diff --git "a/video_unshuffle/swap/train/batch_000144.jsonl" "b/video_unshuffle/swap/train/batch_000144.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000144.jsonl" @@ -0,0 +1,100 @@ +{"episode": 14400, "episode_seed": 2330873005, "split": "train", "timestamp": "2025-10-13T02:56:33.790292", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2330873005, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a carton is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "6401", "label": "showing that a carton is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "6401", "label": "showing that a carton is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "6401", "label": "showing that a carton is empty", "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": "29b3092f3e9230e8809da814db27ab0737fa711f7405fe1af300d5b388df85a0"} +{"episode": 14401, "episode_seed": 218785148, "split": "train", "timestamp": "2025-10-13T02:56:35.215813", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 218785148, "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": 3, "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 rubber band over sunglasses'.\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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "70360", "label": "holding rubber band over sunglasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "70360", "label": "holding rubber band over sunglasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Cea1laKUSIAynnBPSmBsMeK2HrzDU7yeDRodQsdd1GUNc/Z8zxqizkLlnj77VPynd6j3A9MJ+UfSi1gTuGeakV+KgzRvwKQHlfxd/taW+tmaKQ6RAiusiD5VkYkHd79APQfWuAhkzapLg7t3X+Vew+OfM1LTJLBC2JABx9RXmFp4a1A3wtblDHCrYLA53j/ZHv+laRlZWMpQ1ud94R0xrnw1bGTIE0kkuB6M3/wBau+s4I7W2SKMAKo6CsvRrcWtlFFtChVACjsPStbNZt3ZolZDnaoHNOZqhY8UhjGNWdPPMv4f1rhor+W68bT6Zdatd2ls82yN4pY0WPoSWLjGMZ46k4Fa/g+4vW1LW7W8muX+zSrGq3GN68sOccZ4GccU7dRX1sdYTTlamE0gamMh1jVF0fRbzUWiaUW0Rk8terY7V85XOpTa1rE15fSiWe5kJLjpjoAPQDoK+jbx4vskqzIrxspDKwyGHcEV4B4pgFt4lubuG3SG3kfKBBhQcDIx29cVUHYzqRuW/C+W8RabFGPmjnLg+gCNn8K9R07SWmvxcXHKocqvbNcL4B06RtRbUZk27lIiBGOD1b+g/GvWYAFUYpTd2OCsi1nioXNKW4qJmqGWMY1C5GDWR4tvLiy0N5raZopRKg3J1wTzXPa0niPRdG028utRvFluy/mRFcCHG0qCcfeIbOO3500ribselE8VGTRRTRTGuflNZFyis+SM0UUmAWsEcediAZ61eSiigCXJxTG70UUCIyeteZarfzaX4wvL232+bFM23cMjldp4+hNFFERSOg+GY2jUwOg8of+hV3jGiih7jWw3NU735kwelFFMZjtZQSsN8YIB6GtKFQgAUYAoopAXUPFI5NFFAiJjxXOeNP+Rcf/rtH/OiigGcbq3iFtZit45NNsLcwqqRvbo6lUHRQCxAHOeB15r2PPyj6UUVUhRIyaa5O00UUhmFexq8pLDJqvYWNukxmCZkP8R7UUUuozci4qzn5aKKBEbGomPWiikB5rq2rtpniHVENjY3kcs4Ypdw7wGUcEEEEdeRnB7g10fw/vJ9QvNavLmTzJ53jkkbGMk7qKKvoStztmNMzRRUllDUmP2dhnjFcXqEUawMPLRgTk7lB5/Giihgb+j2kVvbqyAlnGWY8k1vRE4oooEPY8VCxoopAc341J/4R1/+u0f864S81vUb7T4bC5upZYIHaRd8jMSWxnOTzjHHpk+tFFVHYl7n/9k=", 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"info": {"video_id": "70360", "label": "holding rubber band over sunglasses", "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": "c3282e2782071963b621c5befe9e8eccb8a0abe116ca72fb2f4c9a46dba8ef0f"} +{"episode": 14402, "episode_seed": 2901174123, "split": "train", "timestamp": "2025-10-13T02:56:38.513517", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2901174123, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a straw is inside a 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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0ZySk22e9qNoCjOAOtcX8SNNub3RVlhaR0hbzGiQZwVBIb8CKseAtaudR0idL2QySW0gUSN1KkcZ9cc11MoWWPYSMOOR6iumEuaKZS1R8paqrXl19oaJlMnzEkY571iNau0zkpntXufxQj060EbC3iS4bZEHUYAAycY6e1eYtHnkjJpyGtzyiiipIIjNOkQONzAZ9KYHunhbRLfTPgfNdb4zeXxN6VDjd+7kTYP8AvkMfxro/GWqQ3fgqZ1kUss0MwGf9sf41va2PD8Xw++z6elksbaePK2bA3KgDPfPQ+pxXD6jLbz+BGULGZGtV5AGcjH+FNk9TXj1FGVcMMkVzviDUIP7TshI4UsjgMfXI4q1aXEJgQ4U5UfyrkfHEy7tPdccM44+grGsr02kTLVHQFlK5yCPrXpXw/u0j8JZR+GnkOR3wccflXzyt6wi++QPTNe8+A2Fp4K0ZNoy9sHb3LMW/rXNglJyfMOF76nZrqAcxqeF6HNeZ/FnWNtskcTjLSKp9MDJP9K7w3UY3MV4HNeN/Ey9W51KGNTgLub8+P6V6Bo9jn7K9iC7+FJOCDXOeJLER6jFcWoxHcZ+UdA3f8O9M1G6NuIdp6k1ctJ/7QsGiLfMvIPp61zT0dzqp/AkU5NXuorFNNhLh4WOfL/ix1Jx1Favgu7vr3xLZxeYwjL5uZCM4XB4/z3NZ19rN7pul3OjW/wBnihuWDzypCBNMvXa0nXbn+HpxS+C0d/FmmRksqJMJpMHso3f0x+NCitC3LRnqfhjURHoFvG2cplB+DGptf1BP7Hui4yu0E8dORzWbos0cMU8ZP3bmTA/4FmjxHdCTQ75B3hNaT1TPOa0HQSRyQqyOGUjgg10XgWRU8Vgg/Mtu7AD04H9a8csb6RIgFkZeOxr0f4TPJNq+r3eSxjgij3HnGWJ/9lrzsPz+1SZMb3SPZTdyBWQAjnOa5P4i6q0Ph2dQTnyj+Z4/rXQG5kkZAV5PNeb/ABM1AtYC3PG5wpH05r1jY83srokeXKcjorH+Vednqa7dSAvHSuHPWpEdf8MNKOrfEPSIzay3MMEwuJUiUE7U55BI4ztz9a94lu57Hx3c/wCiTKbmyhJRgAxKHbu69MCvPv2eHt7bxLqMkiFp5bUxw7R82AQzY/8AHfyrtde1Qt4+tpjDNG3kGIo+MnjOeCetNEyKeoXkv/Cf3kpidTNaRPg+3FXjdysuQprG1a73eKoLgoVLWrJ+TZ/rVhrtygwhpC6mJb6jE2rX0EzBJllJ+b+IGrlzNFHA0jSKFUbic9hXA6xcFPEl0SfvHNOWVruWC2ViTNKkYGf7zAf1ryKqmqrS7mautj6g0xpYtG0/YhGIEHPb5RTNRu3i0ucZOW96QNLEjIp+VOBWB4tvXstHdtwx5bHj2Fexa2h0I8Ovr2SXXbu5VslpWPPQjNJe3a7InU4DZ/CqjMDIT3PNZ+o3GxkXPYms56oqn8RYnuwUxmo4b79xtz0NYsl0SOtQC6IB5rFI6LmpqFySVcHkDNUdRaJnSQFmlnUO5I4UYxgevTNVGnaSJmJ4PyinOytbRuwy4BjA9Oc5roqK0Yry/Uim/elI9TbXiNA0O7dMQSAxlM9Ao2j/ANBrTTVbKSPcs6ge/BrkdahlsfCOjW8o2vGASPQkEn+dZkV3mLrXmYqMue8Wcc177aPoH4aTi60i/lhIMZuSisf4tqjP6tXYB5EkUswJUdK4T4YQPH4EsJQSDPJLL+BcgfotdbOzrBO5YgquRXo0k1TSZpHY8k+K140+pwQk5wWfH6D+tchZ3BKCJzkj7p/pWh4zvDc6/MT82wKv6Z/rXNzSmOEsDg9qpjOErR0mB3ledVysQGT6E8D+tZ1dp4OhhFrOkrYNzG/PoQPl/WmSz1jStSi1L4a21tP5YkgRoQ2BnAIIz+B/SsO0CP4VeI4ZhA65Htmsnw9fqtldROxz8rhR/F2b+daelsn2K4iUYXe4AznAPahu4kO09lewgOOsY/lXK+PpPLt7NlHAkYfpXQ6bIRp9uuei4rlvHr7rW2H/AE0P8qh6gcqdRXySBnOK+qdFjS10PTLfHMdtEn5IK+SbZN93ChGQzqD+dfVsV3hI1/udKqnBR2KSNidkjtp324+XFeD+LrhbrW5znhFUfpn+teuapftDpcvOQwPfpXh180t1LNdhcxM2C3v/APqq3sNnO622fIx/tf0pujXv2a5AY/KeKj1d8+SPTd/Ss9GIIIrKSujam7aHTeIrOCBY7lckuPk54B61L4KMy+J7SJflLMXlOOdoBOP5fnVI6rFcWYjnVWMa/Ju7N61v+BbaRdQk1C4B3zRkR56kZGTURXc0nK0Wzq7Mql9qCAcC4J/MA0zX2/4k12B1MR/lQG8vVb7HRijfpVfWpP8AiVXB/wCmZ/lVnEzzGDUFRcEkGvavgq27QtYuwM77pEGf9lP/ALKvAiK91+E0v2bwWADjzLmRj+g/pRCnFSuhpI9cjcMV5HAzXjXxDvRPqoiz9xicfXj+lekG92wOV5KrgGvF9bmfUvEVyiMu4MoyzYA4JrV7FGLK4TfjoKgi+HusSruPlqfQ5qK/lMIIPUkCvTZtV8pdxbgCsZSa2NacFK9znvBthqPhbX9PnlT5InHmMhzkN1/Q12viS5EuvafcqVykmxmB+o5+tc9JrykEDBqu2vST27FY1kdDnYT1I6UKrpqDodmburvnU9OkGc4dM/hmpjJ+7zmubttd/tkwsY/LktrgKwHuD/hWwZcqeelO9zGUeV2Z5p4ouTB4glJGQwB/nVvwVOuo+OdCthkg3sbNn0U7j/Ksrxc4fW25HC4H5mr/AMMRjx/p8h/5ZiRh/wB8H/Gp9nFu5KR9TrOCWy3U1wnxP1BYbGKFGzvZU/M81vQX2WX1NeY/Em/Z9RtYS2f3gY/5/Gtyjj5WARTjmue1OctPweBkCt++UQ2qSCVXyu7AP3Tnoa5O5k3lT25rJ6ouOjRGXJrrvDvgca1pj3VzdvAWfy4o0QEk4zlieg/+vVbwzpUUly7Xcas7IVjVxwjEcN9RnNdVoN4zR3Fr0Vz5gPcMv+IJoSQTn0RSk8B2V7oMbWUrw3cO7c0hysmCc5HY/So/DvguOGeC/vbhJo1xIkKqQN3+1n09K6zR5NtvNEygYc8fWq+nvtsok7jIx6YJobuyeZpWRhfEGQjTIWU8rKK8/XU3VMbefrXcePJN2moM/wAea84OPWlyRluQkfW3gwLZ+CdBgY4K2cZYe7Dcf1NaurXkcOkTtnBIxXNaXd+Tp1rGMfJAgA+iiqvi7UjD4fkkMmCEOBmtbFI8pvrr7XdzTnnfk/qQP5ViX8/7tVHc5NX4DC9lmSQrMFG1ccHk5rAvJ/8ASWXPC1PUfQxFUswUdScCumsZTDfiFXKxIqjj24Nc/aYFwHPRBurQW4ETCQn2NJsR1Ol3qRXcjcAEnjsAc1v6XcIHmVSNuQRg+orgk1BfM80cFhuPNa1nrqCQs4wAiqO/SkJbHRWs2yALn7rEfrXNeMn823hx2JNTQ6tEocF/4yR+dZetXsVzGoVsjBoYGDp3/IStc9POT/0IV9EQ3wZ+X4xXzrZtsvrdj2kU/rXqUXiKFWA8wBq0Qzp/FWuQ2WhsC+ZJPlRQevvXljTiMBQTt2rkZ9queJ9UN7cworbgEI/Emq/h/TIte8RvptxfyWqtHKYjHHvLuqEhfQDg5J9PehlHOam4eZSpyAKktrWLyLdpFJMrnPOMDoP61SkJcr3JrTMgUBR0jGB+FSyeppQ6bYJdxk5K43FXORmuvt7xZLuGVRtJyp+XGBjjn8K4ddQEm3/pn3z+n86vQ615ewYGA+736YqQu3udlNMBqMjA8NGv6VS1effps6+qGsSTXle4EhBA2bcfjUN3rMcsDxjqRigRx8o2ysPQ1698PrwQ+E7dC2P3jnH/AAKvI7lg07Mveut0DXPsOkJEFzs3E8471cRnq2ra/Hp+lXMwO4qvAB6k9K8je7aeSaZmPmNICT+dXNX8QfbbDylP3mBrBeRlsiynDF+35U2Utgv5TKyqeCv61v3Or+aCAeMVBr+i6Xb+HLfVtN1K9n3XX2XNzAI1uCE3O8Qzu2qcKd394e4HPx3DIxBORWU0aU3ubL3pxndiqK6rLBdFkYjmqZmaRsDvVmHS5pIZJmcbU5NZ2Nk2dXputJKkVskIXcRKzgdSD1NdA9zhTXAWl3HawFY15IHzHr1zV9vEDkHOOfetIrQ5qslJ3Rj+Jxu1FpPU4q78PJhB4sikJ6RP/KsjVbsXLZPUnNJod41jqImUgHaVyferiQe/R6wkaAlsEGvJta1aTVNcaeU53S4Uei54pX8TTZZN+R0DDjNYcMpkuUYnIGT+Qq2OJZupSIGA6N1rIjjE1/FGT8hOT9OprovDVnpuseJY9N1a7ntoJ22JNHNFGsZ7ljJxjGeOpOB3rJvbU6Xreo2jJPG1vM8CpcACRcMR82MjOBzgkVANmlY3Di9kJb5WbIBOBWnZXRhd1X5X3HcfbH/165ZrvygGHXmp1v3QDLHeRk81JPU9F0252zyZKjcqtgcdRUcFxtV1B6SMP1rh4NWnRmMbEEjGakTV5lLYY8kkmkNmp4rbz7RVPUE1wSjLge9bt/qkkyYfJx0rDU/OD71UQPoCy1YJDHk9EA6+1cn451yS5Nvaq37tVLsM9T2rkxr04RCsj5/iBPGKpXl+97MWZssBirGlZlzzT5UZzg7BzWLdMSSx655+laF45SI7CRjA4q/4l8HX3h3w7o+o33nCe+MnmwNGQLcAIUVj/eZWzjt065xNgZy8XETkddwFJM7FsZ4ooo6kgXYYAPYUCd89aKKARKs79c96ZJIzttJ4NFFAiNRh8jqOlXmuZSFQucA5FFFNFx3HQyO10AzE4bjNTWerXOi6quo2mzz4t23eu4fMpU8fRjRRQ9w6GZEMzxg+tOd28vOeSOaKKRPUajsIiAf4v6UCd1ORjiiigEONzIcdPypXlbyweMmiigRAw5HvViJisfFFFNFRBmPynPercpxar3GAf1oooZfcv+IfFsniG3t4ZtI0y1NuiRxSWqSKUjUHCAFyoXkk4GSefWsUjMmDRRUSKp9SSVRGybeKet3PHG4Vzgg5FFFQbx6ldbiUJtDcD2pySOzBSxxiiitThZFjzD83PPWnIoSXAzRRSW447krMT3qayJwx9v6iiiqNC7Z68+jSXEZ03Tr+KZ1cx30HmBWXOCCCCOpyM4PcGs2/1O71TUZ7+8l825uZTLK5GMsfYdBz0oopEFSViX5NPkJ3Hk9qKKBCIzf3j+damk6dHfGTzZJRt6bSP8KKKGBqz6DaKN26UnHdv/rVyzYV2AA4PWiioW42SF2wBmpYOblM+1FFaGjLNyx+z5z3Bp2o+JtX1TSLbS72+mntraV5UEkjMSzBRySecbePTJ9aKKSIkf/Z", "info": {"video_id": "147248", "label": "showing that a straw is inside a cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "147248", "label": "showing that a straw is inside a cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "147248", "label": "showing that a straw is inside a 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": "afaf032f9ae60da4f8a2aecc4cb00926712285f4338d84bae8c8c2269c29546a"} +{"episode": 14403, "episode_seed": 861938289, "split": "train", "timestamp": "2025-10-13T02:56:40.066230", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 861938289, "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": 3, "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 crayon 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "86491", "label": "lifting crayon up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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8emRWWhNYRLkeSylu7EjrXm9rp13q96llZQmWZj0HAUepPYUYTFQqSq1XolbXyHUhJKKHaGVnlltXk8uNtspP+4cn9M/lVW7ufPupZAAoZshR2Fev6LoWn+ENNLKFmvnXM0zDGfYei/z715JfLCdSu/JGIjMxQegzXFleaUcdjKroxdklZ9+/6F1qc4UoqTNHTgbuBYQMyIf/ABw/4H+dMupPMnkkA4J447dqt+FdPN7fSBmZY1jYMynHUYFVJonglkilwGjbaR7ivTowpxxdRp62X/B/QipWnKhGD2TZDIokPnAHP3X/AC4NT6aRJNLZ5wLmMoP97qP1FRRRPOzJHy5UnA9uarGTyp0ZOqnNazoxcJ0099fT+nqZe0bab6Ecb+XdMCNpzgj0Iq7cxJeptH3wMqf6VS8TEQapHPGfkuUEw5GRnrnHTkZx71BYXp3kk14VWtJ1fax0en5anr0Yp0uRncXmjRWHg2WBGDNlJncfxHP8sGuGnjGMDOT2rudLuW1LSrqwwzuYj5ajqT6fnW54Z8FwaLCmp6uqy3n3kj6rD/i3v2qFnVLA0Jzru8m9F1ehzVMNJ1FGOxneEfAsttbtqerSvas8ZEUQA3KD/E2e/cCuCu7d4L64gc7mjkZSfXB616f4g8TEyCztk828cfJHnhB/eb/PNec6tbS2erTxStuYnfuPfPOay4fxuKxWIqVcRopLRdrdvvJxVOMIJRJ9CVpdRjgEZdZfkZM4yOvXtUlyxeeXzFw+45Hp7Vq+CrMPcy3hAPl/KufU/wD1qXxRZm2v/tCD5bkZPpu7/wBDXuRxFNY5wtq1a/nv+RyyjJ0b30uYS4UsMBlIwQaruSuGyevFXbGNptQt4sZ3SAEUa9araatNAmRHu3KPYjNdrqRVXk6tXMkm436Eesr5wtb9ePtCYbtl14P/AOv2rSBwKz4T9p0O5hAJeBxMAq5JHck9gBn86tk4FfP4v3bUv5W/udmv8j1cHqnLvYkaULGTVNJ9x61HczbYmArKF1sIGa5EjrbNK6kLxuinkDNX7p/Pmt5huIkhWU859Cx/Q/lWHaS/aJi2eM4rUWQWuiSMUbzgzWyPt42n5jz64JH4110oupBQW9/z/pGFSfs5c77DPtwk1Pzz8qEgAHnC4xj8qvRQgXaxH7qsdx9h1/QVjW9ldz2kt5HA7W0JAkkA4UmthJll077SZB5pUQlc8k/3v++a7cfQjU5I0+j5X5djnwOJ9i5uXVX+ZVkb7XLIHPMp3Anse3+FZ6A+Vgg5Bx9KsvkHINJMwc7xncwG4Y7+1ei6KhVU47Ws/wBDhVa9Jwl3uifUR9p0qyuOSygwNnPVeR+maztNk8p5c/dJGfatGw/0q0u7LI3svmRn/aXt+PpWTCdqyA9xXnVvdpVaT6O69G7/AJ3OihrOMjsNCv1S8ZHbBMfH1FaM+tZDKG5HeuCjvmiljkBwRUsuoN8208t3rzYxbXKj0VJJ3ZvP4zvbG4aGIoYx0yKtt4z1ZJAksCbhz+dcHI5eQ5Oc10Dvu0hb+U7jJCsCf74yCfwGPzFTishoJxly3cnr6nNHFKTd9jWuvFN7q6C0b93k4478dKz4IhJcRq3QnJ9h/wDqrEhmZZ1dThlII+tdA5WOKaeMDy5VAj+jcn8uRWs8op4Xkp0dpM2wmNtGbl0VzP1BjdpJKBypJA77T/h/WqqHYscg7YqysgRyHB2MNre4PWoZY/JZo2HQ8E9x2Ne5ToqlXfKtGvyPMlV9pRSlun+ZN4iXOoPMORMqyBs5zkev1BpvhzUn03VLG9UHNrMGYDuuen4jIqTUD9o0W0uerR5gfnnjlTWNbyCKfk/K3B/pSwv8L2b+zdfd/wAAmW9+5vpqEk2nyWpfKMQwHoRXQ+FtM+zob+dSJJBhB6L6/jXKeHrYTT+ddIxtlHIzjJ7V6NDMpVNuApAx/SvnpYhwoujHq9T0atOMqimaUf711ROWJwKns7HTfC9rJb264nkJaWduS3uT6DsKzJp5ra3aWBQ8g+YKTjPtXO3EuqeIJ/Iu4zb2Sn50D5aT0Bx0Ht3rwMbQr4iSpRlaD38/8zWHKtXuSXF5ceJLpo0kYaaD8zdDOQf/AEH+dc74osvsesFkTEcyBxj16H9RXdW9ukEaogAAGMAVjeK7JruxgkjUl4n2k47N/wDXxXtZS4YWtGMdE9DDEpzhck8H23k6SZnGGmckHvgf5NU/FtlsuYrxR8kvyv8A7w/xH8q6K0iFraQwLjEahabqVsuo6ZNb8biMpnsw6VtDFuOK9v0b/Al0r0uU5PwvGG1fzDnCIf8ACsXUoDb6jcRY+67AfTPFdJ4Tt2VLqV1KtkJz29RWZ4og8vVnfoJEV+PXp/SvXhXTxso9LL/P9TmcP3KfmZlxGuo2FgjY2RM6vtXBA4IOe5PT8KyZoBZSZVi0efxrRt3aRxArdTnGOPrWrBpMTEGT5s+tebjHyVpR6f56/qdeHlaCZpfD65jt9Qlu7leFTESt3yeTW7rfieQz/ZdPPn3UgO1T92Nf7x/zzWIdMt54liG5QDwUOCKv6ZpNvprYVMPJySTkn8TXg18DCrX9vPXyOvnk47Euk6WLUNLKxluJDuklbqx/wrI8aWY8y1vAv3lMbH3HI/SuqU4PSquo2kF/Z+TMxUBwynGec9Px6V6GErqhWjUey/I5asOeDRH4ctBZ6LCOA0n7xvxqfXbL7dpUqqMyx/vE+o6j8RVlSAAF6AcU7zdpIyPxodeTq+1W97jUFychw3h1DNrKHGRGCxqbxdEBfQzY+/Hj8Qf/AK9ben6ULDUru4THlSf6vB5GTkjFUfFqA2EMw/5ZyYP4j/61erDGRq42E47Wt/XzOX2TjRaZz+iMv29oXV3SZShjU43HHAJ9M1O5wMVjwzmG7hkUkAMDwccd605W60ZnTtVU+6/I3wT91oo3LltwrPlto20yWXzG84MBtHQCrNzJgsazPtHyMD0PWuSnurnVLYk0m4Eb/MeldwqLf+D7pABuhcTr6+/6V53GrBi4B2g9a9H8Bu13eG2YbkYDcPaoxNT6t+8/l1+4lpVIWOnW0i0P4ZyQygLJNA0kue7MOB/IVhado5l8ISAL/pEh85PXjoPxGfzq58Sb/wA9rHR7c/NNIC2P7o/+v/Ktq2UQQRxL/wAs1C/kK8/LK1ZYaWIk/eqzcvu/4P5GE4Rc+XolY8xcjG386spaGbR571ePJkCkex/yKseILP7Bqs6AYjf94n0P+BzWrptt5nhK5jAGZQ7D8P8A9VfYV8YlQjVj1a/4J50KXvuL6XOW065NtqcM2SPnwdvXB4OKp6yBZahPCAqgOSArZAzzjPtnFK/A4znORR4sAkbTrhSmZocFEHC46D61z5guWSl/Mrfqv1OjC72My3laaRFAyT2rV1CJbSC3Y8s2d3Pfik0ixNqod1/enpkdKn1+Bk06J2xkSc/iP/rV51Cpy142OqrrBox1cSy4A9hXWa1o62HhywcLiVGImPXJbn9MVzmgRb79ZWUFIvmIPc9q6vU7yW80i5ibP3d4HuOa7cTjXGtCK6PX8jljSvFs5cDHQ81089lPD4ZsbhncrvbKHoobocfgfzrmtNja6uoIQNxkcL+tepXFolxp0lmPulNiZ7EdP5Ctsdi1RlT9b/Lb9TOlS51I88frgkUk8bJGkj/dZTtP04prqVJVshgcEHtW3rdt5fhrTSPvJwc/7Qz/AEruq11GUF/M/wBDCEL38jL0/wD0jTL+1OATGJVJOACp/X0A96wpeOg7VsaRMINVhLMEVsqWK7sZHXHrWZdwmC7lhYEFGK4brwe/4Vzw9zEzj3Sf6P8AQ2WsE+xbs9QkvNXhgj4j3EDjsB1r0K1OwKueAMV5n4aZV1aHPUKVH1xk16JHJ0wa+arxSdkejc1y+4DJ785qpYTxzRNIqqCXOcDGee9Z+rXrwRwIh+aWTB5/hAJNJo0hCOnbAOfesOS8eYtLQ3Nw3VFcXKW8W5pCqkhcgZ5J6UA8Vz3im5HkwxKw+9uYDt6VKjzOxUIqUkmdMG5oJOeDzWfpV2LnTYZT124JPqODVzJzwaomSs7EaeXFPKixqhLb2Kn72epI7c1zfjCItHazr1BZGP6j+tMudWWDxTIWbbEMRP8Al/jSpbnxB4iuNKuNUmt4CJHh8tA+5lQsF9hwef8AGurBOUKsZE16doW7mBpSbr5m9BWy94E+VOAO9c1oFy7LOSxLMq4z2zmteTAUN+BrbGS5q7f9bBhqfuXZr6feg3Kr7E4960n1APJGc87hXEx3LQXCkNyjj8q17KZri+RV+6DuNYNWgdDkdnG+VrP1jU20+GJlOHZwCB/dHWrUbfLiuU8R3wuLgBfuwsY/6muWEOeVmRSV5K52cMgkjWRTkMARTi2SDWN4fu/tOlJ82Xj+Rvb0/StUfMeadrOxE1yyaKN1fQwatDAVw0qY3Z/IY/Oo9aj+06Rcp1IXePqOa5jxDdumvSOjf6nbsOehH/660r7VnuPDn2mBzHIWCMFPTqCK1o3jKMl3Lq0rU0+5ybD5sgfStSXp+FRa5plhZeH4NS03U76YG7Nrm5hWNbghNzvEOu1ThTu9R7gNmmwvJ7V62YVVU5bef6HLhYuN7mZfMQrY9KxInLuF7nitW8kySKq20K+apYZGQDXJHRG7Zt2ejO+kjL7JHOSGGfpXX+Ctuh+a0jiSaTHzAdvSsePhABwij5RT7K72XgUn1NclemsRFwnszSnDlWpqNay3njcXUmTDFHujJHp2/M11IkxzWLYXqzXDqH52g7f61qK2RWc/dUaa2irIxceWT8zJ8W2n2vTVuEGXgOT/ALp6/wBKuabCItLtoiP+WYDe+f8A9dWWyyt0PB4boarpMJIQwZTx1Q8HHXFae3k6SovZO5HIufnPOLxPJuJIz1Ryv5GrMES6hBZNIVK2zSfJjnJwcn/ParVvZafqfxBuNN1O8ntbe4mwksc0Uax5wSWMnGMZ4HJOB3qhAr6Xqeq2konQWs5jCXAAkXBIAYDjPAzgkV7eKrKrh0+uj/T9TmpwcZ3Na4uIoANoG8jr6Vj6rK09hMCc4wR+dRNcmRyxOeau2EZmkGWVQePmGc+1eRF8jUux1NXVi94b05YbIeYgLMdx4roobWEHBRdp4IxVe2CxoAvQVcVuBWVSbnJyYJWVjm/DWnGLXZ9y5W1JUH3zgfpmu3jfBqhFHHHNLIsRjeUgsSfvEDGasds9a0xGIdeXO+1v6+ZNOHIrHJeIbEw+IFWNcJcsHGPUnB/X+dbXiKLOgyoBnyihH0BxVy7ghme2lmDBoZAUZRnk9j7f4UzU1E+l3MQ/iibB9wK6FjHN0ov7P+f+Rn7K3M+553HKbe5jlyAyMCDjOCKm8Qx7NUeVd+2YCQM/VsjBP5isu9dhDuBIYntW74q8O6ro3h7Q9S1CW5+0XayJLE6HFuFCGNSezFWzj+ua9nES5a8J9rr7/wDgo5qcW4syPDh/4mUP+63616FaEsgz60UV89iPiO8wb+4kkvGLtnZJIq+wAwK0tJkYXkq542j+Qoopz/hGqOgTmuK18k312CScSqB7ACiis6HxMul8RpeE5XNtcRk5VWBA9Miulj+9+FFFRP4mTW+NnmusMTqNwxOSZTn8zSaZqlzp15HqEJUzx7gu8ZHKlTx9GNFFdVLZG2K+BFHQlCtOB22gfrWxMxC0UVVf+KzKj/DRly8yj3roPDh3yTMeoI/kaKKyq/AD2OsDsq8cYFcLdsX8x2OT57UUVlh92XR3NXwvO4muIuNpAP4110JyVooqZ/Eya/xnm+tuzX1ySeSz1DZ3En9m3URbMe9H29s5ooreHwr5G9b+F8g8U+J31ww28uk6bbGBESKS2SRWRADhAC5ULk5OByeaiuGPHNFFddf4YnBS3ZmTk7z9KlsfmukU9M5oorLoW9zrF+4PpWdI7JdAqcHB/lRRWUdzoeyLehzyf29ENxw2VI9sV3i9KKKwrfEZVOhFMxW2lIPIRj+hrB8NSvLYyhjkLIQPxANFFQuoR/hv5HO6trjaPrl6h07Tr+KaQO0d7B5gDJ90gggjqcjOD3BrGbUrrU7y9vruUyXF1J5sr4xljk9B0HtRRXr/APMP9xyL4xY2JbrW1asUntFXgcn88UUVxvc3R0sVXEJyoz1oormYijotzJcTXokIwJiRjt/nFbWTjHtRRSLqfEUtZuJbfSpJInKsCvI+tWNxZMnHI5/GiiiIn8KPLNTG0OozgNx+dS3fiDVNU8Px6fe3s88FpM0kfmSsxJfbnOTzjbx6ZPrRRX0mK6fI4aOzP//Z", "info": {"video_id": "86491", "label": "lifting