ8ZI6VJeph4o1bjGatpcWUGkMJVczibIZcYXjHPfvx260N2Ek5FOW1RtoZCA2QH7E+lamj24trS7O753GB2OMVVkYSWKsMA5JGR0z0qreOrpBNGGAKAkbuVPcZ471MJ810aTp+zsy/Np0d82iyPGrBWbccdl5/pXrPh+0FnprttUNI38PoB/ia4DRAJbO2XALKzH6V6UgEFpHF/dXn605CRzHxA1r+x/Cl5KjbZ5h9nh553Nxn8Bk/hXhWlnBkAyMYxXafFfVzea1BpkbZjtE3yAf89H/wAFx+dcXpg+aTj0pw0ZE9jrfDdw0XiHT2Y4HmbD+II/rXsVo+QBXhtk/lX1tLkgxyK35EGvZ7aXDA+9VPcVPY8vmnFvrBjdWKI0mNvYk4/pXLTwtcXszpnDyEj3ya6bVgY9XvGHRJHBP4msaxj/AHq4B+9+dKwNkX9nELgtgim22kx3F/DHLCGVnAPGMjvW5JGoJBGahSRoVMsfDpyMjIqmiVIe1k+lG+fSL6+sXgQOnkXDAH1yM16T4L1LWLy2RdRvpLkLEGZpFGSfqBmvPdJnN/LcmYLl4SpC9D0/xr07w3F9n0kseNxwPoP/AK9ZtaGqZc1O8is7Se6mOI4UaRj7AZNfM9/eSX97cXkxzLPI0jfUnNex/FDVvsnhz7GjYlvZPL4P8A5b+g/GvFW5pIGd7DGBESCePfrXZeDZ9tnPET92Td+Y/wDrVxkcgCAMuM9/Wui8MymK9mU/xp/I/wD162nrEyh8Rq+NDmC0kx0LD+RrjtokuixG7GBwa73VLFtVgggV1Uhy2T06H/CsuDwRqQZ2Vrdgxz94j+YqEy5LUo2qAwqCoAA4zSXNuVQk49c5reXwzq0KALbK+B0Vwao3mkauuM6dc4HUqm7+VXdEWZzUqeZeRqeSWA6V6xoa+Ro6erkt/SvN4LC4GrJ5tvMoXLEvGRj869HjfyrSKPptQCs5mkDzb4o35utVtbFW+W3iMjD/AGn6foP1rzt1IzxzW/rt2dT1y8uw2RJKdv8Aujhf0ArHZWDfMOaEtBN6ljRk3SSDPXHUZ9a6rw7IYNdtz0DEpj6iuZ0llSSXOQOOfzrbtJDHdQzLn5ZA2foa0Xwmb+I9H1FhLol4nXMLf415lMfMgRMnaGNekb/MtpU7MjD9K4//AIRfU2aFo7beu3PyuO/PrWUTWRP4as7i6eSG1DNgI7AHB4b+oroLXXJ9KuINLihlmmEpKbV+Uhm4AP0qv4ftrvRb5mvYJoIZUK+YRwDg966G80V9S0ixvdPl8u98tWV8d+v86wk7zaZrTXu3NzXdHtvEmhzfZY9pljJBI6EHj8Qa43wTZSWU86TLiSAMpHoc4r1XQbaS20JRdMrz+X+9ZRgFjySB9a89s5Uj1XVgPvGcH8MU4Ss+UqorrmM34i6j9n8LTW6nD3brAP8Ad6t+gx+NeJyJg89a9A+It+brVLa0VvlgjLsP9pv/AKwH51wsgOeRW6OdvUpFQfzrtYRiI7s8iuPkUZ+tdaiSxqApB/vAdquBEzp/CEvk6hNGeN8WfyP/ANeuj8Tvv8Oy8dGU/rXIaGTBqqE8ZBX9P/rV2F3F9v097bdjzSq5/wCBCpl8RcPhPPFHmTDjlQM5FGpWcLWYuWjG/eMkHrzXWjwTfiZ5IJYJVPQElSf0pLnwtqZsjDLZSNkcGMhufwobugSaZxd9M1u0ZcfIeGA7UmMK6dlb+YzV+8sftGnMjriXHOR0NZ1uC9tEu7Lk4fPHzZxWFF3Z0Yi6SO58G23mGEsOM7j9K7HUb6K1tprmZsRRI0jn0AGTWD4ZiFtaM3oAg/rWL8Q9VMOjLYxt892+Gwf4F5P5nArXqY9DyvULqXUdQub6c/vbiRpGHpnt+AwPwp+lqC8nGemKifluRg1Z00FJZNoBzjiqW5EtjUZNrDBOO2a9U0+58y2hfP3kU/pXliOJMlR7c13mhz50y2GeQm0/hxVTFT3OX18kaxqKKfvOf1NUrGNFdT3HbFbGvaVd3Oo3VxBbSyRtIBlFz0AzVWC2eKQCSN0IXoykfzoTCSJ3hygxn15FUJvuuuMgjjArXjYfdUfMewrX03QvtKO0qjpzkUp1Ix3EoN7HKeH4z9sZR09K9Yhxb2MUX91Bn61xOlaDJYam+8ZQzFQfQDkfof0NdLqeopZWM93IfkhQuffA6VLaeqNErbnlXxE1M6h4neFGzHZoIR/vHlv6D8K45hV+5keeV5pTmWRi7H1JOTVRlwc0Bc9AjRXOSM+2elaenhob9WxtBzx6ZrKjLovABzWnC5Gwmc8EYGP0rZ6oxWjOstrkoQytgj2rXg1OYD74P1UVxt1csNOnaKRkcLkMp5FZkGo6yuNl5MR/tBWH6isUjZysepxapIR8yRn8MVL/AGqBwYh+DV5oviDWFASOaJ5OhDwjj8sVZHiPU40zLBbOf9kMv9TRYOZM7y41GGeF42RxuGOua5nXr82uk3UgbD7Cq/U8D+dVLLWpb2Vke3CBV3Flcn9CBWT4qu90EMA53NuP4dP50rajvocM8IR9uCCOhz2qvMuf8RV6VHBbC44o8P6XHrniJtNub+W1Vo5DFsj3FnVCwX0A4OSfT3qjNEWkpuMqkemeOo5raSAKqhAeOuawNBkeTzWY7vlUgenWultpHcHG0LnO1+xrSOxMtzqrObdCuT1UZrctr/YABHH09DXJ2UxWNVLAkdx0NZ8muanBdSpG8ZRXIAMWeM+uaxtqbX0PTVvY5k2S26Op7ZrV8PKrwThVwscpVV9AcEfzryqHxTqManzIbYkDPIYf1r0H4canPqiag1xCsJDphVYkH5evNRVXul05e8d0+I9Nbn+GvIIpNusao2esij9DXrWpnybFx6ivCr68MF1rbA9GUL9SuP61jT+M2npA4/WpTe6tc3LE4lfKn2HA/QCs2VeMHtxmrsw5AAOKzrt2WIlSQ2a6ziK7qBweueDXaW4yM88Z561k63o2m23hy31XTNSvZw10bXNzAI1uCE3O8Qznapwp3eo75A00ACgBipxnpVQYpo1baPZcRzgggEHcD+ldRbXBUgqSCDkVycJiwMqSfXNaJu1NpMFk2vsbBBwQcUp7jhsdtbapMMfMrfVRWlHqo43wqfdTivKLa+1eMKYryYr/ALeHH6itJfE2pxqEZLeV842lCh/Q/wBKmxakguIlmuLvA4M0mB/wI0eEbTTpL28sL63haQMJ4XYYOOjDP5H8as6PG99HcXMiiPMh3AZbaxJ496li0iJ4re+ExW/8wpGIhuWbjkY6juPY1nRw1WTc4rQ2rYikoqEnqamY7RGijAADHoa8u8U3rajrsrBh5cP7pBnqB1P55/Kux1LUjBZyyLwwGFBGDnoM/jXn0x+YZJOO/etEjCTKEyjrjn0qxpY5lGcE4H061a8NWenax4mj03Vbue2gnbak0c0UaxnuWMnGMZ4HJOB3pkdpJY63qVkyTobacx7LgASLgkANjIzjrjIqovUlrQ00hG07VwTzmui0aUpaqueQTXPWzybyAVTjGSODWtZylS25wcnsOB7VU9iaejOusruOMANFu5zndW1Fe2sihXVwPcBhXm93rdzY3QjjiidNgb5s5zz3FXLPxaDgS2Lj3jkB/niszVtHdPa6XLNERBAXLgZCYIrKku3sr+eMKDGsgj49+/6GsCbxdZYVl8+N0kUnfGcdcdRkV1WkPa6nbzzMVIYhj+f9Ca5aqfOawasdRBpENytypA3GJJFPuDj+RrivG/hq6fw9fRwE74gJgv8AfVTkr/n0ro9R159Lt5pLcb5EtmCr68cfrW7b3dr4i0OG9tyCs0e4flyD/KrTaSZUUmmmfKLpuXkc1VYHkCui8YaRJoOsXNqAVj3kxnH8JPFJ4i8H6h4d8P6PqN6ZlnvjJ5sLRkC3ACFAx/vMrZx26dc43umYNNOxtwqHjyR2rWt4IzEGI5PvRRW6MBXgi8ot5YznH9anADDG0AZ6AUUUuodBQFMi5UflV9LeM7ht9aKKllIpyyG1KyRgbnyDmsbUnNxOXfqFAGKKKnqX9kr3cahMgcgVzg1KfRddOoWmzz4WbbvXI+ZSp4+jGiiiQkGgIB56gkABR/OuktowzgEnGTRRVR2Je5eECheGcY44bFOjhjRGfbliTlj1NFFNgh3lo4+ZAcd67n4bkpqVzGvCtGjEe+TRRWVX4WaUviR6D4i4sHI/u188aiS+oaipPBnXOPZaKK56X8Q6av8ACMp1Bt8455rHv8G0LEDhhRRXUzjRNrvip/EEFtDNpGmWpt0SOKS1SRSka5wgBcqBzk4HJ5rftycBTyKKKIDkbVqimMZA5605kVomJUZBwOPbNFFadDPqOjbzE+YD6AUOqtglV6+lFFQPqavhi4eO51a3G0xQxeeikZw+7rXS2NnBcJcLIgIiumKe25VY/rRRXoUP4aOOt8bMbVNLs7iy8SRyQgi3jS5hPdHIJOPYkZI9zXmMsKfIcckCiiubELU3oPQyotbOiXF1F/ZunX0MrhzHfQeYFZM7SCCCOpyM4PcGpbPULnVdTvb69k825uZPMlfGMsevTp9KKK5ludD2NiCMFsZPbvWgtug4BYd+D7UUVqZhHAjs8jlnZcAFjTmto3VgQeCMY4xRRUDIfs8ZhKFcqQQQa2fAEjx6vd2QYmAx7sH1ziiis6nwm1P4jodcdrbXNJ8snEsoRwehGcf1rq/CltHZi8t4AVi84OEzwpYZOPbNFFYvY6FuzgfjXaQrZw3AXEolUbh6c15PfeJNW1TSrfS729mntraR5UEkjMSz4zkk8428emT60UVVPYzrfEf/2Q==", "info": {"video_id": "80120", "label": "pretending to put lamp underneath 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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/QFT/AJ5Suv65/rVnx22dHtn7iVh+a1h+Ap8W93Dno6sPxGP6Vs+M/n8Poc/dmU/oah7mkXeJ5lfPJ/ZcFu8hZS44x0x/+umWlhGUZ8ZI6VJeph4o1bjGatpcWUGkMJVczibIZcYXjHPfvx260N2Ek5FOW1RtoZCA2QH7E+lamj24trS7O753GB2OMVVkYSWKsMA5JGR0z0qreOrpBNGGAKAkbuVPcZ471MJ810aTp+zsy/Np0d82iyPGrBWbccdl5/pXrPh+0FnprttUNI38PoB/ia4DRAJbO2XALKzH6V6UgEFpHF/dXn605CRzHxA1r+x/Cl5KjbZ5h9nh553Nxn8Bk/hXhWlnBkAyMYxXafFfVzea1BpkbZjtE3yAf89H/wAFx+dcXpg+aTj0pw0ZE9jrfDdw0XiHT2Y4HmbD+II/rXsVo+QBXhtk/lX1tLkgxyK35EGvZ7aXDA+9VPcVPY8vmnFvrBjdWKI0mNvYk4/pXLTwtcXszpnDyEj3ya6bVgY9XvGHRJHBP4msaxj/AHq4B+9+dKwNkX9nELgtgim22kx3F/DHLCGVnAPGMjvW5JGoJBGahSRoVMsfDpyMjIqmiVIe1k+lG+fSL6+sXgQOnkXDAH1yM16T4L1LWLy2RdRvpLkLEGZpFGSfqBmvPdJnN/LcmYLl4SpC9D0/xr07w3F9n0kseNxwPoP/AK9ZtaGqZc1O8is7Se6mOI4UaRj7AZNfM9/eSX97cXkxzLPI0jfUnNex/FDVvsnhz7GjYlvZPL4P8A5b+g/GvFW5pIGd7DGBESCePfrXZeDZ9tnPET92Td+Y/wDrVxkcgCAMuM9/Wui8MymK9mU/xp/I/wD162nrEyh8Rq+NDmC0kx0LD+RrjtokuixG7GBwa73VLFtVgggV1Uhy2T06H/CsuDwRqQZ2Vrdgxz94j+YqEy5LUo2qAwqCoAA4zSXNuVQk49c5reXwzq0KALbK+B0Vwao3mkauuM6dc4HUqm7+VXdEWZzUqeZeRqeSWA6V6xoa+Ro6erkt/SvN4LC4GrJ5tvMoXLEvGRj869HjfyrSKPptQCs5mkDzb4o35utVtbFW+W3iMjD/AGn6foP1rzt1IzxzW/rt2dT1y8uw2RJKdv8Aujhf0ArHZWDfMOaEtBN6ljRk3SSDPXHUZ9a6rw7IYNdtz0DEpj6iuZ0llSSXOQOOfzrbtJDHdQzLn5ZA2foa0Xwmb+I9H1FhLol4nXMLf415lMfMgRMnaGNekb/MtpU7MjD9K4//AIRfU2aFo7beu3PyuO/PrWUTWRP4as7i6eSG1DNgI7AHB4b+oroLXXJ9KuINLihlmmEpKbV+Uhm4AP0qv4ftrvRb5mvYJoIZUK+YRwDg966G80V9S0ixvdPl8u98tWV8d+v86wk7zaZrTXu3NzXdHtvEmhzfZY9pljJBI6EHj8Qa43wTZSWU86TLiSAMpHoc4r1XQbaS20JRdMrz+X+9ZRgFjySB9a89s5Uj1XVgPvGcH8MU4Ss+UqorrmM34i6j9n8LTW6nD3brAP8Ad6t+gx+NeJyJg89a9A+It+brVLa0VvlgjLsP9pv/AKwH51wsgOeRW6OdvUpFQfzrtYRiI7s8iuPkUZ+tdaiSxqApB/vAdquBEzp/CEvk6hNGeN8WfyP/ANeuj8Tvv8Oy8dGU/rXIaGTBqqE8ZBX9P/rV2F3F9v097bdjzSq5/wCBCpl8RcPhPPFHmTDjlQM5FGpWcLWYuWjG/eMkHrzXWjwTfiZ5IJYJVPQElSf0pLnwtqZsjDLZSNkcGMhufwobugSaZxd9M1u0ZcfIeGA7UmMK6dlb+YzV+8sftGnMjriXHOR0NZ1uC9tEu7Lk4fPHzZxWFF3Z0Yi6SO58G23mGEsOM7j9K7HUb6K1tprmZsRRI0jn0AGTWD4ZiFtaM3oAg/rWL8Q9VMOjLYxt892+Gwf4F5P5nArXqY9DyvULqXUdQub6c/vbiRpGHpnt+AwPwp+lqC8nGemKifluRg1Z00FJZNoBzjiqW5EtjUZNrDBOO2a9U0+58y2hfP3kU/pXliOJMlR7c13mhz50y2GeQm0/hxVTFT3OX18kaxqKKfvOf1NUrGNFdT3HbFbGvaVd3Oo3VxBbSyRtIBlFz0AzVWC2eKQCSN0IXoykfzoTCSJ3hygxn15FUJvuuuMgjjArXjYfdUfMewrX03QvtKO0qjpzkUp1Ix3EoN7HKeH4z9sZR09K9Yhxb2MUX91Bn61xOlaDJYam+8ZQzFQfQDkfof0NdLqeopZWM93IfkhQuffA6VLaeqNErbnlXxE1M6h4neFGzHZoIR/vHlv6D8K45hV+5keeV5pTmWRi7H1JOTVRlwc0Bc9AjRXOSM+2elaenhob9WxtBzx6ZrKjLovABzWnC5Gwmc8EYGP0rZ6oxWjOstrkoQytgj2rXg1OYD74P1UVxt1csNOnaKRkcLkMp5FZkGo6yuNl5MR/tBWH6isUjZysepxapIR8yRn8MVL/AGqBwYh+DV5oviDWFASOaJ5OhDwjj8sVZHiPU40zLBbOf9kMv9TRYOZM7y41GGeF42RxuGOua5nXr82uk3UgbD7Cq/U8D+dVLLWpb2Vke3CBV3Flcn9CBWT4qu90EMA53NuP4dP50rajvocM8IR9uCCOhz2qvMuf8RV6VHBbC44o8P6XHrniJtNub+W1Vo5DFsj3FnVCwX0A4OSfT3qjNEWkpuMqkemeOo5raSAKqhAeOuawNBkeTzWY7vlUgenWultpHcHG0LnO1+xrSOxMtzqrObdCuT1UZrctr/YABHH09DXJ2UxWNVLAkdx0NZ8muanBdSpG8ZRXIAMWeM+uaxtqbX0PTVvY5k2S26Op7ZrV8PKrwThVwscpVV9AcEfzryqHxTqManzIbYkDPIYf1r0H4canPqiag1xCsJDphVYkH5evNRVXul05e8d0+I9Nbn+GvIIpNusao2esij9DXrWpnybFx6ivCr68MF1rbA9GUL9SuP61jT+M2npA4/WpTe6tc3LE4lfKn2HA/QCs2VeMHtxmrsw5AAOKzrt2WIlSQ2a6ziK7qBweueDXaW4yM88Z561k63o2m23hy31XTNSvZw10bXNzAI1uCE3O8Qznapwp3eo75A00ACgBipxnpVQYpo1baPZcRzgggEHcD+ldRbXBUgqSCDkVycJiwMqSfXNaJu1NpMFk2vsbBBwQcUp7jhsdtbapMMfMrfVRWlHqo43wqfdTivKLa+1eMKYryYr/ALeHH6itJfE2pxqEZLeV842lCh/Q/wBKmxakguIlmuLvA4M0mB/wI0eEbTTpL28sL63haQMJ4XYYOOjDP5H8as6PG99HcXMiiPMh3AZbaxJ496li0iJ4re+ExW/8wpGIhuWbjkY6juPY1nRw1WTc4rQ2rYikoqEnqamY7RGijAADHoa8u8U3rajrsrBh5cP7pBnqB1P55/Kux1LUjBZyyLwwGFBGDnoM/jXn0x+YZJOO/etEjCTKEyjrjn0qxpY5lGcE4H061a8NWenax4mj03Vbue2gnbak0c0UaxnuWMnGMZ4HJOB3pkdpJY63qVkyTobacx7LgASLgkANjIzjrjIqovUlrQ00hG07VwTzmui0aUpaqueQTXPWzybyAVTjGSODWtZylS25wcnsOB7VU9iaejOusruOMANFu5zndW1Fe2sihXVwPcBhXm93rdzY3QjjiidNgb5s5zz3FXLPxaDgS2Lj3jkB/niszVtHdPa6XLNERBAXLgZCYIrKku3sr+eMKDGsgj49+/6GsCbxdZYVl8+N0kUnfGcdcdRkV1WkPa6nbzzMVIYhj+f9Ca5aqfOawasdRBpENytypA3GJJFPuDj+RrivG/hq6fw9fRwE74gJgv8AfVTkr/n0ro9R159Lt5pLcb5EtmCr68cfrW7b3dr4i0OG9tyCs0e4flyD/KrTaSZUUmmmfKLpuXkc1VYHkCui8YaRJoOsXNqAVj3kxnH8JPFJ4i8H6h4d8P6PqN6ZlnvjJ5sLRkC3ACFAx/vMrZx26dc43umYNNOxtwqHjyR2rWt4IzEGI5PvRRW6MBXgi8ot5YznH9anADDG0AZ6AUUUuodBQFMi5UflV9LeM7ht9aKKllIpyyG1KyRgbnyDmsbUnNxOXfqFAGKKKnqX9kr3cahMgcgVzg1KfRddOoWmzz4WbbvXI+ZSp4+jGiiiQkGgIB56gkABR/OuktowzgEnGTRRVR2Je5eECheGcY44bFOjhjRGfbliTlj1NFFNgh3lo4+ZAcd67n4bkpqVzGvCtGjEe+TRRWVX4WaUviR6D4i4sHI/u188aiS+oaipPBnXOPZaKK56X8Q6av8ACMp1Bt8455rHv8G0LEDhhRRXUzjRNrvip/EEFtDNpGmWpt0SOKS1SRSka5wgBcqBzk4HJ5rftycBTyKKKIDkbVqimMZA5605kVomJUZBwOPbNFFadDPqOjbzE+YD6AUOqtglV6+lFFQPqavhi4eO51a3G0xQxeeikZw+7rXS2NnBcJcLIgIiumKe25VY/rRRXoUP4aOOt8bMbVNLs7iy8SRyQgi3jS5hPdHIJOPYkZI9zXmMsKfIcckCiiubELU3oPQyotbOiXF1F/ZunX0MrhzHfQeYFZM7SCCCOpyM4PcGpbPULnVdTvb69k825uZPMlfGMsevTp9KKK5ludD2NiCMFsZPbvWgtug4BYd+D7UUVqZhHAjs8jlnZcAFjTmto3VgQeCMY4xRRUDIfs8ZhKFcqQQQa2fAEjx6vd2QYmAx7sH1ziiis6nwm1P4jodcdrbXNJ8snEsoRwehGcf1rq/CltHZi8t4AVi84OEzwpYZOPbNFFYvY6FuzgfjXaQrZw3AXEolUbh6c15PfeJNW1TSrfS729mntraR5UEkjMSz4zkk8428emT60UVVPYzrfEf/2Q==", "info": {"video_id": "80120", "label": "pretending to put lamp underneath 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": "267fe3159009ce911018dca61202fba810ad0271c5c6007fceab598641243584"} +{"episode": 45372, "episode_seed": 1770617632, "split": "train", "timestamp": "2025-10-13T03:20:54.634275", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1770617632, "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 staples so that it almost falls off but doesn't'.\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": "143522", "label": "pushing staples so that it almost falls off but doesn't", "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": "143522", "label": "pushing staples so that it almost falls off but doesn't", "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": "0d636d4792e091749e2c183a433a3ceadd790ea6546c00b3edffe6e08d62aaab"} +{"episode": 45373, "episode_seed": 2908989627, "split": "train", "timestamp": "2025-10-13T03:20:56.693172", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2908989627, "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: 'twisting two thin sticks'.