crayon up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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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8emRWWhNYRLkeSylu7EjrXm9rp13q96llZQmWZj0HAUepPYUYTFQqSq1XolbXyHUhJKKHaGVnlltXk8uNtspP+4cn9M/lVW7ufPupZAAoZshR2Fev6LoWn+ENNLKFmvnXM0zDGfYei/z715JfLCdSu/JGIjMxQegzXFleaUcdjKroxdklZ9+/6F1qc4UoqTNHTgbuBYQMyIf/ABw/4H+dMupPMnkkA4J447dqt+FdPN7fSBmZY1jYMynHUYFVJonglkilwGjbaR7ivTowpxxdRp62X/B/QipWnKhGD2TZDIokPnAHP3X/AC4NT6aRJNLZ5wLmMoP97qP1FRRRPOzJHy5UnA9uarGTyp0ZOqnNazoxcJ0099fT+nqZe0bab6Ecb+XdMCNpzgj0Iq7cxJeptH3wMqf6VS8TEQapHPGfkuUEw5GRnrnHTkZx71BYXp3kk14VWtJ1fax0en5anr0Yp0uRncXmjRWHg2WBGDNlJncfxHP8sGuGnjGMDOT2rudLuW1LSrqwwzuYj5ajqT6fnW54Z8FwaLCmp6uqy3n3kj6rD/i3v2qFnVLA0Jzru8m9F1ehzVMNJ1FGOxneEfAsttbtqerSvas8ZEUQA3KD/E2e/cCuCu7d4L64gc7mjkZSfXB616f4g8TEyCztk828cfJHnhB/eb/PNec6tbS2erTxStuYnfuPfPOay4fxuKxWIqVcRopLRdrdvvJxVOMIJRJ9CVpdRjgEZdZfkZM4yOvXtUlyxeeXzFw+45Hp7Vq+CrMPcy3hAPl/KufU/wD1qXxRZm2v/tCD5bkZPpu7/wBDXuRxFNY5wtq1a/nv+RyyjJ0b30uYS4UsMBlIwQaruSuGyevFXbGNptQt4sZ3SAEUa9araatNAmRHu3KPYjNdrqRVXk6tXMkm436Eesr5wtb9ePtCYbtl14P/AOv2rSBwKz4T9p0O5hAJeBxMAq5JHck9gBn86tk4FfP4v3bUv5W/udmv8j1cHqnLvYkaULGTVNJ9x61HczbYmArKF1sIGa5EjrbNK6kLxuinkDNX7p/Pmt5huIkhWU859Cx/Q/lWHaS/aJi2eM4rUWQWuiSMUbzgzWyPt42n5jz64JH4110oupBQW9/z/pGFSfs5c77DPtwk1Pzz8qEgAHnC4xj8qvRQgXaxH7qsdx9h1/QVjW9ldz2kt5HA7W0JAkkA4UmthJll077SZB5pUQlc8k/3v++a7cfQjU5I0+j5X5djnwOJ9i5uXVX+ZVkb7XLIHPMp3Anse3+FZ6A+Vgg5Bx9KsvkHINJMwc7xncwG4Y7+1ei6KhVU47Ws/wBDhVa9Jwl3uifUR9p0qyuOSygwNnPVeR+maztNk8p5c/dJGfatGw/0q0u7LI3svmRn/aXt+PpWTCdqyA9xXnVvdpVaT6O69G7/AJ3OihrOMjsNCv1S8ZHbBMfH1FaM+tZDKG5HeuCjvmiljkBwRUsuoN8208t3rzYxbXKj0VJJ3ZvP4zvbG4aGIoYx0yKtt4z1ZJAksCbhz+dcHI5eQ5Oc10Dvu0hb+U7jJCsCf74yCfwGPzFTishoJxly3cnr6nNHFKTd9jWuvFN7q6C0b93k4478dKz4IhJcRq3QnJ9h/wDqrEhmZZ1dThlII+tdA5WOKaeMDy5VAj+jcn8uRWs8op4Xkp0dpM2wmNtGbl0VzP1BjdpJKBypJA77T/h/WqqHYscg7YqysgRyHB2MNre4PWoZY/JZo2HQ8E9x2Ne5ToqlXfKtGvyPMlV9pRSlun+ZN4iXOoPMORMqyBs5zkev1BpvhzUn03VLG9UHNrMGYDuuen4jIqTUD9o0W0uerR5gfnnjlTWNbyCKfk/K3B/pSwv8L2b+zdfd/wAAmW9+5vpqEk2nyWpfKMQwHoRXQ+FtM+zob+dSJJBhB6L6/jXKeHrYTT+ddIxtlHIzjJ7V6NDMpVNuApAx/SvnpYhwoujHq9T0atOMqimaUf711ROWJwKns7HTfC9rJb264nkJaWduS3uT6DsKzJp5ra3aWBQ8g+YKTjPtXO3EuqeIJ/Iu4zb2Sn50D5aT0Bx0Ht3rwMbQr4iSpRlaD38/8zWHKtXuSXF5ceJLpo0kYaaD8zdDOQf/AEH+dc74osvsesFkTEcyBxj16H9RXdW9ukEaogAAGMAVjeK7JruxgkjUl4n2k47N/wDXxXtZS4YWtGMdE9DDEpzhck8H23k6SZnGGmckHvgf5NU/FtlsuYrxR8kvyv8A7w/xH8q6K0iFraQwLjEahabqVsuo6ZNb8biMpnsw6VtDFuOK9v0b/Al0r0uU5PwvGG1fzDnCIf8ACsXUoDb6jcRY+67AfTPFdJ4Tt2VLqV1KtkJz29RWZ4og8vVnfoJEV+PXp/SvXhXTxso9LL/P9TmcP3KfmZlxGuo2FgjY2RM6vtXBA4IOe5PT8KyZoBZSZVi0efxrRt3aRxArdTnGOPrWrBpMTEGT5s+tebjHyVpR6f56/qdeHlaCZpfD65jt9Qlu7leFTESt3yeTW7rfieQz/ZdPPn3UgO1T92Nf7x/zzWIdMt54liG5QDwUOCKv6ZpNvprYVMPJySTkn8TXg18DCrX9vPXyOvnk47Euk6WLUNLKxluJDuklbqx/wrI8aWY8y1vAv3lMbH3HI/SuqU4PSquo2kF/Z+TMxUBwynGec9Px6V6GErqhWjUey/I5asOeDRH4ctBZ6LCOA0n7xvxqfXbL7dpUqqMyx/vE+o6j8RVlSAAF6AcU7zdpIyPxodeTq+1W97jUFychw3h1DNrKHGRGCxqbxdEBfQzY+/Hj8Qf/AK9ben6ULDUru4THlSf6vB5GTkjFUfFqA2EMw/5ZyYP4j/61erDGRq42E47Wt/XzOX2TjRaZz+iMv29oXV3SZShjU43HHAJ9M1O5wMVjwzmG7hkUkAMDwccd605W60ZnTtVU+6/I3wT91oo3LltwrPlto20yWXzG84MBtHQCrNzJgsazPtHyMD0PWuSnurnVLYk0m4Eb/MeldwqLf+D7pABuhcTr6+/6V53GrBi4B2g9a9H8Bu13eG2YbkYDcPaoxNT6t+8/l1+4lpVIWOnW0i0P4ZyQygLJNA0kue7MOB/IVhado5l8ISAL/pEh85PXjoPxGfzq58Sb/wA9rHR7c/NNIC2P7o/+v/Ktq2UQQRxL/wAs1C/kK8/LK1ZYaWIk/eqzcvu/4P5GE4Rc+XolY8xcjG386spaGbR571ePJkCkex/yKseILP7Bqs6AYjf94n0P+BzWrptt5nhK5jAGZQ7D8P8A9VfYV8YlQjVj1a/4J50KXvuL6XOW065NtqcM2SPnwdvXB4OKp6yBZahPCAqgOSArZAzzjPtnFK/A4znORR4sAkbTrhSmZocFEHC46D61z5guWSl/Mrfqv1OjC72My3laaRFAyT2rV1CJbSC3Y8s2d3Pfik0ixNqod1/enpkdKn1+Bk06J2xkSc/iP/rV51Cpy142OqrrBox1cSy4A9hXWa1o62HhywcLiVGImPXJbn9MVzmgRb79ZWUFIvmIPc9q6vU7yW80i5ibP3d4HuOa7cTjXGtCK6PX8jljSvFs5cDHQ81089lPD4ZsbhncrvbKHoobocfgfzrmtNja6uoIQNxkcL+tepXFolxp0lmPulNiZ7EdP5Ctsdi1RlT9b/Lb9TOlS51I88frgkUk8bJGkj/dZTtP04prqVJVshgcEHtW3rdt5fhrTSPvJwc/7Qz/AEruq11GUF/M/wBDCEL38jL0/wD0jTL+1OATGJVJOACp/X0A96wpeOg7VsaRMINVhLMEVsqWK7sZHXHrWZdwmC7lhYEFGK4brwe/4Vzw9zEzj3Sf6P8AQ2WsE+xbs9QkvNXhgj4j3EDjsB1r0K1OwKueAMV5n4aZV1aHPUKVH1xk16JHJ0wa+arxSdkejc1y+4DJ785qpYTxzRNIqqCXOcDGee9Z+rXrwRwIh+aWTB5/hAJNJo0hCOnbAOfesOS8eYtLQ3Nw3VFcXKW8W5pCqkhcgZ5J6UA8Vz3im5HkwxKw+9uYDt6VKjzOxUIqUkmdMG5oJOeDzWfpV2LnTYZT124JPqODVzJzwaomSs7EaeXFPKixqhLb2Kn72epI7c1zfjCItHazr1BZGP6j+tMudWWDxTIWbbEMRP8Al/jSpbnxB4iuNKuNUmt4CJHh8tA+5lQsF9hwef8AGurBOUKsZE16doW7mBpSbr5m9BWy94E+VOAO9c1oFy7LOSxLMq4z2zmteTAUN+BrbGS5q7f9bBhqfuXZr6feg3Kr7E4960n1APJGc87hXEx3LQXCkNyjj8q17KZri+RV+6DuNYNWgdDkdnG+VrP1jU20+GJlOHZwCB/dHWrUbfLiuU8R3wuLgBfuwsY/6muWEOeVmRSV5K52cMgkjWRTkMARTi2SDWN4fu/tOlJ82Xj+Rvb0/StUfMeadrOxE1yyaKN1fQwatDAVw0qY3Z/IY/Oo9aj+06Rcp1IXePqOa5jxDdumvSOjf6nbsOehH/660r7VnuPDn2mBzHIWCMFPTqCK1o3jKMl3Lq0rU0+5ybD5sgfStSXp+FRa5plhZeH4NS03U76YG7Nrm5hWNbghNzvEOu1ThTu9R7gNmmwvJ7V62YVVU5bef6HLhYuN7mZfMQrY9KxInLuF7nitW8kySKq20K+apYZGQDXJHRG7Zt2ejO+kjL7JHOSGGfpXX+Ctuh+a0jiSaTHzAdvSsePhABwij5RT7K72XgUn1NclemsRFwnszSnDlWpqNay3njcXUmTDFHujJHp2/M11IkxzWLYXqzXDqH52g7f61qK2RWc/dUaa2irIxceWT8zJ8W2n2vTVuEGXgOT/ALp6/wBKuabCItLtoiP+WYDe+f8A9dWWyyt0PB4boarpMJIQwZTx1Q8HHXFae3k6SovZO5HIufnPOLxPJuJIz1Ryv5GrMES6hBZNIVK2zSfJjnJwcn/ParVvZafqfxBuNN1O8ntbe4mwksc0Uax5wSWMnGMZ4HJOB3qhAr6Xqeq2konQWs5jCXAAkXBIAYDjPAzgkV7eKrKrh0+uj/T9TmpwcZ3Na4uIoANoG8jr6Vj6rK09hMCc4wR+dRNcmRyxOeau2EZmkGWVQePmGc+1eRF8jUux1NXVi94b05YbIeYgLMdx4roobWEHBRdp4IxVe2CxoAvQVcVuBWVSbnJyYJWVjm/DWnGLXZ9y5W1JUH3zgfpmu3jfBqhFHHHNLIsRjeUgsSfvEDGasds9a0xGIdeXO+1v6+ZNOHIrHJeIbEw+IFWNcJcsHGPUnB/X+dbXiKLOgyoBnyihH0BxVy7ghme2lmDBoZAUZRnk9j7f4UzU1E+l3MQ/iibB9wK6FjHN0ov7P+f+Rn7K3M+553HKbe5jlyAyMCDjOCKm8Qx7NUeVd+2YCQM/VsjBP5isu9dhDuBIYntW74q8O6ro3h7Q9S1CW5+0XayJLE6HFuFCGNSezFWzj+ua9nES5a8J9rr7/wDgo5qcW4syPDh/4mUP+63616FaEsgz60UV89iPiO8wb+4kkvGLtnZJIq+wAwK0tJkYXkq542j+Qoopz/hGqOgTmuK18k312CScSqB7ACiis6HxMul8RpeE5XNtcRk5VWBA9Miulj+9+FFFRP4mTW+NnmusMTqNwxOSZTn8zSaZqlzp15HqEJUzx7gu8ZHKlTx9GNFFdVLZG2K+BFHQlCtOB22gfrWxMxC0UVVf+KzKj/DRly8yj3roPDh3yTMeoI/kaKKyq/AD2OsDsq8cYFcLdsX8x2OT57UUVlh92XR3NXwvO4muIuNpAP4110JyVooqZ/Eya/xnm+tuzX1ySeSz1DZ3En9m3URbMe9H29s5ooreHwr5G9b+F8g8U+J31ww28uk6bbGBESKS2SRWRADhAC5ULk5OByeaiuGPHNFFddf4YnBS3ZmTk7z9KlsfmukU9M5oorLoW9zrF+4PpWdI7JdAqcHB/lRRWUdzoeyLehzyf29ENxw2VI9sV3i9KKKwrfEZVOhFMxW2lIPIRj+hrB8NSvLYyhjkLIQPxANFFQuoR/hv5HO6trjaPrl6h07Tr+KaQO0d7B5gDJ90gggjqcjOD3BrGbUrrU7y9vruUyXF1J5sr4xljk9B0HtRRXr/APMP9xyL4xY2JbrW1asUntFXgcn88UUVxvc3R0sVXEJyoz1oormYijotzJcTXokIwJiRjt/nFbWTjHtRRSLqfEUtZuJbfSpJInKsCvI+tWNxZMnHI5/GiiiIn8KPLNTG0OozgNx+dS3fiDVNU8Px6fe3s88FpM0kfmSsxJfbnOTzjbx6ZPrRRX0mK6fI4aOzP//Z", "info": {"video_id": "86491", "label": "lifting crayon up completely without letting it drop down", "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": "8951c647921783367e52291f93cb8777387bd90c999a696236a66523652a4574"} +{"episode": 14404, "episode_seed": 2227417886, "split": "train", "timestamp": "2025-10-13T02:56:40.907157", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2227417886, "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 remote closer to mouse'.\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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "137486", "label": "moving remote closer to mouse", "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": "137486", "label": "moving remote closer to mouse", "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": "7e8c77837d4421772eecc3a11ff95b03e37e74d97d0b0a9eb9f1b4937632c131"} +{"episode": 14405, "episode_seed": 859411328, "split": "train", "timestamp": "2025-10-13T02:56:44.266967", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 859411328, "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 specs from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "108791", "label": "taking specs from table", "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": "108791", "label": "taking specs from table", "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": "70b401486e4bd9a2a7d3305b9fc486f49f6e5f8a013de7b98958c747af41a2d8"} +{"episode": 14406, "episode_seed": 3691205850, "split": "train", "timestamp": "2025-10-13T02:56:45.091780", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3691205850, "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 wallet from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "43523", "label": "pushing wallet from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "43523", "label": "pushing wallet from right to left", "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": "c5dab9b6d401135d81f6cd17d088a9dc42192ee21ab48b2b7493c119926e8991"} +{"episode": 14407, "episode_seed": 45951271, "split": "train", "timestamp": "2025-10-13T02:56:49.502827", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 45951271, "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": 3, "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 clock 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "144396", "label": "pulling clock from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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TWchUNGgV2GBvPJGf50SHGxXhaRAFYLhcAe4p7b/3xXKycqm7oDjira2TgFeCuAzDdjH/ANbrVmSykiZiWBVk4wOfxNTcryMpZBH5EcwHmsoDbeT+f1qO9lRAZEKo6dMDk5GP5E1MYyrmXCh84LY7egrO1GKSSUFTnI+b+hqlZsb2GS6etw5uLkytarjbCmfnb+gHU1Rl1pLdZI4FYIuPKMSjYOB17+tauoS4HkxGUpBthZUUEjHJbnvk/wCcVh29lNbDzZZC1uWO3avOcZ/CuhWtqccnd6Fg61N/aUTyxCRYWEkEp+8yjqD3rrre6F47kpGq4CoijC9yTj8a42ztxd6rDMHLKkRyvHy56dK7G1ijZPLfo3HArOVro1gvdbY8rslYSMQ3DK3amh3FztKl1Jzu3AYz1FaEohECqC21jt3D1+tVlVI5ERYxtAwrdSD3oGieKFWQjIIDHlhzn/62anaMxzxbHAPRgUzkfWq8MSbzg4bbg8nmi93qsbLLs3LsAbBwaSGSGWN3DtcB4w5R1buB2H4mn3t2v2OQrcAKy7ShGSMnt+Ga5y4Qqvlw7UVnLSMO3r+NR390YocoxIYYLH1PSnbUfQedUmt4mtYkDuPmVdv38HgfrUlrqMtq1xPdOZZn2ySlc4QYI5P4fpiqy+X5QlcSB5o+CgPC5AxkA4zz+Vc9K32y4mSTz/M3bAoXaMZPBHrg10R2sclS3MdXYQWMmqR3Vs7I2AssMpBG0+h4/I12NiY5XYmRxKz5LMm3IAAAHHAxXnVj8klvxuYswdzglj6cHpXotjJmytCy7yV4IOMHnnnrU1Gwgk9TnvvKQzFcdum7HXHt71VVYmaPy1eMliGGeMetdhfeFk8tjEQ+VI+br+B7VzUlt5F0I5VIZOQW/KuBppWO1NNmbdRBYHXaPMZvvZ6/n1rCCSCOMugIPBVe2a6CWaSXLJDIpU85XJwPSkfR1MTbG2nJYAnOM9j+NRtuaJkFlbTXFokkaiS4tTvVBwHXuP5GshoSBMWugqMyefG4yeW6DntWvb/bNOmVwkm3Gdy8jr2961G1Kyvrnc1tbGYAZdofmzW0ZqxlKLTujB0+zVJhIVURqDHCwUgyAnlj7+9ddapMtqjOGfY+ACQfl7c1XjhSW7Llx5qAEgrnANW/O+ztKGVwmzezqMjHTj39qzlJMpKxc27nUngleTVgZUbWTOODgenQ1lTFHBjEzKsw3RsPz6VegmaQKVyr/wC30b3FAie80+a8RHjRmCj5th/r1rFubecSIJVxt+bKcAHPTFdvoGSLgHoNv9ak1KxtbuMh1Absw61vTV4mUpe8cAsTmB945LFs5z9D7VVPlmUeYocK4JA52bh1P41o6raG2xDM7Ki8pIrYJ9qqR+TFIGwxZlJ8snI69x+lS1ZmilfYx7rT1huXRw21jwM9OO1T6a8aXZhkyYnUqc9cdMVuuiylQyAgY49KyLjS4zHvgmdGQ7TvBYqcZ5pKVi7XRQ1HQ54HAe2a+tWyUmXlh6A9xRa6RLCIp54vJZFAWNTyf94VpW/9oxKqOokDZx5bkdq1YLdcRedgM/IXPP8A9c1q5xZjySRNZRfZUR3cBWXJUf596vRSxmXyi/70jzAfXnHH5VQieWOSOGSRHyCshIwcnpjtT41l85QAqyo+xHxk47fhWaRUnfU2YiQQd42e3audnjljiKbHXJ2iQdTkdSO3NbaFI8vIdrd8Hg++K6W/0q1uUOVCP13LxVwREmedqjSSt5ilgIwuSOP/ANdQzLgFGG5CrLtzy2OmBWvqNjLYl4yW2uSElX+GslIxvWR5yWQgFyg5+n146UmmOLuW0ihkWF0+WMqflxgOMd8+npVtrWJIWjX5kdTlWHr1x7VHGyNF8iYXn/IqVpVyyM7cqCFboAB2qG+hor7nN3Fi9onlFSQowhLZOKxrmZo3VhgAkA59M12cxS5ifeA23kMM5x349fauc1DSZsSyFUaFDlcjBAx1oW92W9rFPW7CS1MglT/Qrk+d5i9d2M7c/X9KzrS2USNbiZrnCq8UaJ8pY9eO+OPr3rsNN1OAWJs9XWVCR8khi3I49xjg+9MhhkQ5s440Rujom3I+tdV1Y4mmnYpwaTJb3DQyKBcu2+YgcKfT8K3bqxSGytlQMHySdnfp19qt6daRW0QZyjtKAzbjz6j+VLqJkl2+SNoCEkOvXPTB9PesvtGidoWMkm4GzfskUnHFRjJyCQoLbVQfL/nvUiWzLIgAC4bcwJzjPp71HdsFy2SSccKepBq2LzC3KJbo2HSJWwXc/wCc81dCCWNYXjKunKu3PHQHPrUdt5hjdXwRuyhHQqefzFXUkBRY2YBmJIGM5x1NSy0zmZ0ZbqZDEysjFevDejflVC8ZWjHmEFR1+ldNdWiTpvUfvVHc1y+owmMtEcK7cqG549alPU0G3AyrRu5CNbp5CZx5jDsPTmqUaTzxPatbMJskh2JwFTqCSeeTXU6Jb2utaYlpMv7+25DJjcvuAeo6flUc+j2lnKqz6hPN5IZFjVNvB7E5rqWxxS0kzJ02xAYyxs7wqNsYkXaSx+8cf/rr0myhWDT4EIwUGCuOme1c7YRfaTDIU8uCFdkSKowDnv8Aj3rdEyxkL5is3TBOCx9Kzm76FwVkbtxP1ArD1Ozivoirjnsw6irzyFjUTc1zmp59ctcWM0yTqBIDtjI5BHY1oL+6jLMwLEAnfnt1/nW3q+nC7tiyqDKnK+vuKytgGHkJXapHXrWM0bQZILcv5UkLcBue+R3/ABqFYJI7sgAeTj5SxycY5z+NXY3KLltixKhLuT0GKqXCz3E6GK4MS7lZWC/eXAyD9T3rK1tDTmuWliEUJWDl9mNzfoacrGS3Hmq4ZFyxDd6rXU7ebEFTd8wWQZxgHv8AnU/2hzA7Rxhh0IPT3qorQl+Y4FjFEFRn2Hlj1IPQip43kMWyLG6IhWGMfr+NHmRrblkyxC5Cjk/gK4+3lvLjxneaa2r3VqmZBEIxuyQpcLzwB159q2jHm0M5Pl1PTvD5aGO4Y5G9U4J785q5LKWrgPhxq2oaimom8u5JwoiKBz93O7P9K7jNbxVlYxbu7lHUbOK+t2hmUMp/Q1ysNpLb6lKszEnbhfpXauKzNRtEdRPt5Xg/SlJaDg7MybcSGRXwFBGCpX0Pr61YmihMMgbASRSJOeCMY5P0qCIlnIbCoM4/xPvT2DMwt1hAtWRvMOOST2+hzWLRspdBmnyQGWSGB0MkR+de61JsWeZJFLK8efmB4GeCKRAqb9oXzCfvDqfrUIhaFpZN/wA0mGILZxx2H+eaSs2DbSL7pJuiAY4PVvQ9qJEMe6bzOWIIDDjceO3ao4youFnSUFGXB3H5SPWszxfe3Vron2i3maCUOg+X734HtWkexEn1OgtUWVorhHKggZGOO/611c8+ScV41qGp3kOjQX1j4g1GVWuPIBnRUWYhdzPGBztBODu9R9B6uZMgfStoxaZlKVyvexpcwvHKu5WGCK4S7sZrG+gty2YFfcrHqf8APOa75x3rJ1SzFzFkffQ7lP8AMU5ImL1MhXPmYUKChVskHvmr+wEK7DEiDjHOD0P4VnqxDKic5Ay2fuj0qxK5gVpIozLMcKB2AyP5Zrn5TpUrEf8Ao0F6QZEEszHAZs7m7/yp92izboJRu3Ltwp6ilEMSz7iqn5i4OOQx6kenWo54WllSVmwIycANjOR0NLQd2iT7O32eTaxZwPl3Hv708WatCpaZhsORn+HPX8P8aq4WWFkMp3o2Tt4x6H6VcaVpYXxIFP8Az0XnDfT/AD1q1ozN6j7MC5Vo2STYCHjO3bgdOvqCP5V0GlQwNFMjESYVQ27v1rzODUppfGt1pcurXllaNPtjMUsaLH0JJLjGMZ4HfFdD4Ivr46hrttfXFzIYJVjVbnG9cFxyBxnpnHFaxjrcylLSxs6rpARjNZnDAfcPSuQd7SOSbCIAuTKMcg/T1rv5XLZrkvEmkiWF7qIFT1k2/wAQ9a0aIiyC3uC0OdpWPaNqrycVZdpUh3R/Ng52+o4/Ws22+dIoxgDG1gDjjHT6VpWzrEkaAMSzAYHI+vPbisXudCdkQzGRb1V2B1PIZRgDJ+779M0SWUTBWkUStyMZzgHn9OKL17gEpbiPzQuVZz8pbPQ/gM0+8kaK2B2bpVGSqj73Y4pWC+pk2ujjKkedDOrH54pNvc9PbFW4bNmjdlVpXJ3CSQ5yB1Bq9FKV3CJAWReme/vU1tIvlD/lmxBBXPGapNomVmNh34a3BaMlS4ORjJ6j6irkdrvVWl2EjI+XuD6/4dq5rxLLPY6I19AWhuTIhDcb1zwRn6AVlaufE2i6Vp1/canerNd+Z5kRXAi4UqCcfeIbOP8A69Va5F7Ho560o6UUVzo0ExzXO6gii9dMfKr5A9KKKmZUNxQouY2ilGUIwR6gilnURvHGvC5xj2xRRWUzWJGzbUY4GT7VEsriZ13cEA4ooohsKW5aDt5RYnJx1PbpXnuo38+meL7u9tyvmxytt3jI5Taf0JooraluZVNjqvhbwuqL2AiH/oVehUUV0GYjcrUZUMhUjIIwaKKQjlI+Z1XsATj1xkVJHcyiK6YPgxsduP8AcBx+dFFYdDfqRWs8ksylz9+JGIA4yepqZuLxUzlSDwfY/wD16KKXUb2JLMB1clRlXKjjtk1ieMyf7C3Ek7pF4PThjRRWkdzN7HKaj4hfWY4I5NOsIDCipG9ujqVQZwoBYgDvwOte4H7o+lFFdDMR3WPmq0g5NFFAHLagfs8tyY+i5IB6dKmWZopY1XGDG7HPqMY/nRRWJt0RHLdytL/DlZljzjnBUE/zp92SIkcHByD+tFFQ9y0MABv0hIGxk59fzqxcD/RmIJGFDDHHc/4UUVSIZ59q2sPpviTUkNlZXccs6sUuod4DAcEYII6njOD3Brqvh3eT395rN5cyF552jeRsYyTu7dqKK3jsjGW53TVWmVWQqwyCORRRVEHJyxiEyJESoV9ox6VcDGO3TbxnA/MgUUVmbdCO1QR2EC8tgDluT19asgBhuKgnHU0UVD3LWxTed45I9pwGBBHYjGaswu2wsWJ7AenWiir6EGN4t58Kb/4vNQ9fc1xN7rmo3dnbafcXUssEUjyL5kjMSWA65PONvHpk+tFFVHqTPof/2Q==", "info": {"video_id": "144396", "label": "pulling