\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": "60228", "label": "twisting two thin sticks", "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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bRNKw+8743nPH+ea8z1y487UrhR0RygHoBxVt2QU17xSjkDMBxj0rrfCJH24Rry5XdgjPTv8AhXGwjDdK7bwRDK2qy3QU+Vb27B27ZbgD+f5VMdHcqrrGxsTxrexayuMyW/lSJ9FyG/Q/pU3h252gxk9DmqkNz9jjjuyPlvJZgw9VGB/U1T0ufyNQVDkZ454+lOC93Ub1Wh3YYh/alk3bGOar+f8AIuOuOtW0XzIG46r+dZSWolsUJZd4KoORx0p1rL5O5pQx3DjHWqsjlJQNvzA9KkSGSbAfdvIJyD0FUmJoivNRFtcJtJOecAZ69PpXK+JbxrnSJ4ppT82CgZjz83pXTSWEUMbJIWwGDffIJPauD8X3CPqaxxsNqR/MFPGST/TFabImKvJHORjHyjgDpW3pkwhuInP97GfTPFY0fX2rY0a1m1PV7eygU8sGdv7qgjJqVuaTeh2utxyCys7Vw2+R1Xaewqi1v/Zevy2+fkjlwp9VPIP5EV0d8v2rxXBG+SsEbSn8uK5zV7lLprW7Q/O0flyfVen6fyq0rybIh8NjsYnBhBHb1qfflBjNZOjXHn2iEnPHNaMcgLFR0HrWU0VESQjed3Ax1qo8xEmFGccCrF8gDDPRh2qmkw3ABQWJ646UogzSlm/cLtkBwOQDzWU+qrbRKY1Gdx3ZO4gUk8Vy6fI6hDwzY5I/zxVR9MRGkA2jeflUDleMVojJmJ4xv3ufD0kcrl2Z0kGOg/zmvNrcMXCg9yfpXqHiPRHXw3d3JxiNUOSeeo6fnXnNuBGG46nFVLQukro0dJuGtL+GU8mJgw/OtDxbIJ9SDr93JAP5VnW+0upxmumm0qDUNL0+SWRkM7ykMOoxgf0rNJtlyaRxYqzBbz3UiwwRPLI3AVBkmutt/AG87pL/AOTttj5/Wuu0XRbPSIBHbDLk/PKw+Zj/AJ7UN2EjldF8DlYxPqUjLJziGMjge5/wrroWjhKxRKqoMAKBj8adcbkc4OADyKiXYDkZL4JA/rSTBmncyeWucY46mqR1GC0CnaXdlJyeM4+tVLi4nf8AchXAbq552+uAaznsZzEd+7duIG7B4zwfyrSJlI077XHbTp4iwWVkZdqjsR614jOzPKE98CvXDo1xcShpEdtz4yOgFeY3VibbUZw5G6ORlx6EGrkOl1SJ4WCBVHQcV1Fm4GgbR2kbP6VykArespgtpJE3swrKO5dXY0/DlzEdYs4Z/wDUyLJFJ9GGKuaWX07VZrSQ/MjMhP0PWuViuDb30UgPAOQfwravbx7m5ttUjQhLncpJ7umFb8wVP40+pV9DtNOuRJcOAcgHgity6VWgHPFcfpkhtpAzfdk5ArqpL2I2YHAOO9Ry6ibKMezIOD7e9NdiyeU7bCASfXH0rPutatbcM0sytjoC3SuO1fxTJM7C1JjyMFx1x6VSViHdnQ6p4htdJ5hCyynouec+teb3EzzzySt952LH6k5odzIxZmJJ6k85pBwc9qbKiuUIjgg161pVjFovgBpFy09wvmzPjjLcBQe+P8a858O2qXuu26yKDDGfNcEcEDoD9TgV3F3e3HijW5dJk1qe3tHEpiSFAylkQsEA6Bcg8+3vVqPutmc5XkkYl5rEN1Bb28ULolvEygtj5iRycVd1GMLb6VqUZ+We3VXx2kQAH8xiuD0y7mlhkDnhAMD6iuttL9bnw79gyTLEPPiHU4UHf/47z+FS3qaw0idXHeAwwuDwcfrXSWRWSE8/TNec6XNJcRxkAlo/5V3WlXkRX5uuKiSuweiI7lUW4OevXNQzXK2wV8/uwOWb+pqHV9atrNnYyBPQAcmvPNb8RTX5MaEpCOi56/Wmo2Fqy9rvidneSG1kLZ6ydh9K5JjvYliST1z3o3Fu9KF7mncaVhQAvSvaPAmj2ui6UP3Jl1S4jEk5UZ2L2XPYdPxrzLwdoD+JvEUGnrOsWcsWIz054FemeJNZXw/psmkaZdukltsUSJ1d+rs316fhW9KNlzM5q0uZ8iOb1rXZbLXb6OCJJJpP3YZmxtA+nPWs2wtvt0c8KndLHbNOgHqpBI/LNZ/ii0htNJj1vT9Xv53kuvspe6hVBcEJud4sc7VJ2ncP4h7gSeHNT+w65BMT8qoVbPcZ6Vk7qNjena7Z0Xhy6/dtGTwORXRWMiySHuRxXFiRdN1ye3QjYGIQ/wCyeVP5EV0OjXG6R97APnPtUS1LtqdFfw74ufzrOhhEfTHQ5Na91hrUMWzn071kBow3Hyhf7xzn8KlRJctCVpGeBUhUFvu4x0FVRGYpszFst0OOKct0qSbi67WG3HQfWqmp6pawgDzlGBwAc81tGJjJmd4/vHTR7S3yEjllJYA9Qo4B/OvL5Dzx6muk8SavHqSwxRlmETFix9xXNkZb6VEtzopaQLlocPmumXUI303TreIsWtw7MSpAyzZwD3rE8J2mn6p4kj03U7y4tYZzsWaOWKNYz3LGTjGM8DknA71pWVi0Y1+3dLlJdMukQLc4EgTcykMBkZ+7nBI9Ka0Ik+aSO5s7nzLJWB4IzWlZDf375GK4/Tb5U08hz0JHFdRo0xKRlsHIqJIol1GE7ty8E9aqwwhQS2cgcn0rX1BG28ADPQms4EnI3bk7lR0pKImx1w0aRLsTJOMd6ht03TEyFQQeQO1OW5WJZC2FAHyseeO+a47xF4rUTGGwILLwZBWqVtTJ3eh1+seK7HQ7boXuSPlhBGQfUmvHJp/MkZmGSzFj9SaJppJ3LyOWY9STTAAetKUrmsI8pPD2NSyXD5ZYQzNjACjJqjPI0UOVYg5HSt/WPC+q+GvD+lahcyzx3GoGTzoTGQIAAhRWP95g+cdvqDhRQpvoZkpPlxHuCR+VegaVEl18No/MUAw6yAhHUB4Tu/kKKKaGznNU1m8tnWCFlVUOAcc/nVJdSvrpC0t1Ke2M4FFFNDZTmlc9TVN+TRRUsYqc0rj5T9KKKBM1/DxKxTdMMQWB746D6e1Iut3eneKJryDy/Mi3lQU+UblKnj6GiiqvrY5L/vGZVkAstwo6GMfoDXW/DaOOfxrpUcyLIjTeWysMgqykEfkTRRR1OlfCWtOAtRcJHwsYIAPsSBVB9YvvLdUmKL6LxRRUstGJdzyyNl5GY+pOaoSHmiikMFFI7HHWiimSzqfCMj2IF7bMY7hDuWQdQc0viWeVNKnYSElpg7E9WYnkk0UVLk72ueZOT9ta/UzfE/iV9esreKbStOt2gjRIpLZHUoi5wgBcqF5ycDk81VLmO7BXg4oorSR6EDckiB0/QrkkmWaCYOx77JWC/ocfgK6WP93LCE4yMn3oopSLRdv9SuIIdqFcbe4rhdW8Q6ijYSYKD6CiimiDJXU7yQbpJ3bnoTxSy3UrjlqKKQpFCQkseaYvDUUUjVFvTdbOlXU8Ladp19DMwcx3sHmBWQEqQQQR1ORnB7g1u+H9RudR1vV7m7k82W/G64JGNxYHsOmO3pgUUU38JmviDSJXeV0J4Irs9HmePaqngGiikyzcv5naMZx0rm72+mgjOwgUUU0ZnGarrF7ckxSTHYP4V4rEbrRRSNFsMpBRRQNkc/KAe9WLnxNq+p6db6Ve3009tbSPKgkkZiWbb1JPONvHpk+tFFUjGR//2Q==", "info": {"video_id": "60228", "label": "twisting two thin sticks", "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": "a89344034eb4357a9a5fcb080db1b6ecc67391d1e72807166646dda744cb5232"} +{"episode": 45374, "episode_seed": 2906923761, "split": "train", "timestamp": "2025-10-13T03:21:00.166410", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2906923761, "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 mobile phone 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', [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": "19653", "label": "trying to bend mobile phone so nothing happens", "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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HLeKby9NtIw8YViEydoGAMmvOrvwVZak0n9mXXkhSV8pxkbfRT2Gaw18c3xtmidW3ScBjXV+HJj9mBZjucZz+pNFpw1HaDVjhL3T77Rdft47uMqzhyuDlWHHSsifRrnW/GaabYIGmvJFEeegyOSfYck/Suy+IF2w1bQ8uoVHkGT0GdvWt74U6O1x4wvdYlUFLS1EKMFIG9z2z/sg/nXXSlaCn5HHVinNx8/0O20fwVofhfT7d7eyt3ubVQv2lowZJJSMF8nkd8DtTJNLmgs7rULuYRoxyF6sfSurkRZZ4oyMqh8xh7npXJeM9WWW2liiceXG23jua5Z66s7KOnuozrzXoLWxEFqhRWTe7E8k+9eRa54jkv9Re2Rd8EZOecc1q+JNaS3jjiEvlmb5N+3dsHc471zltpdsyH7NrGnzSMekkhhY/99gD9a0pU0veZGIq292B0fg/xyvh/VU3wyLayYSRQwKr74r3Bni1S2WWB8xyLuDoemcYINeHyeDJLizS4gt5flQbjHiRc9zlCRV/wt4yu/BtwdOv1e40wnIP8cOeuPUe3apq04z1huRCUor3j1+NJHwshBYd/Wud8RaTot66/wBqWa+a3yrOh2sfQMR1FdDBeQXVslzC4eOUBkI7g9K4/wAQ332q6Nvkfuzn6VhG6Z0xjzbnm2s6cmn3rLEzeU5MgLNyexGR6fSsbXj52jWzn70b4z6gjj+VdtrVotzZ7iu5osnvnBHPT8K4W6c3Hh2Mh1baq5AU5XBxyf8AGuyi+bU48TFR0OeorqPBHgq78a6rLawTC3ggj8yadl3bRnAAHck/yNegT/B7T9J8OKNQuJJdUlc5libCRDsAvfjrmuidWMNzkp0Z1PhPM/NCwpltu5cfXpWjbeS9wT5kZLMSGJ6e1a134KMNmoivUmmU7RG8e0MR6HJ7VC8Oj6LGPt9xFdXHUwwD5R+P/wCqubnT2O1xlH4tCS2to3nIiZ5JGOCIRuYfl0q3q9jJHYSm5vEtjLkSea2Xf8O1YV140vZYzBpkMVlB0+QDNc+Z2muC91LJNJ13M2aFSk3d6Gbqx2R6RF8O/Ej2sHk29sxYDDmcYGeQW/Or958OLm0tZBcX1s11sLIArfvfUE+vTBre+FPiGKfRpba7uVNxvG1Gb5ioHWuj19Tc7SqkCNiNwrnlOSdmdcYRb8jw2W1ETFZdwZXztbjcc9+O1Z0rGHVLIg7m3Nzk89K7jxLYwxyLdyJhsiNnxnBzwSPSuI1mP7Je6dJ8nLZ3L0bkc10UnzNGNaPKmUfEir/avmKPlkjVv6f0rIra8REm5izsyAQdrZ75rFrrh8J59T4mWLE4vI/ritqIkzMIyquVYA989s1hWpxdRf7wrpdJ1BtC1uDU4beOeaPcESTO0kgjnFZVdzeh8PzNrT/DmpX0OYrOUIRxJMdq/mcVv2XhgaPifULu2hjwQ+7ALDv87YA/DNczqfj3xLqUmGuks1bIC2sYQ/8AfRy361h22n3mu35i8x5p9rOzzuWOB15Nc7hN/E7I6FrpFHpmrfEy2tLNbLR7+GIphY4rOElV/wCBHA/nW54U+Idv4ilW3uMRXXOV6A47ivGbbw9d3E3lxS8jOcLwKjNpdaDeSPOGSdFzCwPDHPUH6dqPY02rJ6lqU18SPpDVLhfsUjAjayEL715D4mtWmUXybjIwEcg7H0P14xXoOiNNqeh2V3cg+WYg5JGAWPX8B0H0rB1qySYXEPIVu47VhF8rN1rFxOrXWBqtmk6NweSPQ+lY2uapsTy1PGK43wx4iMMEsbNkZzgmpL7UTdOTmtpQtKxNOScbkd3deZk1nf2Y1+A6n7h5HqKSV+eTVu3ult4Qo6tRtsGktGZMfhHUmVn88RHHIRzzWPLosiXXkzSEuTwGY4P412s+vR2sOwSAv61y7XM07tcCRVZMuGOD7VcZSZnUp00vM2rnxpqGi6Sml53ERBUYE4A6Z/KuJlu5rmcXU43fPnJ5zWtqEQ1ARyCYf6slBJgcdeT/ACqhZG3jwLuBplGSFD7R+NXBRir9SKkpy06HSQanb69p0lrceXFdJh4GIwGYdvbPStbS9dWGzDOS05OHDdiOv0ArgYj5bcZ4OKtee0TFkPLDmplBPQakzR8X6kt/PaZbcYmcsPrj/CvoDwBoyaL4St18rypLn9+6kYI3DgH6KBXgfgrRx4j8aabZSgtAshmm90X5j+eAPxr6Yu5gtuI1YBpCEHt6/pTm1GCiZRTc3IqX+oGz024uWP7yXOz2HQV5d4gnb7IilvmJLt9a6jxFqi3M6xRt+7Q7QPYVwfiG9EkpAPyqMVzx1Z2RXKrnHX9pLqsm1GGYwSSR0yeBWbaaYXuGjnIVFO1m759B6munWdLawaXA38n6ntWJGX/eecsQZkLJu5/L3711Rk7WOWcE3cdFpNxbxtc2dw0UgY4EchUge54pj6/rSqYJNRlmHTZOBKP1Bq2jssctm1w5CR/eHQKc8Y9aiNpFtSSLy8RqGBB6dflPq3fNTf8AmFyaaHdeAPFLy2EthO+XiBaME8gdx9OePxqS8eVtVkucHBOG9CKw/COli68Q2kiblh5MhXsCMc/jiuv1uIWkmAOB0zXPK3NodUG0rMy58PEw6hgQa8406NJtJnjSAtM25N2B+FehCUHIJ69/SuY+G1h/avie3sD9wzrK/wDurkn+Vb4dWUn6GGJ1cV6n0H4O8I6b4P0WK2s4sTSRo91M3LSuByT6AEnA7VkeMrmZ4YhGON2T7V2V3Ji3f1bgVzWoxJI5dwCqLnn1rCpK71KopRZ4P4u1aQPNZrIykOG4OMf55rD0nw3qmtwPNaWhaEHBmdgq5+p612mp+FF1zX5bgAx28fM7KeWx6Dt6Vqate22kadHawBYo41woXgCtFV5YpR3HOi5zcpbI4vRvD0Vj4mtYNZ8s28kbSLg5ViO3516ZZ+D/AAv4g035tPSOQ8LLCdrDnGeK8p1K5m1Ax3EkgSO3Xg55OfT8q6nw/wCLptDRbV2Dw7lfcwwwHp/X8KKqm0mnqEFGN420JbLwL4h8LeNNPeBWuLCS4EbXCDgITzvH8P16V7DqEOy2K5z8vX1NJpur299p63ETb43XIOMgg1XuJ0jtfKVtyD7vsOwrnnNztfccY20RyOsWonhdRwSMZ9D2NePeJoTDNHufdIXfcOBgjAwB1x9a9slbzI23AHJIryz4jWiQXNjIqKrSB9zBcFunX161thnaaQsXG9O5z+qCP+z7byvMKg5y2e47ZrGrZuP3vh+F/wC7gfkcVjV3Q2PMqbj4jiVD6MK6C4VYo7eVnxuduM9hXOrwQfeuhiVZWxgErhm3jjb/AIfqampumbUNmiwY2uHUso8wrmIbflxn1/qatWizRzO8G+NU48xWHOTgjnovPfr1qjDIsr+SsUoi5IydpYjnn0HoP51asrmeLasmwO/zqTyX9v5VhK9jqT1udF4c1630dpI7rezzKGiBXoCed30wfzr0ptG0HxJZn7XaxTRuMgjgg+oIrxK1jmhMblmklkJCyfeBIOdvP8Izn3+leheB9etbiOa0lmIdcsrMNivzzt7de3YYrCpDXmRqp30Z6FAALdreRF2QALEcdVxx+Ncjq0QEzkHNa9xqfl25BY5PQ+tYL3CTPLvzgDGTWVuprBa3PHLO4aOXhiM1tRz5GS1c5Cf3ozVrz33FUycelepUWp59KbUTUluFGWZ6pyX7uCEbHIXk9Ko75GkBKkgckGrNsCVL4y2c59aytY053J2RcjEUduXZw8j52EpnnAxg/WqyozXDzSBfKxxGvRvX8B/9aoolmkucCUmCMjmMZLkjIAHr/LFX4SdjMkjJGybZlX+72Qe5P8iam1hp81rl9BCg8uScNbb96yNFhi2ORjsBwPTP41l3Vok86Nau0jO+NrgBhnpuPQ855+lSNJ52+XzREwACxspJxx90+1SMd0rMC5AYhdwGSOxI9anY6YUnP1K8Gimd48S/6w4Leh54x17VBc2U1vnKlkXjcB/Or0YZLkElk3A4cD881p6DbN4g8QTadcalLbRyrI6GOPcZHRCwGOgHB5Pp71Ubtk1fZ01qanwr1Gx0vVLq6uY/nZBEsv8AcBOT+eBXqPiDVdtuWt2DEriNlPBz1NeC6DdbFuGJ5faePxrrrDX8WhtJ5CVX5oye3tRUpu10Y0prnsWNR1UiUnP3QRXI32o+bIxJ5NXda1CKUt5eMmucKFjuOc+nrUwh1LqT6IuQyi4lVHJ2rztxnOKZdu1wvl27IFwvzFduMfeP0qtceYqqkTfvThVXuck9Ppj9aswxhESKVnfcPvj+M56L6jP5mqt1M730LlkghAMbulxCwZTIvykY5Z+4wM8enFPm+xTKiCWZD1ZwgIBOcjb68jn2x0qvNK/MUzyO7bfNmzu5Hb3A/mPpRkAMqSySAv8AfA2qVx2HXOal9zaFPm3R03he/ttJFzF5pZJW+Qt97aOv4g9vTFaOv67FLIED7vlByO9cRtkChkyCnI+gp2pxCbTftkLMkmQrpnoahQUncdVOlodTYxfbmCq2FxljU3wM0xpdf1HU2B8u3hEKn1Zzn+Sn86yb23h0nw/Bqmk6vfyq1ybYm4hWNbghNzPEOu1ThTu9R7gek/CWxXTPAEVwy7ZLyR52z1IztX9F/WtUnThK/WxzOaqyjbpc7TVb1YlSPIznpmub1m+MVmQOWdsfhV26jZ2ErHJBzXOeILqG1tWVn3TNyFHauZ6nTFJIwV1A2drMveXr9K4nVLzz55HaTe/GxGXjrz+GK0dXvDHakFsM3f0FcnCZ5JZJJWLRKWRUXneR1x7eprWEOoqlT7KJ7eMi4aSY/IX+VVAOBn72O/sO9axEAh8meXdAm4wttw757knpk5x+J9KpqxSKQ+azwNgvGP43H3VH+eB9aaHWaTz2uCpaQZQplwM9R2xjjFVLUiEb6I7jwd4mt9Ks5NOMzyRu5MKsmCmf4T2P/wCuuwaR5I0dT8p5+leNRySLKsiFw6n5c9Rzx+PAr1PQNZjv7NMkK5X5lPr3rCcdbnQ6bgrk9t5XmuHcYyevrXA/FhFUaRtIOfO6f8BretzDfeNJ9MvdSurS3lm2xyRSxxrH6li/GMZ46k4FcF45a8j1L7HdSXLC1mljRbnG9QCBzjjPAzjitqNJqakcmIrJwcCjp8LXmgzwoMsrHGfwNY4t5SCdvA6nNWbCV/Lktw5COQSo/ixVoKnks842Rq2AQfzAHc+/aurWLZyKKlFFA2M6uQyhcYJJPHPT8a1rdpZ38or5cakDDn5iRwSff27VAJxPEkRgVE3A4/2e2T69allY26GaJRlPm3d+wB9+SKiTb0LpRtd9C1eskcO2FFcqmVKOWwc//qOKfaQMQXkePzokyysf4c/cX1Pr+VV7VZWVfM2pM2WUAH5c9z7+gq4J/KVHYRxy7NsW1eCAfvn3POD+NZPRWOla6lqW2UK7wtFbtI2BCXORgj5d3bv9cYotFnsrnzJ5opGCeXGiYIJJzy3tj8jVQxvFvE4iDALwX3Fs+hHtzRvdY9uSdp3YBxyOmPSp6WOiFHm1PXdNltr3TYnTPlOgZQ3UD/GqNxZv5z+WfkHOK8/tvEF9p+mMIrk7S4O4N84Oea6LXYvEGiaJpV/d3t2s175nmQsmPIwEKBjj7xDZx26dQalUW9UQ60YOzPK2YqCQa0YzttUUAfPGHY9yef04ooruq7Hn09xhYsDEfunBPr+dLJ8scqAkY24bccgHqPpRRWSNXsXI5nsrn9xhfIICce3J+pqwR5cccS8IEV8erMMkn+X0oorJ7HbRXvoi/jx6dKHYhDgkY5yKKKnsd72ZImXldCTjYx/75UED9TVaz1i80rxAL+3ZTOhYDeuRyhTp9DRRWlPc8uvrTVyrZEo8qqcAED8qvTSMI8g4NFFdC2OOPxFZWLnLHNJM2IzJjO0j5T0PPeiismbsRMJFNOvDmTyhyTtXGcCtGGV3heRm+aDEcX+wGZs4/p6ZNFFRI0ht/XcjbheKRThcjsMiiisj1l8RGzlUYjn5gcE+xP8AMCpNTZraEKjErJHFIwPclQx/nRRVrdHn1t5L1/Qk1rxbL4jhtrefStNtfJRY45LRJFKRqDhAC5UDnJwOTzX0Lo6rFoljDGoWOOFFVR2AAFFFVX2Rx4fqYviXVbqysX8hlU5xnHIrzzz5LhRLK5d2JyTRRWMTt6HK64zTXSRMxCvIFOPSoVuXg83ywoUhoduOAmMYoorXojBfGyzKNj+SvEcXCj8ASfqagByzeq8CiioPRor93EWRmC8EjB7VdsLy4tJLiWCVlZFLD0OGCgH2waKKFsY4j4yS08TXFrql4JrKwvkncSMl3BvAZehBBBHU5GcHuDWZ4wvZ9RuYr66ffcXDPJI2MZY4/KiiuiG6PIq9TG0uMS38cbEhT1wcVpHLlGJ44wo6Aegoopz3HS+Eib/j6UjgGUR49BnHFSBd2p3MTkulsrFA3cjpn1ooqHsaJ628zRjRJ0tUkUHMzbmHBfKg8n8KjZjL+8cAs2CeOKKKxZ6GGXvv0GoAgIUY7UvnuksoXHyLuHHfFFFC3N6ztT0I7w7bRgO2CPr6/Wn33ibV9U0eDT7y9mlgtXkmTfIzEswXqSTnGOPTJ9aKK1p7Hm4tfvT/2Q==", 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", 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", "info": {"video_id": "19653", "label": "trying to bend mobile phone so nothing happens", "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": "021e9daabf9d3c2ca4b9395aaf26c7eb63ab35f9e92f1179577a36a45f4c4f2c"} +{"episode": 45375, "episode_seed": 1762310789, "split": "train", "timestamp": "2025-10-13T03:21:01.287416", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1762310789, "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 ball so it continues 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', [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": "3267", "label": "spinning ball so it continues spinning", "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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"info": {"video_id": "3267", "label": "spinning ball so it continues spinning", "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": "91e3845b5bf994f8af78f28748e281b73401783f8fc1b567277ee1e395d11334"} +{"episode": 45376, "episode_seed": 1324295002, "split": "train", "timestamp": "2025-10-13T03:21:02.095984", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1324295002, "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 doll next to 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', [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": "89193", "label": "dropping doll next to box", "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": "89193", "label": "dropping doll next to box", "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": "776b333849c686e51337b84860cea1a488f372d39978e1f3726090eb920a8efe"} +{"episode": 45377, "episode_seed": 606952604, "split": "train", "timestamp": "2025-10-13T03:21:04.407028", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 606952604, "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 controller so 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', [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": "93332", "label": "poking controller so it slightly moves", "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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XCqBgDrnpWM2k6pp9ndCaw1GGVtoYeQdhTqd3HqBiulThpZnBKlVV7rqrenmPPivUW/10VhN/10s48/mAKsW3jK4gG0adYBSc4RGT+TVzfCtzjg9DWhLqSTNds9nBunVVBVceXjuPeoc5LY2jSg0+Z2/p/wDDfM7PRL1PFzXlitj9k1FIPNtbiKdwAysMhgSeCCeRzxXqtsslraQ23mPK0QRJHIBJwMbifzNeU/CqEHVNQuCQSsSxrn1Zv/rV6mszyFk+dHBAdSec+1c9WV5HVhqfu3LsZwwkO7lsZc5A/AfgannmUqoVtzAZGOOMds+tZaEi6kUM2/BAx1xx2NXbfzjGyP5ZQrhPl5x6e1QmdEo21FEvlqNwcB2+YLggjH1rg/HHjS50zXY9KgsndfLRw0cxjMm7OOgOa9AllhitVjId1QFiwXJJFeQ+KfEqXesF30lIZ0iaNHKnzFXnGBjrgk/nWkN7nPWu1ZBd/EDUIEWO6tL+NTwCt4vP4+WfyzVKPxz5syqn9teY52hUvlO4ntjZXMwSRwWM4mlhliLL5catkudwOcdhjI59cVFqVzDeaoJrCAWysFAVBtG71A7V0xUbXPPlKfNy6+p1snjwbnimuNbT+F1aWJvw5UVPB8QUjlV/7V1bA/heCJv1DCuD1FBHeyoEdGVsOrPvO7vz35zSQi0NnJ5pkFxvXZt+7t7596UrRexpS5pr4raX3PTI/iPbhPLXV72Bf732JW2/hvrsdCvtZnur+31K4iu7SF1EFzGmwTKRvz/3yVrwO7jtvtbJZs7wEgIX6/5zX0JbOkFpb2+4LsjQLuHBIAGM1jVastDpowlztN3t8zSin3rlHVMlucFuBwSK0LeY+WG3AE9CzD+VYks02C6t5ZLY+TAI4P8A9epo5n35RFYMBuwMFR6471jc6nC6LP7sTKASqkZCiPk+/WqbxhrtZWd2jBOQYs+/r1pRMruBEobJAZSWBGf6ipFbgRMSxxuJAK4HrT3DVFe7shIiuxcsDwXGOfY9vaopbeWLDb5fkI4xwtXQoLMz/PIwBY4OKVoYz5aSIxLtwAcH8fWpaBVGtDFl0+O6dluLO3c5yxkhTP54rPvfB/h+7LebpUIkPG6H93z68GtuaGN3YGIqpcg4yRx361HceXBDJIqgiMEYf1Az68UalNJ7nKS/Dfw7Luwbm3PQbZt3I68GqsXgWHQxNfafqjTMgIETptLY5wD64zVHQNZmTxDA0ju0dxLiUE8DPt7V6RJPcvF5UAiR1cHcyA/KDz+frVS5lo2ZQUJapHBf8JHeYJEpGfSrOkawskzRXzearnILnoat694Kurm4e70XyWjYkvAX24YddufX0NcwIJIZmjlRopojhkcYINLlVhN2Z6xYTo9sRCMAEY4yo+tW5Q1wdjsAAMHdEDj/AOt71ynhW5e4tpY22HaVDFs5xz0xXTFPJTYhXzAuCxByRnnBNSlZWNN9R4bEYVzjcdoVYhxj1FRCJMDK7W5ONuQB7VNIoRg3ylmIQMQee/SndC5PLqOBg8e9MV7bGWQAFO9uSVB2cY9c09Z4iBtUtg9WTr/k1ZuJHaBZXkOxUy2eM5PGOeTUJZY0TzAu0/eZVz24NTY1Uro4T4hxRt9gmcNuJcH5MccGrug61pB0C1iuLfPlZjAKBmGDkEZFZfj+/R5re1VsvGpYk87c4wP0rnLC+TyUgBwQxJNa29xHO5WqM9DuovD3iW6CQq8eoujFZAdgUjpuHRvw7Vk6Jfmw1EK3bKOB9ayGdUaOSGVo5oyGR16gior2+e4v5bxtgllfe+wYXPfA7VNhN3PUZNSBj6gg1fJVohF5UHqV2np9fSvLLXW2C+XIc+hr1BFZQGdi5B3IDL0BHt1qYxsWmmJHGkMTRlYRHGck5JAJ9qiNvCzv0wegGcN9KsbWaJJJBnC5wCAPofxp4XcRuIAHzHkdhTsPmsZUsKIXwYlA5wGOPpTkIQn/AEgGXHTcePSrsjGSIrHHHvZ8EBRkj34qsojEbSFBg9GB4we/SpaNVJtFS5sbG8bdNaWkh6ZePcT2yeOaoXXhTw1dRBZdKiUL/FCChHPPTtW+rKpOTmMcbl7c4645Fcj4v8RNaY0+MiKRlJm2HOc9F/Ln8aaE7W1Ro6Fb6BpsD2ltFiNif3h+83PUn+VaE1pYyWyLHcsywMXIDEsfTnP8683hvmZQyOeRxzXTeELkHUmilPEi45qWnvchStojt9NtRqFnkuFZgBvVBmrD6cLBlVCgVz94vgcYxkYP6Ve0uCOFdqdCaj1oCFrc4bkkBgm7BNKErsG7uxjTK7XUaF4zCGP3ZAMdDnGKhv7Y3RR2eN2jbK4xke2e9XMZQK6hHY9wCcihhI4O/KIeBFxxitB8zTXkc9PoOnCMF9O08jIzugXc3r24rPk8J6BcSMv9iWqueP3W5dv5GuwdN8Z3ylVZtu4gHI/p9apTqPMcLcSDkJk44+lF2uo1yy3Ryt18PPDk4J+zz2zY/wCWMrEH8CDWf/wq3SXORe3sagHOQOv5dfau68kr1dpMcHae/wBcc0oigcxAkkyH5TgnGB1PpxQpS7icIdUcDafCy2h1GOR9S+0WyNll27G9h1rubi0EG1vtAkhBLNAoDHdj26U6Z0jjKwWcUkyyD7xIHXk/XFWbewWFmSETBWZpZGzuG7uCfT2ptt7hCMYbaGbphkuVMMhefcSdrcFDn7oI68HrVtSPtJLsyQb9iGJ+Bj17deKmiQyWkoRT5XRivTB75/r2NLJIJZfKiib+65cKPr0/iHWgpvUas2y4eNY2cY2k78BenB/OnNcCG78p3IIGTJncAD/Sshb2e587zNqszfNgYOPc96ma8UsI1WIMU+ZtgGenelzDdIvnUYYZGkmB8tmxu5IA7YptxdxfZ4TCCzbyAW54A4yO/fiqk8yxv5cMqnOC7q2CT/dOOtVnvTHfO0CiNDx8hPCnsPSi4KnfVF+7uomkiNusjOijntj+IY+tYeqXTiwvZWjCSeU2zBIwMfrVh7j7JFsRmR1+bHbjvn1NYPibU1h0WVh/rLs7SMYBOOv5UR1YSjyxZwccrpKr8BgQckccV7FbzkOlzHIrJIu4AKMEkD16EjtXipbcpOeD79K6PSPEmpRRRIgiaGJQgDrjgdvetqkepyUZpNpnqn23yLhz9pZhgKTGNx9x+Fcx4vtYpLZdRUOJkZY3aVgXYdBn9PwrNi8ZSQxSC7tAw7CDgH6g9TVE3X/CV63NYvq9xBazFng2R7izLGWCn06HJPp71Ci2zSc4KJv+DHlla6EbFRlMuMcHnFddJLJLbbrYzSSB8NITkYH+RXlvw0mub83ztul2LGTn+EHOTXoMheKNQsePMPylu4B5qJaOxrSSlBNF95ZTKI9oRlyrbenPU+31pq6nceWfPVFLKyB0O4MSPXuao/a41gaBY5BLu5cdQO4/Gop53aJII3YAEkAN0Bxn+VTc09nfoaK3U9uGtV2GZiHJ4P4Z9etVXWVGg/ellJPlgdM9ahWXZD0V2AxtI9+DUMEx82QEDYDxuPTpSuWoNPQ878ZTpceIrp43yBtVvcgc1zAlMb7gxyOeTV6+d5b2cyZzvYn86zJPvnHNdqWljyZv3rnR2d0t5AAHxIvrTvJk9a5u1ma3uA27g8HFbV7eypp26KQh9wwwNZONnY0Urq5cETgg5r2dpmS0YyyIZ41G1FTjp6j6143q1pb2+g2+p6bq9/MGuvs2bmFY1uCE3M8QHO1ThTu9R7gepxXL24d1eQuy/wAJxk4qJrlNsP8AvEy8bv8AcKrJhiQXVvuMO3Pb6VLHqW2eNLi3dXjbhmAAZfb/ABrPS9jVHkllbzlA8sMScH0PtVeW42WkqfK5dgxJTrjPT86hs6PZp6WNCG9MQkM0RYTBvKXkBjnt61TubqS3tmkJjgtydxLHhR6D09KgWYsgknyxjGCQeQP9kdq5HxvqLNaw23mErJJ5hUnPT1/SiPvOw5rkTlY1f+E500T4SOby2ARiEGOvXrVvWvCVp4kkhvEu2glZF5VOHXt17+9ea6PAuoava2jkqk0qqSPQ13uo67PaX0kdmI0iiwm1lznbx1q5wS2MIVHJe8F14FgtdPD6fdOZ4jkpMR+99gB0I/WsfTbhre+hlU7SDXY6Jr0eqxDYUSaI/vUIyw9CD6e9cjq8aWus3EcZIUtvUemeai19Cpq1pI9W0i9Eqod2cjtVvV5oi1uZHQHDbd2Tzx0xXknhnVZrvxKdOudXvLSB32o8UsaLH6li4xjGeOpOK6PStU1A32p217Ncyy20vlxC5xvjG45zt4B4HTikqbjqZxmpz5TpUZBOBtTzNpAQcZB+p609JITcMu4Kv3BgcjHrmqFxJE8nnSNK0rp32jHv6981FdRqiCOaPe74YKxPA/vZHNVc15DTupVigikaQM6vtAXHOBn+o59qr3kkcflSCZGJG5k5Jbd6n2/rVF54be88kkzRqflDggZx1Pt7VGj+RF5h2SMD1J59xjuMUrlKnbUla4WeSbY0i+gYA7yBgEigSvJuKqySFRlQwGDjrn0qFZ0JNwPlRsEDOSgA5x9etWCJHgZwSAQfLIUZB9vwoKasthwaSG53lVKFScEk+nT1FWFuntZnV3hiU4HzDgE+gHfNZplJEDKS0bgMeenHXNR/aUitzI6bAzcAHcxPrk9KaYnG5qCViRKszMC6ktt2huCCMe/HHeoZB9ptmjkZGIOZVV8MCT2+mKwvE9/NZaQ9xDLJDcNOqhk79+PSsjWIvEeh6LYXs9/drPe7xLEU/wBSBtZQWx94hs47fXNUotq5jUqRhKx2RKy3pDRoP3q5wOuSOKt32nW0LXBCEguflJ4HA6fnRRUlNtWsYlpErzIh6eY6cdcAnFRKBuA6jJznvRRUnUh5t0kspJDnIyBz2xmuJ8Z8WlkQerHj8KKKuHxGFZ+4zi5WIXGePStjTP8Aj1X3Y0UVvPY4IbmlKisnIrmk1K40TW2vLMqJInYqHGV+ZSp4+jGiipiTU2Ox+FcYB1FRnC+UMev3utelSXMsaXEAIKwOUjJGSoz60UVnP4mdtFfuo/11G28Md1qEcky7/MVsqScY64qmqiWGSRh8yRjGOO9FFZm8Hr8kRzMYHQrg/IOGGRzmoUKySyoyLjg9KKKXQrqeSarxqV2B/wA9n/mazmA2miiu1bHlT3ZCetSNM4tGTOVBBANFFKWxJsat4ofX4raKXStNtjbqkcT2qSKUjXogBcqBzk4HJ5r3SzSOaymSSNWEW6VSeuQO/tRRWVXdGuG+F/IzplWTUoU2qoKrnaMZyoNRzxKjIAPuuwye+KKKwPRg3oQoitKiEZHQnuc8V5v43dv+EinhydkKhUHpxmiitKW5jiW+Uw7K6ntJ47iCQpKnzKw6g10yyvJbKznLEDJ9aKK1qHLTDRrmW08T2fkuV8xxG/up6ir/AIjYjxVcrngImB6cUUVm9zdfwzHstYbTNTvIjY2N5FNIGKXcO8BlHBBBBHU5GcHuDXX+Grue/u9RvLmTfPO6PI2MZJJz9KKKcvhMKH8Y3ZMr5sgJ3plQc9qaJpZMO8jMSoPJ96KKxZ6kURL85dj13FfwxmknYyRNI33trDj60UUimNgkKPHGMYxn36VYnuHjgghThXOGI6nn1ooqkRMuR5WUhWIG3t7is6T5gynBC7SOPU8/yoopkdTmvFNzK+k2isxPmT5Y9+CSK56413Ur+BdMuruaW2gLyKHkZiS+M5JPONvHpk+tFFbQ2OGv8Z//2Q==", 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", 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", "info": {"video_id": "93332", "label": "poking controller so it slightly moves", "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": "b10477c8ad6ce8cac56d78c4c46a574407d9c78581fbe6bd6ba1803f3ef20ec3"} +{"episode": 45378, "episode_seed": 3686989915, "split": "train", "timestamp": "2025-10-13T03:21:04.727340", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3686989915, "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) drinks sachets of 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, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "210802", "label": "touching (without moving) drinks sachets of table", "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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"info": {"video_id": "210802", "label": "touching (without moving) drinks sachets of table", "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": "b2b85c1385534974dedbd62080f8ea885d89c39fd0059a9f068679b7b73117d4"} +{"episode": 45379, "episode_seed": 38153122, "split": "train", "timestamp": "2025-10-13T03:21:05.538104", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 38153122, "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 remote'.\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": "11365", "label": "putting remote", "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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JHyvUFiEHRlPr61X0+ymute061LTxBr3eCQ4wIoyf4iR1xWsZHNKLZ6HJYRwLBJlVWHPGMA5q2dI89XkjAR2ADOOGI7c0y4hc2spkCuoUuFkGVGBmvC7bV/FKfYpLHVb2BZI4nlVbw/P5khUYDZA4H4V0dDJK7PeZ9JtmjRJIEfAwCRk/nXgWuW5utdv0g1aSzUXkywqrNtUK23HB6fSvWvBt3qGo+H7W/vdSu5pWvJYyJJM5RXYAHHU8da8aa53SidpCvmNfy580rySR3BH5daid0hws2bPhfWJIriW2v7i6ulVEYcmXpuDHJORnA4rkfHmqLqWtxtEZlhSFQsciFCpyc8f1rqfCtpJcagfLtZJ1jtLQt5ZUkL8wP3SPXvzxzTPiFo/9n2DGOykcCQBp2cHy1J4464OOvrWSk3obcsLX6mel3eWeySG3FqjfdKp1H1Nbml61d2RDSkyo/wAxDHmtuG2TVtOImOGjJOFGB7Vz16EjB8tRjOMkdPf61UUpI+mw/s6t4uJr6r4iV5bSS1tpZ3iSU+UpAYO67EIH8XJPSs/SHeSJ9Lksb+OSaawgzcchEDcjnsSDgCoNFgEuszCa1keUJEItq4O0MHkKtkYYLt6HPOK6GN7E+PNHWZnia2uZpZvtDHMSKuUQnJ+oAzjdjqahRSlY8PGqMa0lDZHpeoX8GmWc15cttij/ADJJwAPcmtzQo49V0y3vQgWCZN6gjJIrybxxrJ1S0S0htJ0TzNyBj0xwHfHA6nC59z6V1/gHxQlpokVldytLNk7BnARQqqijPrg4reU7aRPNiuZ+8Xdbt08Oz3F5bmK3hb5QAp5PoBzk/Svn7xVcz3+u6gnkyCWQwxJE7bnwBkD/AOt2r13x9d3t/ewTwF5HRGIgdf3KrjnPvz1z2xXk2kahEviS5nv5d0l0fJFxwTESOG47dj6VMptqwRjaZBpMUkXii0t7mA2832+3LBucDIFdZ47WZJdPs7G5ijkaYyq7NtOVHGB/wL9K5rxXNBBNbwpMfttm4MssDE+WueFBJOSDyMnj1r0q78F6aLJWitI2IXf57HdK52/e3Hv3qE+ho43Z5XpIk0d3WzvBI02EkZAOCueAfxrv9F8RxuqxXh8txxv7H6+lc9BoFpY6bbT20zSJKvmqTkEAnjGf6VXkZYJiBnI6nPFDgpLU+jwGHp1MOlJa/wDBNrX9ZsZLi/glu1iaW4toFcpuURJ87N6EbiRirXheSz1HVPD0aSW8t02oXN7P5SBSoAO3I7A8HFVPDNgk9jDd3EkEjyW804S7VXRE8zjaMjHIOT71v+CLDyvHk8H7uGG0sTOI/LCiJ5tpZc+g7Z6CpjFXseFXdpOxb8YXM7eJYoRFGqW8S7Wx8zh+Tz6Aj+dSW+iI6kM7EN8xCnHNUNW1aDXPEkk1sA1vAht0lU5EuHJLD27CuqtExEpI52ivIxs/3r5T1MIm6ScjF8HQJpnjDUI3hMkdtp8UUbBSCBvY+/49K8+8f6l9u8Q6q6zI3k2kNsrQE7SAcke/Xmu013V5tG1GUxIAtwqq799qknGfTk1xMFnB4h8Vag7xbLaMB0tkx+8KADaD9OSPevTw1f2lJJ7nmYijyVn2My2nknv932gzE3NmdxwTwygc+3SvSPHurz6VoWJs7zcxFARhjhwx/RTXC63Zx6bLa6zawIqtNGrwxkhd6sGBXIGc4x0613Gt6br+swWt1dS2to6uJRbBTI4BH3WY8A4PYdTW6dkc843PFdejvdS1KbVTaSKLuZnwE9+OPpiuhgu79mW3eaUBT90nAFai/wBowx3dxqYEMfmlUJOAoHb+XPetfVNPgtyLnO4y8ncBj/8AVQtz1crajJxmtx+j+JCirFeKWA48wdfx9ayL3WJLhsrZ33E894JrY/31KxHI6YA5BqjcSMqzFFOURm6cnjqa6TQ47a10QPbtdW4NvCPtESusZfOJGc9PlLbST26VEoxTujozSnCHLy9Td8BSJe62kqQTRx2ejQQL5q4JLNkkexxxXV+IfEdjoVvsuGYzTRuY0TrwMZ/Mgf8A6q5PwHe6fptrr9+iySQy33lWsURyzKo4C56KN3U8CuU8Y6019r0t7CAXiTy9z8opAICrxzgsST3JraDjFeZ8/UbcrdDP0y3uTorzCSLbFbqrNFub5OJOoPLbvlIxgde1ej+Dr+4s/CF+91HKklxqEzeTE2+Tf8uQp74x1zXI2FjttLdo2tpyqIYgsIw6qzMcHI2DLENkdAKXSJrrTdAuDEFIR5ANm5ljb5unZge2fWlzW1KktDjHke7uoHMDzSvPNM6KNzEM3Pbmuh+H0aXPiOzjUqu23ud2/gDoad4OiibTJY7Y41LiVivDtEf7pIOMHqMfzpIYh/wsKytdMv8A7K9y5hmkiUMEkYfOF9yB9Aam+ty7aGh45Opy6pbWennPlW8gZzJwBJlCBnnoD+dcXFo1vYTSPe3JIkA2iFc5YdR9OnNeoeIvBdpHaz3kbXMUywspup52dsHjk+nNct/wjX9kyWUdyVlWBC23jDE9sgdqGzowUHGqpP8ArQyrHUIbOQGCzXcOVeQklTXa6P4ijkUR3hEcv9/sfr6VUv8ASILuGO+VY0UKMgDFYdxtinwAd3XOaHFSWp9BSo0cQtVqaniDUtMm1GZJ5rUyefbxo0yFlEaAux47FjtOK1/AMFlNrmmy2oh8yHTZZp/KH3XkkwFPuBn8Kw/DsVrJYi6nuLdpXhlkRLlBIgPmYCAH7pOOcckH2rrfA0Vvpl/4hmuLlUtLEx2kbFRhRy5X5ep3EgdTUwir2PnK75ZPlOr8Q6hBYaFfST3CRf6NLs3HGSEPT8x+deL2VzNBaQSyxSIluturq6ruQRHJ+XIOTvBUdSM+lavj3V/7S1x1R2khSDyhbglduex/2iSCR2wKhhtriCwWELNkbR5UdzlmcIcMFI5JbawfPAFbya2RzQbd2ztPDWpxaX8Mra6ZEiffNNvlyFYl3P59sZrxhLlohbKLl4gbOQfe4y+cj8a7eTVmg8IpFcr5nlWbCHcRgbs5YkdHyxz3OfSqHh7SLb+xorhoVu5pv3NxuXJjAHCDHTIwd1ROV1YcFqzQ+HYnfUL0wliRYwZ2qOzMOlUfG2u3U+s3+nQwtK01rFBII14B37z+h/WpPCaahp3iy/0XSzbuWhCtPKxxGiktkgckjOMCrXiHQtat1u5rW+N1NOUBCw7dp7lB9Bjv0qb6WG4tvQ0Jf9G8P3MqvsI5JPcelcRba/p1tc5vJGmA5VF5UH1P09K3vFel3dxpAmW/YQRkH7KyjaT0yCOfzrze5snBPAUjqKyjJpWPTljatGDUY6PqdfHt1WVLlp4ykk3miP7WEYBmAxg/dOBRff6JewQNcG3s/Mee3EjC4CHIGTt6n5ep/Klsda06NIYzd3KiMIAJLWKQYVTj/wAeP5VBqSS3cq3+nurRWoii3xwiJt5BP3R1IweafW5wVJaXZ2Og6KdWuPtmoatLfqfupGCqA9eh+nbFbdjapBeJLGqJAuSG+Z9oz3HfpVbw1cX8ptbW/UOZ13Q3KA7XHcHjAI71p6fHENP3RsxkBKMNpyeox9OKdzNNboh8YajDNoTx280ryOuwnPB/3zj9B+deTWduZR5gwCJj1/3fWu+1+QSSSqjfOMB1AODj8Pasux8O6ivhyC7it2aN2aThMkHJXn8qaBb3OKvrV4rN2YfdiQdfc10Xhb4n3Wi2X9nanDJfWi7REwfDxAdhnqPSsvXrmVLU2s9ikL+UkIcIyHg8sR3Jzyabo/hA3l1tmuoB+7LJGSfnbtyOq+uDkelDdhq9zqdY8XWutwRSWAnwhKMZIQin0I5Pr0qmwjj0ya/maIStGRFED0z8oY/nXIai15ZXMli1nBp7xH5hAG+f0OSTn6iovDqzT67AN85CEysY08wjaOu09aOfoelHMOSgqMN+rO406+vY0vobKy0o26q0ojmYMEGMHYTyfXFRadrs1hqVzLDDevaTRRpdLjzWlZV6Fuwyc49hVuJlYKs0sQyqKftGnEY3NuPI/wA4rm4dRS38Rzym5ntoHkPNlwMZ4+U/w/rUJs4JneeEJTqdzqFxNA1sFuSwifqoYAj/ABr0S3dCQBzxzXnvhdG1TUtRuYLh3tGkRRKespVACeg7/wAq9HtLYLEPWvExLXtWe1hv4SOY8a2kcumPNxujGQa8ptZZ49QF6kvlyC7LhkIGCB1zjp2969N8XXBVZLUnAfgGuI02xxpMM77cPKzBSvQcjNduAT5W2cWOd5JGN4h1O61lpbqcBUMO5Yk4WMFuwzXsfgrxjpvinRI7cKsepWsKLNC+BvwANynuOPwNeUazpyw6VLKDEy/ZlclJAxQEnAI7H1FcXAk0s6pBu8zttOMfj2HvXovQ8+9mfQGoaQn9nw2XnNcoN4Mkkf3Mseg9QDtFcF4tujb3UaNMAmzK5ONo9KPDupa7aNKL3Xg0smNqtqUcgAA6FcnmuT8SafeRanKbydbp2w3mjj6cdqTlY7KGJlSlzxjexrQ6vaXNslnYyPJfTOu9zhTgHcQCegGPxNXILO/NpdZl1PzJHSRIkw0chY5O8A+gz0rkdCiig1CV7mSFAIiE82IyKxPsOh966+KTT40kZH0qTaHYbJJIidqYH59R71L1ZnUryrPnkVNMvb57u6ms7/T4bq4dg6ynYV5z8oxj8q3L7QZYdAuLvUNSlurt9qJj7uSwwB3/ACxXLaMuoafqwiWxjnkkQSeVKgLMCMjaT0OK7+eaPXNDtpLcFVF3FvRuCpGTgj8KadzmVmyq9tGj3P2gDdITHGxJURjzUX8flB49zUeoTCDwNbW8Tv5bCV3WNRg5dsfXsfYZNbU9uYkV8SABg5w3XD7/AOdc5qMUp8PWdoodi6gA/wC0zf8A1zVdCmc/BBcWarNb743MSDeh5GeDz15FZtzNNplzbXds5imhuGkiIGNpBGD+ld9qWlHTZljngdUTYrqpw2AecZ74rivEZhuXjis/NZzK7bHHKr257nHWgHoel6V8TdF8QaN9j10xW964aOSNwRDMMf3v4c+/Q1HrE9lqMsVxYXNtNAcqBA4bbgAYOOnp+FeXWfhe+e0mv7q2uVtIQCTAquzj1XJwVHcgnFdT4QubS6tngsxcmOHADTogznPQr1/Gk3odGHm1NG3rU8tjocPlPhXPPrnr+VczFqVn9lkZrlZL7aY4Yl6gngfUknijxtbaozwm4uI5rXBEaRApt+o7n3rkNLtkTWbdrhokgDbiZQWXgdCBzQpW0OmWPnTg6cVa/U7m2fV7eC+jS7uLSOSInyhZ5Eh4Qjj7pI4zUej6lqsdzdtptlHIjOcWqTBUjfAG7aTnPHX61LYyWqkNHcWeRsyIr6SE8AsevHXA+orA0ppINZMlxpZuzIPOCuDv2nncvrx+dJaHnVH3OlvtCv20h77U3tY5HmjXyIkHJZxnJ9evrU6R4gmTzpUdtsUcauAoi3yZB7jhBjFaWqXMOoaJYT2jFoBeRHA4PGTj2PFVpoh9lDOWIVOjoGyQr/1arFFWK3iWSO08H6faRGJfMtEaTYPmZmGeT75/zxXOWV3eaTJcrbStH9oKxyFhzt25yPQjsetberxy3On6bZ+WQzLFGoC8HOP1ontreG8CXDSw2+/Jfy95UBfTIzzQCOb0TXZfDHiCx1RYhNsjYPGTyytkMM9jz1r2Y6ronivTbS4tLv5QyTGKNgJo2B6MOoGTg14VrqK9zbJbkSt5QyI1J2nPC/Wqtpps5gF5LcCxt2YxrPIr/Mw6qNoJz7HFK9hxk0zvNW1GS+haAELGp6Dvjvmuau7XzonRCC46H1qxFd5UKXZSQfep7SHdirUU0fWUqMJUnTktDMXTtUtUtoTZxsLnPlHykcvu+Xr688eldrYeEPEOn6BJN5bxhn3SWwb94AAMMR0P8xS2tpNObUAkrCzELtz1HavWrZw8cbDOCAeetCgnofM5lhHSur6N6HO+HWE2jtNbHDyAkr0USY