clock 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "144396", "label": "pulling clock 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": "53bd8533840641ed7c963357a887666a687c82d3a9f82cafb41c9051d3c04d42"} +{"episode": 14408, "episode_seed": 2880889459, "split": "train", "timestamp": "2025-10-13T02:56:51.183134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2880889459, "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": 4, "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 chopsticks into a 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113931", "label": "putting chopsticks into a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "113931", "label": "putting chopsticks into a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113931", "label": "putting chopsticks into a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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bGjlIbjX9SiAe6Flb/wAMMPyAD6D+pplz4Rh1CMLdXkzHOdygZ/M5q5FeW1rGDPPHH6Bm5/Ko5fFWlxNjzHc+irj+ZFc0KUubmV2zSU425Xsal9aRfYdKDmOSS3iaNZJFBIxgZGeM8CiBYzJlpTLIB0wOP1qG01OLVrZHtmlURSEFcEHkD0BrU0u3N/dmMSMEwck54x7ECunVU7Mz0ctDY8LQxpDeTIiqzuqnAxnA/wDr1uJ8z4qhpdmLCO4iEm/LhhxjtitCE/NUxVkEtye4nS3hZnYKiDJY9APWvPLi5l8R6yJFB8lDtgQ9h/ePvV3xRqrX93/ZVqSY1b98V/ibsv0HetfRNLXT7cFxmdhyf7vtWUnzu3QtLlV+pJJp0dnYLEmCcZZsdTVSxI+2oD0zitm7A+yMTWHZsIpZZj0jRnJPbAzW6IPE7vRvMlmmuHaaUu2ST71Ha2scRx5ag/St26leLTPti27yxbtjSD7qt7n8a5SfU7rzyYo0UZ7Dd/jWSpSexTqJbmnquly23l3yqTbzYy2Put6H61vyy6l/wsG51CyhaX7HH9nWWRcqWxhjzx3NWvAt++oXS6bqXlTW08bKYpEAyQMjsD2rVii80lmV3JJYj6+2Qa0jTabT7CdRSSa6ENzr3iK5t3imSJ0B58uMdfwrpPhzpf8AZ3hqSdgfMu5ixLDB2r8o/r+dZqfLDxEUA7Ekn612mmqI9JtVH/PME/U81nCLjNq+hUmmk7FpV3GrBto1iy5+YjgCo4MbiT2rN1/WV0y0ypDXEnESH19T7CtG7aszSuYvijUvs7CwtG/0lxl2H/LNf8aydMsBEEnYf7mf1NWdE0p9RuWmmZmyd8sh6sa2dShSJwqKFRRgAdqzinJ87NG1H3UcR8TdNm1DQ9MuYIzJLDcNCQo/hZcj9V/WvLRaRQvsu7yKIjqq/MR+Vey+Mo5J/BU6RyFGNzFlge3ORXkMukxQyDIZs9SaqcmtEKKW5Ut3S2vcxOXiJ2hsYzz1r1DwHdlob9UHzfJgnoo+bJP09O9efy2UQsmKIFK4PHWuv8CS+XpGthudyRp1x97cKytdm/N7rE8GeJYLDVta1OeGe4lvJtqsrAfICT/h+VbHivxTFreltBBBNGxAGJCD3yen0qS1toLaERxNBDGq4xGB0/PNWZbC0nhWN4UYNwDjHX3rSspp80X8jCHLblaOo8C6WNJ8IWism2e5H2iX1y3QfgMV0G0saQIIYo4l4VFCgewGKsQgBd1at9zMry2bBNxHWuW17UPsObaIg3Mg/wC+B6mt3XtcTS7TzD+8nf5Yo/7x/wAK5PTNKuNRmkurlizE75XPf2FZTlf3Y7mkVb3mP8PWqxXK3Myhl7Bh1z1J/lXI39lFpWrz6fChWG1IiiH+z1B/Wu+x5chA4HQVh+Jry2s/ECOmlfbL2e3jfMhJRQMqPlHU8d6qLjSV2KSc3oZ1oSdH1AjnZ5Mg/CT/AOvXpNwsTT/aIyrecAWZTnJHFcBLd69qFo9q1tbw27gbkjjVMgHPXrS+BNJ1PRtSvYrnb9knXfGFk3AMG9O3B/SsXNVJSktNEXyuCS3K8cbRZYxrhRkDaOfqW9/aul8NRqIppFjCjhcDp79PpXKMYVYJmNmJ2gGBhnH4+tdtosYg0qIAY3Zbj/PtXRUeyM4ouWsoF5cRk8kKwH6Gr0T8kVz17dfYL+K5P3AcP/unrWsJcEMDkHkEUovQGaRGUyKhwc0Ry5GeoNLJKiKSfyosK5m6s3yBe9cr4rupLDwlKsGPtF3MkUefQHJP8vzroZt95dALk5NYE1n/AMJT4mEcUh/szShsdl/jl6kD8QOfQe9XFK93sTJ2VkJqXg2G/wBGhe1Kpfwxhdx/5bYHIb364Nec3VvcWVw0EkDRzIcOjqyEfkTXpdj460qDxTNoNy3lPGVRJ2PyM5HKH06itTxT4Wi8QW/mwqkd9GuFduA4/utj+fOKuE3HSWxEoKWsdzz7wzIUW5M21cbWXdubnntgfrXofhgFklmLbgAEVsYz+H4V514et7mxlvIZIpEkMiqVBETAjOcgjPWvTtDjMelIeu8lsnv2/pUV3rY0or3S9HMF1Boz/HHx9Qag1a5urfT5TZgeeRgE/wAI7t+FVdTme2aO5j5aM7sevtVg3Md3ZxXdu4eNxvVh3FZrVWL6lPwzov2dPtM6HzW+4G6j3PvXTLFg81WtrjegwRu/nU73SxrlsZ+tKMElZA3dlfVJNkGzua5PxFc/2f4TvGziS7xbp688sfyB/Ot+TzL+5Crk81zj2qeLvEYTaH0XSyUDZ4ml43Y9vf0HvWsEr3ZnN6WRD4b06KLwrbWskQcNFl1I4Ytyc5+tedeL/CT6ZJ9ogzJaMcFduTH6c5yR710XxA8ZXmgeLbe105k2QR754mHyvu6KfoB+Ga07PWbHxRpX2iIg5G2aB8EofQjuPfvSlzR9/owjyy93qcX4SvIrDWLB3dl2TLnc2Bg8dCff0ruIVjAYIqM47BlPfA/hrlNT0AaLJ9vgXNq7ALhiPLb0Y5/Lj2rpTIzKqqj7Sc5EwA9Og/GtG01zIUU02jptJ02Cewd5UPLYXBAx+XFb1vtSzhRPuqgUfhVGwj8jTYUP3tuT9TzUljNvtSneNip/PIrCL1NZFu71CDTbCS5mPyqOAOrHsB7muKt4LvxDqj3E5xk/Mf4UXso/zyatarbX2qaukP8AywQfuwDwvqx966axso7W0SCFeB95vU1m05vyRStFeZLawx28SxQrhV/WqGsjGK2Ei21h6pJ5txtX1rREdTnfFUqw+Fo0chRLdLyfRVJ/wrzLW5vskzRPbSiRcH5htzn0rv8Axiq3uv6HpGfkt2E0y56luQPyUfnUnibw9BrVkAFC3CD5JcdPY9yKqUFo5CUm7pHk0OrSM5jMMe1uCGPb8xXXeEo3givImDYd4yMDO7Ab61x01lcafqRt7ljE6NgjfwfcZ6iu88OSK1lKnmkoGDEqCO3PQew9Kv2cbXRKqSvZnRrujjUM7Ek8Ftw/mvFbQ0iRrSG481QeG2ke9c/aOJLmOGFhlsAgRkdTnqT9K7m7Hl2LIOipgVnU1di47GlIRvODkZqHUdQg0ywa4nbCKOAOrHsB71Es6vbxyg8FASfwrkmN34n1ZdytHbRHCI38I9T7mpqSstNxxV9yO1gvPEWqm6n+Uen8Ma+grtoII7e18iJcKB+dMt7SO0iEMCgKO/rVkLsRiewqYR5fUJO5zl18s+33rP1z/kKW4P3hbJn8zWjKDLe7R3NY3knxB4v1m1aV47a0RLdHibDb9o5H05/OrceZCvZk6FUTLHH14qxZ3UP2yILNGSWxgOCea851vSbzSdQa0vSxcco+4fvF/vDJyf8AGqdldpa3cM+WzHIrYbK5wc9ScVawt1e5m8RZ2sdDYs9xdqqXc7Mx27W//XXo8MYgt0iVsqqhRkVxHhuKWe+82R5WWIZAcg8/h/niuwkl2RksQMDuayk7s2S0Ob8ZaiLWyEKkefO3loPQfxH8BXPeCPHCRRR6PrMoj28W1w54K54Rj/I/hWVrmrf2t4gMysDFGSseP7oyc/iRXM3torxAj2ArVR0M3LU+h4ppFUFDkMOCDQ0c9x2OPWvAjr/iLw9NDb2GqTQxiMHyyQyj8G4FW5PEHivWojHd6pcvC3Bij+RH/wC+AQ1OEXIUpKO56ZqniCOW8/4R7w9Ok+qTEpNOhDLbr/Eeoycdx0+tdVp9la6FoyW6FY4LeMl3bjpyzH9TWJ4G8LjQNLEs6bbydQXXdkRr2Udvc4x+lct8TfFf2jf4d0+X5QcXsin8RH/U/l60NXfKtibtLmZ5Jc3TX2p3VzkuZpnfPrlia9Z8DeOrxbRdM1aQOygCCduuP7rHv7GvPNP0rB4XAz1NXNFsxfeKZNNk1Ka1UrIYjGm4s6oWC+w4PJ9PenUrKXuodOk4vmZ6Rf8A2fUNXSaOEGd8K0i8Z9M+tdvCiW8KRpwFAAxXkXwwu7jV7+5lupWl+zojAsc4Jz/n8K9Snu4baFnllREHVmOAK5tepu7dDA8basLHTTFG3+kXHyJzyB3b/PrXCeGvGT+GL2a0vA8ulySucDloTnGVHcHuKb4h1tdX17zVkzAriOIdsAjJ/E1g3ipNG/Izzn8Tmt1HQyctT3TTNRs9VgS4068injf+6en1HUVdn8q2iaa+uoLaJeryuEH6183ahbPa2tk0UzIzAnKMQfzH1p1tCZmBup7mT03CR+fx3A04QchTnynr+o+Kn8QXi+HfDEb7J8rPfMAuV/i2q2Dtx1PU9q7fT7Gz0DR44IyIra2jJZ3PHqzHP4msbwL4Xj8P6UJJcfa51DP8oXYvULxj8eOtcX8VfGiylvD2ny5iB/0yRTwxHSMH0HU+/HrVcvO+RbEN8q52eceL9aj17xdqGoQqVhkcCLPUqAACfrjNZ2m6pdaPfpeWr4dfvKejr3B9qryDddAJ8xYcBeTT73StUjszP/Z92keQN7Qso59yK6JKKjZmMbt3PevCmoWHijQ3wCYZgUljzgoe4JHQ981lafsur1EV4mG4KNsO0/XP51wK2Vz4e0mDVvDOs6mrSXP2WT7REsSXOE3M8Yznap+U7hn5hz1A9N8KxB7lpyYmEa4DIuASfw+tcT91NI7Yu+52DHagwePasWPUEstWEMrhUumCISf4+cD8ea1JZAF6V5F4w1N9Sv51gciO1AWNlODu3DLfmOPpUxTbCTPW0k8u69jWrDKNuVIx7npXmnhXxxbavElhqkqQaip2h24Wb3B7N7V3CxTY2qcrVCL91fBIyq4yfSskyRWtvPqV4223t1LsfX0A9yeKlufs2nW5u9UuktoFGSz9/oOp/CsawmfxjqKXCxNFoVlJmFGIzcSjox2ngD+6RVpdWQ3bRC6RpL7L3xBqsYS9uwX2k58mP0+uAPoOK4TQ/iP9q1Se01IIltNK32abp5YJ+VW9vevRPH+s2+ieD755m/ezxtBCgPLOwx+g5NfNQ+4MVpCPOm5GcpcjSR7JrmhJqrnDbLlQfLdTjPsfY+vasvQYPsYuIZl2zgqHV5ChXrkZIGfwrm/A+uyXuvQaLqer3ltA5CQTJNGgjx/eMnGMdO5OBXTRx3Musaglyk000cnkt9oIWQBSQN204zj6is43heLNXaVpI6/w6jXGoxuwYAZcL5u8e307V1d0f3Lj2rB8LWyR2sk3l7Sx2gZyQO9a97MqQszuAqjJLHoKxbu7mmyKukXglimsmP7yEkgeqn/69aVgEVSoUKxYk47mvFrzxRdWniWLWrTPlqzp5R4DxcAqfr1z64r1bR9VtNbso7/TpQ6MPmXPzI3dWHY1du5NzqUZdvPFVL+6VIiqnk1VNxOVx82Kj+ztIGmuHWKFBl3kbaqj1JPSmIpmePTrO51SYcQrlFP8bn7qj1yaydMQeEtGfVNbm8prhxLNgZKljgD1J5z7fhWtpwXxJqC3IiI0eyf/AEZZFINxMOshBH3R/D1z1rj/AI4XzRWmlWStgSyPKwz12gAfqxq4q7UDOUvtHf6lpGm+JdG8p3jkSRd8NwuG2nswPpXjWq6fd6LftaSwssinkrHwR2IIbGDWXoPjvUvD+kyafFdSJbvIrI6n5oTnnHse4/Gun8YWGuto2mX2oX1y94/mFVkQfuRhSFJI6sDnB6fnVq9J8r2Jdqiutze8MsRp+4YUuRnAx2/+vWH421K5W7NkshWBYt+F4LEjv69aKK5YbnTLY4yFczHk8Icc+xpqKHi+bJ5Pf3ooroMR2vRqNXxzwi45r0Twr4W0iOy0/Ujaq95gSiV8ZDfTpRRSTagrA1eep3kk80kJQyMNwIypwR9DXm+r+EdK01/Nt1m3SMSxeUtk+vNFFYttRZokroq2lhAzlSCR6Zrnrlxo/iu4vLSNBLDKwTeMj5l2n9GNFFY0tzapsdP8OoY7db9YkCAiPOBjON1M8Z31xJqX2UviCJSyoOm7aeT780UVvH4jJ7HI2yKbqJSBjH+BpqICkmR0Jx/3zmiitTIl15FVLAADHkZ/lXq/hTRrGw0O2aCEB5o1kkcjliRnrRRUfYH9o6mNQOB04pJbK2lB3wRt9VBooqepXQprpGnRXAuIrKCOYKQJEjAP54rmPiGijww5x/y2j/nRRSZS2PONU8RPrK28Umm2FuYFWON7dHUqi5woBYgDnPA5PNeqeHUCaYrDqxJJoopSHEd4jupbXQ7uaJsOsZwfSvJIzlZf95R+rf4UUVdPYie5nvBGb2HjrzUH/CTa7ps0qWmrXkUauQEExwBmiiq+0L7Jt2scupQwXt5d3M8pdR+9k8wDJ7bskfhX0HY2kNlZRW0CbIo0CqM5oorSpsjOn8TPBPifqd1f+L723nfMNmfKhQdFGASfqSetcFH/AKsfSiiumPwowfxMWy159GluIzpunX8Uzq5jvYPMCsucEEEEdTkZwe4Ndn4Z1m71tru91EpPczzAu5GMknngcf8A6hRRXJPdnVDoezaUqx6dAqDA2A/nWD47u5oNDZY22iVxG3+7gkj9KKK54bo1lseZTKGt4gR13D/x/wD+tVfTdSvdEnurzTrmSCZVJyp4P1HQ0UVtPYzidRpnxa8RS2qebDp7sMfOYCD+jYpLfxFqvjPxHHpurXbG0MqjyoQEXBP93ofxBoorWmtTOpse7WltDaW0dvbxJFDGu1EQYCgdgK+aviRql1qfji9Ny+4W8zW8SjoqKeAP5miiih8TFV2Rytyf9EJ/2hXVaH4i1TU9HGnXt5LPBayF4zJIzMS4GcknkDHHpk+tFFXXJon/2Q==", 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bGjlIbjX9SiAe6Flb/wAMMPyAD6D+pplz4Rh1CMLdXkzHOdygZ/M5q5FeW1rGDPPHH6Bm5/Ko5fFWlxNjzHc+irj+ZFc0KUubmV2zSU425Xsal9aRfYdKDmOSS3iaNZJFBIxgZGeM8CiBYzJlpTLIB0wOP1qG01OLVrZHtmlURSEFcEHkD0BrU0u3N/dmMSMEwck54x7ECunVU7Mz0ctDY8LQxpDeTIiqzuqnAxnA/wDr1uJ8z4qhpdmLCO4iEm/LhhxjtitCE/NUxVkEtye4nS3hZnYKiDJY9APWvPLi5l8R6yJFB8lDtgQ9h/ePvV3xRqrX93/ZVqSY1b98V/ibsv0HetfRNLXT7cFxmdhyf7vtWUnzu3QtLlV+pJJp0dnYLEmCcZZsdTVSxI+2oD0zitm7A+yMTWHZsIpZZj0jRnJPbAzW6IPE7vRvMlmmuHaaUu2ST71Ha2scRx5ag/St26leLTPti27yxbtjSD7qt7n8a5SfU7rzyYo0UZ7Dd/jWSpSexTqJbmnquly23l3yqTbzYy2Put6H61vyy6l/wsG51CyhaX7HH9nWWRcqWxhjzx3NWvAt++oXS6bqXlTW08bKYpEAyQMjsD2rVii80lmV3JJYj6+2Qa0jTabT7CdRSSa6ENzr3iK5t3imSJ0B58uMdfwrpPhzpf8AZ3hqSdgfMu5ixLDB2r8o/r+dZqfLDxEUA7Ekn612mmqI9JtVH/PME/U81nCLjNq+hUmmk7FpV3GrBto1iy5+YjgCo4MbiT2rN1/WV0y0ypDXEnESH19T7CtG7aszSuYvijUvs7CwtG/0lxl2H/LNf8aydMsBEEnYf7mf1NWdE0p9RuWmmZmyd8sh6sa2dShSJwqKFRRgAdqzinJ87NG1H3UcR8TdNm1DQ9MuYIzJLDcNCQo/hZcj9V/WvLRaRQvsu7yKIjqq/MR+Vey+Mo5J/BU6RyFGNzFlge3ORXkMukxQyDIZs9SaqcmtEKKW5Ut3S2vcxOXiJ2hsYzz1r1DwHdlob9UHzfJgnoo+bJP09O9efy2UQsmKIFK4PHWuv8CS+XpGthudyRp1x97cKytdm/N7rE8GeJYLDVta1OeGe4lvJtqsrAfICT/h+VbHivxTFreltBBBNGxAGJCD3yen0qS1toLaERxNBDGq4xGB0/PNWZbC0nhWN4UYNwDjHX3rSspp80X8jCHLblaOo8C6WNJ8IWism2e5H2iX1y3QfgMV0G0saQIIYo4l4VFCgewGKsQgBd1at9zMry2bBNxHWuW17UPsObaIg3Mg/wC+B6mt3XtcTS7TzD+8nf5Yo/7x/wAK5PTNKuNRmkurlizE75XPf2FZTlf3Y7mkVb3mP8PWqxXK3Myhl7Bh1z1J/lXI39lFpWrz6fChWG1IiiH+z1B/Wu+x5chA4HQVh+Jry2s/ECOmlfbL2e3jfMhJRQMqPlHU8d6qLjSV2KSc3oZ1oSdH1AjnZ5Mg/CT/AOvXpNwsTT/aIyrecAWZTnJHFcBLd69qFo9q1tbw27gbkjjVMgHPXrS+BNJ1PRtSvYrnb9knXfGFk3AMG9O3B/SsXNVJSktNEXyuCS3K8cbRZYxrhRkDaOfqW9/aul8NRqIppFjCjhcDp79PpXKMYVYJmNmJ2gGBhnH4+tdtosYg0qIAY3Zbj/PtXRUeyM4ouWsoF5cRk8kKwH6Gr0T8kVz17dfYL+K5P3AcP/unrWsJcEMDkHkEUovQGaRGUyKhwc0Ry5GeoNLJKiKSfyosK5m6s3yBe9cr4rupLDwlKsGPtF3MkUefQHJP8vzroZt95dALk5NYE1n/AMJT4mEcUh/szShsdl/jl6kD8QOfQe9XFK93sTJ2VkJqXg2G/wBGhe1Kpfwxhdx/5bYHIb364Nec3VvcWVw0EkDRzIcOjqyEfkTXpdj460qDxTNoNy3lPGVRJ2PyM5HKH06itTxT4Wi8QW/mwqkd9GuFduA4/utj+fOKuE3HSWxEoKWsdzz7wzIUW5M21cbWXdubnntgfrXofhgFklmLbgAEVsYz+H4V514et7mxlvIZIpEkMiqVBETAjOcgjPWvTtDjMelIeu8lsnv2/pUV3rY0or3S9HMF1Boz/HHx9Qag1a5urfT5TZgeeRgE/wAI7t+FVdTme2aO5j5aM7sevtVg3Md3ZxXdu4eNxvVh3FZrVWL6lPwzov2dPtM6HzW+4G6j3PvXTLFg81WtrjegwRu/nU73SxrlsZ+tKMElZA3dlfVJNkGzua5PxFc/2f4TvGziS7xbp688sfyB/Ot+TzL+5Crk81zj2qeLvEYTaH0XSyUDZ4ml43Y9vf0HvWsEr3ZnN6WRD4b06KLwrbWskQcNFl1I4Ytyc5+tedeL/CT6ZJ9ogzJaMcFduTH6c5yR710XxA8ZXmgeLbe105k2QR754mHyvu6KfoB+Ga07PWbHxRpX2iIg5G2aB8EofQjuPfvSlzR9/owjyy93qcX4SvIrDWLB3dl2TLnc2Bg8dCff0ruIVjAYIqM47BlPfA/hrlNT0AaLJ9vgXNq7ALhiPLb0Y5/Lj2rpTIzKqqj7Sc5EwA9Og/GtG01zIUU02jptJ02Cewd5UPLYXBAx+XFb1vtSzhRPuqgUfhVGwj8jTYUP3tuT9TzUljNvtSneNip/PIrCL1NZFu71CDTbCS5mPyqOAOrHsB7muKt4LvxDqj3E5xk/Mf4UXso/zyatarbX2qaukP8AywQfuwDwvqx966axso7W0SCFeB95vU1m05vyRStFeZLawx28SxQrhV/WqGsjGK2Ei21h6pJ5txtX1rREdTnfFUqw+Fo0chRLdLyfRVJ/wrzLW5vskzRPbSiRcH5htzn0rv8Axiq3uv6HpGfkt2E0y56luQPyUfnUnibw9BrVkAFC3CD5JcdPY9yKqUFo5CUm7pHk0OrSM5jMMe1uCGPb8xXXeEo3givImDYd4yMDO7Ab61x01lcafqRt7ljE6NgjfwfcZ6iu88OSK1lKnmkoGDEqCO3PQew9Kv2cbXRKqSvZnRrujjUM7Ek8Ftw/mvFbQ0iRrSG481QeG2ke9c/aOJLmOGFhlsAgRkdTnqT9K7m7Hl2LIOipgVnU1di47GlIRvODkZqHUdQg0ywa4nbCKOAOrHsB71Es6vbxyg8FASfwrkmN34n1ZdytHbRHCI38I9T7mpqSstNxxV9yO1gvPEWqm6n+Uen8Ma+grtoII7e18iJcKB+dMt7SO0iEMCgKO/rVkLsRiewqYR5fUJO5zl18s+33rP1z/kKW4P3hbJn8zWjKDLe7R3NY3knxB4v1m1aV47a0RLdHibDb9o5H05/OrceZCvZk6FUTLHH14qxZ3UP2yILNGSWxgOCea851vSbzSdQa0vSxcco+4fvF/vDJyf8AGqdldpa3cM+WzHIrYbK5wc9ScVawt1e5m8RZ2sdDYs9xdqqXc7Mx27W//XXo8MYgt0iVsqqhRkVxHhuKWe+82R5WWIZAcg8/h/niuwkl2RksQMDuayk7s2S0Ob8ZaiLWyEKkefO3loPQfxH8BXPeCPHCRRR6PrMoj28W1w54K54Rj/I/hWVrmrf2t4gMysDFGSseP7oyc/iRXM3torxAj2ArVR0M3LU+h4ppFUFDkMOCDQ0c9x2OPWvAjr/iLw9NDb2GqTQxiMHyyQyj8G4FW5PEHivWojHd6pcvC3Bij+RH/wC+AQ1OEXIUpKO56ZqniCOW8/4R7w9Ok+qTEpNOhDLbr/Eeoycdx0+tdVp9la6FoyW6FY4LeMl3bjpyzH9TWJ4G8LjQNLEs6bbydQXXdkRr2Udvc4x+lct8TfFf2jf4d0+X5QcXsin8RH/U/l60NXfKtibtLmZ5Jc3TX2p3VzkuZpnfPrlia9Z8DeOrxbRdM1aQOygCCduuP7rHv7GvPNP0rB4XAz1NXNFsxfeKZNNk1Ka1UrIYjGm4s6oWC+w4PJ9PenUrKXuodOk4vmZ6Rf8A2fUNXSaOEGd8K0i8Z9M+tdvCiW8KRpwFAAxXkXwwu7jV7+5lupWl+zojAsc4Jz/n8K9Snu4baFnllREHVmOAK5tepu7dDA8basLHTTFG3+kXHyJzyB3b/PrXCeGvGT+GL2a0vA8ulySucDloTnGVHcHuKb4h1tdX17zVkzAriOIdsAjJ/E1g3ipNG/Izzn8Tmt1HQyctT3TTNRs9VgS4068injf+6en1HUVdn8q2iaa+uoLaJeryuEH6183ahbPa2tk0UzIzAnKMQfzH1p1tCZmBup7mT03CR+fx3A04QchTnynr+o+Kn8QXi+HfDEb7J8rPfMAuV/i2q2Dtx1PU9q7fT7Gz0DR44IyIra2jJZ3PHqzHP4msbwL4Xj8P6UJJcfa51DP8oXYvULxj8eOtcX8VfGiylvD2ny5iB/0yRTwxHSMH0HU+/HrVcvO+RbEN8q52eceL9aj17xdqGoQqVhkcCLPUqAACfrjNZ2m6pdaPfpeWr4dfvKejr3B9qryDddAJ8xYcBeTT73StUjszP/Z92keQN7Qso59yK6JKKjZmMbt3PevCmoWHijQ3wCYZgUljzgoe4JHQ981lafsur1EV4mG4KNsO0/XP51wK2Vz4e0mDVvDOs6mrSXP2WT7REsSXOE3M8Yznap+U7hn5hz1A9N8KxB7lpyYmEa4DIuASfw+tcT91NI7Yu+52DHagwePasWPUEstWEMrhUumCISf4+cD8ea1JZAF6V5F4w1N9Sv51gciO1AWNlODu3DLfmOPpUxTbCTPW0k8u69jWrDKNuVIx7npXmnhXxxbavElhqkqQaip2h24Wb3B7N7V3CxTY2qcrVCL91fBIyq4yfSskyRWtvPqV4223t1LsfX0A9yeKlufs2nW5u9UuktoFGSz9/oOp/CsawmfxjqKXCxNFoVlJmFGIzcSjox2ngD+6RVpdWQ3bRC6RpL7L3xBqsYS9uwX2k58mP0+uAPoOK4TQ/iP9q1Se01IIltNK32abp5YJ+VW9vevRPH+s2+ieD755m/ezxtBCgPLOwx+g5NfNQ+4MVpCPOm5GcpcjSR7JrmhJqrnDbLlQfLdTjPsfY+vasvQYPsYuIZl2zgqHV5ChXrkZIGfwrm/A+uyXuvQaLqer3ltA5CQTJNGgjx/eMnGMdO5OBXTRx3Musaglyk000cnkt9oIWQBSQN204zj6is43heLNXaVpI6/w6jXGoxuwYAZcL5u8e307V1d0f3Lj2rB8LWyR2sk3l7Sx2gZyQO9a97MqQszuAqjJLHoKxbu7mmyKukXglimsmP7yEkgeqn/69aVgEVSoUKxYk47mvFrzxRdWniWLWrTPlqzp5R4DxcAqfr1z64r1bR9VtNbso7/TpQ6MPmXPzI3dWHY1du5NzqUZdvPFVL+6VIiqnk1VNxOVx82Kj+ztIGmuHWKFBl3kbaqj1JPSmIpmePTrO51SYcQrlFP8bn7qj1yaydMQeEtGfVNbm8prhxLNgZKljgD1J5z7fhWtpwXxJqC3IiI0eyf/AEZZFINxMOshBH3R/D1z1rj/AI4XzRWmlWStgSyPKwz12gAfqxq4q7UDOUvtHf6lpGm+JdG8p3jkSRd8NwuG2nswPpXjWq6fd6LftaSwssinkrHwR2IIbGDWXoPjvUvD+kyafFdSJbvIrI6n5oTnnHse4/Gun8YWGuto2mX2oX1y94/mFVkQfuRhSFJI6sDnB6fnVq9J8r2Jdqiutze8MsRp+4YUuRnAx2/+vWH421K5W7NkshWBYt+F4LEjv69aKK5YbnTLY4yFczHk8Icc+xpqKHi+bJ5Pf3ooroMR2vRqNXxzwi45r0Twr4W0iOy0/Ujaq95gSiV8ZDfTpRRSTagrA1eep3kk80kJQyMNwIypwR9DXm+r+EdK01/Nt1m3SMSxeUtk+vNFFYttRZokroq2lhAzlSCR6Zrnrlxo/iu4vLSNBLDKwTeMj5l2n9GNFFY0tzapsdP8OoY7db9YkCAiPOBjON1M8Z31xJqX2UviCJSyoOm7aeT780UVvH4jJ7HI2yKbqJSBjH+BpqICkmR0Jx/3zmiitTIl15FVLAADHkZ/lXq/hTRrGw0O2aCEB5o1kkcjliRnrRRUfYH9o6mNQOB04pJbK2lB3wRt9VBooqepXQprpGnRXAuIrKCOYKQJEjAP54rmPiGijww5x/y2j/nRRSZS2PONU8RPrK28Umm2FuYFWON7dHUqi5woBYgDnPA5PNeqeHUCaYrDqxJJoopSHEd4jupbXQ7uaJsOsZwfSvJIzlZf95R+rf4UUVdPYie5nvBGb2HjrzUH/CTa7ps0qWmrXkUauQEExwBmiiq+0L7Jt2scupQwXt5d3M8pdR+9k8wDJ7bskfhX0HY2kNlZRW0CbIo0CqM5oorSpsjOn8TPBPifqd1f+L723nfMNmfKhQdFGASfqSetcFH/AKsfSiiumPwowfxMWy159GluIzpunX8Uzq5jvYPMCsucEEEEdTkZwe4Ndn4Z1m71tru91EpPczzAu5GMknngcf8A6hRRXJPdnVDoezaUqx6dAqDA2A/nWD47u5oNDZY22iVxG3+7gkj9KKK54bo1lseZTKGt4gR13D/x/wD+tVfTdSvdEnurzTrmSCZVJyp4P1HQ0UVtPYzidRpnxa8RS2qebDp7sMfOYCD+jYpLfxFqvjPxHHpurXbG0MqjyoQEXBP93ofxBoorWmtTOpse7WltDaW0dvbxJFDGu1EQYCgdgK+aviRql1qfji9Ny+4W8zW8SjoqKeAP5miiih8TFV2Rytyf9EJ/2hXVaH4i1TU9HGnXt5LPBayF4zJIzMS4GcknkDHHpk+tFFXXJon/2Q==", "info": {"video_id": "113931", "label": "putting chopsticks into a bowl", "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": "f244752493e6a425bf6e4f97fa4058de2f707e7160d6374f29cf35e84888ea7c"} +{"episode": 14409, "episode_seed": 835261415, "split": "train", "timestamp": "2025-10-13T02:56:51.756778", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 835261415, "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: 'tipping a stainless steel glass with glass balls over, so glass balls falls 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "149453", "label": "tipping a stainless steel glass with glass balls over, so glass balls falls out", "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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"info": {"video_id": "149453", "label": "tipping a stainless steel glass with glass balls over, so glass balls falls out", "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": "d7547e7845ac2c43ff6af9cc9360669d354f2d2a69d833928d86ea9e3f24f9b9"} +{"episode": 14410, "episode_seed": 2743048461, "split": "train", "timestamp": "2025-10-13T02:56:52.768135", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2743048461, "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 knife 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "192699", "label": "moving knife down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "192699", "label": "moving knife down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6ac8f01b5975071f6ddd60f1a9661cc25dec20de8e2fb1cb96bbfc90f62d53ab"} +{"episode": 14411, "episode_seed": 1770619135, "split": "train", "timestamp": "2025-10-13T02:56:55.742702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1770619135, "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": 3, "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 slow cooker into outlet'.\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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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IQnrz83TtW9Feaz4j0KK+hYWlrqTx+YCcm3gByx/EAj3zXlFz8QpN0ljDpluYVkZ3kWNRIxBzwew7/hXq1pqNteaHa6hc3paW4hSdoUIHmoCAEGOM7gOPeui75efr2b/r1OdxVVxctLvWy8v6XkzP8X20U6a5aQyPNrBtS5z9xYXIXP1UD/x6vL9N0e8tJnnj1O4SRgBvhOw49Ca9O1/xHavpU1x5P2Q3Uhig8wfvpWOA6/7oPfp8tcusSwRhnKqPVjispNqKct2VS537s+n9fgbXhTU/7JspobhGunll8x5XbDMff1rE1559S8VPeiQx2jlQ0QJ3ABQOoqzBNAwwk0TH0Dg0rxZYnFZSqaWNlDW5l31qgtnNncXazHoHnbbWXpUGp6bqKTQWsNyXO1ofMwHz2JwD1rpja57Uotth3DrWakWkchBa2ninxBdi82wNFtVYUYkK2TuGe/Sugm0bRPD1tHM9uru7qiBgMkmsa18NXVtrt59mXMMiiWMk+5yufUH+Yp11Zalr3iHT7CZ38uIbmJGCoB5zXVCXRHPJ6nc3Wo2unaLJcQBVfG1F7gmsOHUtRvoLXRJSdssyFnbIZUHzH8K3Lrw+lybcmQNbI4dyT2FU7TxPY6tqN1YLaeVqEOY4JAMhozxnPY+1aTk7Xbtb8SoVKcYyhJXb/A4HxjqvkePbyVh5qR7VTaeq7R3/ABrPtLtNZ162IiKogyVbByByc11eqeHIdN82S5iSWeeYfOfmGwDjHpmoLa1htiWihjRm6lVAzWL5YLlirWKcLSaTuu5aGhWFznNugJ7qSP5V3/gy+TQbD7KkO6MYwd3I5J/rXFWsxQ810NlIDH8p5pQnrcJRurHVeJdchl8LX9vZQMtxLHsRTgLyeefzrzDR49SuNUS1lWa1UglpUkJAx7ciuruJMxEOcKOpNU1iCkMuMnuKKkuZ6hCKirILnTtch3NBqdvMmOEniwfzFcl4T8AGedZr9Q7g58v+BP8AePc+wrrJJZVXaCQPY1p+HtajuvtaxIoggnMSBRjgAc/zpRrU6K5qmwpxk9jifi2FsY9IsIjkKGlkJ/iPCr+AAOB2zXmLGaaQMik7eflXpXc/FPUFvvFMkXzYgCoPoB/9esTQZUifymX/AFpwD7gZx/Ot5TUveWxlGPQzba+niZVO4FF9SDXQaT4naxv4nuWuDBu/eoCCWH41n64FbU41XqIwD+JronsIpI1V0VuB1GazbRqlfQ6eDxd4cuIHaK8eOYISsco2lj6ZrofCGvQKl3fyxumF2hfvE/xcYry0+GrWTkBkPqpxXoHhC8h0u3EE8JdBgKwwcADHIqqckpXJnD3dDqPBXj6x8Xavc20Wn3FvcRxbizlWUoG4GR7nOKd4utY9Y1URPLNGLQBF8s8ZIyT+o/Kq3gjTtH0TxZrcyXMYN8EniDjb5akncv8A31z+VcVqfiGQ65fTiS5hD3DsCDnIyccGtK0vdsZ0oe9dGwND1m0A+x635gH8Fwn/AOuuI+IEuoxvYLrFpBLjzPKaKXaD93Ocfh6V3em3Gt3Wni8t/Ku4iDtEg2Ocf/XrB8Q6Bf8Ai6S2S8gbTmtd3X5hJux0+mP1rmhqzeWx5Yby2ELhbZEm3DbyWGO+c85qSy1i8tLhZIrmWAA/8sf3Z/MYP616Fp/wv02SMzS6k8kaEhyvGMdc1uaZZ+E9B0e51aC1jZrWMv8AvgC5PRcZ9TiuqEU7amE5WdnucJH4X8Q+MNTe9htLiK2lwftF58oxjtnkj6Z+tdlqPhHTfBngXXIt/n6tJaorSkfd3vgAenQ10NxrVzrPh/TbWFAt1qPlhmH3QuNzfh/Suc8a2upReGbi2nWWXUry8hVMHP7qLgfhyT+FOo7fB9/5r7hwpOcOa/y6+v8AmeY2kd7o+oxXDwjczfKSMnPt716AfFtg1p5Y02+hvCoVXYhk3epHXFctZ6Vq9zf20l/JGYom3AAjP6CutSBRg1zT3NYo9U0O3lHh+wCgbtoLcZGeT/OuL8c6taweI2tLmFZNkKcHaeuT0NJZ6jcW0SrHLIgA6BiKxtZs4tWvXubpPNlbALsfmIHTmnOacbCjC0rkEn9lFVabR3AYZ3fZcj8xWZqR0YWrmziEc/YFXSulW+miRUAG1QAOO1YurWn9oT+c0sqNjHyHj8q50apFmfTjJtlhZop0OUkXqDT4NTubS3S2vNJhu4UjZA0Ehhbn+IjBGa14046VOLISDlcCtITcQs73TseST+H7z7VKba3Kxsfk8xxuUe+Oteh6Xf6vFo2m6bZWFpbCywUuZAZZNw784UeuMGtldOiVs7avwRKidBVupfoZuGtzmbjw3NeCS6ubl5r1zu82U5Oc5/AZ7CrX9jQTjfewxTzerplV9lB6D9a6IoDUflis5SbKSOdl8OacwyLKBD6iICs630W8h16CW2nYWKowlgLtjPYgf56V2fkBjz+VSx2yqSdo5rO5dkZa2pI4pzWbYrYWEZ6VOLdcdKzZaOSuWeziITIdz8p9BUU2rmOzkP2fbeMPL8wDqK271bRNYsobhwpZJJEU/wAW3b/jVV9Z0mS7kN/aeXLB80TjpJjoD6V1fYjyys3czpzjCq/aRutLE6adff2AkABEjxhSAfWoYNL0KG8a7s4yNQtka33r0lboc+pB71QWTxRNbvrVrI4s5HZynBXGMDg9APWq82r2lhpUGmaERc6kBuuNRBzGjnk7ezkevQe9aUqKoax1V769vIxrU1KUpS3aaVu/mYusXTw69FoMkolaEs7uGyA2PlT8BnI96nFttA4rLbTzZahp7NuZ3uRuZjksSDkk11xtgelY1588ro1pR5VZmOEweavWk7RkY6UstuU7VRnvILMFriZI1H944rBN3NrKxc1XVrb7Bdxu+0omfrjmqula7FJGCx3KwGCO1czq039tgPbRvHaocPO/Hmeyj+tJppiAXyuNvBHrWjTsXBRfQ9GaPzLfzV5Q96z/AIc2M0tnfT5xEZVVc92AOf5ijQdT8ljFKN8TDBU962Ak/hzwpZ21rJ5VyF86QgZ5PJB/PH4U4wp1YONXbQznB88Yx3Z454xad/GGqeacutwy4J7DgfpWYl48CR4h+dJA+4N1x2rtJ/D9z4n8YSXMxRIpf307qMYCgZwPU8fnRrfhHTbLVpbaATrGOVDSbjjA749c10+5C0F8vRHPVpTpTcJ7nMaWJNT1vfKmWlbeMHhVB5/QYrv/ACQzVz3hu0itrm7t2TF1E3LH+JD0IrqY4yWrGpJXsVBAIsJgClRmiHBxVkJxVLV7uLT9PknkwWAwi92bsKzT7F2LOmak8viC5fOUt7ZYc/7THcf0xWxLEt0oDKHQ84YZ/nXL6NbSWNiPOx9olYyyn/aPb8OlbcV95cTHqQK09p0Eom3ZXwgtlgh2KiDaFA6Vg+LfEl9p72f2RLY+YHDec5A7dMVmpqw+0vhuM9Kqaz4qXSHtpzAszENhXxtI4yDU3u7WuOVNxXMZv9s6vNeBbSRJPtkirPDbxsQQTyc9h712eoeFbG/tVsFvAhiZDdAnqAcsR+Ga4bTfHLnVPtis0M8rZYIMrj0I9K9EfTbaSCOGa9EN9coXUMeCD2+veujkjTheC2srGU4qdSEqkt09e1u5PPexXWjxvaW4SWXNtblf4FbKf+g1j+Ze6NoEdlrjC5u0MiQ3BfdtjUfIQepyCRzzTbzxBMsH9naZYBojmC0ueh3cLu/Msfaua8Ras3nJpVlOLi2SeJJbgchsH7q+2TyaUOdfxXf+v+CTUpWqOUNE9vTU0LP5o1J64rSjUGqUCbFA71aSXaea5XU1OhQLoHFMZMmpI2VxxjNS+VxS5h8pV8qopIeOlaAj4pkkdK47GnBCuOBVlU7YpkPC+tT7gPxrQgj8vB6VIicYxSjFSqR6UAMEdL5XtUpIFKGGKQEWz2qRU55pSy4pQ4qWMlVOlTKvFMRhiuN+33974zvNM/tm6tIQZPJWNQ3KpuC+w4PJoUXJ2BysiPx00VrrWh3UzOEi84kRxli2dnHHT8ao6r4rtNTshaWHh1iwGFuLmTaw/BOT9Cap2Nxea++b+6knEQBXeQduev8AKujttMhjUFUH5VtG0empm48zuYLRa1rUEcOpXbfZUAVLWEeXEAP9kdfxzWvZaSkCAKgAHGAK1Y4lXtU4KqM9KcpuW5UYpHN67psk0UMtuoM8MqSqpON209M/TNMng1nUF2xSx6ZF3ZSJZT/Rf1roZFDEsenaomwvSsx2OWfwhPID9o1/UpQeoDBar/8ACKWFkd6wtK/9+Zi5/WuxzmopYw64pXbDQ4XVc/ZzGeEHYCsCyVkBk5BJyPY16BeaWs4IwOe9cprNpLYWzsp2ujgAjvmizNoSVjUtGbajnjvXe6dc2+v3Md6gL2TRbgHHVR6j615vq0UVvoMGo6drF/KrXP2XNxEsazkJlniA52qSFO71HuB6fpOgf8It4ZezN19peV8Rvs2kKeSOv1/OtaOGlUmo9Lpv5XOPGV1GPP2uRj+w2Vo9LjVLqcrEQFYfLuGevFcbqkyap4kvLmDBtw3lxEfxKvGfxOTW54qtY/D8cMMF4f7Su1JEar/qoyMMxPrzge/0rM060WKBQBgAYrpxPKnpuRSlKo+eTv6mDq1tLZTw6tAmWhG2ZR1eM9fy61vWbLcRJLGQUcBgR3Bq5NbLJEyMMgjBrG0BjZy3Oly/et23R57xt0/I5FefJ3R0pWZs+XXNiM6zrb3TDNlYsY4AejyfxN9B0rc1a5eCyKQY+1XH7qAf7R/i+gGTS2dlHY2UNpF9yJQufX1P40k7Ipq7KzKQDVCad484NbMseFNYN794r3pJmkdzGeXbcllOOeazfEivcW0EgIIiJzluecdqv6JbWepeL/7N1O+uLWGZ9iSxyxRrH3JYycYxngck4Helt9Pc6tqdlcpOfsk5iVLkL5igEj5gOM8DOOK2jHl94VSaknE48Kybdw2seQehwf6V6vHq2hDw1b217Jc32pJEqL9lGQhAwMseCKzbfQY2YERKB9K3rPR4IwDtBI9quU4ytdXscypsy/N1TVtMt9OdVtNPiAxDF95z3Zm6nJ9MVFqGi+RZReRFkxyo+1epAYE/pXWpEiLgAUjRiQkkcdqzlNyZqonMXCanL81qsESjosoJY/XHSq/m67F96ytZv9yUr/OuoaADIxVd021i3boWkYUeo6qpBOksD6CYVBqXjDULK4t4jp/kBiC5kOcjPOMVtTuBwOtRWscd1cBLuFJYwcgOM4PrThKN9UKSfRmpa6tBKWSZTEwYjnpWiY1lQMhDD1FYHi+0RNGe/tSYbgOgLJ/EPesvUrbxB4Z0LSry5vruOW9MnmQFMCDAQoGOPvENnHb6g1Sg5ajlKK0O6hY7RUwYmiirRmSBjxTgx5oooAfuPrTQxoooEKScdachJoopMZNG56V5tq2oT6b4yvb2Db5sczbdwyOV2nj6E0UVdPcmew7woMSXI7AIP512KH5BRRQ9wjsLuINIzEnBNFFBQrmoJD82KKKTAb2pATnFFFJbjGOBg1zXjONRoqS4+YyqD7iiitOgjl9a8TPrkVvFLpenWxgVY4pLZHUoi5wgBcqBzk4HJ5r2DTDumi3fMF+bDHg4Gf6UUUk2sTTt5k1EnhKt/I4a1vJ9au21S+cyXVydzt2HYKB2AHQV0EQAQYooqq3xMmHwolPSuZ8T5s4hqVuxS5hXCsOhB6gjuKKKxhuaS2HeG5ZNRsxqd05kuGygPQIueijtW+KKKipuVDYa44rntSAWXI9aKKlGi3ORfW20nUb2M6dp99FNIHMd7B5gDJ0IIII6nIzg9wa2fC95carqOp395J5tzcOssjkYyxzngdPpRRXTL4DH7bOvjHFW4zhqKKz6FD26gU+iikA1xxVK54TIooqZbFLcoYGM96yr66lDywq21QAcjrRRWcdzRbnPanqF0+nNG0zld68ZNV7rxDqmo6Zb6bd3k01vbyPKnmSMxLPjOSTzjbx6ZPrRRXVT+EyrfEf/2Q==", 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", "info": {"video_id": "209586", "label": "plugging slow cooker into outlet", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209586", "label": "plugging slow cooker into outlet", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "209586", "label": "plugging slow cooker into outlet", "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": "561664f26c0b55f65af30e10f53e678cd309b5948296a0315327e49f529baac3"} +{"episode": 14412, "episode_seed": 811084937, "split": "train", "timestamp": "2025-10-13T02:56:57.730669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 811084937, "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": 3, "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 upwards while filming brush'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "50566", "label": "turning the camera upwards while filming brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "50566", "label": "turning the camera upwards while filming brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "50566", "label": "turning the camera upwards while filming brush", "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": "10b5bcd6061b0036838977c8db425f258cfe24e9d65ae4d608ecf480a71eba50"} +{"episode": 14413, "episode_seed": 463683079, "split": "train", "timestamp": "2025-10-13T02:56:58.669704", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 463683079, "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 tomato'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78556", "label": "putting tomato", "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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", "info": {"video_id": "78556", "label": "putting tomato", "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": "16a4facf1459f0892489d92fa693c6ddddd3229b0167a1e97e8a9c05a1af2b9a"} +{"episode": 14414, "episode_seed": 1159326678, "split": "train", "timestamp": "2025-10-13T02:57:00.419615", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1159326678, "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": 3, "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 onto book'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13863", "label": "putting pen onto book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13863", "label": "putting pen onto book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "13863", "label": "putting pen onto book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ead89b3558e3841e2f9ca08faa48f816dc859da3c097972b2b99412472df546d"} +{"episode": 14415, "episode_seed": 1998606669, "split": "train", "timestamp": "2025-10-13T02:57:01.401461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1998606669, "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": 3, "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 case towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116862", "label": "moving case towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116862", "label": "moving case towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "116862", "label": "moving case towards the camera", "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": "e2198ad7e4708762bf2d67305b6b2da13d09b3aa1941ccd7e060924703871232"} +{"episode": 14416, "episode_seed": 2992264528, "split": "train", "timestamp": "2025-10-13T02:57:02.702570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2992264528, "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": 4, "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: 'approaching bottle with your 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111948", "label": "approaching bottle