5I9MnBxR4R89BJBtj80f6yN+rHp17Ec/WtMaVPZarPPbbRY3HzyRDqsnAyB7+1WvDVpb3+t6i8sTbgRgZGCOhGB3zg59TWbi1ocNN+4kxt/pFnqEbxXdmTuHO7r+DDmvLdc1Sbw/cz6MHYQwNugyeQjfMP5mvbNTt/JdlBdlUDJYdM+przLXPDVjq2o/ZtRNwZQALe6RwH2HorcYIByB3GfensbcyR5fcXGo+Ip1sEkknxulWJpMKNqknHpxXaaN4Y02aytTaP5Xm2KynMW5S3QncCMEHiuS8VaRa+FtXt47C8nklCF5DJj5MngceozWr4UXUH1yfSjq11Z2sySNH5I3BnVCygA8KCOSf8aiSbZvSrQjo0UvEejXdnJCb24MwkBEeXLbAPTPODkVzRMtpdAxSeXJjbvDbeD6n0q8NQu70eZc3MlwzKAHds4HXGO3WrltZW9zPEbmIsgI3YJBx9RVKFz1lgoYrDxqQ0kr/mLDreq2jL5esiX94ABHMWIIXhsEdMcVauksI9MsrtGIu4oSzYjBEkjElc888kAjtWr4d8J6ZqHiO5tJZ5zbKT5flsM9ARkkemR9a2fFemadP4t0vTLC2SM2sYluSnAPaNSPXjOfpUVFywcux4k6U5TjBaXZteCNOaw0e3gI+YLlsf3jyf1NdyuI4cnsKzNHtBFCvar2ov5No2OSeAPWvnpSc5XPoklGKRyOqabc6zHdS28XnRpLsZAwDHjJx+dUre70U+FbOznSWK5gQxOVxjIY9Qa7bSNGk0TSjFPP580sjzSMo4Bb+FfYDFeN+OY5rXXbi9tVZtOuj5iSop27sYdT6HIPB9a96hDkgkeHXnzVGzK8UQWSxBrK+892cK0PlkMPfPQitjw95tq0VxLpMEfmQEqjsCxQ8NtJGRn+6SR9K5PTJbK61VE1Te1qVYN5bYO4g7efrXff26T4TjWCcxT2MUdvIhhzu5O0qxGOnWrlLWxVKEGm5HA+IoNHstcjks0ZLafma2eDmP12Hpg+x4q3fyPdzvPIV5xx7e1XPGNlpv/CM2upabf3dxm9MAM8IRZyE3O8WOdqkhTn1HuBlbvO285xWkT0csUeeVvIpvYytdr5Vs86HB2Lnn245qe0tpNRnW3tbJlkJKlYy7biTxkHpit3TVaG4SVOGQgg12vgVHt9SvNwCefubap4POR+WTV8hnj8D7O86W2r9DIFrc23iGO21WAW0hULHKijKkfcZWH3sdPccV0niXULfQbKwu7q1Jga63XRtlGd+xgDzjOSe/pXS6tpEes6a8DKPOUboJO6P25rCvna78JXiatbiJjEyMkg4LA4B/OodPkdzwKDcZNMoW/ibTNet3OnQXXlr3ljA+vQmo7q0t/wCxoJYJGE0UIYrwQWB3fhzU/wAM9IiisLiB1yQ56jseR/OtjTtAEkV5E68pK6Y+h4/SvOq4tqTitj24YVSgm9zk9Z+ILakoa5ihlOM4eMH864WZ/wC1/EFq1mosS8iRB4A2FYnGck/Ka6PUPhtqLu8mnXlvNGTzHMSjofQ8EGsC0kvdFuL/AEORlLGRWkMR3bXj5BBrs5+aN0cb5Yy97Y7SPSNW0m2upLZ5JVSUgsNrq+DySowd3uOaxPD6SWOrazPPZxW28RyCOPIU/e5GemfSrnhvXn1bxE+n3+pTWTXU2Xa3kjhVW7s3mcYwOg5J471zuq6jqUHiDUre9mnbEpgVZwBIioxGGxxnnnGR6VUU+p00nTqTUYmjrN3JqbI52qiZ2iuau7CWWRPs0TSFzgqnXNaJm86Pbu9K0bKAq6MuQynIPpWyjc9x4WnWo8kltsc9HbzXNx9lg09o5gxBRPMZumMEH3713cNpcWuvWttqNsLSdI1SKYLypUDawPRhkYPqDW54PDp4huriTYhuQfu8Z4HH5g12Wr6RDrOnPCVXz0BaCTuj9vzo9ndHyGPo1KbUWcb4qlsNFsbCW4tjbwzXLPO1vHuAk2YHHHXJ/Kss+IfD91askV+NxU4EkbJniun1ZP7W8I3EWp24ikZcFH4w4PB9uRUvhz4R6PDb2uoyM92SBIsTP8jAgEHGAT9D6VKRUZqyK+o6C2i21jq0ZWSKz8iaWN15+Xbn8PWsPxL4k0q+LO+nwEntGSmfxB4r0bxCv/EruIzEHhZGjlXOCEIwSPcV4nqHgLxAjYtBDewH7kqTBSR7hsYNK9mVdbGLZ2r6n4pWDS1jQTkqI5yJPlxk8cZ+vFdTO93b6KbbU7U3NtJlGjlBUj0wxzn2ycj1rlINWutKsBbxxrDe2V2ZRMqjeM/KylvTiut14a74d8K6Pc3l1ej7WzmW2cZW3+6yKxI4JDZx26etZu7Z0U3StrucRZ/M4Br0XQtMtRBFK0e925+bnFFFaSfunv1m1DQ7OzRV2hQAPYYrdh7UUVNH4jwsa24GgFHkt/uk/pTUhTTNTtDagr5iS7xnr0P8yfzooreR5ot9qE/kHO1t3ByK4n7Q82u2KPt2m58ojHVWBBH6D8qKKzmaPY4LxxYwTeN9LjkTclziKUE9Ru25+uD+grD8P6hcaa32mFg0ttLJGhkG7jBTn8CaKKOg18RlCNUmKqPb64rbsBkiiiqgfV5b/u8fn+Z1/hsi31WCWNQHZgGOOueKreC5G1LUL/Uro77me5cu30OAB7ACiiuPMH+5ObEJfWY+h63aqFRcChkEmqaejcqZ1yPxzRRXiUfjj6jqfC/Q1NYP+kSYAGCOg68A1xcn7nXpLZP9VMwLqeQcxk/zX9TRRX0Uj52fQ8r+J0u3X7eFY41SKAMu1AMkk5z69KNe02C08MnUYGkSbzlUqG+Ujg8j8aKKT2M5/EjO1fxO+uWtnHJpenWrRRqsb2qOpRFHCKC5UDnJwOTzWXp4DSKD3NFFXE9zK/tfL9T0nSNKtEjRzHvY/wB85rrLCCJHUpEikdwoooqW9TbFN8r9DdgrE8boH8Oz57KG/JgaKK6Z/Cz5uO5J4PiRZTtGN8KMfryP6CuggRV1O7UDgsrH6lR/hRRXzFTd+p9JD4V6GJOipe3m0Y/eBfwK5/nn868AgmeLxPBKDub7aFO7ncC2Dn6gmiivVwn8NHjYr+JI6jXNQj0nW75P7M0+8iklDeXdwbwrIPlIIII68jOD3BrkLvULnVb6XULyTzLq4kaSV8AbmJ64HAoorr6m+B/jR/roX9NQSzqrdCe1el6VpdnEo/chzjq/NFFKb0PcryajodVYwxIQVjRcdMKK2bfrRRWlDZnz2Pd5K5W1m3juY4UkGVLrn/vof41veF5Gbw5axtyFDRgnrgMQP0ooqnucMdyPWYI0KBUADqQV7EVwkoMGgXrxsVZROFOemzIB+uAPyoorGW5s90eDWxLXqoT8r53e/f8AmK3Nc1vUbrTIrGe8nkgtZHlQSSs24vjO7JOQNvHpk+tFFHQcT//Z", "info": {"video_id": "11365", "label": "putting remote", "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": "355a03bf96b55057e2de847469db4cfb2ed0ca181df96c32e3de32869d5f0384"} +{"episode": 45380, "episode_seed": 3547397279, "split": "train", "timestamp": "2025-10-13T03:21:06.984351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3547397279, "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 and glass 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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", 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", "info": {"video_id": "82741", "label": "putting pen and glass 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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", 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", "info": {"video_id": "82741", "label": "putting pen and glass 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": "84560b8c712a2989cef3561d5339fd0ccd2be6a714a1d60a4bf36922477367d2"} +{"episode": 45381, "episode_seed": 4227987944, "split": "train", "timestamp": "2025-10-13T03:21:08.710179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4227987944, "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 pretzel sticks out of pretzel sticks packing'.\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": "197496", "label": "pretending to take pretzel sticks out of pretzel sticks packing", "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": "197496", "label": "pretending to take pretzel sticks out of pretzel sticks packing", "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": "0d98f36295cd7d24809aa9d7ed1ca64f24f3ec49d4899dc92241e5f8d9d5b6c5"} +{"episode": 45382, "episode_seed": 4211547942, "split": "train", "timestamp": "2025-10-13T03:21:10.265070", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 4211547942, "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 cup 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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", 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", 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", "info": {"video_id": "84716", "label": "putting a cup 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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", 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", 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", "info": {"video_id": "84716", "label": "putting a cup 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": "fb5dbdb0aeafa16265b1ca5deb1678924ac5aae33dcafea98f9624aa17d64151"} +{"episode": 45383, "episode_seed": 1716790354, "split": "train", "timestamp": "2025-10-13T03:21:12.226962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1716790354, "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 mint 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', [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": "58976", "label": "squeezing mint box", "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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"info": {"video_id": "58976", "label": "squeezing mint box", "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": "18ee37d83dde6f478a07856ccbb339b5b3be057271364769d074f8f80c45d987"} +{"episode": 45384, "episode_seed": 623902876, "split": "train", "timestamp": "2025-10-13T03:21:14.917939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 623902876, "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 good night mosquito repellent out of ceramic coffee 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, 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": "212446", "label": "taking good night mosquito repellent out of ceramic coffee cup", "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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uU9gk8F6b4/EZv7q5iFnnaICo3b/XIP8AdrOvvgr4atNJuL23u9Ru3ijLqnnKA2O3C5qbwrrn2fw1rEv2kQz7Y1iO4bsnPQd/wqB/E2r3bOkN2LaOb52WMBTyMENwcHr09a0j8IdbF7wLe6b4esLu1MpihVYmSOIZYyMpLcd8ccn2rIbWbtvEz61YOFkk3qhmTAVWAG7HTPHTpxVKeeNFWCHJMhIZiuQox2A+h/Oo5pVZ4F8s4CHOW4JB4z/hSvqUrWuaM97JeXLXF3Ks8jkZcgZzjHXoPyrz/wAe+FJ9N1mW6s1zFPiQoeN2RncPeu4i80MvljKFgecgf41oeOGjk8D2N55Ad4n+zybTyg5wc/TFXHV2JctLs8KiincY+zSBh03rgD8elLNCljYtDvDzTkeYy9ABztHtnqe5+lWbm9iVmIR8qehA/nWNPPJJOTJ97svoPSh3Y00jW0yYGIxnjb0rUif0Nc1aSsk4AYDdW7EZF6qT9OawmrM0jsdNpF3tlUbuhFfTmQVAbByOhr5Q0+UJKuTgk8Z4r3nxP4insr1LONVkYQK6qeCG6sc/7px7nirpdTOp0H+MNdutOvYrWzLQbIjctIDw+P4f5/pTPFmuw/2MLKK9WS6m2h0XnaeCeRxj2rl9R1e711kl1F4REhOxVjGBkg9Oc496zI7mOecNgeWuUUZzjsT7D6Vo2TBXdjTtNc1AeHItH8uFLSNSpc8mQ7t2cn7o59KtadpVp4j0TVdFuiwiliDx7ST5UgYneoJ65OfcVzcDiSJHy24jcN/X6Ba6bwlcmPWFEkezzN0WTx1HHH1A/OiL1Q290eJa54a1TRLt4Lm3Z1Bws0Slo3HqD2+h5qhDpk0uJJ1aCAdXcYJ9lB6mu/8AHerrFrl3Ckk1u8UpjYqSA2O+RXnuoaizZCu7ueS7k8D8auWmhKd9SvcXQfUzOBhAdqqOyjgCtRXyODXObjjgVrWkryRA7c+uOaxmuprFmkpNdd4F8EJ4y1SQ3c7RWNmoaXy/vuWPCj06HJrjEYE4zj68V6p8JLtoJ7iKJgPtFzBGwxkldspP8hSgveFN2iXviF4D8O6D4EuLjSdLihuIpoj5xLO+3PI3E15pqllHqjRz79u+NCT1BIHevQvH/iWTUdL1KyEYKrIUd0JACg5TcPX71eKX11JLDBmeVVSMAKrYGe5roVupEOdpcrLOuzQxrbafbNuitVIL/wB+Rjuc/wAh+FaI1Z18N2WnugEcO9xg8ncc854rlXk3FO5xzn1rob6w8uFCoPCAYPXIFRLVml7Q1L1teyXkPmyuWYnBJ7Y6fpgVYaM1kaYfKtrgMDhfmx7Y/wDrVIniKaCLENzGAOm9VYj/AL6FOLM5I6HS7t9CdtXkG1IlPkqePOk7AeoB5J9sdTXLWF7K80rSSsZXYuzE9Sev61Sv9WnvnLSzvMx4Mjtnj0HoKgt5zHMrAH0pS1QoqzuddBqU8RGJD+ddDpOvyrIAxPX1ri4pcfeGPrWjZyYlBzWRpZM9p8TeIZrDUBZxorssSyKOVYHq3P0P41y2parda1LHNqBiVE4QIg4Gc++fxqjOqyIXMhJLZYsdxP19Tk1Rlk3MFBzt5I/+tVGT91FqO5jmcuV+UKVUZzjHU+w+lMhYSKrDcXIDfN1P4UkFq743uV9B3/KnhIgIhG5Cs24kfxe386nYfM5LVHUeDLtotTKyJs85GTOe/UcfhXH+KvFMqahcRQXF1ZukjRt5bsAxBx1FaL332Qq6tsIOVYdePSsXxE0OuTNdfZlWQAbpCQm81pTnpYmd78xw2pajJPvy7sW5kkkJLN+JrMDkEMOMGtO+0y8d8uixRj7ozVeKxYHBGT0GeM1Wg1JF22LugYDd9DWjBkMCVbj2pfDtqJ7iW3K5wu8H9CB61p6Tpp1HxVLpkuoTWiYkMXlx7izKhYL7Dg8n096xtrY0ujf8PtE8Tb8HGMHHT29quTyRWkUkjPtUH5nbgCsjwZeXUsV2ZC074j2hj0zmt+TTBcsTfH90rKwhHQ49apdmQ2VYbaSTnOI+57VdW3to2QElmYEjPtVDWNY+z6na6dDHkSqWLA4245x+RH504SlUVUyzk4+p70NsmMUmX7ZkVJHGWZ2LHcf0+lNbXiltc23lmeOZcNGFG36k1lT3ESbDNLvjMiJ5Y6cnBJ9cdfwrKuNTdtQnt1jDbMHCnjvj+VSr3ujW3RmNrGjyI7NY28Bdv7rA7fyrkJ9NuIXJk+Zs5OOa9CkMvl75mRSuMBeufp6dazHjjl2BP9apOPfgnOa0uZLmTszjRHIg6AY/PPpiursMzWkcpXG4VVurBRLjztxdvm9fUHj1qeGX7Hp08ETuJvMDK/T2I9qiauaxk+pv2ERZxleM967CdI5Iy285LZbJyT9fU5NcfqNtHZ6JBqOm6vfyq1z9mzcRLGs5C7meIDnapwp3eo9wOwnJdTHbwfMo+9RBOIpO5Rml3NsU5KjOCf1xUtvaSPt3sU9B3/KprfT4bKSe7mcSXLqCzdgAOg/Gsu01camPtEe5I93RuDxxVX6Ix5U3dmlsiCp5Tld7glh1OCcj2/8ArVZe8FqAfu4IIY8YrKMrMSE2jHAZugNUry9SG0uZi/nSQttYscADbu4HYdBUGqVh/ir7N4jk+0LbFrkKPMlUbQ59etea6nYXjMVS1aOJTySfvfjXbtfNdbSkRfI6tycdsCqt0BvCTMDjllznBI9fatE77mbunpsefC3dWwVz9K0dKJW6MJXBYZx6YroJNNEyMilBHvzuIznkjg9eKpw2JinWdnAEcmWC4LcdcY47de9J6otSaepaRDuxt/Suk0ANbNLJG8kRxhjE204II6/iR+NUdHt7PVPFX2K6vrm3tJ3AimjkjjEY65YvxjGeOpOBV3RoZYNZ1Ozu2n220pQJcACUYYgZA4zjrg4qYKzuOpL3XYs6lYpc27xmbaHQ/NjPOc59+1eY6jFd6Xcy208WCGIBIyD7g16xIklw6raxeWCcFm6AVg+KNIjbT/NubspFG+WkVM/MeOlaJ9xRnrZnBaPYNqWpwRMwSNnBdz2HevQ7vT1NyQhwqpgpjq2c5/pVHR9ItbFTMrmViOGf/DtWlK7updCqE8lm/wAKlsuTUvh6HOTKlpcEsBsKlWBPUVzl5BbBi8Zk2Z4GK6PUpYkMDjcwlQMrtgk5GRWHcxGVyFRvYnnHv7U4shmOzFiCBtUdBUqNkA8k9sU14jk/pShGHQYFWB0+kkXNqpzyPlNb1pp8buBsB5+lcfYTyW1tKqyFGLKVA6+9dnquja14e0TSr65ublJ70yeZCUwIAApQMcfeIbOO31zWTjqVc6S+RYrYFFAODzVPSbaNlmvGG6aRsEnsAOMUUUdCOw15Xa6YE8Ajp/n3qKaVo4yy4yowPbiiipY1uRSsVsVuPvSO3JbnuOKoXM7rKq8HcpJY8n86KKa3BfCiFVWR8OMqF6Z9cVTkjBhjBJwFDAe5HNFFUY29xmp4XtkfxFbbsnGT16kqaXUb2XSPF1zeWoTzYpWC7xkcrtPH0Y0UUuppD4TV8FKEjuwvHMYz7YP+FdFOxckknr/Wiik9xvY42dzJ48vA/PlI23P1I/oPyq9d3EizyRKcAJkkdT7Z9PpRRVL4hS+Az4naaVldvl3uMYGAMZx+lQ7tsbsoCs7HcR1OCB1/Giil1NFuwWNHt0dlyQOnrzWWrN5NvMDh239OAO3FFFMmr8SHXESpaxzZJfcVyT2C/wD16z9XGy2wM8Op6/Wiih7jh8Jrat4ok1tbaCXS9Ot/JRY43tkdSiDogBcgDnPA5PNenE7I3CfKAB0oopMTMTWpHi0a8kRiGEYIPpyKyNBUDSLRQMbwST3HU8UUUdBR6kd3eSlARgBZVRVHQZPJ+tU2C3MLLKoILbW6/N9aKKHuKLdkKXLSsvRAGAQcDioLmNY/sxHJkcA57cDpRRTKqL92ytbs0gihJ+QhsjA/vVJGo+ZP4Qx/9CI/pRRQTEqWOuSaVqGpQmysb2B5g3l3kO8Ky5wQQQR15GcHuDXU+GLiXVr3Ur+9cyXExWV26ZY5J6dvaiigctjbkdjEADgbscfWuT8YSudOtos/K0xDe44oooRn1LWAkbYHEaAj368H24rMnuJGmQMciRCW/wC+gMflRRVdC1uU3hjkKSsuTEjMi54FZs2Xjck/x4AHAxg0UUi1ujJuo1jcgc9Dz9RUB5ZvaiiqIRYclIdykggjBFdI3iHVNS0y3068vJpoLd2lXzJGYlmxnJJ5xt49Mn1oopFH/9k=", 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", 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", "info": {"video_id": "212446", "label": "taking good night mosquito repellent out of ceramic coffee cup", "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": "d07c7a48173366dc3552f41606ce0a96b24fa0333662639a46425bece15ae0ca"} +{"episode": 45385, "episode_seed": 323233376, "split": "train", "timestamp": "2025-10-13T03:21:16.854415", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 323233376, "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 baking powdee 