with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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pa21zbWwClXDlc5I3Drz9P0rYl5JrwJw9nNxPtqVZV6Uai2ZmTjJOazb+3V4GZwD6VsSR5OaydTl/dMo6AH+VQWzzxUElxclR/wAtW/pXV2tnctYPLCTnoB3rk9Fm8ye+87AZJyMfoP5V6jBCIowiDCqKjluxt2RyUOqjOy5Qow6nFXkKOm8MCvXIq7qWkw3JLMmM87gORWGLGaymA35ib9aulTlKoodzPEVo0qMqvZF1AoYkAAt1461cKSvazJCdsxQhD6Njj9azzMseCxrWtLmA2khIJYgFTnoQea+n5VGPLE/PfaSnVdSb1epl+ENQdxLYzSMzY3LvOSD35rs7S2wxlYYx933rzm8uBoviSO7A/cyHzR+P3h+fP416ozKUBX7pGR9K+brU+Soz9Cw9ZVaMZR6lCfJqk65NaEoJqsY8EnsKzbNLGRqcapbndg9TzXBaZGJb6+Y9VlB/NRXdaq5eKXH901xvgeGTUNS1Rp8YjkXeP++hj9KTVxR0N2SC7tdPSeMblOGK+1RwahDcAKfkf0NdWI8x4x8vTFc/qOiRu5ZRsbsQODScWtUVGSe4yWKN4irqGU9jUlrGkShI1AUdhVKGK4gbypjlRytTxXJjnA2/LnBNe3ltJKl7S2rPkc+ryniFRT0j+b/4A3Ub25sNas2dj9kZeUI4znBz+YrqjCJWUIMhumK5vxGn27T5XjjAkhAkVUHXAwwH1HNdP4Xna68P208sTJNtKsGGDweD+WK4sfSaqcz6ntZNiIyw6gt0XmXyYViHRRis6YZJrSm5zVKRCTXI2enYzLu3WSFi4BAHWvPL1FOtTqoztRQM/U16RfPtj2D8a8zjn87xRdwsuNq4z685z+tTLYS3PQ9DZRatbsjRzRsVljf7yN1x78dD3rW2EjlazSrDbe7C81ufss+P40ILRN9Rhh+Namm3sN+uACso/hNWmrITTuVn0+OTJIwD27Vz4eKy1K8t9uAjcD2IruGhxx39K8o8R3r2fiO9MjbHEp2g/wAS+ldeDqRp1Ls4MzoTr0OWPc3BOA5KngmpPDmuKfGbWIYFZbYr/wACU5/lmuIuvE+23YRBd2OuazPDWqzWXiG31Db5kiv0JxnPFb47EwnDkg7nBlGXVaNR1ait2PoKXP4VXkGBmrLfMPrVK+k8uHHQmvLR9EzHv2Lq7fWvM7e5az1nUYQpHmESKfX1/nXpM7A2z+uDXm+ugwtFdAf6tvm/3TwaUiUbvh21hvpLhZ3MT7k8q5HWF+cH6eorstNeWaHy7lPLnjZo5VH8LqcHHseo9iK4/wAIMbiK/UgGBtiOf7pO7afzrrL+1ln0601KN2WSaNfM2nGZEyjH64VaIystRyjdo1vs2e1EkYWJieigk/lUOi6h9rXyJzmVRwfWtOa1aeGSLONyFAfqCK0umrom1nZnl9hqexWiVgOSVz3U81ZN0qK0kjgAck1xmqXEml3k1qw+aCQoDnp6isy71maeAq0hx6Zr1Y5hFQ1Wp85UySc6l07I9D8Ea2bvxpdRof3c1uVA/wB05H9a9HkXnI618/8AhSSVNds3idlczICVOMgkcV9BPgk/WvIqScpOT6n0dKCpwUI7IqXLCOIt3rnr4E20j+xrV1OYAhKyLqTdauo9DSQ2eayI1lrch3fu7vJA9CO3869oiXco2dCOteQa9AzW6yx/6yFg4r1Oy1i1jnEEqugP8RHFEWk9RSTexpeQTweR9KxNfgWJrUKuC28n9K7BIFdA6EFSMgjvXEeLp2ttetlY/J5Hy/iTmu7Br98meZmb/wBllHuZUsJJBNTWxCqydjThcRT2oII3Dg1S85Q2Aa93c+LaexcuLW3vhD9qhWQwvuQN2Pv6j29q7e0uEvNPgmiOUeMEGvPpLoRQvITgKCa3vh7ffbPCkYY5MUrr+BOf615GZpLltufTcPubU77K1vxOjI52mq10fLjPvV1hyTisjUJcybQeleSj6NmTqakWrn1U1geCbZ7XV9Zdh+7laN19x82a6DUWDWrj/ZNZXh+1kEs1/FkmJ0gkTsVk3AH8HVPzqluR0OySIsMj7p6Uv2bccMMj3rO03Witx5F3Eqpnhl7V1BhQoGHKnnIq4tSWgmnF6nE6uY11ZLcIF2xbifXJ/wDrVTuIRG2R35qXxkfsWr2lwOjxFW+mayjdvIoG7K9q97BteySR8dm0JfWJSZopNkj1Hetjwrqoup9RsScm2dWX/dYDP6j9a5K5vks7ZpXYAAVS+H2tInim6e4k2i6XYvu2RgVzZlJcqh1O3IKMvaSqva1j1eQEHPrUMg2qW9KtMM1nahLsj255rxT6lmXdZYM3vXlmpNLZeJlugp8qUbC3bJyP8K9Qlf8AcEV534htzPZzBfvKdw/CmyUes2UTWV1q9rcDmK2yc+sci4P5NWQ6PZ3Kyw5Az2rd8S3CJrniSRCMJYEZHqTEP51S8tZohu7ilJWLg7nRWzrc20U46Oua8n+LNi8eqw3aLhJYACR6g4P9K9W0obbAIOisQK4z4nxm60RFjiDGJ9zv3VSP/wBVXfQnZ2PCJHflSxxWz4dga41S2iUZLyquPxqiLR5JdiIWcnoBXoPgTQVj1OOeYfvYUMm30PQfzqGy0j1A3WDyOKytSuRIwAPFTXUmyEkHtWAl1vkZWPfikmEkTu2UIrktRt1nikjfowwa6s9K4+0t21bxhcaXNqc9rGfNMXlpuLMqFgvoBweT6e9N6kHTfCHTPtemeK7WfO+3ii2H8HI/lXQCf/iSadDnhri6A/DY39TXPfCDVXg0rxRNM5Z3ghwT9JP8avmclNDg9ftMx/4EwUf+gVVtBLcmSJ7bUI5Ys/eBrtdowCO/Nc0gBNdAZRHZo5/uA5/ClAufQ8P+Julmz8RXEwGEnbzV98jn9c15/s56V638RrGW9WO+3MwjXaV/ujPWvPLTSZrqdoxhNn3i3pTegJXNXwNaPc+IrNcfKj+YT7LzXsz3LRKWLH6GuW8FaVb2thJcogMgJiR+5A+9+vH4VsalPtiIFZtlpEN1cedKW7VWc5Vh7VRt7oh9jdzVfxBdTW2ktLBI0cm9QGWrTMmjNuIw7bT0JxXYXdoDuZcFkOMjviuG1uGG30KLU9P1e/mBujbZuYljWchNzPEBztU4U7vUe4HdaPP9rsw7dSTn8ef61LRUXqbfhbUmZjZSt1GUz61gfFS2eC2sNSQHakhikI7Z5H8jWhaQNb6lFMvAVt3FdL4h0mLXNEu9Pl4EqfI391hyp/Ot6FRx17GGJpKaa7niMF2XUEMeatxSk965VZn0+4aCWQKykjB9fSrDaq+04dRx1HNetDGwtqz52pldVytFaGhr2piK1a3Vvmfg1tfDG8mjvpLYufI8pm2ds5HNeb3Nybm4yCSB3r0T4axE3dzL2SLB+pI/wry8TXdWXMe9gsKsPTUF8z1Rp0KEg81z11KXnZqlv7rycEHGKz94cbgfeuZM6pqw24O6Fxnsaf4NZfN1iJ/uNYmX8Y2Dj+Vc/Yzi/wDGEul32p3VrbSybEeOWNFj9SxfjGM8DknAqz4Te4stW8UW9w1x/otncxBbgAOvysBuxxnpnHFVbUg3LuAOvmxjkHOR6V0fhu6NzZvbufni6fQ1g6W3m6ZCT3XFbWhRC3vWA/jBFKGkjSSvEyfiPbRroMd6yEtDIEOP7rf/AFwK8mTXPJJRXPHGCM17v4psl1Hw9eWpxl0yuf7w5H8q+Z9QhaG7kTkYaumFedPSLOWphaVbWauX9W1WS5ARpCc9BWh4PG7xBYY6iZT+tcqqkvnqfWu8+Hli82vRSsDshRpM+/QfqayqVJTfNJm1KlGmlGCsj2L7UOd3HvWPqM/mS4B4FS3suyIgGsaO5E2eeQcVkmayViVmJGM1yt6gLMO2TWn4iuZrXS2lglaNw6jcvXFYfiPRtZ0PRtMv7y5uRNemQyQlMCDG0oGOPvENnHb6g1TM72O41iRni1+Un5mlhjJ/2fMz/wCyitWD/VL/ALoooonuVT2NrTv+PNz/ALX9KwdSAnjkSUBlc4YHuKKKfQT+I84nsYLHVJRAmNhKgk5OK6fwKTLZ3dwx+dpSnsAvTH5miis2aGzqJPlv7VzOSJPxoooQM0gSYx9K8/vtRn0jxZcX9rs86KRtu9cj5kKnj6MaKKpGbNrwE5i0vWVU8HyFP0y1dPJx4ktIh9yKwj2j0yCx/Umiim/hCO5vR1qXZP2KEZ4KjNFFECpmHcRJLIVdQylDkHoa8y1xPsl28MDsis4UkHnHPGaKKT3Gtkek6RDHb6bFFEoVEUAAfSs/VWOGGeAaKKzWxozC/jpniU/8SM/9dEooq4mUjnNf8SNrkUEMul6dbmBFjjktkdSiAHCAFyoHOTgcnmu+8Lk/YnHow/8AQRRRTkKJ0ada6hifIU98CiinDqEuh86fES2it/E1x5a7QzEkfr/WuN3MRgscfWiimBJAB5gFevfDmJU0m8cD5mmAJ9gOP5miipkVA1dXY8jNULSRiSueKKKhBI5m81ltL1jUIzYWF7FLMGKXkO8BlHBBBBHU5GcHuDV3w5f3N+viu/uZC9zcW2+R8YyWcA/TjiiitTI7HRf+QZB9D/M10GnHF5Hj3/lRRULc2exPq7t5OMnkHn8K+cdWjC3knUnd3ooq2ZxK9pEstyiNnBYDivbfDllb2uixPDEqO6kMw6kAnFFFQzRDtUY7T9K56N2WUYPeiipQ5EfiYn+w2P8A01T+dcjqOv6nqFhBp13eTTW9vI0qCSRmJZ8Zzk8428emT60UVotjE//Z", "info": {"video_id": "111948", "label": "approaching bottle with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111948", "label": "approaching bottle with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "111948", "label": "approaching bottle with your camera", "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": "81a673abe62bb3f99f60275ceb4556135cbd6c36dd8f057b02c2befaa4e34c64"} +{"episode": 14417, "episode_seed": 1628384397, "split": "train", "timestamp": "2025-10-13T02:57:04.787027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1628384397, "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": 3, "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 toothpaste 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "190131", "label": "moving toothpaste down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "190131", "label": "moving toothpaste down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "190131", "label": "moving toothpaste down", "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": "e1a4cb7fd72e6999d87681f277f250e978bf3a8f72b6724b5c077d40beff9ada"} +{"episode": 14418, "episode_seed": 4097931648, "split": "train", "timestamp": "2025-10-13T02:57:09.967165", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4097931648, "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": 3, "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 sunglass out of card board 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46916", "label": "pretending to take sunglass out of card board box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46916", "label": "pretending to take sunglass out of card board box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "46916", "label": "pretending to take sunglass out of card board box", "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": "0a12965dd2bf5ccb3e9b33b70f7dec347dfecdb27cc2b36c9e074d4ed42fc3c3"} +{"episode": 14419, "episode_seed": 2224878725, "split": "train", "timestamp": "2025-10-13T02:57:13.013204", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2224878725, "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": 4, "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 carrot pieces 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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xnZmbjc+Z7zTbjT5THPGRgnntVR1CivobVPCMF5GVkiU574rzLxH4DuLMNJbKxA5xXRGomYyg0cARlgfStCAiFRJuK7CGyvUfSqr2s0MpjlQqfepHf/RWA6M2KshkBck5zzVy13dShw4KqSOCahhQO/7w/XjnFekR2NrrOmK0EaRLBGI40QfdUdAPc9TQ3yglzFz4daqmnXE2nyN+5uFUDJ6OD/h/Kqvja0I8S3c4farKpye4zjFeneHvDmn6N8PA89tDJcqhleVkBbf1znrx0rC8X+HY729s7kkhDFzj+9wc1y4atCpWk4q39f8AANq0ZRpJN7f1+pzVppktzZzShSqwx5Bx3Azkmi2jVJUlCuzFT8wU4A4r0DwzoRMcxywwoQA9MDmpW0CBoZkUhAsZdTjgqD0FetoeY5ann+t2CyWjSSbCqAFSp5J9M1xssisXU7t3H616trPgy/bwrc6i/wAj2wEsUCjOVBy2fwz+VeSTzym4ljC4I7AYrmjXp1b8jvbQ35HG1yjcnIUnaSemOxq3Zw48P6rKchgkca/Vn/wFRQiO7jEW0JcxZwf7/tVi5c23hOQY2NcXqDHsiE/zaiRSOWdpBNI78jO0++BVrTLO41TVLaztELzzyBEQdyaiuFKLCox0JP1PJqXSbu50zVLa+tW2TQvvUkcCpZaPQx8NjHHLELwtdI3z/J8oPp616R8LtIj0aBrdzm4ldnkwOF7AA9+OfxrgPCHifUtT1qS2dVlefc/pkgZ4/I16v4cuIphFJkB8nNcdRyvytnXBRteKO1a3D22zo2cqfQ9qwfECQWFuJJo/tDsSyxBtpHrg10VvKHUk4wveub8RW63i+YW2uDwfQUpJOIo35rHkXieya9e5nZDHKzl8ORnHUdOvbmuImjYn5lZZcfMuMYr1fV7aLTrVppiJgBlSRyPY+1eW3z+ZKJhKBv8AmPOc55/CvQptOmrHFNNVGmYz42sGHPIBNLaoZ54bZQPmdcY9zUksZkjlZU37AGZh1+uPSrXhuEnXLNmIwr+Yx7Dapb+lTJ2QzA1t1kuJY48ljOQB344rHOSTk81rufNuGuBy2C2f9pjWYi7icnNSWh9s3zkYySMCvQbbxnqUHgmHw7bKAEJVpt2CUJztHvnj6VwtugR9w69Oa1ERwkQyfvbm+maUqUaiXMr2GqkofCzb0PR21vX7WzjX5XcLJkcKM/N+PWvcPHsBHg82kQxuKgAeg5/pXB/CKw+1eILm5YAiJTtPux/wH616hr9sb66itAAyhWZlPcdMfrXm4iXtcbCHa3+f5HRT9zDSl3T/AMjwtbKOQL55TZIrBo8jkEc/lXqHwt12SWybSrtibuwYRMW6un8DfiP5Vj3PhWNA8cEQd40O0dSB3P4VhWU95o2uW+vQxStZwKIb+UrhfLY/Kf8AgJP5V6+JguS7OHCzbnZH0lGdyA06s/SLtLqyR1YEEZBBrQrmi7o6JKzDFfP/AO0wMf8ACNf9vP8A7Tr6ArwD9pj/AJln/t5/9pU7K9xHz/WvoGoy6Tq9pqMIHmWz7gD0b1H5VlBQauWybmVew5NVy3VmF7ao6HW9bvdf1KW8vcBCNsSA5EY7D69816F8JvDaTQXV9dIDG4Ecan0xls/Xj8q8pgDDdu5JcMB6gdv5V9J+CtPGm+DrUEYfygzH/aPJ/nXn5jJUqCpw0v8Akjpwic6rnIw/D98lrq19pW7/AI9ZdgH+yeR+hr0CzRZEBryzWLWXS9QsfEIx5NxJ5FwR/dY5Rj9Dx+Nen6FMJoVINXySjGPN1SEqim213Zde0Vk6Vk32kpOhBXrXUhAQKia3B7VYjx/XPA0FyWYRgN6gV5zrfgu5s4gYVLAMSa+mbiwVs/LWBf6IkqkFM/hVxqNEuCZ8vQ7Q4JGe3WvQvBsU0VyjMv7gt07V51HngjFex+C2iutJjG0fu+Cfet6ztEypK8j0R40vtDewaQrFIPmKnkDuKjmtRqFmY2TO08ewqnp8jsHRTu549q6Wxg8u3IYZLHFccEoao6pe8rMuaHbhLYQlR8rZJBzuGP8A6/6Veks4ZJxiNdifqahtMWY3OQsch2//AF6q3Wsx2kBjjUyTplSoGcEd6WLxE3FKPXTTf+mYQoJPToXdSubW0sZWuSvlbSGB6EY5r5V8QqtveyyW/wBxpGUZ/u/w/oa9R8X6ve3MG6WVtuCRGOnHrXkF/fNcSSJJ83GODW2Cw1SinKppfp2/4JlVnCTShrbqZ8Rl6oSGDDa2e9aevTudH0mGTbvJlnc9ySQP/Zap2kkaQTq4JbjGenBrUg0qLXPGQ0u8v5bZVtmaLZHvJcRlwnoB15Pp711vQhasxNStZLdrcEHJXP5gH+tQqjRgMR7AVNqupS6hNDJLIXCxKqZ7ADj9MVHHKXi/3T2o3YK9jTsZ5LTybiGR4pkbcsinBBFdl4F1y7ivph9qYnOV81sqW9D6A+vrXBs+5UTdnaOMV0mhTm2O1Y/kkbk+3vSlTVRWHGq6bue8aV4oj1DTwYsRzIzLNGWGQw4xWwkRuIg7c15bHpN9OLa88P2pe5HEsCOE8wY4Yk8EjgY7j6V3HhPW21bTyjAx3ELBJI2+8rA4II9QQRXJUpSpuzOqlVjUV0P1vQlureQLCrxuu10P8xXhPirQ5tHvo+vlbjgleg9K+lZIZ27ZFcr4m8O2urWksNxFkMO3WinUcPQdSCmvM+cTN5F5mFuF5Iz96tWyEaRX9/AwxHZSsVHGxmGz/wBmput+FrvRNX8mQM0Ln91L2b0B9DVC4VrLwxeMu5WmeOM8+5JH6V1N3VzlcbOxmwxE2jvjp3/CsyMKHyR+tdrqWk6XZ+DodQ03Ur6ZJLw2264hWNbghMu8QznapIB3eo9wOHXJp7gi/sXcmD+VX3lO/wAtMnI4PYmsuOTaEyPu1oW/mySA5PBJwPpiqRLPSvh7qd1oaxzRos3m/fizgsOxB9a9a0K4Or3slzskjMjeWqumCFAyevuR+VeF+HbmOC9gVZGBKjIzwuD19q998JzKY3kkkHnPiNPb/OKiWGpqp7dfESq8nH2L2YmoaPGl19mt3Ks6ESsP4UPb8aLnRLGXQ7jTGjVbaaFonGOoIwT9ankv4LK2M9zMN5JLk9S3evP/ABX48lNqY7HKocgye3tXh1alfGVeWK2/DzZ6dKlTw8Lt2X5+hc+E3iKTybnw/fSZvNLlMDEn76g4Vvyr1xWDDIr5B0jxIdD8Y2urpI3lu3l3WT1Unr+FfVmj38d7aI6MCGXIINerZwlZnNfmV0aea8A/aX5/4Rn/ALef/addVea7qEnjy90yXWry1tTPsjMUkaLHwDyXHTGffNePfFvUdSu7+0ttQurmb7NLOiLcY3JyvXHGeBnFaEHn0W08YGas2u1A55zjgVSQkMDViNzjaOBnJq0JmppqST6hDk7VB+YH2r23RfEt5Joi6a1u0hOI4p4xnrwNw7fXpXiViAjAyE4YHBz0r1HwPdtJCFWQqrYHPXHr+h/SlVwtPER5Z9DNYidCV4np174ag1vwlc287hLby2RHP8IHAb6gjP4Vk/D+/newFteDbdwHy5V/2hxn8etdVczxy2VlBDLi0QmN14+ZgMjPtwa4S81W10r4gwiKVdmoR4YA8eYv+I/lXHiK96ypWOrDUV7J1E9z1eFt6irCpnmsrTZ/NQc9q2Y/u0R1HN2GNCCDVSa0Uisjx/qF3pvhh7iyuHgmE0a7064J5rgtV1HxXpOl2F1caxfLLcl98ZAAixtKgnHUhs4/+vWvIQptHz+n9a9N+Gd1J5Go2xwYwgkGRyDyKKKvF/wn8vzDDfxPvPSvC/zwyO3Lb67m2jVvKUjjBNFFYdTV7Et5Gj7lZQVVcAfhWNduYNBIjCjJYE45Pb+VFFbUP4phX/gnl/iBy8bFgD8xXHtmvI71RHfTIvADH+dFFd1U46RGp2lRjIY4Ofcin6lqtzonjS6v7TZ50Mjqm9dwwyFTx9GNFFc8joiZwAa0gYjnGP0FPA2px3OKKKYi7aAFlJGcnmtiF2SdIwcKXUmiirREj2HwndzJYpICNxT0rRnH2D4ln7N8i31mtxMo6GQOV3D3IUZ96KKWK+AWE/iHpEYynNZmoxpg8UUVwPY7o/EcP4gsLe6t3SWMMP5V4h4khS28MtGmSq6ky/MecBOBRRWlHZk1uhn6p4sk8R2MMU+k6Zam2CxRPapIpSNRwgBcqByScDk81zKdaKK6EYk5+6v1rUtWKtkYycUUVcSJHT+H7dGnDHdnOOvTmvZ/D8jRyWeOf3hHP0/+vRRW/wBk5J/EJ4tsolmu58ux8xyFLfKuADwPqTXlWuf6pvxFFFZ0YxjT0Xc1qybqavseczHeZN3PWvo/4Najc3ng+0M77jHujB9gcCiiuWtsdlIxfEupmw8X6yhtLS6jkudxS5i3AFQMEcgjr0zg968t+I11Ne3NrdXD75pmkd26ZJ20UUxHFRjmpovvGiiqQjStf3zIrdMgcV6T4UjETjZnqo5PX3ooropnLW2PSrZTdeHbiNmKfv0wycEZbB5/E15T45QWQiuYSRNbzpJG5OTncR/Kiis5RjzydtbDpylyxV9L/wCR7l4YmeW1jZjyVBrr4ulFFefDc9CexyfxM/5E9/8Ar4i/nXkdxq19d2UVlcXEkkMLs673LElsdcnnGOPTJ9aKK6kYn//Z", "info": {"video_id": "169409", "label": "piling carrot pieces up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169409", "label": "piling carrot pieces up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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dxntXVh5J+71ObEJp3MVY9zcYz0qGQlSRkY+tXmjCMNn4k+9Ztyf3h2nPPIFbswQ+0XdKRyMHNbz6hDZaBq1vJMwaaFWhjH8TZ6/hWBbEqDITgHgY70up3rW92LhVVvJKqFI4P+eal7DsYpck5zzVy13dShw4KqSOCahhQO/7w/XjnFekR2NrrOmK0EaRLBGI40QfdUdAPc9TSb5S0uYufDrVU064m0+Rv3NwqgZPRwf8P5VV8bWhHiW7nD7VZVOT3GcYr07w94c0/Rvh4HntoZLlUMrysgLb+uc9eOlYXi/w7He3tnckkIYucf3uDmuXDVoVK0nFW/r/AIBtWjKNJJvb+v1OatNMlubOaUKVWGPIOO4Gck0W0apKkoV2YqfmCnAHFegeGdCJjmOWGFCAHpgc1K2gQNDMikIFjLqccFQegr1tDzHLU8/1uwWS0aSTYVQAqVPJPpmuNlkVi6ndu4/WvVtZ8GX7eFbnUX+R7YCWKBRnKg5bP4Z/KvJJ55TcSxhcEdgMVzRr06t+R3tob8jja5RuTkKTtJPTHY1bs4ceH9VlOQwSONfqz/4CooRHdxiLaEuYs4P9/wBqsXLm28JyDGxri9QY9kQn+bUSKRyF15hlZ2552Z9wKgBweuau36lI4F6DBJ+pOagESmoe5onodF4S1iTQdetNWiTcYAQU/vgjBH+fatPW9bvPEGpT3l/hd52wqDkIOw/KudtEyyj+FOTj6VftRIPvcuZA2D39P1oVOPN7S2onUly8l9D2n4QaGbLSbnUZUAe4YBeOdijv+JNct4vgefxbeSnG2R+Cf9n5f6V674fsl0rwpawjjy4QCfU45rk9S8PpdxxXkyrvIOG9Q3OK87Ln7bFVKr/rXT8jfGv2dGMPP9Dz3SL3/hHdXstUjfdAp8i7ZeR5bN8rfgf0Jr6O0W6W4tlZSCCM14Tq2ii0TyDAxguIioSNCfMB4/Hkiu1+F+r3cFudE1UFNQsdqMrHloyMo35cfUV34mKjJPqY4aTnBo9XopAcjNLS3KGSD9230NfAsn+sb6mvvuT/AFbfQ18Cv/rG+ppJJbAEZw3TNdjp/izUrHwk+hWpVULlvNzgqp6qPx/nXIxqA2avLE3lqBnk5P0punGatJXBTcfhZp6dp0up6pb2sI2yuwQnH3TkZP617d4ksbXw9pGn30Q2eQ6xMfVDgfzxXA/C6w+2+LPNK5SFS4+pwo/SvWvFFguqeVpjAGN0bevtjH9a83FTlPFwpx8vx/4B10EoYeU35/gWtHuVuoUOc5FdCluGA4rzbwLdzQGbTLtv9KspTBJ746H8Rg16pagNGDW7Ti7MhSTV0ZdxYKwIxXL6x4Zhu0bdGCPpXoLQhhVeW0DLyKq9hWPAdX+H6pKHhXAU5AArznVtMuNIuBHOpAckj3x/+uvq+80tXH3a8R+Munixn0dkUDzPO7dcbK2pzbdmZzgkrnnOmWdxqmqW1naIXnnkCIg7k16GPhsY45YheFrpG+f5PlB9PWvPNJu7nTNUtr61bZNC+9SRwK9M8IeJ9S1PWpLZ1WV59z+mSBnj8jV1G0rommot2Z3/AMLtIj0aBrdzm4ldnkwOF7AA9+Ofxr01rcPbbOjZyp9D2rivDlxFMIpMgPk5rubeUOpJxhe9c0NXqbz0WhzviBILC3Ek0f2h2JZYg20j1wa8g8T2TXr3M7IY5WcvhyM46jp17c1674it1vF8wttcHg+grgtXtotOtWmmImAGVJHI9j7Vth7Kq/MxxCk6Z5RNGxPzKyy4+ZcYxWW+NrBhzyATWzfP5komEoG/5jznOefwrLljMkcrKm/YAzMOv1x6V1y3OaJHaoZ54bZQPmdcY9zWdrTrJcSxx5LGcgDvxxW/4bhJ1yzZiMK/mMew2qW/pXPufNuWuBy2C2f9pjWfWxaHQ7Q4JGe3WvQvBsU0VyjMv7gt07V51HngjFex+C2iutJjG0fu+CfeorO0TSkryPRHjS+0N7BpCsUg+YqeQO4qOa1GoWZjZM7Tx7CqenyOwdFO7nj2rpbGDy7chhkscVxwShqjql7ysy5oduEthCVHytkkHO4Y/wDr/pV6SzhknGI12J+pqG0xZjc5CxyHb/8AXqrdazHaQGONTJOmVKgZwR3pYvETcUo9dNN/6ZhCgk9Ohd1K5tbSxla5K+VtIYHoRjmvlXxCq297LJb/AHGkZRn+7/D+hr1Hxfq97cwbpZW24JEY6ceteQX981xJIknzcY4NbYLDVKKcqml+nb/gmVWcJNKGtupnxGXqhIYMNrZ71p69O50fSYZNu8mWdz3JJA/9lqnaSRpBOrgluMZ6cGtSDSotc8ZDS7y/ltlW2Zotke8lxGXCegHXk+nvXW9CFqzn9atWtxbhxglc/oD/AFqnAEK4wMgdzVrXdRm1Ga3kkkLhYgqZ7AAAfpiqEJKuD2oerGloaVoRHFI2ST2HrWno6yXGpwnOEHJ9eKxYJWwFXjnOfStrTV2EeazLlThs4x361aIloj3PSvEl1faXDp00DeY5WJZ41yrA8ZI7Gu1/s23uNMFxMdsUYO3j+HOP5YrzDwVdm4t0VZCFcjOeuPX2716xdyI6WqpJi2XK7fVl6Z/WuWVOGDhKdNblxm8VJQqdDGstHQzJdXC7nRdkSt/yzXt+NcX8QZ/+EX8U6N4oibETH7FeKO6HlW/A5rrNY8V2mmgxxt5kuD8q14l4z8Ry648kd6xEZyFjB4H/ANevLwsa2Ire2lt3/RHfU5KNPk+5H0zpN8l7ZxyowYMAQRWhXivwW8WNeaQdKupM3NkdnJ5ZP4T/AE/Cu/8AHmpXen+FGurG4eCbzowHTrgnkV6UdHys5pLqdTIR5bc9jXwMcCVifU19Kajr+qw6RHe2fiLUpAZjBmZFQSkLlmj4zgHg59R9K+aTksfrWhJZwp2kfpVxnPyrGDgjGe2az0faF74OauQB5JAc4Oc4B9q0RLPQPAF/c6LLHcwhZXc/NGTjev17GvX9Du5Na1VrnyZImYiJFdcEcbm/pXg+hXCQ3cAVmBIwRn7uD1P4V9AeDLqNG86d8ykCKMehNS8LTdRV0veRk8RNRdF7MwPE2lnw142tNQhIMN5GIroD+Fh9xj9eR+Ar0TTZw8KHPUZrlvEMcVzoF8l5OpuJAxLnr5injH0IqPwLr6atoltMHBYDa4z0YcEV5yr+2lJ2tY9L2PsoRVz0JFzUvlZFQ27bgpq32reKuYSbRVktlY9K8J/aAgMUvh7aOv2jp/wCusvNcv5PHl7pkutXlramfZGYpI0WPgHkuOnX3zXk/wATtR1K61C2t9QurmY20syItzjcnK9ccZ4Ga1hC0rkuV1Y4tUaMBiPYCtWxnktPJuIZHimRtyyKcEEVmRyl4v8AdParLPuVE3Z2jjFdFlszDW53ngXXLuK+mH2pic5XzWypb0PoD6+tewaV4oj1DTwYsRzIzLNGWGQw4xXg+hTm2O1Y/kkbk+3vXfR6TfTi2vPD9qXuRxLAjhPMGOGJPBI4GO4+lY1MM378X8jWGJStCS+Z6kkRuIg7c1ka3oS3VvIFhV43Xa6H+YpnhPW21bTyjAx3ELBJI2+8rA4II9QQRXRSQzt2yK5dUzq0PmrxVoc2j30fXytxwSvQelc4ZvIvMwtwvJGfvV9HeJvDtrq1pLDcRZDDt1rwTW/C13omr+TIGaFz+6l7N6A+hrrp1ebR7nLOly6rYdZCNIr+/gYYjspWKjjYzDZ/7NXOQxE2jvjoev4VpzqbPwzdsu5WmeOM/mSR+laGr+Fb7w34P0u8vnuI7i+kkMsHl4EACqVDH+8Q2cdunUGrvqZ20OWT+tem/DO6k8jUbY4MYQSDI5B5FFFZYv8AhP5fmb4b+J956V4X+eGR25bfXc20at5SkcYJoorDqavYlvI0fcrKCqrgD8KxrtzBoJEYUZLAnHJ7fyoorah/FMK/8E8v8QOXjYsAfmK49s15HeqI76ZF4AY/zooruqnHSI1O0qMZDHBz7kU/UtVudE8aXV/abPOhkdU3ruGGQqePoxoornkdETHn5tLVu+CP0FNh5Iooph0LFtyWB6Gtq2HnFFbgZxx9KKKuJnI9R8IRLE6bSeoHJr0iGMXvhvy3ZlAuVAKHBwSc8/iaKKrEJODTMaDaqpo831yNYZyqDjGck5J6ivMPEbFZlA6ZxRRVzSUbIKTbldlr4d3s9l48sPIfaJ8xyD1GM/0r6F8duW8Cktz+/i/nRRXDP40d6+A821PW21SGKOSws4TEgRGhVgVUA/KAWIA79OteEn7x+tFFWiSX+EVbhcowIxk0UVSJlsdHosCNJ5hznOOvFev6HIyG3A7S9/pRRXTHY4qvxFjxdap9pvJizk7yQmflHyA9PrXLfDCeSDxBrVjGcQJMsir6FhzRRXHUjFUnZdTspSk6lm+i/I96sSTCpPpWj2oorCmb1Nzw3xLqZsPF+sobS0uo5LjcUuYtwBUDBHII69Oh715r46uZb66t7q4bfNK0ju2OpOKKK6FuZM5cDanHc4q7aAFlJGcnmiitEZs2IXZJ0jBwpdSa9h8J3cyWKSAjcU9KKK3pnNVNGcfYPiWfs3yLfWa3EyjoZA5XcPchRn3r0iMZTmiivNqfxGejD+GjM1GNMHiuH8QWFvdW7pLGGH8qKKz6m62PEPEkK23hlooy2F1JlBJ5wE4rFfxJq2q6NDpt9ezT29tM8qeZIzEltoOSTzjbx6ZPrRRXYcbP/9k=", "info": {"video_id": "169409", "label": "piling