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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V3zdDPur3fJ8x71UMzXDhc9azJLlmcjrVu0kVNpY8muCR6kJXZq7vKiwufr6VSYuxEjEnd0qwx84DGcHjioZzyoHQcVnF6m1TYAelTAZqFMZqYYHrWiIiKPkOQalceYoI696jAB4NPXKcZOPembImhY4wamz2GKhUk8jgU8HJ64FBaZJnI7YpsjYXjr0FDfcOMcVA0gUZJ5FAmxtzII4fLzk9x6mpIIysQPQ9c1TiQzzb2OVHNWLljs2469APWmZt31PPhTgaaKUUM8aLLVv98V7T8HpbpddRLTbllO/d0245rxKJsOK9c+EV+kHiWBZJVjjdWVmZsAAg9TWtIuprEseJLGeXXbxm+ZjI2SOnU1yl1o92zfJbSsB3CnH519DTz+DbKWWaaWCeYsWcj5sn2xxXmPjTx5pfmGLStPYBcgM8pC/kP8a6G0zli3fQ5zw/4IuL+QSzzQwRKRubO8r+HU1k+MVsdGvZI9Pu45DnBYEbz68DhR7VlXPiTUJInhSfyYW6xxfKp+uOv41z8xLtuY5NYymlsbKEmC3k6yeYpwx6MwyRUDvJNIZJHZ3J5ZjkmnNzWv4U0a28Qa7/AGddXslsGhleMpHvLuqFgvsOOvtWV2wklHcw5vuqM5qGnMScZNNprYwm7u6CiiimSFFFFAEsExilVjyFOQD0z60tzN5zIcABUC4HSoaVQScCgBKUYzzSsAGIBzjvSY4oHYez7iABgCmCuq1zw/o9p4Zt9W0u/vJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4HPC1G3Jbmk3bcuMHPYrA81dtG+YCoGhKnqDU1tiNwxI4ppjUGnqe8/CbWrPTL0i7kIEkexeOh9a7vxla6Zb3cOrzEF0QbYugY9sivnbSNVaCRXDdDXfeNPHkWtaZYxQ8SCFfO4xhhxgeo7/jW8J21CpDmasZ/i3xTJq92xBKwrwiZ6Vwd5cbycnnNLcXe6s2aUHvXNJ3Z3RslZDvOCnOKmjuVPUVnF896fG+O9Qxxmba3GxAR34609JN5K56UnhK10/WPEkOn6reT20Mx2pNHLHGsZ6ksZOMYzx1JwKWW2ez1jULJ1nU207R7LgASLgkfNjjPHODj0pcttS411KXKWFHHFS4wB+VRJ0xUgPHqaDoiPXI7VMASOc1D+HepA5HUGmbIlBI4zUg61XXJIOTUgb1Oe1Axszlf4vaq+2WZsDp6mrJAzkkGkLlQMEe9MhschEChdvI6n3pGdCdzMDjnp3qjqF3KlqWjbawYZZas+IvD2r+H9B0i/vJrhZr4yGWExkCDAQoGOPvMrZx26dQaLGFXERg7M4IdKUUUUzzEPQ8it3S7mWIgo2KKKqG5o/hN8ahctEcyE1g38zs5yaKK1nsRDcypDzULHmiiuZm5ESasaVq1zompx6habPPiDBd67h8ylTx9GNFFVE5ahQNJRRVmLCiiigQUUUUAHenE/NjHFFFAw70Zwc9cUUUhnQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tZjEiiipmdGG6kMhOajBPrRRQgn8RetpXHRqt+c5HJzj1oorVbCRXkdiOtV5GNFFZs26EYNSx0UVARNDTNebR/PjOnadfxTMrmO9g8wKy5wQQQR1ORnB7g1bt9QudV1C91C8k825uZPNlcjGWOT0HT6UUU3sTS/il5OtPFFFSekh1S/w0UUGiJQevsKUcmiiqAV8DoKhADOQaKKBFTVRtsDjjLLVK78RarqelwaZeXs09vbyPKgkkZiWbGcknnG3j0yfWiimtjgxPxn//2Q==", "info": {"video_id": "172296", "label": "lifting baking powdee 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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"info": {"video_id": "172296", "label": "lifting baking powdee 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": "79afa211be433bba5de6d784a9f992874a092262e59a3c744336e5a4d22ed62f"} +{"episode": 45386, "episode_seed": 2375522775, "split": "train", "timestamp": "2025-10-13T03:21:17.445545", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2375522775, "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 plastic so that it falls off 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, 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": "188244", "label": "pushing plastic so that it falls off the table", "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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KhbHo118efGM7HyfsNuvYJBnH5msm4+MHji4BB1powf8AnnEi/wBK4YgqxB7UlFkM9i+Gms6r4in1KTVdQuLx42hKmZ923O7OPTtXp0fNzGO20n6V5N8FwSdZxj/lj1/4HXrkcYVg5bGBj04o6kstxgbz9atjp1qhBNGzOUcOA2CQc81R8ReKbPwtpP2+9imki3hAIgCcn61LQJnRoBgdTTirI6vtwM14nqPx5nwV0rR0QdnuZMn8h/jXON8XPGGp3cMP22KFHkUFYYQMjPTJyaOUo+nEIHWsjVvFvh7RBjVNXtYJE/5Zs+X/AO+RzVu3l822ifP30DfmK+b/AIw2Ji+IFxMq8TxI5I9QNp/kKEriueo6j8dvC1kWWyt7y+Yd1QIv5tz+lcvfftC3jEix0KBB2M0xY/kAK8WdNhptVYZ6HqPxn8X6ixSO6hs0J6W8QBx9Tk166wxabQCMhQOMdT618wL94fWvoqXxl4asUHm6jBkAcIpb+lJtITV9jpNyKEG4ce/tT45BtXqeB0Brh7j4seGLcHy2upyO0cOP1JFYl58aoR/x5aNI3vPMB+gH9aVhWZ63GWPRD+PFWoklboAB7Amvny9+MXiW4BW1FnZqehji3MPxbP8AKuW1DxVr+qsWvdXvZs/wmYhfyHFOwz6rnvLSzQvdX8ECryTJKqY/M1z198TfBmngiTWkuGH8NurS/qBj9a+XmZmYliSfU0Ucoz3fUPj1pcG5dM0W5uCOjTyLED+Aya527+PXiGUn7Jp2nW47bleQj8yP5V5YI89/0plOyA7y6+MXjS5BC6lFBn/njbIMfmDXX/C3xZdao+sTeItZeYp5XlfaZsAZ352j8uleKVJHPJErKjlQ3XBoa7BofUk3jTwtaf67VrXI9CW/pVC4+Kvgq2H/ACEjKfSK2Zv6V8zkljknJpKSi+oWR9B3Pxz8OW+RbWGo3B7fKkY/Un+VYl7+0FeEFdP0G3j9HuJ2f9ABXi9FOyA9Fuvjf42uM+Ve21sD2htU4/76yaybz4o+N76IxzeI70Kf+eREf6qAa5FV3GpVi3vhVJ9hTsK5Ld6nqF+f9Mvrm5P/AE2lZ/5mqpBHUYq/HCV6sqewGTSXMP7otuDEc5xQLmKFFFFBR3KznsagvrwQ25YnnFQyzCJc5rAvrp53xn5RXBSpczOqVSyKsshllZ26k0yiiu85QpyqCeelNp8ZQH58/hQBbiAwBnaParSqgAI3fUim2k9opG4gfUVpC5jdcR7GHsaTM2zn72PZPkdGGRVetfVYVaFZkGMHkelTeEdEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2plRd0M0LxPqXh2K6XT5fLNxt3HH93OP51He+Jta1Ak3OpXDg9g5A/SsrFJSstyrn0D8JGMngmMsSWNxJkk57itH4m2X2z4f6iAuTCFlH4EZ/Ssb4Nzh/Crwk8pO5/PFd7rdmt/oN9ZsMiaB0/MUupD3Pkmuj8HaY17rUMhXKRsD+NEXhWY3OxmO0deK9M8HaDHaMm1Me+KbY7nrlj8unwA9kArwj4x4fxDBIGwfLI/WvdQwitBnjC14T8TJI5tXjLANgGpjuJnm065hVhzjrVWtbyEmjcJw2OlZJGDg1owg7hSkknJOa6rXPD2jWnhm31bS7+8mDXJtc3MAjW5ITc7xDOdqnCncP4h7gcpSLCiir2kac+qanDaoPvHLew70AWtJ0GfUQJSpEfb3rqIfC6ogHljp6V3Om6DHbWyIEACgCtA2kMZwxA+pqG3cVzyu/8L7lJVdp9RXKz2slnP5brg9iR1r31tMimXgAg1y3iXwet3as0a4kUZUihMTZ5eoJGCc1TmXbKwxitEwxxsY3BV1ODzjBqvexFNrdR0zViT1KdOUA5zmt7wbpeka14gh07V7ia2hnO1Z0mjjWM9SWMnGMZ46k4HeqGqaedO1m/sfKni+zzvFsuABIoDEYbBIz64JHpQimZx60U4qQabgk4oGFSGB1ALYXIyATyfwqSC0nnlWOCNnkPQKMmtD7NaaWd16wnuRz9nRs4P+2w6fQc/SlcDOEDLEsj5VWbC+/r+VXY1VAAvyr3PrVSe7a6uPNn+iqgwFHoB2FSpdwgjKt/OmTJMvRIM4SJnz3pZIjtKvGyZ7+lPh1O2CjDgH/aFWEuVlz8ySL329qDN3RzDAqxU9QcUlW9Qh8u7O3lX5Fb3iPwTe+GvDuj6jeCVZ74yebCYyBbgBCgY/3mVs47dOucBqndXM67kZmIJ4qg6jbmiis6ew57lY0UUVoAUUUUAFKCQcgkH2oooA0baeS4hkjlO4AYyetR6RqtzompxahabPPiDBd67h8ylTx9CaKKZEd2Ux3ptFFIo9i+DMri3uY8/L5vT8BXsLcpRRUPcl7nnMllAt5LhP4z/Oul0W3jV1wO9FFDEtzb1V2S1O044r5y+IFzK2vgbzwvFFFERrc56znd2KsQcDIPeoLsBbokAc4JFFFa9CV8Zs+IPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc8etFFSahXofwrtIZr+6mdcuu1QfQcmiigTPW7r9zaSOgwVHFeZ6jqt39qb95/FRRUPck6nwnf3FwdkrBlx6V1rwpJEdwzxRRQhM8B8bQpaeK7iKFQEYByPc1jy/Nbup5AXI9qKK0RL3RJo2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGmzahc6tf3uoXsnm3NxJ5kjkYyxJJ4HQe1FFC3NXsU5RyaWzlEU5JijkGOjgkfpRRSlsJE82s3kkRijZLeI8FIF2Z+p6n86z6KKSKCiiimAU5HaNgyMVYdxRRQBcuJGms45GxvDdR+P8AhVnUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFNkw2P/2Q==", 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", "info": {"video_id": "188244", "label": "pushing plastic so that it falls off the table", "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": "e00489a8ea573d1b7f64ca98b1665270cdadfe0040c6cfc576d05afe416f8397"} +{"episode": 45387, "episode_seed": 3698722476, "split": "train", "timestamp": "2025-10-13T03:21:18.674688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3698722476, "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 scissors so that it falls off 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', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "123592", "label": "pushing a scissors so that it falls off the table", "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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", "info": {"video_id": "123592", "label": "pushing a scissors so that it falls off the table", "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": "fef203610c60f085bc6063dcec50f7d694c7e83dd9cfc0c162312434ab416e71"} +{"episode": 45388, "episode_seed": 1352656492, "split": "train", "timestamp": "2025-10-13T03:21:19.105716", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1352656492, "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 brochure into table 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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RWNlEEjQcnux7k1dlvLaC4gt5plSS4JWJT/EQM4q0VwOK8o8Q6o2r+PbSKGTMVs4jAB4yDkn/AD6VpCDk7Gcpcquz1XbimMoZSrDIPUGqemal5wEE7fvOisf4v/r1oMPSiUXF2YRkpK6OWmRrGdo04VPuj2oil8/LSHjpWlq1t5iiUDkfKTUNvCEhVWAJPWkM+TCpHarZG1FU9MVoaT4fuNUSefzIYooQOZX25J6AVH9juLW92XcDEJye4HP8ulTJmtON3Y9F+G2i3mmK+pXJaOO7UKkJHJXqHP8AT2rsfGlw9v4TukhyZrrbbRgdcscH9M1R0TUF1TTJEgn825twELsu3eMcNj9PwrZv4mvNPhyuVXIfHUHGKqmk2jKspU7prVGJp1tHF4ftrKAKsGwMcLjecck9+eaj8O6PLpEN2s04maecy8DgZ/rWnb26W9vHDGMIi4H0qwq8V3KKTuea5tqxR1KNpLddq7irZx7YrBh0Ca/uTNOfJhJzj+Jh7eldRcKzRlFGSeOuOKkCgEcVlUoRnLmkbUsTOnDkiV4LSO2gWGFAqL0FO21Z2cdKicECtLW2MLtu7PM/iqNp0v383/2WvOx92vRPiqP+QV/21/8AZa87xwBXLU+JnfQ+BHZeAL/bdTWDnhx5ifXuP5V6DJb/AGm3eDOBINp57Hr+ma4fwxoi2NvFfuQ1xIAykHIRfT6+td/bndGrjuM1n1NGOXR4Rc2bxDy4rYEJGvGD2rZC8A1SinAID/mK0Iyrjgg12xkpLQ8+UJRepLEm6r0VoW5zVa3HzYrZtYflzTkxwjcxL+LDhD0xzVNIUiTai4FaepYNxkCqYXdRcUlqU3GA3GTg185yQyKxJU9TX0bqLm0tWlVQzEhRnpmvn6VW/hUlicAVhVeqOrDxaTZHYAmZic/KO9aemwXU+q2q2KO920qmJU67gc/0pk+mX2kwo93bSJ5q7hvUjj8a9G+FEdrFPNcNHGzzBYlnZgGjY5wgHvg5PsK5ZbnbGLcW10PZ9PkaSySWbajBMyc8Kcc8+leXR2b+OfF8+pTRP/Z0Eu0nkAxKPlUH1Pf6mu5vhJcafe6YjvD5yhTIo5Cnrj3I4qhpVl9htDaorJEpKqAcZHqcetdNKDs2cVWaTszOutVkttPtFggaVFnFusZ+8EJxkfT3q7NG4dWQj0bPce341Wt9Fmt/EU2om4DQvAIhFjlSDn/H86v3HyRM3oK3hFxWpz15qc7ohsdVNvIVGSmeUz19xW8lxHOqyRtuX+VctChwzEDg7QfpU0U8lvIXjbB9OxqKlNS1Q6VVx0ex0rgHmvHfjeSP7EHr5/8A7JXq1lqEV0mzIWUDlD1/CvMfjMm6TQz6ef8A+yVy2admdqaeqPG1kdRgHipVujjBH5VYkVW42iokgjaVVGd2abGty4QVto1HBPNfT3gbVf7c8JWF4TmUxhJP95eD/KvnCy0651bUYbC0j3zSHCj09SfavonwHoX/AAjOlrpxmaUt+8Zj03Hrj0FZwNJ6aGj4p1RdD8P3V2T84TbGPVjwK8v8C6XJe31xfMVZ4kLhX6vk8kV1Pi1ZfE3iOPSIJVS1tRmdm6bj2+oq7ctb6Q9pagxJbwReX5hx37Z/rXTFuMdN2c9lJu+yQrYHOcDrmtnT9R88CGVvn/hY/wAX/wBeub0lL02bi/5cSuEJGCUzxn8KkO62UBiX54Nbyipx1OOM3TlodXMgZCpGQeoqoy5xjt1qGw1ISoEnYZP3X9frVg8OQO9ckouLszujJSV0fOvg+YM9xayEMmBJsIzuAB/UdatXtnJNbOU/1sJ2oQD86NkgZ/Qe4xXL6bcfZb2OYsVXcASOw6V6dovk3ymJIiuFJDuwGHOeAPTqTXJUbUzuhbkuYXgm7uLfVLZVbAfcnzDO8dcH/PFeoWV3tNwCpaNeRjrnuK8xWWTwtePfSRLKCCCg6Buhx9Rzn610+iz6i1tptrBH9oimj+13V3n5fmLHap9jxjrxVQk9xYmXM1fdKx0MchuZMLbNFkkYLAgken4VMq1FY3YtNSLTKxhAOHxkRk9/x6Vs3NopzLF1PJA7120K91aR5dehZ3iZLDL1Dd3cNjEJZt2CwVQoyST0qwPmNV2sreSWJbljIxkMkaseAa6mcsOXm97YtIQ6Bh0IzUbrwatMoRM4wAO1cjDNdX/jG60x9WubWHMnlCNQ2WVCwX2HB5P9amUrLUcIcz0Mb4h2MNyLGSUyYjEmFjAySdvrXmUtmYZQyvuQ5KkjGcdvrXX6pqc9zPZNd3Tygq5jLH7pwP59Kx3tGnikGDhn+X2bvx/niuGpP32enQp2po2/C+pRzhtPdVSN1xHtP8WOR+PX612umsEtvIyWMR2gnqRXlmhwv/acUQGWEnIBIx75rvtOu981zPG/yxZibPTd7/jWfN0NKkVpJdTpApYgVMjtE3yHFYVhcXcl3ErTsw8wgoABxjqfYVu7cVpGXVGMo9GalpeRuwVjsb36GujtpHjh+7lW7+lcMRWjY6zcWieS7l4D2PJH0rZVL6Mx9lbVF67bdK3rmq4ztO3rjikEolO8HIasrxNdXFlorT2srRSiRAGU4ODW19DmteRum18+yMUuMkZPqDXz1aOLa7SU4ZVbJz9a9W1a9uYNEh1Cx17UZczm3zOios+Eyzx452qflO71H0HkTjcvB+Zjj9a5pu53Uk1oevawi3Ucbz+a8VyxVoyd4TI+Urn1/Xp6Vxq+ZpurLC6CMoQCY+MkD5WH6flXSeGrtNT0qFLuWMRwqUYu2AVHOD7g4IP0qXxPpYge2u7dDIwUylgnDJnkY7EA5x9a4FNu6Z6tN+ymmv6R6DpWq/b9JtLy4iIYqPNBH3vcfXrV26hWGYKHByNy884rk9E1C136dpVm6tDBE8t27NxGByMn3J/IVuG/tLqJdRiPmQbsKydWABANddKu46s83E0Yzk+X5FiRAaqzKPLbcMgDNaLxkRo2QyuoZWXkEVXdM/SvQTuro8tpp2ZlJGViUHuMn6mopExV5156VBIqkHHNAGc+UcOjFWHII6g1xHxPvnvYtIWQfvI/Nyw7521rW85u/Gk2l3uqXdpbPLsjeKWNFj6Eli/GMZ46k4FcR4te7GqPaXUlw32aaSNVuMB1wcc44zwM44rnqNNHTRjJO99DmjEWO1QMngE12Nr4ADaDDdrfR/bbhdyRMpAPsG9a5MA5r1fwzOt94MRA4L/6vax+6w6Eema5ak+VXO6lDmZyfhOObRdZjnvkkRUchZYyCQw6fh/SverW7F9ZWuoWZHlyDJHp6ivGvEdlKrxXYDfvdplXbtw/Y+2f5133gW9mbSrmOU/KJMlcYKtj8uaiE1f1OyrSUqPN1j+psLpy29800KqqyZaT1Zj3qtrmhw6zarE7vGVdX3L3wehrfdo5LSKc4RiNrA9/eoGWvTg4zieDNSg7FMx7UCjsMVQuBvk2gZxxWq681SeP/SiR2GTVmRXKBECjpVi3v2jwkpyo6N3FYfi25nstEea2laKQSINy9cE81z+tweIdE0XTby61C7Wa7L+ZEVwIcbSoJx94hs47fnWVRrZm1NS3R5CB+7x9K7jSZHbw3Z3DHc7O0TA9CBwD9aKK8utsezS3IWPmRSwSfvFZifm5IxnH8hWv8PtRuha32mCUi3SUeX/eTcecGiijp8wrLX5fqd0w3XMMHRD1x164rpsCMBF6LwM+1FFXT3OWZnX8SKQ4GCeuKgWNCUkK5ZRwfTNFFejS+E82p8bJiMjFeZ6lfzaX4uu7232+dFK23eMjldp4+hNFFFQujucTrXyS2YHQEj+Vaej3Dy3n2dgvl7ORjrk45+lFFcFb4j0qPwGVeE2Eplt2KyAMA30PFa1o0hbRLVZXSKcG4lCn77licn1ooqVsOpudPBO9vrEDR4BZtpz3BFdYDuRSe4Booq6exlIa1RtRRWhI1bmS2cNGRyeQehp3jD/kXWOP+W0f86KK1p7Mxq/EjmNX19tYtYY5NOsYDCipG9urqVQD7oBYgDnPTrzXn0nyyRkD1/lRRWU9jop7nS+DX/4mtxCyqyYDYIzg5xXealq935kdszI8YfA3KMjJx/LiiiuCXxM7Y7I5zw0CfH76SXb7HqKSQTpn+EDIwexFevzWFrBDDaQwrHAFwEXjvRRWxzS3RY0+FGhu4Tny0Xci54XB7elVG+6aKK78M/cPPxPxHL+I55Ps91bhsI0aZI4PLEHn8KvRL5dvGgJIC4yaKK36if8AAXq/yR57qurnTPEGpobCxvIpZwxS7h3gMo4IIII6nIzg9wa5LXrufUr5r27kMlxO7SSN0yTiiiuafU2p9DIcbUYivQPh6gkDRsTsJAIoorixHwno4XeXodt4ntoW0XlMmXIY/Toah0a4kh8KW7R4VmlQMwHJyRmiis47oqp8LO4uVUIseBtC5FIQBkDoKKK78N8TPMxHwkT1DIBuJAoortOM5bxt/wAi8/8A12j/AJ1wV5rmo32nw6fdXcssEDtIvmSMxJbHXJ5xt49Mn1oorCpudFP4T//Z", 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", "info": {"video_id": "220515", "label": "putting brochure into table drawer", "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": "220515", "label": "putting brochure into table drawer", "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": "a8fdaec3f3cfb4222f3bf05c0751eb9706980e8df98423868dd798ecdf6792d9"} +{"episode": 45389, "episode_seed": 2753757724, "split": "train", "timestamp": "2025-10-13T03:21:21.800357", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2753757724, "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 stool next to 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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", 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", 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", "info": {"video_id": "153672", "label": "showing stool next to 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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", 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/sH+Vem67ahkYY5NefahCcSLjsRXLNWZ0Qd0eeCnCgqQ30pQDQxigVFcrlM+lTqvNNmjyCM9qaepLPYNcAj+yXI+9G20/Q8/zH612mkrL5k1x/DPIHTCkgKx45+n5ZFee+IL9YoTvPyjBH5133hMpfaBbTIELRM0cvXdwMKePY10YjSr6mWHu6XoWriVpb+yUkfxPgAg/cb16cVrRoZbvUY0Ul9qFcAnIKg1xnjTWTo66dcQTqgjmZGJBcgAYIwOT6fjXHyeJNTu9Qh1PUrv7ShXbcWUJMe+MFtqOQQD19DxVUqijGwqlNydz0W81FP7UazS7hfy0LTCNgxVCRneRwnTvzVG1u7RtLEVrdR3f2WTy2ePhQSPu9ccf1rz/AFPxoHsLjS7HRrSwsbpds6glnZfQEdPryan0HV7F71NO0yKa2gaPfKhVfLdwOTg5Y+3NFSqnFjhCS0K2s4fxQmRgKuT+BP8AhWJr1sJ9JinCjzFCvn8BVzXZyNcusAhivljjGN2ef1PPepdVaNNGmcgbUj4/LArCitGXWdnE5LSvEOq6SHjs7orCGyYmUMpP0Nba+PZZU2XtijH+9C2P0P8AjXHp5ir93O7mml+TuXFMHFM9W8D6tbajq0kVvv8A3pQMrLgj5v8ADNemaG7fZjK8Z3OxPGPc+v0H414R4CumsdQe6Q8xSRt+Wa+g0t1ZQYyGilQyI5iBGGxx+XHv+FTd/CyuVJXQQyM+vRjYy7Yh94erL/8Aqq3bktZOI2yBcFQCemDj+ea5XX/ESeHNYEv2YSI9uzsMgZKkY6kZJO0YHOK56PxtenU7n+1ZLnTtLuAZ/Js2Uy7mAIUMBuC9T1HWuqlNKFjnqQcpXOy1CaW5N1pzbIyE+dWPKtg4YgfdFVZLqOWzhaOZLgKDCzxtlcjAOPpXn2seK9KvLD+xbGwltbJ5xNNcPPskkx2PU4PcnJq5oOpWUk02naZLKbC3+eNJYgAMnqCfmJ6/Spq1E4tF04yVkYIl23WqynK48w498nFUvFVuJLUykfNG24n+dLJMqS3MJ4Mtxg/LjChiTx+VP8UTj+xZGH3pGCj8TmsaK91l1X76Mez8Y67bwqGuxOg4CzoG4+vWrZ8bNMMXViue7RPj9DXLMs0X7sqMioixGdwxRuHKjopdVsbmQFGZMno64xX01POE019qyDEf90/SvkNAdwPuK+tL1Vt9GnkcKAkII2luML/+upasUjSgyp08btrFivHoAuR+lVdSuJLO3knbaqBiN7NgKeMZP9BXE6v8QLt7RI9K0uQXVsUuHllC7U3Ajayn1G08GqV5420WJ7fUbkXur6pEA2yb5IInxzt7AA+gzXd7SJyezZ163dtBrSNc3kS3N4ojFvtw7kEnOOwx61w3jl911pxO35C6cHP9081gDxDpazXery2841ie4MqtbyZMYOcgFgQo5GOCetafimfzrHSbh3cgncxY5Iyo79+lceImpKx10U76kETlrqeL/nnCgPPcsx/lXn2t/J4kuNhKlQMlSQc49q7LS70T3dzL0Mr5A9AOAPyrjdRtze3+pXisw23BQY9v8iqX8NGf/LxkY1rVbcbY9QuNvo77h+tI/iK9f5ZxHL77cH9KzmgfqHP0NRBSZMHqKjRlli6uDdTeYUC8YxnNevfATSLHVJtba9iaQRNb4G4gcl859elePbcCvYPgPdCD+3YVcmadrdI4k5d/v5x6AdyeBThFSdmKTaV0ew2FlBbRajo8lvF84kYMBkEEkL+XH0rkfDEz28eqaZOwEiMG5HcfKf5CtO78X2Frr62FpbCeaKXyb68bIS3TcTjJ6nJrCuJUh8ZmeGTNvesXVtv3lfnv7ilirKzXoXRd7ryAXYg1Owgj4LXyjd6jY5P8qwNY8b+LLbV9U09L+1lWxiSQM1moLhvXBrRvZ1/4SmzQnm2RnbJGd7DAzj0X+dcfrem3mp+OtZa0vfs4S3iLgqSHBAGOKdH+Fp3M6j/ea9inc+OfENyu57m1Oeo+zAf1rBufEuoyzmOQQEsucrHj+tU7zT7qGdka4wc4OMgVSWF473a77zszmp33NEkth2CT70dDUuzFMdahjBaJeADipFXiklX5cUiWdZ4pZ5FwHJCsBTbHX72xs7Vre4ljbduBjbGCOKZqr+duQ981h2X2nBjmOUjYhMD9a6a0eaRFJ8sTqtX8VXOuWqW+oTrIFO5W8vawP1FY08kTrgXGz3Xr+tV2jLPj0prw5OMVhy+Zpz+QeWf4b5iPfBq5pV2mk3xvSRK4BADHC9O/es1ohtJx0qMxbkxRy+Y1MuXmpSaldPdyBA7sOEGBwMcVLq90ZtEhtlP7yeVUx9P8isuEbMRjPy55q5Gm7UtPd+UVm498cVpDRWM6mruVNStBbzBUHCgAfhWbNjYSR2rptWQEBtp4qn4b0W18QeITpl1eyWytFK8RSPcXdULBfYcdfam1qEXdFDSLiS1VnTp5iFvoM16vp3xEutNtrO0aGGaBI8bXJDEZ4INeT6epa2uMckBSB+daFvd/bIozsK+Wuw57molG7uUpWVjsPFGr2+v3FpNFbG3MAxtZ/MGO2PQ1gytc7dkUqqM5O7J5qgUJfih4s0uV9x8y7DzDc5y0kJPqENX9G1D+xHuLghZpHUgBjhR9e5rHkjIQnn86Y0O9MEmlyt9R8y7FiW6a5nM5ABdmcgdOTmp9Ql+2nS7PrulLt9B/k1nRcYUZ+UYq7ajbq9tK3IMTKvsa0horGc9XcparBtumIHXmsqbiP610uqpnDbenHWuauQVkC446im1qEXoAXG31GK+grnx/puo6XJG1veQzPEU/dsGUE9+1eSa5oWkWvhq31bS9QvJg10bXNzAI1uCE3O8Qznapwp3f3h7gEZKwLgkcdjWck3sUmluacCy20W2NtuGLDbwCc8Gqsq30h5mgxnoVJquA5XlmI+tN8k981PLLuPnXYme1eTaJ51IBzhBj+Zq1quvyXyW9lmMQwLhUUc5xjJPesx4QH/CoZYwjCRR83Sp5O7KU/IvabdGCVZM8AZNN0+AzaAZCPmmkeT9f/rVDbR52of4hj86v6Zn+yliDH90SmPxrpj2OeRzM8fltk9KpwruZ2961r6E+ZIuevSs6CJkUg9c81BdxWTiu6+Gfie+8NW+tf2dBG1zceUBM43eUBv6L3Jz+lYHhPT9M1jxJFpur3U1tDOdqzRyxxrGe5YycYxnjqTgd6v6Rpxsta1mye4urNbafyvLl2rJgFhhsZGfpkUnLkXMNK+jOxl8V6raaTcwRssctzKJpLhlXfv3Z3BfXPUn2xjFa19M//COaJfyT77vnO9ss/Oc+pGR1965UnT4cbnkuSDn5yWGf5U29v5rmSJgp2qep64rmqTnU6G0VCBKL+S41GS6Y5kd9xPvVvTpvP8Wa056tawD+dY1pkXNzzlQ/y/l0q9pwa38SXT5GLq2TAI6Fa6qLskjlq63MbXrXbeOf73IrlyR/aWP+meP1rt/EERJVtxyDXIy2ZW984n5WXGPeiSsy4O8RNoxUUiirDR8VGYxWbLGLjGBmmyN/smnzEpDlTg5HIrZ8ReEtR8O+H9I1G9aZZ74yebCYyBb4CFAx/vMrZx26dQcCVxE99zcGqoUBulFFdM/iZlDYUcMaa3U0UVkWQSdx7VHRRQMjUDzW+lWDxDC3dZhiiimhM0NRAMJrnrTVLjRNXXUbTZ58RYLvXcPmUqePoTRRVS3JhsGkD/W/8BrUjRVJAGKKKXQb3JEA3HilwNxooqeoyvL0IqLtRRSGMQDzGqxnAtXHUS4ooqkTIu6mo8o1zd2oEYbAJBoopy3CGxpa/wCLJPENvbwzaRplqbdEjiktUkUpGoOEALlQOSTgZJ59avKB5Y4oopAyfaNooYfLRRUCK0n3iahl+5RRQWiSD/WR/UVd04YkvF7Bs4oorSJnIzb8DzjWY33zRRUvcqOxPp+vNozTxnTdOv4pmVzHfW/mBWXOCCCCOpyM4PcGtPRr+51fUdS1G9k826uJBLI5GMsck8dvpRRSew3sbzIuxPc1PsBQjHaiis2IitEVUfA71aPGpacw6lSD9M0UVpAiQa6o2HiuTuhhVNFFVU3KpbEOMrUTjmiisXuaFa44g/EVNfeJNW1PS7fS729mntraR5UEkjMSz4zkk8428emT60UVUdhH/9k=", "info": {"video_id": "153672", "label": "showing stool next to 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": "ee6cd59e994211af0104db64add702eb9f9c5463f839e9aba8b825c3f820c331"} +{"episode": 45390, "episode_seed": 2639400163, "split": "train", "timestamp": "2025-10-13T03:21:22.511718", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2639400163, "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 color pencils 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', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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6U7BcotBHFFDGm3KAjcBg5wKjkkKLsVsjGB9atyxK6Ec565NRpHtgPlhfxHU0ugmtTGuQBgjLD1zWXMTuVkOG7flWncEF3wcDPTNZczKki57GhiPRZSkaAE8LW/oVqYrTz3H7ybnB7L2/xrnrOIX+pQW7DKZ3OPUDmuzjUJlcd+PpRQhpzGWNqfYRegGEP1qWooW+XHfNS05bl0rcisFFFFI0CijIJPPSkOewzQAp6c1SlyVPNWZZFQopPzOcAetVZuN1aQRy4l6Hm3xIAMunH0En/stcPp9qL+/WEH5F+aQ+3p+PSuw+JkoRrAk8fvP/AGWsjQrRYdMSYg+ZKd7n25AH4ZrlqU+bEu+2n5HbQqcmEjbfX8zfhTovAHAFdQjJHZeWD97AUVzMLYIPpW2jGRZJf4U+6K630OaKLKHGPmq9H865jX94OR9OlZ8WGKnk/QZq9akrOy5yT8o5zj/OKpsEgkSeJEjKqM5APWoWRRhWZuBj9KuzlIyFQAdj7dOf51VlcElt3GewqW7oaRTS1AmYEAjsM8Vm3/ySgIAp+7tHNaImZnZlUqQMHPf3HrWPeTC4kdxghCVyO9Ldj6GXd5UN9DXidrEFjO7oDXs96+IyPavGfujZ2Bya5MV0OvCdTQt1kmkigj4DHgnsO5rvtFi2MqKMRx8KPeuS8P252Ncv1PyoD2X/AOvXXWEvlRO38XGB71VGHLC/Vk16nNO3RGtMAblsDIqeI73+c4bgVQXIbYT83Un6ip4yRGCuCT19f/rdq3Wxh1LZchsMCwAKmoxkq20BVPQVdLboywchQOF4wcetV2wYwFAx0HNS7WK1KMqSiQBX4Y9cfnVa7jWGMspbdgH5uOKtzzICqBgGP3Rn73+cVT1KcyKsez5myf8AP50rjMS4IPIGPbNZxy1wmCAx3c+3FX7hztIyax3k23Kl2KptbJHbpTexJshtr5JAULn8Oc1xbNJrd+8jnKO+QM9EH3R/X8a39evRa6NIqsPtFw3kx+2RyfwGTWBY+bC6wW0O+RFBznH51z1pWjY6cPC75jeeW3tXjikZUjwev06V3Hh++S901Cs6vMq4bDAng9T+lec/YJb+5D3eMjlVU8DjFaOlXSadraNCpwhCybR95e49/Ws6VRQZtXScLt2sesWnzQ4bkLyaRpUV2UkKOw9v8mueXxJHJLHHbx4OeTK2Bj/dUE9Pan6jLqb3Q+w7JQF/1v2cxgA9gXOT+Vb+2i7uOp5H1um1eOvoa07smdil29McH2qjcTm2sZZ2JQKuSBzgn/IrH/svV7tUe51AhWI+UOTjPsMCthxHHbyIy7lyCwPbjOacJOW6sXSqSmm5Ra9TKuc5H948n61j3RBcA+vSta4VnYyD7vbmsW8ztJzzjIrXoaHqnht1R3mdc+Y2zcf4QBn+ddaDggYxx61yejt9mdIEV3JIBwOB8uST6f8A166NZUd9qOCF4IB6H0rpjC0Ujz60nKTZqW/IY1MDk1Vtn+UgdTVnO1gPasJLU66MvcQ6iiioNwoIyMUUUAMfaMMwBI6VQn3BWJ71ZnclsA9K8nvtZ1e88falpX9t3dpboz+SIlDZYJuC9OBxnJrWOmpx1V7R2XQi+Jq+beaRF2dpN30+XNJYSJLF8ke3aGXaO3UZrkTqt9q0gn1C8mnaIAR7yONxGf5Cuk0+5VoC+dgyVVmG3celRJfvHLv/AJHRTuqcY9v8zYjI249RW9vWC0YHuuBXNQnp9K21YzsXz8iLge5xTYJlyCYrjBxVxDvVlB6j/P8AOsuGX5cZwaso7A5I+uasktbhd2QEiAtuKOh6kj3/AAzTBIWDD5Vcc4Hv/wDWoN1vG5SSAMheM5H/ANaotx3cZOcdBUjG78SLLubBXofTBPT1rEuFjiTZBnBYs2fU8n9a1Ll/Ljzx8vIAP4f41xvi3ULnTtAuLm2keOYSr86nnnt+NC01G+xLeHOfpXjsS/aryO3BwHcBj6DNdvrdzJFoMepWOuajMHuPs+biNUWchNzPGOu1ThTu9R7gcZopVZHmlIwxAGT7/wCNYVlzNG9J8iZ2cASOONU6AYwPQdK1NPG6fJ7AGsYSHZEO2Mg/0rT06by1kY8naAPrmr+yZ9dTWklX7Udp5AANWkkBQdMD261lD9067hkkZb61bSTAGMCqjsJ7miJj9oFsxPK7k7Djg1EjbZGJ3sWycseBnsPampOMAkKZV6bv6U12BYDHCOMZ/T+dSyhJ/vNsKgg88duf5is6+RFuDchvmEYQIOg7/n/hV92JTIydwxkjHtWRcTB7gcEgfKPekguZtw2VOaxLiQLcRhiNuGLZ44q1pktvq3i99Nv9QubW2klMaSRSxRrHjqWMnGMZ4HJOB3rDuPOtdfvLS58/bbTPHsuQocAEjDAcZ4GccUNgUb/VP7R15VVs21tuRB6nu34n+VdF4cAdjKQDvJz+FcFZyk3TyHvk/mc13Pht9li4PUNuH41x4jc78P8ACad83klpBnEaMWx39B+JIpdBtjPqcduV3rt8yYn0Hb+lZWq3Lm4jUZO+Qbh2wvP88V0PhAF47u4AG9pAgz7DP8zSoRUmkwr6RbfodtbFLRQY4lRT02rj27VMZSxGGyTwSevqKzo783E0lqsZUx4Lk9COcY9sin+bndtJzt6j6V3pHmrTRFrco+XKg44BOT+VUL2YBcK3yknJPfsP5VOjb4Cj4y56jjiqb7NzBzgg5xjqPSktxmfdNOXt0QZjyfMPouOKyb1wSSCCMdak8QXVza6bLLDK0eGRd6nk5PTHpisbxHpOs6BoWl317d3Pm3pk8yJo8CEAKUDHH3iGzj+oNHUZ7B4emeTzHY5ZuSfwrqgczLwBwDwO5oorvPLlsall94+wqyx/eD6UUVyT+I66P8JDs8ilByxHpRRWZ0oSRiqEjqBQRkA0UUxPqVpAOTjkDIrwbxXqU+leNdSvLfYZY5227xkcrtP6MaKK0OWPxHLq7RyLGp+UkZ98dK7a0O63JYBsLuAI6Ed6KKmXxHRHY0Lc8fnXQ24xZ4H9zP6UUUpDpjI+lX4GKwZGMgZooqmSiuzFQSOoNSQYlmdXGQp4GffFFFVIUTOZi6FmOc9vxrlfGyrHoBQDKmaMnNFFT0GtziPEHiJtZggik02wtzCipG9urqVRQcIAWKgc54HJ5rF0xts+0AYjjG3+dFFYyNUdKqBQkgzuk5bmtTTvmuBnsCRRRVL4RfaNScfvl/3P6062YtJtPTaT/KiihfCH2izcYEq4A6f1qIOwIUEjORnvxj/GiimvhB7kd2WjlVFY42hjk5Oc1nyIBubJzg8UUVK2G9zjbzWjo+pXsf8AZ2nXkM0odoryDeAyjIIIII6nIzg9wawrvUbrUby+v7qUyXNwHlkfGMsfp0HtRRQxGPZdGrt9H+W3YDuooorixG56ND4SO5c/2kg7bTXYeFf3eluygZ85z/KiinhviIxXwnTg7rFZOA+MbgOeKqSTMI2UADjGcc+tFFd6PPFMrrJAqnAY4PuMVXvpGDuR14/lRRUrcfQ4TxTf3H2CRd/yq6kD3ziucvvEWrarpsOl3t9PNbW0ryoHkZiWfGckk5xt49Mn1oooYLY//9k=", "info": {"video_id": "27693", "label": "moving color pencils down", "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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6U7BcotBHFFDGm3KAjcBg5wKjkkKLsVsjGB9atyxK6Ec565NRpHtgPlhfxHU0ugmtTGuQBgjLD1zWXMTuVkOG7flWncEF3wcDPTNZczKki57GhiPRZSkaAE8LW/oVqYrTz3H7ybnB7L2/xrnrOIX+pQW7DKZ3OPUDmuzjUJlcd+PpRQhpzGWNqfYRegGEP1qWooW+XHfNS05bl0rcisFFFFI0CijIJPPSkOewzQAp6c1SlyVPNWZZFQopPzOcAetVZuN1aQRy4l6Hm3xIAMunH0En/stcPp9qL+/WEH5F+aQ+3p+PSuw+JkoRrAk8fvP/AGWsjQrRYdMSYg+ZKd7n25AH4ZrlqU+bEu+2n5HbQqcmEjbfX8zfhTovAHAFdQjJHZeWD97AUVzMLYIPpW2jGRZJf4U+6K630OaKLKHGPmq9H865jX94OR9OlZ8WGKnk/QZq9akrOy5yT8o5zj/OKpsEgkSeJEjKqM5APWoWRRhWZuBj9KuzlIyFQAdj7dOf51VlcElt3GewqW7oaRTS1AmYEAjsM8Vm3/ySgIAp+7tHNaImZnZlUqQMHPf3HrWPeTC4kdxghCVyO9Ldj6GXd5UN9DXidrEFjO7oDXs96+IyPavGfujZ2Bya5MV0OvCdTQt1kmkigj4DHgnsO5rvtFi2MqKMRx8KPeuS8P252Ncv1PyoD2X/AOvXXWEvlRO38XGB71VGHLC/Vk16nNO3RGtMAblsDIqeI73+c4bgVQXIbYT83Un6ip4yRGCuCT19f/rdq3Wxh1LZchsMCwAKmoxkq20BVPQVdLboywchQOF4wcetV2wYwFAx0HNS7WK1KMqSiQBX4Y9cfnVa7jWGMspbdgH5uOKtzzICqBgGP3Rn73+cVT1KcyKsez5myf8AP50rjMS4IPIGPbNZxy1wmCAx3c+3FX7hztIyax3k23Kl2KptbJHbpTexJshtr5JAULn8Oc1xbNJrd+8jnKO+QM9EH3R/X8a39evRa6NIqsPtFw3kx+2RyfwGTWBY+bC6wW0O+RFBznH51z1pWjY6cPC75jeeW3tXjikZUjwev06V3Hh++S901Cs6vMq4bDAng9T+lec/YJb+5D3eMjlVU8DjFaOlXSadraNCpwhCybR95e49/Ws6VRQZtXScLt2sesWnzQ4bkLyaRpUV2UkKOw9v8mueXxJHJLHHbx4OeTK2Bj/dUE9Pan6jLqb3Q+w7JQF/1v2cxgA9gXOT+Vb+2i7uOp5H1um1eOvoa07smdil29McH2qjcTm2sZZ2JQKuSBzgn/IrH/svV7tUe51AhWI+UOTjPsMCthxHHbyIy7lyCwPbjOacJOW6sXSqSmm5Ra9TKuc5H948n61j3RBcA+vSta4VnYyD7vbmsW8ztJzzjIrXoaHqnht1R3mdc+Y2zcf4QBn+ddaDggYxx61yejt9mdIEV3JIBwOB8uST6f8A166NZUd9qOCF4IB6H0rpjC0Ujz60nKTZqW/IY1MDk1Vtn+UgdTVnO1gPasJLU66MvcQ6iiioNwoIyMUUUAMfaMMwBI6VQn3BWJ71ZnclsA9K8nvtZ1e88falpX9t3dpboz+SIlDZYJuC9OBxnJrWOmpx1V7R2XQi+Jq+beaRF2dpN30+XNJYSJLF8ke3aGXaO3UZrkTqt9q0gn1C8mnaIAR7yONxGf5Cuk0+5VoC+dgyVVmG3celRJfvHLv/AJHRTuqcY9v8zYjI249RW9vWC0YHuuBXNQnp9K21YzsXz8iLge5xTYJlyCYrjBxVxDvVlB6j/P8AOsuGX5cZwaso7A5I+uasktbhd2QEiAtuKOh6kj3/AAzTBIWDD5Vcc4Hv/wDWoN1vG5SSAMheM5H/ANaotx3cZOcdBUjG78SLLubBXofTBPT1rEuFjiTZBnBYs2fU8n9a1Ll/Ljzx8vIAP4f41xvi3ULnTtAuLm2keOYSr86nnnt+NC01G+xLeHOfpXjsS/aryO3BwHcBj6DNdvrdzJFoMepWOuajMHuPs+biNUWchNzPGOu1ThTu9R7gcZopVZHmlIwxAGT7/wCNYVlzNG9J8iZ2cASOONU6AYwPQdK1NPG6fJ7AGsYSHZEO2Mg/0rT06by1kY8naAPrmr+yZ9dTWklX7Udp5AANWkkBQdMD261lD9067hkkZb61bSTAGMCqjsJ7miJj9oFsxPK7k7Djg1EjbZGJ3sWycseBnsPampOMAkKZV6bv6U12BYDHCOMZ/T+dSyhJ/vNsKgg88duf5is6+RFuDchvmEYQIOg7/n/hV92JTIydwxkjHtWRcTB7gcEgfKPekguZtw2VOaxLiQLcRhiNuGLZ44q1pktvq3i99Nv9QubW2klMaSRSxRrHjqWMnGMZ4HJOB3rDuPOtdfvLS58/bbTPHsuQocAEjDAcZ4GccUNgUb/VP7R15VVs21tuRB6nu34n+VdF4cAdjKQDvJz+FcFZyk3TyHvk/mc13Pht9li4PUNuH41x4jc78P8ACad83klpBnEaMWx39B+JIpdBtjPqcduV3rt8yYn0Hb+lZWq3Lm4jUZO+Qbh2wvP88V0PhAF47u4AG9pAgz7DP8zSoRUmkwr6RbfodtbFLRQY4lRT02rj27VMZSxGGyTwSevqKzo783E0lqsZUx4Lk9COcY9sin+bndtJzt6j6V3pHmrTRFrco+XKg44BOT+VUL2YBcK3yknJPfsP5VOjb4Cj4y56jjiqb7NzBzgg5xjqPSktxmfdNOXt0QZjyfMPouOKyb1wSSCCMdak8QXVza6bLLDK0eGRd6nk5PTHpisbxHpOs6BoWl317d3Pm3pk8yJo8CEAKUDHH3iGzj+oNHUZ7B4emeTzHY5ZuSfwrqgczLwBwDwO5oorvPLlsall94+wqyx/eD6UUVyT+I66P8JDs8ilByxHpRRWZ0oSRiqEjqBQRkA0UUxPqVpAOTjkDIrwbxXqU+leNdSvLfYZY5227xkcrtP6MaKK0OWPxHLq7RyLGp+UkZ98dK7a0O63JYBsLuAI6Ed6KKmXxHRHY0Lc8fnXQ24xZ4H9zP6UUUpDpjI+lX4GKwZGMgZooqmSiuzFQSOoNSQYlmdXGQp4GffFFFVIUTOZi6FmOc9vxrlfGyrHoBQDKmaMnNFFT0GtziPEHiJtZggik02wtzCipG9urqVRQcIAWKgc54HJ5rF0xts+0AYjjG3+dFFYyNUdKqBQkgzuk5bmtTTvmuBnsCRRRVL4RfaNScfvl/3P6062YtJtPTaT/KiihfCH2izcYEq4A6f1qIOwIUEjORnvxj/GiimvhB7kd2WjlVFY42hjk5Oc1nyIBubJzg8UUVK2G9zjbzWjo+pXsf8AZ2nXkM0odoryDeAyjIIIII6nIzg9wawrvUbrUby+v7qUyXNwHlkfGMsfp0HtRRQxGPZdGrt9H+W3YDuooorixG56ND4SO5c/2kg7bTXYeFf3eluygZ85z/KiinhviIxXwnTg7rFZOA+MbgOeKqSTMI2UADjGcc+tFFd6PPFMrrJAqnAY4PuMVXvpGDuR14/lRRUrcfQ4TxTf3H2CRd/yq6kD3ziucvvEWrarpsOl3t9PNbW0ryoHkZiWfGckk5xt49Mn1oooYLY//9k=", 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", 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", "info": {"video_id": "27693", "label": "moving color pencils down", "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": "f07c7f293f15cab94651befe660a5fa4f5c99f1e53d1709e7bcc855034f06a03"} +{"episode": 45391, "episode_seed": 2283317101, "split": "train", "timestamp": "2025-10-13T03:21:23.707458", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2283317101, "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: 'rolling a nail on a flat 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, 