carrot pieces up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "169409", "label": "piling carrot pieces up", "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": "678c822bfa20f1f213af84da24d10b168ade9231c840e7af0c335897d0746f5d"} +{"episode": 14420, "episode_seed": 4105747617, "split": "train", "timestamp": "2025-10-13T02:57:14.429858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4105747617, "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": 3, "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 high lighter and sharpener 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "958", "label": "putting high lighter and sharpener on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "958", "label": "putting high lighter and sharpener on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "958", "label": "putting high lighter and sharpener on 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": "8856b2ca32609805bb50d2a58f1993529bd24728d72798f397a4f774647d4fb6"} +{"episode": 14421, "episode_seed": 3909844152, "split": "train", "timestamp": "2025-10-13T02:57:15.909815", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3909844152, "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 health drink bottle 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "6295", "label": "poking health drink bottle so it slightly moves", "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": "6295", "label": "poking health drink bottle so it slightly moves", "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": "3e162b2de7a066b7b8a250562d602d7f60d5385dda657cbb76f7fc0a5befa434"} +{"episode": 14422, "episode_seed": 2718857272, "split": "train", "timestamp": "2025-10-13T02:57:18.457608", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2718857272, "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 baby lotion underneath chair'.\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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14739", "label": "putting baby lotion underneath chair", "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": "14739", "label": "putting baby lotion underneath chair", "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": "7a7af09158110893e3eda36bfc8c835c9a2e0dd4b6bddae2c3a060a2a49d5bf5"} +{"episode": 14423, "episode_seed": 3614898305, "split": "train", "timestamp": "2025-10-13T02:57:21.556685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3614898305, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming iron 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118152", "label": "turning the camera left while filming iron box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118152", "label": "turning the camera left while filming iron box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "118152", "label": "turning the camera left while filming iron box", "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": "c7eb91f30cf88f2b1d5493307e37984cabb0f5c0496c7a5207b5632fd6d09034"} +{"episode": 14424, "episode_seed": 297643275, "split": "train", "timestamp": "2025-10-13T02:57:24.554256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 297643275, "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": 3, "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 tablecloth'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104434", "label": "pretending to be tearing tablecloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104434", "label": "pretending to be tearing tablecloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "104434", "label": "pretending to be tearing tablecloth", "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": "d0a65262be5c631317569c78f1cc4e0bb7520a2c34ad4712b7b7d82e5682e8d6"} +{"episode": 14425, "episode_seed": 450570005, "split": "train", "timestamp": "2025-10-13T02:57:26.625798", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 450570005, "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": 3, "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 squeeze a can'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "23955", "label": "pretending to squeeze a can", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ByBgdqqpKLHRUkN0ttGnDPbKLd367GOzPrjsat+JfC58S2ltIlwkV1b5TewyHU9jis2e406O8ltoPIEkb7TIihc8d66DTLhjb7fMDD1zWKbi7o3klJWZleHvh5Bpl3Fe3F6800ZyojGxQf5n9K6t3jtFxGN2O5OaoXWqxxxqEfnHIrCutWkc7VycnHFDnKW4RhGGx01nqR/tGBs4IkXH517GTXk/hTwTqk95Z6lqOLe3RxJ5T/fcDkcdhnHWvVWbAJ6muilFpanLWmpPQ8++J8Rlk0r283/2WuAa1Xf8AJDvkPZR1r0D4lTrFJpZbv5v/ALLXJ6XcWsd4JpTkYwBjpWc/jKh8JraJ4bYrHPICGIBwe1eeeL9Lg03xxqUU+7yZAkyqDjIYZ/nmvZtP1C1nAEcq/Q8V518Qo0uPH1uqqGYWHPufmxWvKrWRnzNSuzmrHUdJgZoja27ROACjqDn655ro7JdOmQLZr5DZyAWJ59ia51YtKnkCXYkUkbXQEDFaMCWNokcWnvIdvI8xs8/WuWVjtTdiPxt4RvNauYdW09BJKUEc8WcM2OjDPXjitv4T+HV+zarFrMD2sgmQxLOxj3DaRxzz0/WtGyu2aBQTWg94kBCtg8VpGs0rGMqKk7nI3fhK6g8WalHZtGtgs5aGXduBU84GOuCSPwr0fwGZ7K7e0uHV/Mj+Vl4zjnp9M1z82pqoyoWrPhnUzJ4itMngybfzGKUZe/cua9yx6kx+RvpXgF1L8pHvXvjtww9q8Htrc32qRQfwlst9B1raqrtHLTdrm7onhCzla01G8LvMAHWI/dB6jPr2rY8fxCfwFqykZ2xq4+ocVo23CgAcVW8WqZPBerqOptm/TBq0rGbdzwvRpbi3tkS1tWfdkuwHU5rodNl1sfMlqGTPRJVLL+HFc/pbXb2pEBAEb7Oe/erdpd6sjYitJ5PmwQinI965pxdzupSXKjubLULmWRrS/jBimQhhjkZ4wa8w1bwXrGmXM8UNlNcQkkRyxLuBXtnHQ4rvLK/lRxHcr8x6bhyDXRxXQlZAvpShUcNgqU1PcveGtH0U/D+1S/EEN3JYGGVWT94GKleR1z0rjNF8GG2t1N7cO0uOkZwB+PeuobUo0ypxms+61cjIUinOpzBCnybHoPghzHp9xZmQuImDKT1wR/8AWrL+JT7f7N/7af8AstR/Dy7ea6vQT1iB/Wo/ia7H+ylA+ZvMGPf5a1WtM55aVDkbHQTryzKZjDGuBvC5yfSvQtC02HR9LhsYSxSMH5m6kk5JrK0W1FlZRw/xdWPqT1rfhbirjGyMpO7PGPF0TWPj/V5LeBpJXdHGB0DKCf1pllJrTTF4bZevKGUBvrj/AOvWl45E6+ObtIiAZII5M+wUCubFxqsNy6xwSSMADhFPP0rGpF8x10JJRO1s9Vv4ZIxdQFUY7SGA3D34rzbxl4en03xDcXCQv9huXMscirlRnkr7YOa7Sx1C6RU+2RMm7qsg5Wumgu0kgRcZB4INRTm4O5VSCmrHOfBPSrfWIdZS4XLRvG6jcRwQw7fSobvwle2vi7VLe0CJZx3DGKRmyCp5AGOuM4/CuzjmgtshVWMkc7RjP5VXm1CGEfKoq51FPoTTpODvc6HwC1xZ3EtpcsjF48qy98H/AANd2Twa8v8ACmp+b4lth2YlfzBr0xm5IrWk/dMK/wAR8+a3am3vfMXhJfmH17iq8bbEIzXXzWcN/beTMMjqCOoPqK5nVtOl01wMl42+6+OvtWc4vcdOfRlWVlmtygfDHv6VTTS5XjRt+7BIZjnHt06UOVKYDFSe4PSp9OnuUEgUB9vVf7w+lRF2Zvuc/wCJ7KXQ5bO4UBTJuH3twYDHXIz375qCHxnPFGFSHkD14rS8f3MF6mnSROyna4aM/wAJ4riBHg8Ak10uMZa2OdzlB2Og/wCElu5pASiZPua9++GujaVP4Z0/WjaK99Krb5H+bawYj5QeB0r5ut4iHU9Se1fVXgexTTPBmlW6NuzAJWI7s/zH+dNQitkZOcnuzpCaQtxTS3FML8UxHm/xZZs6OFBJ/e8f98VwMUN8BkW8v4KTXdfFZ9r6Oc/89f8A2Wub0jWmgIDk4FYSSctTog2oqxY0RrxZhvR1Ge4xUfiBifGlsWX5zaZBPpyK66z1qzmQF5FU/wC1xXF+ILxL3x2pQo0UVqEVkOQecn9TWkEtLGc5N7nM+ItN+065cyCRUJijAG1uOR3ArFW7/sq7WG5cujLuR1Y8c+4BruyQdTIGcDA/QVxPj5w+ux7U2hYQo9/marnBPcI1LLQ3bXxTbRxbfPBBGBk81cTXDcDAII7c15ep5rt/h5pbaz4qsbN132+7fMhJx5a8t/h+NYugujNFiGt0bB1CTOMEium8Cwz6h4nttqny4T50h7AD/E4FehWfgrw7ZyCSPTY2YdPNYuB+BNbcccMHEUUcYxj5FA4/CiNG2rFKu3oiVzwfpXkfh+12GS5YfNIcL9K9Xdsg/SvO7XCgAcAcYrRrUxT0Nm3PSq3imXb4Q1Xn/l2YU6KUKMk4A71g+LdesH8L6hbxXcLzSR7AivknkUxM858NWRvLO7RX2MJQVPviqsfia7gGSrcsyABvQ1p+D+Irk7N3z/0ottHS6kMYMYwS2fIXv9aUqakkaU6jj1sQWWtrdSmRyrHPJJ5FbTeIII1UJIAw9DzXmGpgxaveKjHAmcZHfk1DE7bwcnNZewV9zT27PS5NUafLDrUunW2o6vciCztpJn/2RnH1Pauj+EPh2y1HQry81K1iusziOISjO3AycfmPyr1m2tbWyh8q1t4oY/7sahR+lNUEnqDxDa0Od8C+HrrRLK4lvgFuZyBsBztUfTuTUfjG2W4vtLlfkReYQPc7cV1W+ua8TsN9nz/f/pWlklYwcm3dlG2OAK1IWwKx4GxirTX9vb486eOP/fcCmgOB8UoLz4hTxseBaKufwBrk7vV7rSr+e2JLC3ZRuB67hXQX94l78QL2WIrIgjCgqcggBRmqd1Yrc6nPnapkYcGJTjA9+tDgpLUqnNxe9jOt9fa8l/eDcR1V2HFdBFq8MUH3gGFeeeKrf+z9c8mOQkrCmWAC889hWQLmYkZlfjp8xrF0NTb256vNrYuCSGOaptqLucHJrI8A2EniDxPZ6fMztbuS0uDg7AMnmvfNN8EaBpjiWOy82Qchp234/Dp+lL2DTG8QraHFfD6yurrxClyY2WC3UuzEYBJGAP1/SvWGPNMBC8AAAelNZuetbRjyqyOeU3J3PMLdqzPFlxs0XKgEiRaZY6vDdTPFEclRkliFH5k1Q1+6S60WZlPGRj8DS6BFdTlft8eQjD7x9KtW0EjB3tpshRnaeDWCGH2qLPTdXS2kaLNGcNzjtUKndmntbIw/GRupHsUuFAZY2wQOoz3rl1jJPX8q67xlL5upwfMTth7/AFNc6q5PAxXRZLYxcm3dk1kvlupIzX0l8OtRS+8G2aB9z2+YWHcYOR+hr5zgTDCvXPhRdTR3N5bbGMDxhywHCsDxn6gn8qHsR1PWy3HWoXkA/i5ppf5eteZ3Wp6nd+Ob/TBrd1aQh5PJWJQ3ITcF9hweTUlk3xNj+0S6WobGBIevrtrilspI0BR+R71U1HXNQ1HyWvryWcqPk3n7ucZxTYbtwQGc4PvWEviN4Xsi4dWaEeW/3lODWedQ87UFaP5XUYyPqKh1ExGV2zyeaztPl2XpbOMYI/OqiglLozrLGVpLgM7Esx5Ncj41JfW/pHj/AMeaum045uo8kcnNc94yjVdbwrZzECT7kk10/ZZzdTmETmvRfhdeiw8X2LFgomJgbPowx/PFcHGgzW1pJaKdJEJV1IZSOxqUDPq0NxTHcDqazNG1IanpFpeDrLGGYejdD+uayPHWoXWn+GnuLKd4ZhNGodDzgk5FSM6GaUBCd3QGuAt3+brWPqWsahDo8V9Z+IdSlVp/IzOios2FyzR99oPBz6j6BlrrcMt35C8Y/jZsCk9xmp4gumj0O62HDFccemRmvK72YmNh6132qXqXWm3SqQQAy5ByD9K83uGyDSG1Y3PCt3HbRTiVsZbIOPYVp6ecPP8A9cz/ACNc1pGNsmTjGT9eBxXQaaSzzgckx4A/CtYPYiR57qi51W7x0858fmahhXDg9auajHjUrkN1ErZ/OmQphhik1qO57d8GdRQWmoafv+YFZlU/TB/pXqpbivnr4e3kth4ks3hRn3t5bqoySrcH/H8K9838GkxIc8oB61zXiWQF7U5yfm/pXMz6xdz+O7zS59ZvbS1M5SNopY0WPgHJLjGMZ9yaxzrt3BqF7b6nc3cpglMcaXGN68kHOOM9M4qWUdZHLtXmvOfEd28us3Jds4faM9gOldc2oJ5cXIHmj5fmBPTuAeK4PxC//E1mIPXB/SkOztci0O6WLWGkfO3Zjj6it2KZZdVDryrNkVyumkG/wxwDjJ/Gt+wf/TosH1rSLJZyXi4BtdfH/PNc/rWGqc10HimJhrThhg7FNY6RjNOa952C+h23wzvV0/xdp0pYKHk8ps+jDH9a+kt3FfKGl5SZWBwQcgjtX0voWpHU9Es7xshpIxvH+0OD+opMSNV3A6mq8soCk7ugzXO+OtQutP8ADT3FnO8EwmjUOnXBJyK4nWLrxRo+kafdXOrXqyXRfzIiMCLG0qCcfeIbOP8A69SUcZC5jsSy9WOCau3bEaKF7eXRRWZRx85+b8aatxNH9yV1+jEUUVSEQSyPK+52LMe5OakiFFFWtiGa2mRIZlYjJHrXqHgeRotXaNOFeI7gPbBFFFN7Aj0XedprxvX7+bTvHGo3kG3zY5227hkcrtP6E0UVI0crOMNGvYVY05FluiGGQAaKKxfxGy+Ep6v8t0QOBiqVl/x8n3ooqlsQdFprH7VH+NY3iv5taOf+eaiiituhmzIQDiul0C2ikJZ13H3oooEe6eG5WbQLPOOE2j6A4FZfxDY/8IpJ/wBd4v5miipKR5tq2vNq0UMcmn2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", "info": {"video_id": "23955", "label": "pretending to squeeze a can", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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jHZn1x2NW/Evhc+JbS2kS4SK6t8pvYZDqexxWbPcadHeS20HkCSN9pkRQueO9dBplwxt9vmBh65rFNxd0bySkrMyvD3w8g0y7ivbi9eaaM5URjYoP8z+ldW7x2i4jG7HcnNULrVY441CPzjkVhXWrSOdq5OTjihzlLcIwjDY6az1I/wBowNnBEi4/OvYya8n8KeCdUnvLPUtRxb26OJPKf77gcjjsM4616qzYBPU10UotLU5a01J6Hn3xPiMsmle3m/8AstcA1qu/5Id8h7KOtegfEqdYpNLLd/N/9lrk9LuLWO8E0pyMYAx0rOfxlQ+E1tE8NsVjnkBDEA4PavPPF+lwab441KKfd5MgSZVBxkMM/wA817Np+oWs4AjlX6HivOviFGlx4+t1VQzCw59z82K15VayM+ZqV2c1Y6jpMDNEbW3aJwAUdQc/XPNdHZLp0yBbNfIbOQCxPPsTXOrFpU8gS7Eikja6AgYrRgSxtEji095Dt5HmNnn61yysdqbsR+NvCN5rVzDq2noJJSgjnizhmx0YZ68cVt/Cfw6v2bVYtZge1kEyGJZ2Me4bSOOeen61o2V2zQKCa0HvEgIVsHitI1mlYxlRUnc5G78JXUHizUo7No1sFnLQy7twKnnAx1wSR+Fej+AzPZXb2lw6v5kfysvGcc9Ppmufm1NVGVC1Z8M6mZPEVpk8GTb+YxSjL37lzXuWPUmPyN9K8DlYyPsXJZjgAd695duGHtXivh62NzqBuGHyQnj3btW9RXaOWDsmbGheD4bHV4tTluGkmQfKm3AUkY69+9WviTbrc+A73I/1TxyfkwH8ia27dulZ/jRTJ4J1QL1EQb8mBqkrGbPIIJ77yvJt7QrEpwjMdoArobG51yBQJLbj/nojqyf5/Cuad782gmQblZQ+0Ak4NXbC91YyAPbTiMDPmbTt/WuWUWj0IyTWhr+JrKfxR4WkiSEG/tXEkaqMb8cED6gn8q8ojjktruBJY2RxKCysCCMHNe06ZqCu43gBxw2OK1Q8Mv7ySJGx3ZQaunVcFYzqUlN3F+Ifg6H/AIReK7sI91yk8bKocksrcHGT7g/hXP6JoupWPlyPJD/tR5P866OW9hIGedo4yelZ8+rKPlUYqZyUncqnBwjY9dsLj7Vp1tOP441J+veuJ+JT7Tpv/bT/ANlrovCtyZvDVu/ddy/rXMfE18Lpx/66f+y1vLWByLSZxGnab/bWoNbu7JHtJdl6ivQPD+jWmhWZt7RTtZtzsxyWPqa5/wAKWvk2jXDD55jkf7o6V18BogrIU3dnifxFgWP4kzyeVvLRxuFx1bYOf0qtDcarN5Xl2oRs8GRworU+J5eHx3FKnV4IlH45FYUz6lA6fKX+bGVB4NZ1Yts3oSSR1dpea1BH+9tzHgZyWVlP0wap+MdDuPFGm2l/aRBr23BWSIcFlPp9CM/iaqafe6pgtPbTQqvQuvB/Ouo07UUkQsAAWHasoycXc3mlJWOU+GWhTReNCNZsHgtDbOm+4jwgPBHJ78V2PjnwrZ6lrmmyaXcRJFDAYp/LX0bK47dzV1boRxB26GoZtVQKSuBVyrOSM4UVF3TG6NpceiXsFzBNLuRlJDtkHBr2HIPI6EZrw1tTeWYDPGa9otZS9nbsf4oVJ+uBV0XuZ4jozwPW7U2975i8JL8w+vcVXjbYhGa6+azhv7byZhkdQR1B9RXM6tp0umuBkvG33Xx19qU4vcmnPoyrKyzW5QPhj39Kpppcrxo2/dgkMxzj26dKHKlMBipPcHpU+nT3KCQKA+3qv94fSoi7M33Of8T2Uuhy2dwoCmTcPvbgwGOuRnv3zUEPjOeKMKkPIHrxWl4/uYL1NOkidlO1w0Z/hPFcQI8HgEmulxjLWxzucoOx0H/CS3c0gJRMn3Ne/fDXRtKn8M6frRtFe+lVt8j/ADbWDEfKDwOlfN1vEQ6nqT2r6q8D2KaZ4M0q3Rt2YBKxHdn+Y/zpqEVsjJzk92dITSFuKaW4phfimI83+LLNnRwoJP73j/viuBihvgMi3l/BSa7r4rPtfRzn/nr/AOy1zeka00BAcnArCSTlqdEG1FWLGiNeLMN6Ooz3GKj8QMT40tiy/ObTIJ9ORXXWetWcyAvIqn/a4ri/EF4l747UoUaKK1CKyHIPOT+prSCWljOcm9zmfEWm/adcuZBIqExRgDa3HI7gVird/wBlXaw3Ll0ZdyOrHjn3ANd2SDqZAzgYH6CuJ8fOH12Pam0LCFHv8zVc4J7hGpZaG7a+KbaOLb54IIwMnmria4bgYBBHbmvL1PNdv8PNLbWfFVjZuu+33b5kJOPLXlv8PxrF0F0ZosQ1ujYOoSZxgkV03gWGfUPE9ttU+XCfOkPYAf4nAr0Kz8FeHbOQSR6bGzDp5rFwPwJrbjjhg4iijjGMfIoHH4URo21YpV29ESueD9K800m1W0tljHXqx9TXozt157V5/bnmtWYpmzbt0qj4wm2eDdUwesO38yBU8UoVck4A7muf8bavanwpdwx3ELySbVCq4J+8D0/CgTOCuVksPDsGpRNykaKyZ654qiPFE8W6CTeApwTnitzy/O8MwxlQAyJ8xUN+hrL1XSk/sK+vC6jbE2AI1GTx3xmlOkpamtOq4q1y9p2px8O4Ucdc5zWk+vxpuRX+VuwryFbiZBhZXA9mNWbW5nVvlkbJ9TWXsPM1+seR6TLqjHlScUyO4luGwkbM3ooJrsvAfgfTtU8MWmpaokzzTlmVVk2qUzgZH4GvR7HTLDSoPKsbWKBP9heT9T1NCoW3FLEX2K3hiym07w3aW84xNtLup/hLHOPw4rmviHA13PpMK/xGTJ9B8ua7gvxXLeK8GWyJ6gOM/wDfNataWOdS1uZtkqxoqKMKoAA9q14GwBWPA2AKnl1O1swv2i4jiz03tjNNAeZfE5vM8bW/fEcI/WqOstPpE9uYWLLdMVxn7po8b30Oo+MRNbyLJEPKUMpyDjFX9YhWZbQsirsJblQ3p09KOVSTuOEnF6MwF8UyzqqSFlBwAWbg1t2OrwRJl9i+wNc94o0tbHRIZQy5kmUBVjVONp9K48O/QsT9TWToI39u/U9Uk19ZRsR9y5qq97KW+XJzXJeGrWTUNasbNHK+dOkfX1IFfU1p4d0Wyl8220u1jcdGEYz+tL2FuovrPkeW6D4R1nVJreWW2eC0dxvlk+X5e+AeTXs3CIqKMKowB7Cms3NMZumTWsYqOxjKblueZW7VmeLLjZouVAJEi0yx1eG6meKI5KjJLEKPzJqhr90l1oszKeMjH4Gl0CK6nK/b48hGH3j6VatoJGDvbTZCjO08GsEMPtUWem6ultI0WaM4bnHaoVO7NPa2Rh+MjdSPYpcKAyxtggdRnvXLrGSev5V13jKXzdTg+YnbD3+prnVXJ4GK6LJbGLk27smsl8t1JGa+kvh1qKX3g2zQPue3zCw7jByP0NfOcCYYV658KLqaO5vLbYxgeMOWA4VgeM/UE/lQ9iOp62W461C8gH8XNNL/AC9a8zutT1O78c3+mDW7q0hDyeSsShuQm4L7Dg8mpLJvibH9ol0tQ2MCQ9fXbXFLZSRoCj8j3qpqOuahqPktfXks5UfJvP3c4zimw3bggM5wfesJfEbwvZFw6s0I8t/vKcGs86h52oK0fyuoxkfUVDqJiMrtnk81nafLsvS2cYwR+dVFBKXRnWWMrSXAZ2JZjya5HxqS+t/SPH/jzV02nHN1Hkjk5rnvGUarreFbOYgSfckmun7LObqcwic16L8Lr0WHi+xYsFExMDZ9GGP54rg40Ga2tJLRTpIhKupDKR2NSgZ9WhuKY7gdTWZo2pDU9ItLwdZYwzD0bof1zWR461C60/w09xZTvDMJo1DoecEnIqRnQzSgITu6A1wkD81h6lrGoQ6PFfWfiLUpVafyMzoqLNhcs0ffaDwc+o+gksdXhuZWjiOSoySxCj8yaT3GWPFN28eiOqMRudVbHpXmd5NlCK7bXbtLrR5WU8AjH4GvP7hsqaVxtWOrt7uN9EggBO8KuePSodXYHwrPkdUb+lU7RgLSMgnd6fgKs6krSeFZSBwEJPt0raGu5D0eh5yV5q1aKBKoPT1pnljNWYE+YVCG2fR/wwvxdeC7eLcCbZ2ix6DOR/OuxLcV418KNRNrqctic+Xcx5Hsy8j9M168X4oe4kOeQDjdzXK+KJB5lqM9Ax/lXOT6xeTePLzTJ9ZvLS1M5SMxSxosfAPJcYxjPHUmsWbXbyC+vYdTubqY28pjjS4xvXBPXHGeBnFSyjq4pcICTXAeLbp31mTJ4CqF9hiujTVo2topNygyHAXcNw/CuO8Uvu1EMO6DNIdtLnPNJm/ibsHX+dddf3UVzDD5bZ2g546dK4zP+kof9oV0AIWIYbPygn29quLE1pcZ41wdItR33Lj8mrhQnNd14vVm0y2bHy7gM++GrjVjFVNakp6Gp4fuPsWoQXIJDRSK4I9jmvrC3uY7m3jnjYMkih1I7gjNfJlivzrmvoX4fX0tz4VgSVWHkMY0Yj7y9Rj6ZxSewdTr3cDvVd5Qe/Fc9451C60/w29xZzvBMJo1Dp1wSciuJ1i58UaPpOn3dzq16JbovviIwIsbSoJx94hs4/8Ar1JVjjYXMdiWXqxwTV27YjRQvby6KKzKOPnPzfjTVuJo/uSuv0YiiiqQiCWR5X3OxZj3JzUkQooq1sQzW0yJDMrEZI9a9Q8DyNFq7RpwrxHcB7YIoopvYEei7ztNeN6/fzad441G8g2+bHO23cMjldp/QmiipGjlZxho17CrGnIst0QwyADRRWL+I2XwlPV/luiBwMVSsv8Aj5PvRRVLYg6LTWP2qP8AGsbxX82tHP8AzzUUUVt0M2ZCAcV0ugW0UhLOu4+9FFAj3Tw3KzaBZ5xwm0fQHArL+IbH/hFJP+u8X8zRRUlI821bXm1aGGOTT7KAwqqRvArqVQfwgFiAOc9OtU4nMdkWXqxwTRRSZRcvGI0hV7GPNclN3FFFSDNSzdhCoz2rSvnb/hFJ1zwYx/MUUVrDYmW5w4AqzbKC4HvRRQI9V8CKLXV7bygF3qVY+oxn+leqbyVNFFJjR494g1VtP8Vawhs7O7jkuNxS6i3gFRwQcgjr0zg9wa5+4up9Qv2urmQvNPJvkbpkmiipexSLVu7HUkUnhQSB+FZ2vMWnUnrg/wA6KKkDAB/fL/vCtpHJhOfSiiqW4uhZ8VOW0i2UngSf0NcggFFFaMhGxosSSXShxkDnFe2+B5WGnXEY+4kgKj0yOf5UUUnsNDviCxPhN+f+W8X8zXmF3rOoXthDY3N1LLDA7SLvdmJLY65POMcemT60UVJSP//Z", 