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": "96677", "label": "rolling a nail on a flat surface", "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": "96677", "label": "rolling a nail on a flat surface", "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": "d0eadefddb095d8ef3fe1dd85e59757667e228483720d7c63b10b37a3bac0ff9"} +{"episode": 45392, "episode_seed": 3230539925, "split": "train", "timestamp": "2025-10-13T03:21:24.539072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 3230539925, "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 earphone case onto 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', [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": "19089", "label": "dropping earphone case onto bed", "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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hyDWO8xkk2rV20DLIAx5JzWR0tXR1sOy4vjKDg4z/AEIq3Ix8xhnHFZFpLiUsDgsf1rS3ibD85z0raLujnaGxsY3B9+fetGNgwx7Vlo2JPVe+asFinINVclollldDxzioGu0Y4PDnt609pUkjIONw/Wua8TTzWumM8Dsjb1AYcU7isalxIruHBqdwd4x6ZrlNX8u30KHUtP1rUJle6+y5uYljW4ITczxAc7VOFO71HuB1mCXA4zgAn1GKmQIpXLFgGA5zge9Vbk7xG+PmIw1W5UZnC9geKhuoyEAxyOtZSNUMimMflkHjOGH9ax9E8KzW+qXFxLKhjUERgHlgTnJHar+Tn6da0rWXagOeRx9RVQlpYUkWwohQKo4HarEZ2oCp4PNQHMmGHYU+OTA9DVIksGUSDaxGayrwdc9KnlYHkEg1Tllz1ptisZs0zL/F06Z9PerWjN5jXPPBCdOfWsjTVttS8XnTNQv7m1t5ZNiSRyxRrF3JYycYxngck4FXvDFrPHqevWM32gfZZxEEuABIoDN97HAPrjikBtTZADAc8rVeOI7ckcVflUEbSeh/nSBMAKACD1pNDuYjgq5znmpYJCjA56fqKtXluGlyvf0qiAY2yazs0y73NWKYbgM8dqnMOFUg/lWRDIDlffIrXt5t8eH7cYNap3JYx2x1BBHeqsz/ACmrsxBQkVlXL4JFEtBIryPyf1rLuxuDDjkY5putXMsFg0kTlG3AZHpVXxRoms6BoGj313PcrPfNIZYShAgA2FAxx95lbOO31BqEmxt2KJPzCkl65ooqiUdnp9tHb6PEIwRuQM3uSM1F3NFFZyNEXLdicg9xmry/PGu7uRRRWkdiWPiJ3Be1OJ3R5IGdxFFFUiSuzEKwzwK4S91KfSPFE9/a7PPikbbvXI+ZSp4+jGiigGVtEdoYrxUYgYQfzqaRiRnNFFSwQkHXPetS15lGaKKyZ1/ZNiMkE49M1pxsS+P73Jooq4HPIkI2/MOuTUm8qEPqTnP0oorREkT8ZI4IrA8UMToz55/eJRRQI5zX/Era5awRy6Vp1s1uqRxPbI6lEXOEALlQOcnA5PNemyoqnIH900UUMRUCgvyOxpswDW7kgZwDRRUlGI/WrMJII5oorOJbNWwJIIJ6E0+UYIxRRWpHUqSE8VSlPWiipY0cnca22k6lfRtp+n30Usocx3sHmAMg4IIII6nIzg9wa6f4fXc+q3uvX95IZLmeSOWR8Yyx3Z49PaiirRDOmmUK6YqjISq5H96iihjQ1SSCCT8p4/WqtyilWbAyRmiiplsUtzPT5ZRj1rYBI2sOCRzRRUwHIbKxAODWZcEnJooq57EowddJ/s5v99awNW8RarqOm22mXd7NNbW0jyoJJGYlnxnJJ5xt49Mn1ooqY7BI/9k=", 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"info": {"video_id": "19089", "label": "dropping earphone case onto bed", "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": "c3ed8850c953fe19586f5a408cbc6e6e653532c7a946c6093773ece2a99ac69f"} +{"episode": 45393, "episode_seed": 1352400263, "split": "train", "timestamp": "2025-10-13T03:21:27.317583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1352400263, "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 body lotion bottle 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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", 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", 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", "info": {"video_id": "174680", "label": "pretending to put body lotion bottle 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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", 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", 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SDT9AeRZvsEhudituL5A4B6Y/2q5m/ieS9CjLMWEYJPqQv9a6vQjBcS3ykRLgu2/POC2FHX0Hp6V1YeP7ttdB5k6bpUaU1dtt/wBfejnvEF8qKY41ESeg6msrS/E+paHC76aYCxOSsyFgf1FO8VWtwt2W3KEHFY2nCNplikcCNzgt6e9OlKPOufYxlFxh7m/Q9I03xL4l1TTYrxLzTog8ohIe0Y/NzkDDden51Eb/AMcXduJ/t1oUcMphhhCH04J5zU3h20ktNHSBtwmF+UlUY6qvB+hG3pWxa7zpsbs8jv3aTO7r3zWlSChNx7G0pQqUvbU1ZPW3a99Plt8jzr4ezXWqeINSm1JZBIzuJ9/PmI2cBgOvTHFLrF/stJrQKcozQxsT8wTrG3PfH8q7LT9DtdO1W8vrQOsk7guhbKg8k4HbJJNed+NrkJ4kvoh8vyBtmOnGR/M1k1ZpnNS5mrT3PO9Qmjk1O4UyBsSEZz949zVG6sVaMyRna4GarxosqMG5zzzUNvPKh2+YdhOCM5zWEkjbc+l9HlkubATSHrwv0FbGl+DIJbgXt8ZSoVhHEW253DBJ79CcfWvFpb99Sgx9sY2x/wCeZAD/AFI61lyogJAZz2zvP+Nc8a1nc6lTlZpPc+obOwtdOjMNpGkaMxYqGzz+NWiGUEkH8q+SX04TXSsJpUUDDBXIzWnBPdWJWW11C7gkHCGOdhj9a1eLV7sxjg7KyPqq2lLw8nkcVS1DTEvJTI80oBj8sqhAxk5znGc14JYfEfxbZR+UurLMP71xbq7fnwa2F+J/i1ItzS6bJ/vWxH8mpfWIJ3KjQqx1R7A8GxEUZIXjJ+lNtYMM3HQ15Ivxa8SC4WFrHSZMgH7sin/0Kif40arZFxJotiXC7iVmfGK3jiIS0TMJ4eotWYPxs082vji0mRcR3kCyscdXX5T+gX8689e3SX78ake4rf8AGnjS68aaxY3Nzax2wt4NipGxYEt8xPP4D8KxkboKxm9TSCsrM6z4dyppM98yjasgTOTxxn/Guo1fXBcLtQbY1PGe9cVoLpGkxY4Hy8H8aNWvXl+VchRXoYWjD2ftJ6nhZhjK3t/YUtEt2eheH9MS58qSS6KnduZVXg8jgn6ACvWbaQSwhhXzjoEuspAbpb+4gtI++R85/ujIrbh+Ifi6xGEu7WVM8JNbq36jBqK9Wy12R24KjKacluz36KbDhG70l9EslszeWXeMFkAGTnBHH5kV49pfxhnSRU1nSg2CMz2Tf+yN/Q118Hxb8KTHD3F5B/11tH/pmuX2kG7pnd7Ka0aNHT7OaO6LSwugMCDcy4ye4+8f89zT5rf94h9zUMXj7wjcsdmvWac9JWMf/oQFW4dR0y92m01GzuBnjyp0b+RrojNMzrSlOXM0cV8VNKaXwlDfRKN9pdKzE9kYFT+pWvnG7mlE8s6oxDsSGxx1r628cx28vgDXUkkAT7DKdwOcEDI/UCvlq3TNug46VjUeo6OqsYaOXcMeSW5NfSt3CxsP3aFmbBKivB2sYZGBKAN6jivUR8Q54LhW/sWK4hUYxJMY8n6AHiseddTeKad0je0zw5q93bzXCWYCO4VBMwXeqgnd9Czf+O16Np1qLLTre2B/1Uar+nP615ePjVcIAreGo/YJeEf+y0ll8dLW4crN4avEwSGaO4VgPzAzXUsRHkUL6IwqUZzrOs1q/wBD2KG42fLJ93pmvPfH/hC21jVnuxqIglkRVeN4WfOBgY2+1RQ/F3w7PBI00N/bOgyI3iDF/oVOPzxTde8TjV/Cf9raaskYuSY9shCthSQQSOmcURmk+aLM6uG9pHlqLQ47w5oGl6V4x0+CCWW7ufOBaWRBGqY/urknPuT+Fes3cIKt/uivLfhuslz4182TbiKCRwqcgHGM57nmvVLqT5yPUYrSL5lcHBQ92JSutOGpaVdWjc+dA6D6kHH618v6r5z+TCUPmxqSyeh4B/UGvrKy/wBWGr5q8Z2YsfiBrsCkbVuCUx0AbDAfrWdbRXKovVo4l3lL4kBGOgI6V6x8FlDDWieoEP8A7PXCmFWGGAIPqK6TwnqF9oSXv9liJWn2bzIu4ALnGB+Ncrlbc6FFvY9VTQrye5F08kMVrATI8jE8sBlAPX5sE+wrg/EXidrRZrW1uy0a4UyAYJA6Ae1WtZ8X63qWl+Td3MSxKMeXBEI1/SvJ9TnMkxO49fWtFVfLyx2Z0OnzSVSotVseq6LrcXibw9Ijf8fFv94e1YsMpW+I3HbmuQ8JazNpWuxNGGaKT5ZEHcV1F7c2g1aeSJyAPmAzQ5aow9lKT909w8P3w1Pw7ZOiMZ1k2TlUJyVXCk4IxkYHOc4rUs0aPTI0dCjDqpXbj5vTJ/nXn/gDxNpulw3Y1DUra2SdF2pNIFyw7jP1ruE1vTL3i31Kzlz/AHLhD/WumLuYzk1HkS0/4f8AzLMMebh68n+Mdi+n6zb6iuBFcWez6yISP5MteyWcW6QOOQR1HNeefHmCM+EtOdjiVb7aox1BRs/yFTUehlB2kfPU1rdKo2jKEfwnmoVDKcMCMdjW+iBse1S/Z45Rh1B+tcnMdXKZ8fm2zmS1laFz12/db6joavwaxGcC8XyXz99RlD9e4qowwKgcVnZS3LjJrY6iHDRhlZWVuQynI/MUk54+lcgs0tlIZLWRom7gH5T9R0NakXiKCXYlyjITyzqOB+HWs5UnujaNVbM3IV59s4P8zV6Q4CL7ZP41SsmScCSJ1dCMblORk1ZJ33BHYcVhLc3Q+KP/AEt5j/Cm0VzeozltRvQSCuAgBPQ4/wDr11AYLAzdPeuIJ869mm4yzsfqM8Vth1eTZlXdkiCeRoyHBw2AM/pSwak6f61AR6rwaW9XCiqITLdc8/lXVY47nXaKRqNxiFjtXBYY/KvQLbw7bTKs88YIHUnpXB+B3ggmummbGdu0dz1r0NdV/wBH38KvSJfU/wB4/Su+jVUaaieXWwftcQ6ktjO1i4Uzi1iAWKEbQo6D/wCvWFMwZSw6DgH1qS/Z/PKBiMnLN7d6ryTRqgBwqkcfSuauuaLPUoNQsihlmbGckc/jWhafKCckqPX0FUB8rbwcqeR79hVveI4GGfQf415Uux6KC6YNbSsVUk44I96rXsNvb2ClokWU4G4DoxNTqQ4UHuc4rN8Rzr5cKNnBk3HHYCnT+NImo/dbM26nlVZ0ErhGCLt3HBHJ6UsHyxp67arSnfvcjlvf06VSS6mibh+Bnhua7nqcN9ToY/UjnFT2+tR3w8kFopunlP3+h71kW2pxtgSqUPqBkVVlRXHIz6VDgnuXGdtjpN3JOfapo4tqNsAwpyxrnYNWuLcgTg3MY6EnDj8e/wCNdDFLutHYfxVnya6nTTkpGBfaqY5G2jPXBrvtF1IP8JLZZDvdLqQN+LEj+deT6hkXLDtk10Onak9n4VNhMcRTTB8ZxgZroj7qMKvNUfKuhqNPKIFfz5ELPx5blMde4pmn6xrSF2g1zUowpwB9oYj9TWVd3yySRQW7EhST+GMCr0Q+z2ZJGDgsTXPUnKL0ZcIK2prr8QfFVssQi1ydgZApLKpyM/Suamv7nVNRvL+8lMtxcPvkcjGSapxvut0QFvlbceOh9P1qrOzJJ8jFevIrobbVmc1kndG3Gc9elW4782UqL5RaOU4LKeVx7d+tYEGpSRthwHUfnV9bmO58rYWyvUEdKiS01Li9TqJm82xOOQRXEXVq007KmM5712qt/oA+lYIQRXDOe9JaHY1dWIbLT7fTR9olk3yAduAKr2xa4vHuZSQn8I9aXUbgzOIlxg9TUDXHRFxtHp7Um2lch2WiNme8jKbWUN2GR2qp9nt7i4hUQp83Uge9ZzuxIGa0tLBMu89QOKwk2tRrXQ0JJ/sVwkNtNNEXUthJWAwMehrNvL67uoY47q6nlVZHYLJIzBTnGeTxwKTUJ1XVtwByiBQR2J5qrMu2EjGOpPPfvXTTvyI5aluZmgjZbg9e4q7FyMZ5NcpHK8J3I5U1qWuqsGAljzjup/pQ0JSJXqFxU7DNQuKlAULjoRVAwOWJHrxWhONx2mo4kO/k5FaIlkNrfXWnyAwyPE2c5H9R0NdLpnieGVgl2BE+MeZ/CT/Ssk26yLhlyKpz6cVBaI5AGcHrUyhGe5UZyjsdzc6jbR6SXS4if5SBtYHLegrmbVlPfnHQ1k2fMhDLkgY5HSr68Ang57Z5ohTUNh1KjnuS32fLUkck1RA+bn8ann3FVVnY45Aq74W0e31/X/7Pur2S1DRSNGY495Z1QsF9AOMkn0qzMsaDMtsbiRjyAv8AWt2PV/tMqhX4AwPauFguXS3kXJ+YCn6bftBOEYnBNXB2NJW5Eei3LrLb7vQZY1lLJ56Ox444B7Ckjud9scZ245NULe6L3Pkr/Ecn2FU5XdjOMG9XsZN1eXOmalmNj5bfMYzyp/CtK31+C9RUf9zIOoJ4J9jWbr0fn37CIjEY2/U96xHDq2HGD9KwnTjJlwqSiehQSBpcA8Bc8Vj6y/m6gi5yEX+f/wCqsex1m8tsKrLIMYCuM/rVj7RLLMZZ+XY84GKyhRcZXNJ1VKNkWHTEf4VksMj8a12YNGxDZAHSsaQkR5zz2xW7MCaNOnbHerbc1qa1oek2nhu21XS9RvJg119lzcwCNbghNzvEM7tqkhTu/vD3AzCOKTGiAjLAeprp4ztsWb0Nc7Gu64Qf7Qrogw+yFfWpZ1UNmcw8ccl25lXK5yBVa9uDKdu75U4Aqe+cC4ZVrMkVgcsvB6GqSIqStoja0O2DkzN64Fbmr/utPcDgsNtYGkarDbBY7gMArAgqM5rQ1fU4LvZHbP5gBy5AOK55Qk6mo1OKhoVIk+Tpye9U7ofvvwq7FIpTAO0+9U7oYn6jAAzXUcxAig5rSsF+frnpU/hDTtK1jxHDp2rXM1rFcEKsySxRrGepLGTjGM8DknAp62TWGvX9gY54/s9w0YS4AEi4Yj5gMjPrgkVL2Kh8SOngTdaqPasLUGVHIreVxFa89cVzOquijdnkmosd2yMe/kMbhlPNQQXC7vn+WhsTSYbmkksm6x8+xq7LY5JTfNdF0EO2RzWzpqYiL+tcmkslvJ3GOqmt221qEWnlLC/m9FHGPqTWFSlJ7GkKq6iH97eyyern/CnXS4hP0qC3kKsNwBPf1qW5kja3cq4PHQ10JWVjnbu7maQOKmjAz1Ge3FQSEheGya6TX/CGoeG/D+j6jeGZZ74yebC0ZAtwAhQMf7zK2cdunXOBiID0qF+hoorM0M+X/WGli/1mKKKvoQy8gFI/CN9KKKEBXSJIy8ij5iRmnwjduJ7DPFFFUJDHUBt2AenWo9P1W50PVU1Cz2efDuC+Yu4fMpU5H0Y0UUDKXSM4ot0U5Y9RRRTWxXRHVIxTQC6n5iCazdKkZY7iYH5xwDRRRDcup8CIk+Yknkk5zRJCkoCuuR/Kiis+piZDKIrsopOA2Oa01G4Z7gfnRRVgI/O76gfpVOXCggAYB6UUUmBt674sk8Q2tvFNpGmWrW6pHFJapIpSNc4QAuVA5JOByefWoCOKKKUhoLcZulrWuJGSA7fSiipOqjscze/64e9WNi7ACMj0NFFV0Mau5n3cKRONmQD2qe1OY8HkUUUzIm7Kp5G6oGHfv0oop9ALmk682jCeM6bpt/FKyuY76DzArLnBBBBHU5GcHuDWlpV/c6vrN5qF9J5tzcSebI5GMsSSeB0HtRRSexUPiRsai7IpAOBXJ6i7MwyaKKhbnZP4SKJQDwO1WkAx0oops4hJreOX5XXPoe4rKg4uQo9cUUVSEacY3At0IPakdQYyTz3oopgUpOFyD3rQvfE2r6ppVvpd7ezT21tK8qeZIzEs2BySecbePTJ9aKKQH//Z", "info": {"video_id": "174680", "label": "pretending to put body lotion bottle 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": "e73930631f244ffbd88de84117c5824348bbef6412c0ce30cf919311de285851"} +{"episode": 45394, "episode_seed": 2324513402, "split": "train", "timestamp": "2025-10-13T03:21:27.895555", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2324513402, "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 spoon behind glass of wine'.\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": "105159", "label": "showing spoon behind glass of wine", "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": "105159", "label": "showing spoon behind glass of wine", "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": "2a77880f4d217d1ccfc3af30c7976ea54d258d2cb725b139ce69a9355d02a465"} +{"episode": 45395, "episode_seed": 1643990561, "split": "train", "timestamp": "2025-10-13T03:21:30.343250", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 1643990561, "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: 'twisting (wringing) towel wet until water comes out'.\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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3jFZMkZRuaTEQtVeU4BzVhqxvEGoLpekzXj9IsNjPXnpQBk+KL1bfTpIQ2JJgFUAZOCQCa5n4equ7VARkZQf+hVjHWtU1G4nvXUNGGXdnooByFH5VreBWIm1TH99D+rU5q0GXSfvo1dStl3F1Xvg4ro/CdzutZbYnlDvX6Hr+v86z5Ilk3A1FpMhsNXhZuEZtjfQ8f4VhCR0VIXTPSNPkyChNaQ61g28himH1wa3I2DrkV0HIJcH9yw9qxW4NbUwytZc8JVie1JgVz0qtIQFJNWG6VRvpFis5nZgqqjEk9uKQGZq18lnalzkseEUDJJxXimoqTfTEhgxw3zdckZrbl1jVNf1Z5YG2LEmVHUIuMfmaxLyUvdlnxu2hTj1Ax/StYKzJk9D6Wi+5T3YRoznooyfwqOL7tVtZd00mcp1ICn2BODWd7I0Su7HDS3CyyPLkDLnOPeoZnkjlXymKswIJFZl7MdNvy8rKtrOdsmeg9DWhE+6RBkEovbuOxFbT0gyaKvVSMS50xJZTMzsHY7XUHG73rrfAk0tnqi2UchNtMjZQ9mAzmudnOJnUnkvn9K63wTYObw3z8IilU/2iaStyXCd1UaOzuEBU1jSjDEVtzcqaxp/9YayGULuZbe2lmc4VFLH6CvFra6S98Q/bL0sUeRpW4z9Pw6V6n4vmMHhi+YHBMe38yBXnXhHR7bWPE39n3N7JagxymNkTcWZUJC+3QnPt71cFuTM9H+FEqTX2vPH/AKsmHH/j9em5ryf4My+ZLrfPAEH6769YpPQa2Of8UL/x7P6hl/ka5nUVzpEq5wGXmut8SrutLc+kuPzFcrqpxYNGOrcCuafxHdRfuEmhaJYXumwzyGUSfMhZWxwDXf2ENvb2qxW8YRB2Hr61yfh+MxaRGuMZZiPzrdtLgxuATxW6k2tTkmkpOxpyqMVkXAw9assq7M5rImfc1DJKrnAJrwfXr8ap4umnlDPD9oCADuinGB+v517hqMhisbhx1WNj+QNfPUkhhYSD7xCyA9ecnNXDcmWxr+IrqO9ui8KlY0A4K7evtXo1mhmjiKjgL3rifEel6XH4ctdU0zUbuaNrv7N/pECxrcEIGd4v4tqnCnd/eHuB6Ze6adJhzE5eKQnbkcp3xUVo+6jWhJc5WdEhkVywClRn61m7kuvEKRJ915VzTpy0oBY8iqmnzpD4htZZDhPOUE+meP61zRWp1yeh3IPNaVndcBGNZ0i7JCp7GhWKnI610nAb7gEZrNuxUiXwMHPUVSluPMJoYEDda86+J18Vt7OyU/6xjIw9hwP1NeiMeK8m+Irl9cCnH7u2Vh+Lc047iexj2d4YvD7Waw/NI5O8Ec846de1bPgNSs2o4PTywf8Ax6qfgz7FqetJo+p31xaW9w5CTRzRRrETyxZpOMYzwOScDvWx4Usm0/Wdfs2juI/s84i23AAkXDMAGwSM+uDj0p1V7rKov30dO8Y645qpdwFotyjmr+PWkKhgR2NcR6CVzZ0y9F9YxzZ+cDa4/wBof49a27O52nDGuP0BvIvLi2/hYbx9Rx/WuhU4rpi7q5wzjyyaOiyHGe1VLrG01Bb3u2Pa3UVWnui7cVRBFJXI+P702nheZUOGnIiH0PX9Aa6tmzXB/Ed/9CsEJwrTnP8A3z/9ehbgzhdDuLi1juzDEH8wKDkHI64xisq8jaOXa+d/8WfWprLUZrIlonKllCtj2rb8S+Db/wAPaBpGp3/nC51BpTNC0ZH2fAQoGP8AeYNnHbp1zjZLW5m3pY93i6CluEWS3lRhlWUg/lRRWPQ2W55lr9hb3caCZSQrBgM98VR0a4eWV4XwViXCnHOM9KKKqX8L5FQ/3j5kN4Ab2UY6LkV6D4ZJj0m0AJOUySfqaKKF8CJqfxZHSSHMdY833zRRUgcp42GfC977Kp/8eFeWadq91o2rpqNqU+0Rhtu9dw+ZCp4+jGiitKZlM9L+CPXW/wDth/7PXr1FFTPcqOxl+IADp8Z9JR/I1x2o88egJoornn8R3UPgOh0rnSbQ/wDTJat0UVqtjln8THvK5jAzUG4kUUU2Ioan81hcg9DE4/8AHTXzxMcJGeuMjB9M/wD16KKumRPY29e8XSeIobWGbSNMtTbqkcUlqkilI1zhAC5UDkk4GSefWvoS5t47myeOUZXbn6EDrRRTq7Cp7nBzDANY16MRkjryc0UVxHomxYeIdQvPHcumSuhtVskkChed2xGJz6/Ma6uiiul9DgEycVH3oooGI5OK8p+ISg+IYf8Aat8H82oopw3Jlsc7pGvNoyzRnTdNv4pWVjHe2/mBWXOCCCCOpyM4PcGvSPhXf3Gsah4ivr+Tzri5kiklYgYJJfPHQD2oorWfwkR3Ox1rT7eGATxJsYtggdPyrCHeiiuCW56VF3iNtnKa3a7eNxKn6EV0poorSn8JhX+ITvTT1oorQwEb7tcF8Sv+QRbHus+R+Roopx3B7Hl8vyuccc5rSv8AxPq+qaRbaXe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRXQZH//Z", "info": {"video_id": "70712", "label": "twisting (wringing) towel wet until water comes out", "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": "70712", "label": "twisting (wringing) towel wet until water comes out", "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": "0609bc647677a348ad38b1bfb891ebecfaea57e242dbe25294d5da40cff5a42f"} +{"episode": 45396, "episode_seed": 2394501404, "split": "train", "timestamp": "2025-10-13T03:21:31.291262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2394501404, "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: 'uncovering a glass'.\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": "19828", "label": "uncovering a glass", "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": "19828", "label": "uncovering a glass", "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": "ad5fe7ceeea373a6610faa7623e2b9801d0e2d1609750276771be46d0a12780b"} +{"episode": 45397, "episode_seed": 568952226, "split": "train", "timestamp": "2025-10-13T03:21:32.677738", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 568952226, "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 open a cupboard without actually opening 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', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "204263", "label": "pretending to open a cupboard without actually opening it", "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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"info": {"video_id": "204263", "label": "pretending to open a cupboard without actually opening it", "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": "036ee8e5882eeb446f10308749b31655dedfeeba4236ecf9c224fa71d163ab37"} +{"episode": 45398, "episode_seed": 2130945252, "split": "train", "timestamp": "2025-10-13T03:21:34.683096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2130945252, "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 candle upright 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": "165793", "label": "putting a candle upright 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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", 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", "info": {"video_id": "165793", "label": "putting a candle upright 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": "2d9addf68817beb605218e377d8d71eb2b28a712e9ed909b445cc29b64086e58"} +{"episode": 45399, "episode_seed": 2308063780, "split": "train", "timestamp": "2025-10-13T03:21:37.742423", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 495, "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": 2308063780, "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: 'letting a plastic roller roll along a flat 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, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154756", "label": "letting a plastic roller roll along a flat surface", "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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5NWZSOJRkPIQmV5wSOvrTN22UrGCcYzuPBx1qbGiKgTfG0rBSxHpkjHc1wfjedI73TAV42uxz3zgV6HcBvLYEYdeQo4rzHx6xe7sPlIYQsSM5wS1OOjuLdCWF2XRI0bagJwAcZJ/rXa25eXTIi2AecDOTwen9a870lT5a5B9Sa9G0yNBpiwFDxluepJ9P0FEnd3KStEnnj2GPBTbkt681TmxHA8jYGScruyQOn51qx4SNpHy3Hy4rm9VMqXIXcUiHI9evp/WpWrsTPRXOwNynLqp3HoAep9BSRrhSAG3A5boN2Op598VCkRaPGAVViAfTufqam3L5zEOQqgAOvbB9O5/wq2ZoJcMgOxV2jHB+97fXrUbxMhMce1WHKhh1PXr0wKnkA8x5BtKMPu9AT6fnTDtj4kw5wMr15PX+Z4qbGiZAo84mYggbdud23P8AnmogiAqc4JyelXMBELQjYBkgnvVaGWIxh8gLyNrD3pWKTGrGSCC24u2SByaikUmBwgJPQt05xz+mDTmXqrAjLfcI5zTgu9WSSUuSQRz90fy60wZWeHbbq6pkuQSenbn/AD71CEwZHVG2qQuOB2zge1X7dN4VZCCijOfU/wAqxdVmeJtkW0pJ0bjHTp7Dmkt7CltcvaHdZmuItgP3dueNw55xWsJRK3mYyg4HPQd6wdAUtc3HZjtB54xg5/DkVuMVWLbwXYhsdARwa0ZincnJeMbVEZDDHzc5+hx9PyqHy/vFTkqcA45xx2PpUy7JYWjTd97PsfYd6j3LIhfepVTtQgdSDyfrUNGiZWOXJhVwyyDdhjjGfX+dLNEqvgLxjIwD27jNWg2cExgbSSGYY49aqyuI7kIwYrtJzjGPb6UNFXIQgDITlQOQCOppVj+YGNdxJ7HgdevtjI/EU6RhJsdT8q4+foe36f40wIqlZDuCqQxAyM/X6n+VIdxkMRe4k6Eghl5Hv61XKFiqYXJfJYNgDvz7dqttH+9zGeWHOOnXk+lR6iVWHEA/eIM4IOO9FxboxdUuHjjZY8HjB+bIx2/H+VdYCrsrA8KCMgd+w+tcM/myL8/LhgfmGSv1/Ku5CbELIDhRyx65/rWiVjG92LIPLMcewgA7snnP+ealTE8IGwgLlhg8kfTsaRY1dCWfyyPnHBPPtTFUERGUHzSSgZuAO+cH8P1pWGmJ5gZElO4lzuHbA6Ypx8wgGQAZ+Ukdz9f0pipLK+HbLbirMOxPapDGCNpTccH74/H+dKxdzOZts0iuh2jGwg84/wA4qrLYxuW3xfe7Dggn1rTEfATYEBJyNuOP84qF1jC5K4YDJKnA/ClYZBBDFbtu284KEjoM9akjiAmIUYXOWA4z9Pxqtvk8xoweCdoweMdfyqaEbQqiUkMOCT+WT/WqlBpApalXWSzRO8AK7flJPGRx37U3w0AzTh2LYxnHHc1oX9uqaTc/OhwnBUenNUPDQMstyRhGIQFfUnP8+1KGxFT4kb21htwAQ3Qe30+tOkjXylkjZ/MHBQAcge9TKpCeTsGduSrdf88Ux1IwTjLclPbjmqsSQuAPO8tgjKNzsTkkHrSJExJdtwHUAHrn/IqWNVkAKqgAf5s8ZHpRPMWVHwD8+Sc5Geh4/pRY0uV541dNyxKxzzwCfc/pXNeJ9E/tJobgL88Z2kYxlT/LmukkQnfGiOMncoIxx1PJqNwXh3mUsGOCTnrk81LQ0zhBorWtx+6DbSu5ee4rprZS0MatIVC8A54z/nNX2RFlPmYYEdQPvHtj8qpYKZQ/eAzx/nirhZ6MUi/Cgm480Arzhu/pWV4jTybiDaof92wYAfy/OrMdyYbtRuBXGen6VD4iZWjgmjwUy23Hfv8AnUuHLLyJbvE243wwwQTjauR1OPT3p7wmMq5hyhIw2MAHPJ+lSeWCFYlVZR0Pof8A61IwDDymwRk7VP8Ah61TJuMlysZEgEgDBkQYyp525PWkXdJKxTGSTls461JtfLnzB+++QDpj3H+NSSeXFHlACpKjnklff3yM0irkM/QsJCreigYx2HT2/Wq5jVW3KjYUAkkAn6Y6VOzGOOZflcL83T5SOxNMLgI3ybBjHX0xz/hUlJkEiNG2VdWOOy8/5NU/tDSIuwKG/hJ5wP8AP86uOuXQHKBjnGO/P6VQ27ZZI1PcqO3A7ZqopPcTuXI/NkXYqfMeCByeapa5EsVhDKyEASYIB5xj261It00UiOd25jxg4z7VkMsut+KJ9Kn1a4toPnaEIm7LKhYL7Dgkk+mO9TKHLK4X5o2Lvh4ENcgElW2nrkYGcfyrolR7lflPJAYBiBgDr/OuK+Hl1Nd/b/Pmd0AiwuehOc4/wrttgAxHuYjOABjjHAqtzNaDEyV3F/KKuRiPvnoMjt3pjlwzBowmGOB6+pP1xmpSiSqF34Q88DHT1H9KkjZDl2GWcgtuHUA9KC0yNVKjy3cscjcq8HPSq2FBYBdzbgBvJOOR2PvzU5ZnXfuY7XIJzwQT/PrTGeVpnQbWz09uMj69aTRSZE6KBtZ3UjgYOc57/TP5VTkmeOY4z93duIB9R/jV6UMSzFdoBGSRjBqjcRgJCyowbHIPOPr+NEbbMGOiEg5d+OnI+7n+n+NXFt3KMZCuHXli34c/4VmBurLgjG7n19//AK1VtV1GaHw80tvKYZldApU8lSTkU6kOqFGXRmM+0rgKFaPt68jn9a9Atx5eSy5JI69Pw/KvONatYYdFt9Q07V7+YNeG2BuIljWYhNzvFjnapO0hu5HuB6VDmQwKAWG0FcnjGe1NO5nawhQ4O1Qm0HG4/jimKEd8bPnA4z2P1/zmp5BvilIYjLZA4JXBx/hTkiw7SIgIxt3dcc47/SiwJkYYpGEKkELk4PUnrVQSIoic4B24Y4J+h+tXXVVHmqR5gXg9ifQ1XVig8vIHfG7K544NIq5DGJd+0yEEHIDHrz1z7ioJRmLdlWyeh5/P2qe6LrvYhiSwwy8E+v8ASmiIEM2DtdicHjGOfy4pMpMz7nb5pljwU28kHv3+tQyOYo3ZSCAeh4JFaDJ9pTapGwDCNgfjx/WoZ7UnCllIVfvev1q4TstQcHLYkMoudOkQMGk2MD+XX/Gs/wANMzPcjDEDYTjPOc8/SsvTHW78ZNp15qFzZ27v5aSRSxxrGO5YyDGMZ4HJOKu+GPtNrqetWUhuA1vcBAlwAHXlh823jOAOnFSrc2gpRfU7FAwE7DacZHGeR6g01kUmPaC+xSMHnntnPbn9KdE0c5AYr0G1VXA59Pf/AAqwYw8oEiZK/LkZ6g+3tV2MkyDb5IC7xjPQHBP1FV7jaoABCKSWOR1A6frV7yWyuFxkdG7Ukq4hB2gkckFT6gcUmi0zNBLBlDHJG3A5BPbqf0qqyEyshQNvTaSG4PbNXpYFiAd8YyzH5c4Pr9aZGZCjDglUygA+X8T+P6VLRdyvKVhOQckHaGU8nA6nP1qMQCQiRpPnUHO05BPepsSzkBkiUMOML3x/LFJKgi6kbQR055qb6mkIX1ZQNtghshmzz8tUrqFwqQSBZFYlwgBzwMn9P5U7xHcPZ6U89tKYn8xRuTrjvWJrljrug2Wjand3t2k940geJkI+zgBCik4+8yvnH4dc0czZVSMY7LU75MeZImAVAGAfpT5OcJ/CFDAe5FFFaHH1G2p/cbiATvxyM46f41GP3lu7EYKSkDHsaKKTNEWXtIwIpSzsXGWDNkHg8foKooxNu4yQCOgoopMaK5d5RCxchnXll4P0pl5bolxsBO1cUUULcHsZ90NrBQT8pyMmuSn1O50rxFdXtuU82GRtu9cj5lKn9GNFFVPYmO5r/DlQsdyi8A+USR17j+tegTDbFOQSCoXGOKKKS2FLcghUPdAnjGen0zUt0ClyFDEgcc+5xRRR0GitLsjlnHlo4WQgbh05P+FLdIIshBgRL8o+vrRRSZSKUbtK5LH70G849aJIo4oJNqDJOS2Tk8CiipYykiq1ozbQCrlQR6VieIVEWgb1znzhx24NFFb9DMyNY8RtrnlxS6Xp1u1uqRxSWyOpSMfwAFyoGTk4HJ5r1dFCwROCQ0jEEjtgDp6UUVlAqpsibyx5Q67g+N3elZcMULFgo4JooqzNC+ShhIxwe3bsKpXEKRSkIMDZ/NsH9KKKlloaY1GVI3jhfm54BoMaNAjsoJP5dDRRUspFTyUjywB5JBzTJFDJvJO4E8596KKk6aexwmq622ka1qMf2CwvYpbgEx3kO8AoPlIIII6nIzg9wa3fBl/caldahf3jiW5umjeVyByWJJ4HT29KKKcdzCruzuoRnfJk5VgAO3NWYj8qHAyCF6dR0oorY5kEn723YuSSGIHsAeKotks4JONuOvvRRSL6EF1gSTRgDajYHtwaqySGM+SmApDZI68cUUVLLQkLt5iMTuOMfNz2zT5R+4VjyWTJz3oorPqdkPgRzXjL5fDp28bpEziuFufEOqalYWWnXl3NNbwSvKgkkZiWYgHOTzjHHpk+tFFNbGNb4j//2Q==", 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5NWZSOJRkPIQmV5wSOvrTN22UrGCcYzuPBx1qbGiKgTfG0rBSxHpkjHc1wfjedI73TAV42uxz3zgV6HcBvLYEYdeQo4rzHx6xe7sPlIYQsSM5wS1OOjuLdCWF2XRI0bagJwAcZJ/rXa25eXTIi2AecDOTwen9a870lT5a5B9Sa9G0yNBpiwFDxluepJ9P0FEnd3KStEnnj2GPBTbkt681TmxHA8jYGScruyQOn51qx4SNpHy3Hy4rm9VMqXIXcUiHI9evp/WpWrsTPRXOwNynLqp3HoAep9BSRrhSAG3A5boN2Op598VCkRaPGAVViAfTufqam3L5zEOQqgAOvbB9O5/wq2ZoJcMgOxV2jHB+97fXrUbxMhMce1WHKhh1PXr0wKnkA8x5BtKMPu9AT6fnTDtj4kw5wMr15PX+Z4qbGiZAo84mYggbdud23P8AnmogiAqc4JyelXMBELQjYBkgnvVaGWIxh8gLyNrD3pWKTGrGSCC24u2SByaikUmBwgJPQt05xz+mDTmXqrAjLfcI5zTgu9WSSUuSQRz90fy60wZWeHbbq6pkuQSenbn/AD71CEwZHVG2qQuOB2zge1X7dN4VZCCijOfU/wAqxdVmeJtkW0pJ0bjHTp7Dmkt7CltcvaHdZmuItgP3dueNw55xWsJRK3mYyg4HPQd6wdAUtc3HZjtB54xg5/DkVuMVWLbwXYhsdARwa0ZincnJeMbVEZDDHzc5+hx9PyqHy/vFTkqcA45xx2PpUy7JYWjTd97PsfYd6j3LIhfepVTtQgdSDyfrUNGiZWOXJhVwyyDdhjjGfX+dLNEqvgLxjIwD27jNWg2cExgbSSGYY49aqyuI7kIwYrtJzjGPb6UNFXIQgDITlQOQCOppVj+YGNdxJ7HgdevtjI/EU6RhJsdT8q4+foe36f40wIqlZDuCqQxAyM/X6n+VIdxkMRe4k6Eghl5Hv61XKFiqYXJfJYNgDvz7dqttH+9zGeWHOOnXk+lR6iVWHEA/eIM4IOO9FxboxdUuHjjZY8HjB+bIx2/H+VdYCrsrA8KCMgd+w+tcM/myL8/LhgfmGSv1/Ku5CbELIDhRyx65/rWiVjG92LIPLMcewgA7snnP+ealTE8IGwgLlhg8kfTsaRY1dCWfyyPnHBPPtTFUERGUHzSSgZuAO+cH8P1pWGmJ5gZElO4lzuHbA6Ypx8wgGQAZ+Ukdz9f0pipLK+HbLbirMOxPapDGCNpTccH74/H+dKxdzOZts0iuh2jGwg84/wA4qrLYxuW3xfe7Dggn1rTEfATYEBJyNuOP84qF1jC5K4YDJKnA/ClYZBBDFbtu284KEjoM9akjiAmIUYXOWA4z9Pxqtvk8xoweCdoweMdfyqaEbQqiUkMOCT+WT/WqlBpApalXWSzRO8AK7flJPGRx37U3w0AzTh2LYxnHHc1oX9uqaTc/OhwnBUenNUPDQMstyRhGIQFfUnP8+1KGxFT4kb21htwAQ3Qe30+tOkjXylkjZ/MHBQAcge9TKpCeTsGduSrdf88Ux1IwTjLclPbjmqsSQuAPO8tgjKNzsTkkHrSJExJdtwHUAHrn/IqWNVkAKqgAf5s8ZHpRPMWVHwD8+Sc5Geh4/pRY0uV541dNyxKxzzwCfc/pXNeJ9E/tJobgL88Z2kYxlT/LmukkQnfGiOMncoIxx1PJqNwXh3mUsGOCTnrk81LQ0zhBorWtx+6DbSu5ee4rprZS0MatIVC8A54z/nNX2RFlPmYYEdQPvHtj8qpYKZQ/eAzx/nirhZ6MUi/Cgm480Arzhu/pWV4jTybiDaof92wYAfy/OrMdyYbtRuBXGen6VD4iZWjgmjwUy23Hfv8AnUuHLLyJbvE243wwwQTjauR1OPT3p7wmMq5hyhIw2MAHPJ+lSeWCFYlVZR0Pof8A61IwDDymwRk7VP8Ah61TJuMlysZEgEgDBkQYyp525PWkXdJKxTGSTls461JtfLnzB+++QDpj3H+NSSeXFHlACpKjnklff3yM0irkM/QsJCreigYx2HT2/Wq5jVW3KjYUAkkAn6Y6VOzGOOZflcL83T5SOxNMLgI3ybBjHX0xz/hUlJkEiNG2VdWOOy8/5NU/tDSIuwKG/hJ5wP8AP86uOuXQHKBjnGO/P6VQ27ZZI1PcqO3A7ZqopPcTuXI/NkXYqfMeCByeapa5EsVhDKyEASYIB5xj261It00UiOd25jxg4z7VkMsut+KJ9Kn1a4toPnaEIm7LKhYL7Dgkk+mO9TKHLK4X5o2Lvh4ENcgElW2nrkYGcfyrolR7lflPJAYBiBgDr/OuK+Hl1Nd/b/Pmd0AiwuehOc4/wrttgAxHuYjOABjjHAqtzNaDEyV3F/KKuRiPvnoMjt3pjlwzBowmGOB6+pP1xmpSiSqF34Q88DHT1H9KkjZDl2GWcgtuHUA9KC0yNVKjy3cscjcq8HPSq2FBYBdzbgBvJOOR2PvzU5ZnXfuY7XIJzwQT/PrTGeVpnQbWz09uMj69aTRSZE6KBtZ3UjgYOc57/TP5VTkmeOY4z93duIB9R/jV6UMSzFdoBGSRjBqjcRgJCyowbHIPOPr+NEbbMGOiEg5d+OnI+7n+n+NXFt3KMZCuHXli34c/4VmBurLgjG7n19//AK1VtV1GaHw80tvKYZldApU8lSTkU6kOqFGXRmM+0rgKFaPt68jn9a9Atx5eSy5JI69Pw/KvONatYYdFt9Q07V7+YNeG2BuIljWYhNzvFjnapO0hu5HuB6VDmQwKAWG0FcnjGe1NO5nawhQ4O1Qm0HG4/jimKEd8bPnA4z2P1/zmp5BvilIYjLZA4JXBx/hTkiw7SIgIxt3dcc47/SiwJkYYpGEKkELk4PUnrVQSIoic4B24Y4J+h+tXXVVHmqR5gXg9ifQ1XVig8vIHfG7K544NIq5DGJd+0yEEHIDHrz1z7ioJRmLdlWyeh5/P2qe6LrvYhiSwwy8E+v8ASmiIEM2DtdicHjGOfy4pMpMz7nb5pljwU28kHv3+tQyOYo3ZSCAeh4JFaDJ9pTapGwDCNgfjx/WoZ7UnCllIVfvev1q4TstQcHLYkMoudOkQMGk2MD+XX/Gs/wANMzPcjDEDYTjPOc8/SsvTHW78ZNp15qFzZ27v5aSRSxxrGO5YyDGMZ4HJOKu+GPtNrqetWUhuA1vcBAlwAHXlh823jOAOnFSrc2gpRfU7FAwE7DacZHGeR6g01kUmPaC+xSMHnntnPbn9KdE0c5AYr0G1VXA59Pf/AAqwYw8oEiZK/LkZ6g+3tV2MkyDb5IC7xjPQHBP1FV7jaoABCKSWOR1A6frV7yWyuFxkdG7Ukq4hB2gkckFT6gcUmi0zNBLBlDHJG3A5BPbqf0qqyEyshQNvTaSG4PbNXpYFiAd8YyzH5c4Pr9aZGZCjDglUygA+X8T+P6VLRdyvKVhOQckHaGU8nA6nP1qMQCQiRpPnUHO05BPepsSzkBkiUMOML3x/LFJKgi6kbQR055qb6mkIX1ZQNtghshmzz8tUrqFwqQSBZFYlwgBzwMn9P5U7xHcPZ6U89tKYn8xRuTrjvWJrljrug2Wjand3t2k940geJkI+zgBCik4+8yvnH4dc0czZVSMY7LU75MeZImAVAGAfpT5OcJ/CFDAe5FFFaHH1G2p/cbiATvxyM46f41GP3lu7EYKSkDHsaKKTNEWXtIwIpSzsXGWDNkHg8foKooxNu4yQCOgoopMaK5d5RCxchnXll4P0pl5bolxsBO1cUUULcHsZ90NrBQT8pyMmuSn1O50rxFdXtuU82GRtu9cj5lKn9GNFFVPYmO5r/DlQsdyi8A+USR17j+tegTDbFOQSCoXGOKKKS2FLcghUPdAnjGen0zUt0ClyFDEgcc+5xRRR0GitLsjlnHlo4WQgbh05P+FLdIIshBgRL8o+vrRRSZSKUbtK5LH70G849aJIo4oJNqDJOS2Tk8CiipYykiq1ozbQCrlQR6VieIVEWgb1znzhx24NFFb9DMyNY8RtrnlxS6Xp1u1uqRxSWyOpSMfwAFyoGTk4HJ5r1dFCwROCQ0jEEjtgDp6UUVlAqpsibyx5Q67g+N3elZcMULFgo4JooqzNC+ShhIxwe3bsKpXEKRSkIMDZ/NsH9KKKlloaY1GVI3jhfm54BoMaNAjsoJP5dDRRUspFTyUjywB5JBzTJFDJvJO4E8596KKk6aexwmq622ka1qMf2CwvYpbgEx3kO8AoPlIIII6nIzg9wa3fBl/caldahf3jiW5umjeVyByWJJ4HT29KKKcdzCruzuoRnfJk5VgAO3NWYj8qHAyCF6dR0oorY5kEn723YuSSGIHsAeKotks4JONuOvvRRSL6EF1gSTRgDajYHtwaqySGM+SmApDZI68cUUVLLQkLt5iMTuOMfNz2zT5R+4VjyWTJz3oorPqdkPgRzXjL5fDp28bpEziuFufEOqalYWWnXl3NNbwSvKgkkZiWYgHOTzjHHpk+tFFNbGNb4j//2Q==", "info": {"video_id": "154756", "label": "letting a plastic roller roll along a flat surface", "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": "63e8b9edad3059f6f7c5f5b027be736a45058fabbaab96e3a4ffabc642894789"}