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", "info": {"video_id": "23955", "label": "pretending to squeeze a can", "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": "697555d0be5916fc76a4c6b3b21aacfac0fe28392b025c32c8671f432e405f75"} +{"episode": 14426, "episode_seed": 3046685479, "split": "train", "timestamp": "2025-10-13T02:57:27.330807", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3046685479, "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": 3, "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 cream tube that can't roll onto a slanted surface, so it slides 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "96394", "label": "putting cream tube that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "96394", "label": "putting cream tube that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "96394", "label": "putting cream tube that can't roll onto a slanted surface, so it slides 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": "6bc01ee82a1af0911aa1bc3b499896eb4bd902c1139785dbeb22a884335b7053"} +{"episode": 14427, "episode_seed": 549686306, "split": "train", "timestamp": "2025-10-13T02:57:28.492889", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 549686306, "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": 4, "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 antiseptic out of bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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stKBHnXEnnuvoq8D9T+leQSFmzkV0+tX0/iPWZ9UuhtD8Rx5+4g+6v+e5NYtxGqk44r0KcOWKRwGWwqpcbmAUDJNX5FxRaojM7P8Aw4xRUdom9BXmkYstnIi72pIhyKv6lcf8swMVSiHNTHVF1YpSsjQs7h7S5guI/vxOHX6g5r6FsLmLULe2vYTujnQMD9a+dj/qwa9D+Gvijy5Dotycqcvbkn8Sv9R+NcuLp3XMuhmj1S6/eWskXZgRUemgXmhxOcboueT3AwaduEoJQ5Hp3FUbSKW3jkt/LypkLK2egJzjFePiaTqKLjuma0p8t79R9wuZ4vrWB8SbqO08Hi0c/PfTqAv+wnzH9cV1IhSNzcXTrHDEu5ixwAO5PoK8e8Y62/inXmuItwsoF8q3BGMr3bHqT+mK78PDmqX7GTOQYKPujFRmrssGzPQ1UdcV6gj2N5AiVz+r6isEZ55q5e3qxIWJrhdUvWuZWJPyivMprmZ7E52M6/vXuZySePSqMm4Lupxbe5xVlIRJHsNeio2VkeVOTk7s6LwV4uGkMbG7k22rtlHPIjPfPsf0r1e11dJIleMsykZDRvkGvnqe2khPTI7EUQXNxECsc0sanqFcgfpXJVwqlLmWgkz3HxF43t9Hs3SErJqDDEaFtxT/AGm9APTvXlq6g8krzzu0s0jbnkc5JPrWMG465PcnvTlkbtWtGkqaJeprXF0riqbndzTY4nkOan0LTk1rxI2mXGoS2qskhiMce4s6oWC+gHB5Pp710gZk1u9xcwxIMsxIFeo+H9NTT7GOMD5sZY+9cN4HhN/eyzzEuYlUrntnP+FelKwRPpXDiJ3lynfhYJLmJLm6EKdea4bxLqDtE3zdeBXQX1xuyc1wuuT+ZcCMHPeppLmka15csGVdC1qXRNWS6TLJ92RP7y17NpevW15apPBKWjYdU5/MdjXhc1rIF3KM+tJbX11ZSb7aeWF+5jYjNa1qHPqtzzD6I/tm1toWnnmKQoMs7YQD6mvLvEviyTxBqWFZl0+E/uYemT/fI9T+grkptQvb3Bu7qabHQO5IFMWQg8UUaHJq9yWbpu0aMjge1UXcMTiqyF5CMZpb1ZILMupKvkYrsASQVlxiuj1vTLC28PQappuqX04a6Nrm5hWNbghNzvEBztU4U7vUd8gc/CM0IDQsojLKiDqTivWtKQWtjHEvZRXnvhiz8+9VyPlSvTLKHIGelc1aV3Y7cLGycjVs1LxfN0p008dunYYprOIYeK5jXLyTGxT25rJnUia+1XqFbvxiue8XahcPJYW8kjeTHGXVO24nk/Wks5fPtrh25eHJ/KqXim4iuoNPljxuCMhxWtMyxSvSZSW/Kjk59KhaYzNkVWhieYgAGtJbMwpkjmutXaPKKMq8VBEQhdicAVc0S3s9T8VjTNSvrm1gmfYkscsUax9yWMnGMZ4HJOB3rB1YT6fql9YOLhTDO8W24AEihSR8wHGemccelTPVWNaMuWSkNvLhZpsL2pIRVSPrV2HtUpWQ5O7uWguUIqCK4ls7uOaJiksbBlYdiKtxc4oubIyrvT7386JK6JPVvDXjS31a3RXZVulHzxFsH6qe4rpm1qKCIyTM0cajLNJIFUD6184lZI26EEVYE8soHnSyOB0DMTj86894PW6ehVzvfF/jQ63OLKycppyH5sZHnN6n2Hb86wFvUC7cYFYe/HSpFZn4FdlOCgrIllyWUOxxVaQUy7WSG0MgYqcgZFX/ABD4Z1Tw9oOk6heSTrPfGTzYTGQIAAhQMf7zK2cdunUGtQNjVrmUuV3cVzl6xW3OO9FFcFHoelU+FlCL7wrUtwCaKK70ecxl/wBQO2KyifmoopSEh6c1pWsCMRnNFFKIG2sEcdvlV5Nc5/aU+jeIGv7TZ50LNt3rkfMpU8fRjRRVsSN34dgK1+B0AjA/8ert52IiOKKK8uv/ABGeph/4SMG/dgvWuOlPmX8hbkg8UUVvhtzHFbE7ACBiPSseX71FFdkjhGgnNWoEDE5ooqFuM3dOtojyR0qtrigWJOP4xRRWginr/ih9et7eGXSdNtjAixxSWqSKUjUHCAFyoXnJwOTzWdB1FFFCA9H8JwRraKwHJ5NdxbgBBgdqKK4Z/Gz0qPwIS4YnjNYGqopimYjkRtiiiqNUcfZXEi3F8oPDK2fyrNtczhFkJIXpRRW1M48U9EdXYWNvHZmUJlgM81WmO6Ug9KKK7VseezlptbOj6jexHTtOvoZZAxjvYPMAZB8pBBBHU5GcHuDWJqF9c6pqE9/eSGS5uXMsr4xlj14HT6UUVgzWJHF1q/F1oopIovQdRWkFHkk+1FFMlmFcn5iar5PFFFQxlmBQzc1s2NtEWXIoopxEM11FSyYKMYdcVkX/AIi1XUtLt9MvL2ae2tpHlQSSsxLPjOSTzjbx6ZPrRRTYH//Z", 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n4p6itpo9lpQI864k8919FXgfqf0ryCQs2ciun1q+n8R6zPql0NofiOPP3EH3V/z3JrFuI1UnHFehThyxSOAy2FdX4E5kvf8AgH/s1cxIuK6nwGP3l/8A8A/9mqMR/DZ1YX+Kjuk4qteXGFIFSSPsSsa/uQgJJrzj1jN1LUxaOkmeUYNj6GvR7CaK5igniIaORQwI968M1i/NxMQp+UGu1+G/iYMp0e4OWQF4Ce691+o6j2qqtJqCkebiJ80rI9Kvh5tjLF6qcUtni80SCfPzRjPX25pNwlUlDlTVGyimgtza+WSA5KtnsTnpXm4mk6jhKPRkUp8t0+o+Zc3cVcz8UbqODw5Z6cx/eXU/nMv+yg4/U115WG033t7KkUEKbmLHgAdzXjXijVpvFGvTX5DJbqPLgQ/woOn4nkn616GGp8079jJs5dgo+6MCo2q5LDsz0NVHGK9MRPeXCQxbSctWQh3HNQyTNPIWY8VNFUxjZGtWpzu5dhFFwpHzClh7VcWISoVIq7GRq+DPFp0OdrW4Yi0lOc9fLb1x6HvXrlnrUc8KyRNvRhkNE+Qa+frmzkgbIGV9RUcM88RIjlkjB67WI/lXDWwqnLmWhSZ7tr3je00a0cLtkvWH7qIvuIPqw7D+deVNqc11cyXV3I09xKcs7nJNYgb3JJ6k96csh7VrRoqn6kvU17i6V1681Sc7hTI43kPerGhacms+JG0y41CW1VkkMZjj3FnVCwX2HByT6e9dIGZNbvcXMMSDLMSBXqPh/TU0+xjjA+bGWPvXDeB4Tf3ss8xLmJVK57Zz/hXpSsET6Vw4id5cp34WCS5iS5uhCnXmuG8S6g7RN83XgV0F9cbsnNcLrk/mXAjBz3qaS5pGteXLBlXQtal0TVkukyyfdkT+8tezaXr1teWqTwSlo2HVOfzHY14XNayBdyjPrSW19dWUm+2nlhfuY2IzWtahz6rc8w+iP7ZtbaFp55ikKDLO2EA+pry7xL4sk8QalhWZdPhP7mHpk/3yPU/oK5KbUL29wbu6mmx0DuSBTFkIPFFGhyavclm6btGjI4HtVF3DE4qsheQjGaW9WSCzLqSr5GK7AEkFZcYro9b0ywtvD0Gqabql9OGuja5uYVjW4ITc7xAc7VOFO71HfIHPwjNCA0LKIyyog6k4r1rSkFrYxxL2UV574Ys/PvVcj5Ur0yyhyBnpXNWld2O3CxsnI1bNS8XzdKdNPHbp2GKaziGHiuY1y8kxsU9uayZ1ImvtV6hW78YrnvF2oXDyWFvJI3kxxl1TtuJ5P1pLOXz7a4duXhyfyql4puIrqDT5Y8bgjIcVrTMsUr0mUlvyo5OfSoWmMzZFVoYnmIABrSWzMKZI5rrV2jyijKvFdL4FID6h/wBs/wD2auf0S3s9T8VjTNSvrm1gmfYkscsUax9yWMnGMZ4HJOB3rY8KJJYatr1nKJ1NvOIgtwAJFwWHzY4z6449KwxL/ds6cL/FR1t3chEJzwK4bXNXLFkQ1p65qe1DGh5NcXeSnPzH5jXHRhzPU7q1S0XYhLM/fJNJa3s1hfR3MDbJYmDKfenQrls1JPZmQb069xXa43Vjzbnr/h3xfbatboVcC4A+eEthlPt6iugfW4beIy3DtHEvLNJJtUD6184/vInB+ZWHQjgirX2iaYDzppJMdA7k4/OuF4PXR6Dudv4t8YNr14tvbsy6dCflXp5rf3iP5ZrFW9XYRjArD346dalQu/ArspxUFZEluSQOxxVaQUl4skFmXDFWyBkVe8Q+GdT8PaDpOoXkk6z3xk82ExkCAAIUDH+8wbOO3TqDWoHKDrVuEcUUUkMvRVp2oz1ooqkJkeojGB2xWMx+aiipkCFTk1o20KMRnNFFKIG3Fbxpb7gvNc6dSn0bxA1/abPPhZtu9cj5lKnj6MaKKtiN34dgK9+B0AjA/wDHq7ediIjiiivLr/xWeph/4SMG/dgvWuOlPmX8hbkg8UUVvhtzHFbE7ACBiPSseX71FFdkjhGgnNWoEDE5ooqFuM3dOtojyR0qtrigWJOP4xRRWginr/ih9et7eGXSdNtjAixxSWqSKUjUHCAFyoXnJwOTzWdB1FFFCA9H8JwRraKwHJ5NdxbgBBgdqKK4Z/Gz0qPwIS4YnjNYGqopimYjkRtiiiqNUcfZXEi3F8oPDK2fyrNtczhFkJIXpRRW1M48U9EdXYWNvHZmUJlgM81WmO6Ug9KKK7VseezlptbOj6jexHTtOvoZZAxjvYPMAZB8pBBBHU5GcHuDV/QNTu7+41fULmXzLm5dZZXxjLHd2HT6UUVx4j4GdWH/AIiGXMjSy5Y5rCuGLXDZ7UUVlROnEbFi3HArSwBCSPSiiupHEzGnPNQgnIoorNgWoEDNzW3YWsRIyM0UVUREOuqFsmwMYdcVkah4i1XUdMt9MvL2ae2tpHlQSSsxLPjOSTzjbx6ZPrRRTYI//9k=", "info": {"video_id": "140067", "label": "pretending to take antiseptic out of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "140067", "label": "pretending to take antiseptic out of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140067", "label": "pretending to take antiseptic out of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "140067", "label": "pretending to take antiseptic out of bowl", "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": "3cb4e4ad62dfe330be80d2743a4729b13da9f3ed1cb1c134537e0f35e6e39549"} +{"episode": 14428, "episode_seed": 3014111863, "split": "train", "timestamp": "2025-10-13T02:57:30.622420", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3014111863, "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": 3, "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 pro-biker motorcycle riding glove 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "84444", "label": "putting pro-biker motorcycle riding glove on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "84444", "label": "putting pro-biker motorcycle riding glove on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "84444", "label": "putting pro-biker motorcycle riding glove on a 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": "6c70756e480a68d074f869273f33c46835015db85d0e6d237cb5001c33d0bfaf"} +{"episode": 14429, "episode_seed": 3116870219, "split": "train", "timestamp": "2025-10-13T02:57:33.564834", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3116870219, "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": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing toy tank 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "142289", "label": "pushing toy tank from left to right", "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": "31a135951b742e5956317c68f4dee6a1a1ea68daecaf5d6cc58988d688cd1087"} +{"episode": 14430, "episode_seed": 1309621693, "split": "train", "timestamp": "2025-10-13T02:57:34.462400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1309621693, "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": 3, "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 suitcase zip lock 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "42737", "label": "pulling suitcase zip lock from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "42737", "label": "pulling suitcase zip lock 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "42737", "label": "pulling suitcase zip lock 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": "2825d00089ee48605b23fa709f40a7373e008cad64140c19aa8d0b48de2451eb"} +{"episode": 14431, "episode_seed": 3011795860, "split": "train", "timestamp": "2025-10-13T02:57:37.297253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3011795860, "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": 3, "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 box from a rug'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "181964", "label": "taking a box from a rug", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181964", "label": "taking a box from a rug", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "181964", "label": "taking a box from a rug", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a33824681e7ccdaeadc7b578f5ea7de4fdca0da5456fe77f6e87278ebcd9ce50"} +{"episode": 14432, "episode_seed": 1210111430, "split": "train", "timestamp": "2025-10-13T02:57:39.242370", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1210111430, "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": 3, "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 lamp behind smartphone 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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41iskiHlRKMSgo4z0A9+pPaq00DQ6lFPevb26eWLrdCRJId5C7RnqVx0PoSea0o3SEDP/AOuujncdjBQ5ty9bySRbGQiF1wWeNiC2AeGI+9171WfUIwWwV5PU96p3l6REwHANc7cXDZLhyMdAO9ZtubuzRJR0R31rD9ohD7xluelNmlTTYicl5XPyqOp9gK5fT9ZntbLaVc5P3jwK7jwdpusX0w1dLeK3VBiO7vOEj9WUdWP5fWqhTcnYJ1lGPmdPa+C5f7LVjfNDfyx7vMRcmMMAdq56HgZNZd9Y3y2yvdEWs90zxQyRr5sy7vmwfQbl6gd+1dg+tW9vp8Uv2tLnZGAZV48wg4J/HBryhNZiEl5qT6nNdSXIJWG3O14lDHcMkHkL6D9Oa1aUTlUpSdxupX0t1NJqMcUbAK9qJbp/mYuu7p0LDBIGMc4rLE1wbWNRcSrtjk226kgknAYgY6H344rWu104WBljuLX7LBCwVIzunMobK5bHG4HkjjANZcUpFsjESGby9hlYkBdxyBjsDg1y1W0dlKzRXkldoVkEMkEWPMDQqUieRMKRtyOvGcknnoM1BphhLXM8caBzHtGyMANnPGAcjPr7VNLEz2k72jNqEKxLdXKOTGiFdylcd+T1HYY706wgjs7ZI3mjaZBiSNV+5nkHd0Oc9umCK2jJpXMnG8rF2wW6jd5J2gZm4AVOMd+D61JcXqW7BA2SMk89MnNVpbzA+XjHesG8naWQrk8ntUOUp7lqKjsdTp9wt5McyEAdK0XghhPmu/CDPJrg9OluYLoyJFIRHxg8Y+tdPolnrHiO78m2tGkiB/eOW2oB7t/hzQqbbsg9qorU7Hwjoza+ZtQuxNFZwuBCu3HnH+8CeoHT3rRvvDNza6iktvepFFtjkluZmB+4SAoU/KBt4wB+Vaulzppnm2tzrEN3c+UB5EEeI7dVPAHc9a4Px74hs9Q1S2tJr2WG3hVy/kDcxfAK5HYe9b8iicrqSmxuovLbuki20kN1dOYS1zIHIEblQwXGAMH06A49a591ke6SIXD3Ntbq0AbbsCopPKg9fUHr2rStfENheX7fIbf7QoihnjUyz7WBQg5P3s89M81S1ORIdR8wxOyWsQSea4PMkoyCWyfbAHbH41hVWjOmk9UVFWRFjELLFbXMIQ+cwCEHkGQDtkDHp3zWfdSyx3Is8ETH/XRxuSrPjk4Hyk4wOOK0bjyXkaO8tZLjfCQnlNsXdt3K/oRgfrVSZ7e3v0kur5bqNYxP5VqNh8xzh1z/AAkY/IACilsFUY05XvVGRpbu4WGJSzscACmzTbVNWLK0gWCK/lu5InWUD5I9+Mng9ueGOPb1qoR6ilLobyTDTtLtLW40yNbGV4zFduxJLFz+8I6ZIJGPb0rpJ9Q0rQYY7o6Xb2zMSEkuF82Vsdwo/riuCu49Th0uAXAjhsmCsJTENx+YlTnOevp7VmXMssrq8rFiSeSc/Uc81rCaTsZzp3jzXO01X4jXN2pjjjllXGAbh9qj6Ih/mTXLX+vapqahLq9leJQAIwdqADpwKziaSt3qc6RJE4juInPQOM11+ivJf3On6e4mkt7KTz5oogADk7Rk8f7PJ9/SuJflTiuy0O+sZ9NuLW7u2tzetsLQoGYkorDdxnbu4x7n61hVWxtSe5rSxy2Vn5DWi6dd3Lum6LDSMY33Lkk8ZzgHnt9KyrtLOa7tozAJrnzxJ97CbVIJDD/a9O2TV+9uEedZBaNDbSQqY7qSYK02BtbcxzkAjkH+orBjkafYiEPn5jg4wO5Y8cYJ6nvUOySst3Y0V23d7CpaQ2dnHIs6vcTszyIjcKv8PHbPP+RVea52qcGrWqQzQLHLIpVZCwIYru3A85A6cEYHpj61inddXKQIGJZsHaCT+QqZR96xSfumhotrNe6jHLHBDPtfCRzNhHbGcHnsOfqBXUaPPDqeq3Iv9OjeaGOJWtrYY81z/Gx9MAd+M1z8enPDfpY2LTrcq4kAuFUIfkJzgjqBjHHNZ0899FeSebdk3W1Q+zAAGBtGVwM9sfWqUlDUnkc9Lnd33jiDSnm0+3tjEImKNBZ4jXI9ZOSfwH41zOoeNtTu4zFbRwWMROSIFy7fV2yxrmySGcHqGINNJrp5ro5XGzJJJZJnLyyM7HqzHJq/o10LS4Wc7QIZBISVDYGOw7nIrMqewmEV4A4VkbG5WPBwwOP51E1eJcHaR3dhYyX1nFcXVhcXz317vmZ2KIEcHb+GST0qOVkuZQSYxAAkQRYwvlFDsYbup4zn1Bz2q295aXBnltri4v5mga2WyiUojNGcrjBAK7QSO/X6VhXsqMkOBsWTOIndSBxwAM5wMkc96xSSTb1sbat2WlyomlW1/JGlqHjgmudxuJW+ZYwo3DHpncfyoeYjPJ/GrFrBLeAqsDSLI21FCDaSRnAORtBIP1xiseabaDk1LV0mWnZsW6uGkYRoCWJwAO5rVhjfSdEeW50m3mhuAcXMrdHDDHHYA8Y79fasmytVlikvpnlSOFlI8uPdk5x1PA/H0q5dRalFpO92RdPlLMZmiXewL9T3znHAqkrC+JnaqdF0Owju5rQXUke1Gu7hSYy5GflXv+FUNQ+IyS8JaSXrDhftJ8uFfpGvX8TXD3V5d3ESLPO8kat8oLEgHHv09fxqsTmuiE+aN0c9SnyyszV1HxLqups3nXOyNjnyoVCIPYAVlxvsmRz0DAn6Z5ptMflSKZB2Gly/aVsdI3BIRc+fcCGPLlfujOPb+daUkEKW1xKtk8N3cvJEHvQX3GN9+Avrt4/D8aoeG7mGTT7lXvYbKe8AhE5GWzsDAZB4GQRnrkjvWje3KXd7GqfbZpPKRvtUi7hIcYbaCQB8w+8MEY9q5lG7szpctLoy720tZGt1Z5VZ5gBBCPlePILgHsME4ye9UI9PlsbVbqT5Rcu+yM9VVTxz36/pTxK7SIygmZ24kTlj2Prjr2HYU3UUaFYpPLKxuCFbaygkHG0A9hx+OaWkouxVmpK5WuLnCHmp9At55bxLqJLdpQWEInYBNwUkk89QOR7isyFftt9HDtkZC3zCNcsR3wBWuunvBqIsbJpoLiNmf/SdqqcpnIBHX0PORg8URjZXYSd9DptCuo9Svbtr3Tbee6iZEMSYWMHbzIx98D16VFqXj9oWks4LcOkTFBHE/lQ8HH8PzMPyri53uhdyrJdPLc/KrsCCp4GACPQcEVSHGfqR+tbU6l/dMqtLlSl3NrUvFeralGIXnW3twciG2QRr+OOT+JrE6nk0meaD0rQxNPR7xrKT7QrsvkPvJXqcjgenUV2emabOLG2mksYJGluvPuprxwcJIpAJGenU/WuA06fyL1WLALwTkZHDA8+3Wu+ju7TUJ5ZNPgmvNSlhe2RLkjYSh3KwHTlR06Z44Jrnmve1OiD92yK81ys7G4uJn8k7FdJDhFKHblR7ryD3BPWseO0s7wwmVI7OykuTM4ZsuFVQpGfTrx/te1SXd3E7R4eNJfmZ0Ry2zPqMYUdRinWlvNPkttXzSDukkCjuA7ZB43Z9gSM0/tcqXS4/s3ZjaHZPquswq0Blt0bdNztVUAJOT2HBrs5ZYVWK1ubiI2Ext47e1shvJwN24nr1P48HsaztFtoLSyXTZLa5uZLuGaWYqxjRMcDk4yBg5PYkVp3NzcWty0E7WtjF5+yyRVDEYiIyO3fv3OKLaCb1Oa1GFLVra18h4oo4lYTTOAWLMctjn1IwMY5rL1GJYUtthba2Su70Iq/4dhn1W8iM8RuYLZkD/aJCADn5VHGeueKk8TiaCwsorprcXAnkxFCg/dxjIUE+mc49vWko+8mW5/u3E56jpTGlSNcuwX6mqz6hGPuAt79BXRc5Sya6HQEEmj6g1ziC1jaJmuQpZ+CV2j2wefwri5LuZzjOwegrp7R7T/hGdPgW4ne7meRmjRsqCWwoIP8AOsqjvE1pL3jo5Luw0zSreK/8vU5C8saqG3RxxsgwVzxnJU/n0qVbC6hRpJXgRI0GSpG1TGjL5RJ6kjk/WubkuLq8tYrJ/JSKOIbcJuI25JYN2zznsQBW/ZyWWk6ZPeaekl9cOIbgl1LiIjiQFscc5z3GR6VEJNLQuaV9TndVa3QxS2TzG3liG1ZhyhHDKD3AP161ueG7BrGxa6e4htb68il+zGRCzqgXkgDpnPXrxxVZtNn1PxDAZ9PkjgklMj26YDIhbpjgAE5GfUk1vpJcyaU80VrZabeyQyLGzttfy/NA4z09Oe496F3BvSxFNHDdzMy2lzeXNnJsE1ywQSssXcH0POMenrXL26rcyKuQZwm4JEx67SfwJwOP8KveJL1ryGOW3ubi68u5kjYxptVm2Ablx1zyOp4rT0+xuLWziDT2VrN58clw/wB51RgcA7uD8vBHelKNyqc+V3OJkwJ5gpyokbB9eaaam1G4jm1O7mRj5byllL4GR68VnyX0KHAYsf8AZFdC2OaWsmWSaZ824bVLE8ADvnjFUXvpGz5aAD35NWdCZJvEFgLy4aOETKzvuxtA5/DpSbVgS1PQvIMWuQTrew2My+VLNCh2+UjBQdh/iPXP9c1XZbLUrieLSLKNJIllhknlbPmKzEq2OpY4IxjqR7VireGPUHvrMvMDvRXnPKkg4IOcnC4Pt3qWztY9QuZZLy8WzM8ZlTyRsVpFI7d88njvnHTFc8dHodM1ojV1CAIojnne1nmjd7ZUXod3+rcD1xke7e1c1Y2k+s6nDZwkKXPLN0RRyWPsBXUatfw3E89rY6Y64dJ4boIVdQVO45PODz82fX2NVfDVgbaOB5dLa4N4JcvL8qJEqev45Oe2Mc1bbk9SFotDY863gtLeM3Ym014oYIrS0QkuS5JLE9+M9QT07VhavAlkYYEtjFDteUSzSAMWL/j04GPfNdDPeS2dwkU13b29ozQR2sUA3kYXO79euD2P15PRre4vr4rPGZYLZwZjcuQv3zwPcsc0NXHF2dypqMKRWsDRsxVnyue4+b/AfnVCun8T77bS/Iu5IBObtjFDAgwkYPr1xknA/OuUaVI1y7gfU1dNWjYitLmlckpjZqs+oRj7gL/oKrSXkzHjCfSrbRlY6/w9Es9hfeYscSw+W/2uTkRjcRgD3z17YrekNna6Rbwa7KZisksUcEMg/dqyZDkjrzt79+9czp7Rp4Ut0F9L59zNIWgX5g2CAoIHPJxT5Z5buyh08WkKeWnysxO4MM7jx6jgg+grmfx3OqK/dm/b6fcRNxZJFiAEjqTGqsrgkcbj6ewrn9bmcSRqmoG9gZA6OfvAkfMGH97jHqeK6KGaz0vS5rm7vW1IzGG5SAvkfMMPkA7fUZPoBVG10warrMMsVhc/2ZFKxSFVxwW3BMk8ZPcn27Vo5N6MhJLVF3Q7B9N0t45ZYLPUruOUxs0ZeVUwB2+7nn379qs3CxXUks0VlNcXNrJIiTXbhfNZYwMlT6YzjHHrU/nXU2lGZY7LTb6aDG9jiQxmXrz0/HP61zviK6Ooxwz2slzdhbiaM7UwrHA+ZQPXn8DigCpaqly+wYedU3bYyeDtyfxPGfxrJkwJpQpO0SMB9Mmu5srOa0toIZL+0tpUuEkujGMybSucc5zxxjHP4Vw17cxyX91NuIR5WdS5ySCc0U1ZjrT5opDaaTVWTUIl4UFz7dKrveTyAlMKo645xWraOexoqrtKixrudjhV/vE9q7uaO3PiGJri9aO8UxSzRxKcOCFyseMkY/PFee6A9uPENjJfu32dJd0hyegBPbnrit6O5K3L3OnqYtwkTbI25gCDkjjjC45PQ1hVd2joorRm8LyHV5ZoLWO2sI4N9uJCvzurudi9hnIC8nv9aTUYrcuttcmSS5uFkMZhcE282funsRgDP1NZdlb2moXjNqkssktzESnlrhjICMcL6gN164P1rc1e71C9+02semiHTyEulZwF2KFOTx2ODx1GMd6fM7CaVy0Zri806Ww1O/EF5NG7+VEgLBGkHyk9+nQdsdcVQ3LeC4exsFt54mnW2luHIfCqFPvn3PAOD604i8lgik0yzis5XlgjmcvucAYOCMdMnnuRj3qjePprzNqUt4bryIplEJ6bt2B06D5snseDTEXbWC2ucadNcXFzJbvCXjhUBJCOoyOOvGSevPrVPWre51Hwy8stnb206Gd41VD5pVGBYY9uc9emeM1qql/JZQtplkli881u0rZG8ccErjGOme5H1NVr+XTLhxe3F8901qbhDBjO4jOOAOOvJ6EY9DQkB5Z1PJz7mtC3S1jiE20OwHPmHgN9O/f9KpyxNFIUdSvAI+h5B+lIOvAAqjMdM/mSNJjG456d66PTraQ6fc7FiCwwK0xJ+ZcHt79voax7DSrzU5FW2i3hn2bmOFz1xmux07S4U0eK1v7oWj3yONuAuXVsgOT1+nAPTrUTV9DWnLluLDZ2uixRS6sxlf7QoNsCH/dMuTwf5ce1bKjUrSbT4NOtBHYK72zmf5shjnLLnI9j1ycHrWTc6tY2ECafbWtvPE1tGWkc7RvUk5zjnp19Tj2qto09z4l8V3FlcaxNZRzhpo0tvnDSxoSoHp905P4elJdgd2rm/wDLv+1Jrexo7lUvWbG9PJ3YCj09uQc57EUl1KJoYdRsrCe5urlIYl+1HIjyxz1/AZHGMGuW8MXksU13InkPG8W+RpQT5YIIPv1Y59s1vXUkdpe3D6jfmWK5miSOGAlR5e3GdoOQACBx1z3zVCGXk8KkaiL+FYUimK29q23dIz4PPvxk8dB2rQjt7iOe3udLsXVri5i3y3fLKu3IGM5A6nPrj1FZ9gBaMllaWANt9llkmmul2hhnGSe4GAMfjxitG5kk068ubnVr5limuokSKFiqldvJx1GAcHHpn0osFzh/Glui6hBcxyxyJMjL+6UKqsjlSAB+Fc9AIvNHmhinT5Tz7V1fia0hWygtbC2mZYjLO80kZBYA46nqFGB+VclwO3500Q9y9cTRrD9niWMKeSE55zxzUdgoNyXYAqqknJxz2qBEdyqqCxZgoCjqT0FdHovhq+a/tWuIVWB5Sj7sNjAJwR79veh7FQdpJs0F0i8nuoxuji2QxzO0bDCxnC5PqTzkd+a2tNGmpfMLOCW6urK4ZUYfdZGG0fNnGA27Gee4zVZU0pZTqUt2LqT7K8TRPhjvQY4UdsA8dOc/TK1XxJJNYTtaQQ2ktwI/MeKX5mKdxx65564xWaSRbbmzpYJL+70z7Pq80dgjSGxZgo3uCMgEk4A6gEdR6ZqVJC0Nzpl9fyPPOs7iO0HyxrkADgZGcEhTxjjvWB4gtrebw5Hqlvrl/dGS8MO69jESXLqgLyRAc7R907h/EOc5FabtfX2llIDaWc+IVk2ZD7N27r2GTn6gjNWSh4cPNNDDZW1h5UjpaSTD58pHgkAdTznOe/cioLOK1uU/suWa6u3hSEuYWBjJ3fMpPTjIGT9c5FQ3EumXN016XuL2S1875CC6tgZVsYwBznjt9K0Uj1O60hDaW8FnPMLbzGU/OBk4I4/HB5xkdqATK9/bXWoaLcw3Fra2chkuVgTZ+8+Ubio/75xnnOM4ry7rye/rXql7Npl1ciea7nu5LKaUGELuD4GR8oGAMjr0OMdq8yuImjmJdNoceYuOhU8gj2pomRZtUtVjWVlDso+YSNwD7DvVWeTzZGkwBu5OBimDHYAVbs9NvNSkVLaFpMts3ZwM+mTTJNnTLWQ2MpjhQ+TAHkcsMx88ke/b8a2rXTotOhiuNZldIzMI/Jx83lMuT0Occ/hz9KTStIzo629zcLay36SLgr8zlWyFbJ9uQMfnU13e6VawpYm2W+c20TNN5oJDrk8sfYE8fSsra3OiUr2SNGKWSwaysbLT2ns5vMtpZZhtWQsc5Jxnpk8jnp2qeRbpJk1KXV4I4hKouPLTayGEPlRkkHknIPds9KxdD1Y634xex1DU7vT7S5mVo2huIVWFhjLMz8YwDwOpwKhsBc6R4g1u0dP3SO6u19gug3Ffn2nG7k7u2M89Ksz1vY3LiTzFg1CwsZp7m6WCPddHIjGST15HQAkcdD3qheXFsB/aX2+No1gkCW9sdgZ2c55HY9yccgdqkuXjtb64Op3xnS6uEVYYSQNmzGdoOQACF4/WksC9qwtLWyVLRbN5JZrpcbst1Pr0xj8eMCgDSS1u47m3m0uyNuJ7tDLJcHc6jZwCM5A6nr1x0zXA+MYYv7Shuop1mSeM5KgABlYqRgdOMV3V2/8AZt9cz6teu4ubyNFhiYqCu3BJUHPAO3j0zySK5TxPZr9it7Wxs5lhgEs7Syphn+bB59hgc+oprQJao5O3MSyjzU3JjGM4/GrdxchohBGVMY6hBhc5qkOOwqWK3mmKBI3fc4RcDjcegpmZLp+BcNI23aqHr6npXWtpRlvEW5vIUEUEVw7Btp2cAAe+Aaq6H4Xu0v7WacxiIyskgUhipAPXIxz69vyrbtpdKMhv7UT3V6Ld4Wj2tIxcDhuRxkL9MH61m1d3NoztCyLWmzWxvLiKwsAZbO5PlTzHaoVxtweN3qQOePShVmt9MEHiK9ZIRcG0Kxtj5CMgswGSvGfYda5vV/EV7fadKG8mIzIiSGNGBcL7+/P4HFWfEXhvVNH8P6bf6rcXP2jUTI0yyxsfIKhNgZuzMrZx2GB1Bw0Jprcv2MK3N9mZnZZsGRNxCttDYyP+A/qakDLpU0dlbxJ5Jsp5WDjJYhu57jHH0oopR2Ce5L4deTV5dUubuWQkTxL5auVQgBscD2GPpU11HHoU+nWVlGqwzT3IfdyTjIHPsMCiirEcLdf8TXWlWcBAsKoBGMcBRj+dbFppNnZS3Msce9k8gr5h3Y3bc4/Oiil0I6k/iK4k06WNbPEO24eYFBj5gB+HOTkVrvpdvK1jczGSWVLspl2yGG1nwR04YCiikykVtavG/sVnMUTMl7NbKSucICP16fkK4pNWutE8Rfb7VlaeFmCmQbgdylTn8CaKKFuV9j5mnoEatDKrDKlxGwP8S7d2D+VdPp8UI0z7T5EZlt55DGxXnKIMfz/lRRUr4ipfCZVtf3epeG7kTzsBHGAdoA3jzFHzcc8H9BXZro+nrdKv2ZCbedPLZuWG1VA5P1/QUUVojM4Vtbvby3u4pHUbRcEMF5wSOOfrj8vSqdjolnPov2iRXMjQM2d33SM4x+VFFITOjjiht2u4I4YxHB9ndBt6E55/QVQ8PXE9/dXYnmk8sSiUxK2FJJKn3xgDgHtRRQBt2ltFo0gitF4bVfILPy2wkqOfYDiuQ8Ry5lvI1RI44XChUXAIyTzRRUs0juxNU8VyeIobaGfSdMtvIEcUb2qSKVjH8ABcqBzngZJ5z1resYY5tQs2lUOZnWN93OQCcfltH60UUT3CHwsNQvX0a8s7aySNIZY5pGXbxuJzn8McflV/RoBfXupz3TvKytbxgFsLtIzjAwOMcf8A16KKpEIXVGXQJdOh0+JI457yUuuPUf0zx9BXFXR/tbV4I7jCqIAoEYAwAM0UU+onsattpNnZvdTJFvZI4GXzDuALdateIp30vabLbCRcvLlR1ZV/ke9FFIEX5NPiul0y6uHklc3bIVc5UjaXxjp1Ap2tpCdF85reFnikmiQleihiP6A/X6miipKW6OMt9efR7u4jOnadfxTsjtHe24cKy5wRggjqcjOD3BrUsLyfVrm8vr6QzT3krvOxGA5xu6DjGQOOmKKKJfCWvjZv2UcSaSboQxma2lmaNiMnKIACfz/lWdaXNzqnhqcXFxJiNUUhcDePMVfm454P6CiihbEv4jsk0qxW6IW1jBtrgGJsZYbUUDnr/F+grg7bVL3Ura9gmmIWOGdwyAAnPOM+nOPpRRVsSILDQ7GXR0lkiLSSwbixbocE8enStiSc2k+owRRxiO3igljG3oSf8/lRRSZBT8MFtQkvZblmcC4V/LydhY5ySO/HH0Fa98w8PWmdPRUX+01Xa2SNrDkevoB6YoooKOS167luVnkcgFbho1CjAABJ/PNVZvE+r6lpsGm3t7NPb2rvMnmyMxLNtzuyeQNvHpk+tFFJbFy3R//Z", 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", "info": {"video_id": "140688", "label": "holding lamp behind smartphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "140688", "label": "holding lamp behind smartphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "140688", "label": "holding lamp behind smartphone box", "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": "9faa2b88dd6473e998f7e824abf9e951e55a6d378b86c30a445bc32d878a1846"} +{"episode": 14433, "episode_seed": 2842792478, "split": "train", "timestamp": "2025-10-13T02:57:42.516096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2842792478, "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": 3, "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 toy 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78059", "label": "pushing a toy from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78059", "label": "pushing a toy from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "78059", "label": "pushing a toy from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3be724bb331a095ae83ba25a24120fd2f86bf3301f385033760558058dba0912"} +{"episode": 14434, "episode_seed": 1573582399, "split": "train", "timestamp": "2025-10-13T02:57:44.286487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1573582399, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting sponge with ruler'.\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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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9izt/y8SD6Af4VueHNKlsmkaaZpmbAUsoGB+FdKtjEP4KmSBEHC1EMEoyvZfcazxjkrXIQtOK1KUx2ppWuq1jkucz4ntj/o9ypxjMbcZ9x/WttXHFRa1btPpNwiDMirvUe45pR0H0qFG0mym7pGD4ulylrAD1Jc/yH9awbKDzb2CPHDSKP1rS15/O1YrnIjUL/X+tGkQE6jEwH3ct+lfS0F7LCX8rnyGKn7bHcvml+hv6km+1kUdWBxXnqxw+YwCTOwJBCxnrXpLxGTiq6aMGbO0c18nisL7aSep9xhcV7GLXc4iO1d1+WzkH+8wFPWxuvOQCwLAkAkSDj867+PRVA5AqdNJjVgeKwWWrqvxN3mL6MLOLy7dE67VAq1inrCEGBTttejGHKrHmSlzO5n6lbfa9OuIB95kO36jkfqK53Q5jBBeyyADYgbg+gJrsCvNcRqObGLW4cbR8ip7hyf6ZqfZ89SC7uwOpyU5SfRXOPikljmEyOVlySGHUE9f516L4ch8jQLRcfeUv+ZJrgVi+UcV6bYxiOyt4hxsjVfyFe1m1lTjHu/y/4c8XKG5VJS7fr/wxMRxXLeKYHkijC5+92Ndds4rM1bTU1CEwyJuUnNfN16fPBxR9Ph6vJNSPO/siR8ySxofdgKcIIRjD5z/dUmuvh8NxRn5YFHvtq8mhkfwfpXn/AFSXVs9J470Oa8LpG2qHymJKKdwKkY/Ou9RcCq1npn2dt2KvhMV24ej7ONjz8RX9pK5HiuY8T27pdQXSKCrKY25xyOR/n2rqytZmuwebpExC5aMeYAPb/wCtmtZxvFmKeo+ponKmoc04GvTZ5yNSIqw5pWUZ4FVLaXBANX+ozWkNTnqaDox2qULTIxUwHFdK2OKTdxhAxUTDmpyKgbrWczelchammpSOK4gXV9e+M7zTDrFzaQgyeUsahssqbgvsODya55NI64ps1JIRBrl2QpAmjjkz2J+YH+X61IRmuf8ADOpXupLcNeXMkxUJt3npnOa2rmTyrWV/RDiuRrmqcq6nUpctPmfQ552825kkzncxP61ZW0mSdEliZCzAYYY4zik0y0e5vYkUfKJEDH0Ga2tRmM+rxKWD+XgZByP4mP8AMV9TVqeyjyx6I+Eo0fb1FKXWS/F6lwL81adumIwT3qhF8wBrViX90v0r5+mj7apLoKE9qUoAOlSDpTX6Yq3Yyi3crMKjYVMwrA8W3VxY6C89rM0UolQBl64JrnkdS2NZgCCD0qh/KuY1K9uINGhv7HXtRlDXH2fM8aos5C5Z48c7VPynd6j3A6C7l8qylk7hDj61NuZpLqDkoxcn0OYf/SLuabruYn9a1NIQLOzgdFx+ZqnEo8v5RxWlpqbUkb/aA/z+dfRYx8mHaXkj4nK26+PTfm/6+Zrry9aFuuR0qhAd1alsO1ePBH1tSTROqDHSneUPSnqO1OIxWjSMVJ3KzoBUTCrElQkVzzOqGxERXH+NECLDjrOQGHrtz/8AFUJfzXPja40u61a7tLZptkbRSxosfQkkuMYxnjqTisG+uL6TV57W9muZPs0zRqtzjenPfHGeBnHFa4JKWIin/Whz5hNww02v61GQ226aJMfeYD9a7kOUbjpXMWC+ZqVuMcBsn8Oa6Q1pnE/3kY9l/X5HNkEf3U5vq/y/4c0YJRJgGrGwZ6VlQSbHGa2EIcA15sGpHtT0JY4hjpUnlCnRj5BUgHFdCSOdyZAYRUTIBVtulV2rKokawbZXIpjorqVbkEYIrJ8W3dxY6E89rM8MolQb064J5rndZXxHouj6beXWpXiy3ZfzIiuBDjaVBOPvENnH/wBesUrmjlY6Y04UUV2HGiRTgitSA7kGaKK0pbmVf4SzEBk1KOpoorpRw9RrVCaKKiZtT3GMK8s1i+m0zxle3lvt82OZtu4ZHK7Tx9CaKK5pnZEteDgAt4B0AQfzrb1M4smHqwH60UVnQ/3mPqgxf+51PRjvDSKZlYqCTIRk/wC6f8addYHia+TAxHI6g98AgD9BRRXtYrep6HzWAX8L/F+hp2ZyMVsx/cFFFeRDY+nq7j170j0UU2THciNc143A/wCEak4/5bR/zNFFYy3OhbHE6tr7axFBHJp1jAYVVI3t1dSqDooBYgDnPTrzXY6scaecd2UGiitMP/Gh6o5sX/u1T/C/yM21QMgz6E/oa1LRQsJA/vmiivYzL+F8/wDM+WyD/epej/NF6DiSti26iiivLhsfU1ty56U5hxRRV9DJbkTDrUZHFFFc8jqhseXazqx03xJqqGxsruOWfcUuod4DKOCCCCOvTOD3BrOS7nv764vLl988z+Y7YxkmiiunL/8AeY/P8mceaf7rP5fmjd0MbtQBPZGIromooqM2/wB4+SDI/wDdPmxO9a1kxMfNFFefS3PVq7GpCPlp470UV1HIMaoHoorGZvA5rxx/yLTn/ptH/M1wF1rWoX1hDYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFRHYuW5//Z", "info": {"video_id": "178137", "label": "hitting sponge with ruler", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "178137", "label": "hitting sponge with ruler", "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": "c31b23bf15b2d342f3d3c1e28aed86e9b3241ee52784b5cade8702216d6fa5fc"} +{"episode": 14435, "episode_seed": 2281961166, "split": "train", "timestamp": "2025-10-13T02:57:46.990400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2281961166, "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 owl 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "43189", "label": "moving owl down", "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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dGM//AAk27kkW4+n+srwsRgV7p+zn8p8R/wDbv/7Upx3FNaGr4wia18TJKDgTRbW9yp/+vWfHgJgAYre+JUYikguQOI5hk+zZH9RXNxSZCj+8K1MxsqknJ6dKqzofK3Y5U1blySB2oIDxfhzWcikUYuY2jHJPIH86o3ugPdfPEQpNa8MBimR/4d2Ca2vsoMYwMLWbLOC8PWt1BqyyiNvLGVJx0YfyOa6a8WbUtRkuJNxJIB3nJAAwBWhBamC4aZEUOzbscEZ6ZpJF2ZPcnn3pNje1jd8F3IjeXS3YFR++g3fw/wB7n26/nSeIPEH2oPaWhP2QHDyDrKf/AIn+dc9HvViwYrkFTjjg9aVWDsMcKK4lgqft3X6/r3Hzvl5T29NMs4x8sCDnPSnGwtWADQRnHTIqzRXp3ZjZFdbC1X7tvEP+AipkjSMYRQo9AMU6ilcdgooooA4/x2hNvAfZh/KvItQg892UDmvbPGNqZ9FMqgkxNk/Q8H+leNzt5dzJ/unFaRehLOXm0u4eOSWM5SPG72zVO1sHupWjc4KttrUvr6W3aS2U4SYAt+FUfD0Z1XxlJYPqU9mkgd4vLTcWdULBfQDg8n096mQ02eheGNDi8NtclZjJ5+zOR0xn/GupS6Fef+F9TvtQgumurmSYqY9u89Mhv8BXSRyOcZY1pDYyV+p0i3gpVcXMj+qrXPxybhnJ/E1qaWR5j/7n9aYxXbBIqB3p0h+dvqagdqAPG/i5FD/bNpOmPMeIrJ+B4rzuuj8b6i2oeJrnJysLFFrnUIVgSMjuKyluaLYuaRGJdXtEY4BlFa2uSeb4nvD/AHAF/QVjW1vcsyXFujHbIApHYjmpLy8aa/upzkPI+aOhMlcnfpWjCNsfPUkk1Z13RtKtfDVvq2majezhrr7Lm5gEa3BCbneIZ3bVOFO7+8PcCgz4X2rGZrQja9x8hQsNpwe9TwyRIgK4681mBtrE+tWbQA5bHtSasjdJXOp087tDuJMffkwPzFYmuLtcD1J/nXR2ke3w/bj+/ID+v/1q5/XRlk+rfzrSPwnPL4jGRN7gZxU8lknQs1QKdrCtFvmGfUVUVcZk3cccRVFZicc5qqeOgq1qKkXAPtmqwVjt/wBo4qWrAhu8V7R8Bbh4l8QBON3kc+n36828KaVpOreJItM1e6mt4pjsWaOaONYz1LMZOMYzx1JwO9el/CG0bTda8V2BSeLyJ44glwAJFwZANwBIz64JFOK1FJ6HTeOrnzrea2IZ1MP3s/cOcg/mBXMRP+5Vu64NdR4msPtNqjhmVmYo/wDtD3/X864zTndo3hlOZI5Gifjrg/4VetyFsaj/ADHimE+UOme1X1syj7edigc+tULyQeeIYgC3f0WsJ1L6RLihPJlulk2hfulmyQMD2res3aWwiLj5goB9yKzLG2KuOGeU9cdv8BWvaIUDAsjDPBU9KhKxQuxQAT1qvKN5z2qw/wA546A1VkyxIHQdqAIJBhcClggEcm9h8zdB6VS8QvLZaK08MjRSeYgDL1xWbrVpr+h6Npl9d312JrwyeZEy48nG0qCcfeIbOO3500riufSlFFFbEhRRRQAUUUUAV75VawuFYAqY2yD34NfPuoHEx+hoorSGwmczqo/0xT/s1jafqE+l+JhfW+3zonbbvGRypU8fQmiiokB3Pgwbbe/A7GIf+hV1MaiiitYbEE8KgKcDvWhYsRMcf3TRRTEQyMfMbnuagZjmiigD5w8QDHiLUR/08P8AzrNoorGW5qjvvA0EcumTb1B/f9/pXE3oC6hcADgStx+Jooqn8KJW5s+IPFsniK2t4ZtI0y1NuqxxSWqSKUjXOEALlQOSTgZJ59aim/1dFFYT6G1MgP3auWf+o/GiiiWxrH4kdvEANHsAPVP5GuW1on7TjsB/U0UVotjnl8Rjn74rRX/Vr9BRRVRGRS28c6uXzlFyCD71UvYlh0+Nkzu39aKKmW4h2l6++j+ejadp1/FMyuY76DzArLnBBBBHU5GcHuDXqHwe1G61XU/EmoXsplubmSKWVyMZY7yeB0HtRRRHcmWx6DqkjTaQsjY3GRenb5sV59Iixa9qUa/d81G/EqM0UVo9hLY3bmR4rdip5OOareWiRhgoz60UVzU9mX1Lm4gmIHC98d/rV2EYjAHcUUUihZjiMY44qOGNWlGc8dvWiikBk+Mf+QLL/syx4/M1xl5rmo32nwafdXc00EEjSL5kjMSWxnOTzjbx6ZPrRRVx2Ez/2Q==", 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", "info": {"video_id": "43189", "label": "moving owl down", "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": "dff1a7f04ae53bd1a4cf9f977f50a74251824af57cb3d4f6f6abbfd3ad5d4889"} +{"episode": 14436, "episode_seed": 1160416740, "split": "train", "timestamp": "2025-10-13T02:57:51.022389", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1160416740, "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 yippee noodles packet behind card board 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105921", "label": "pretending to put yippee noodles packet behind card board box", "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": "105921", "label": "pretending to put yippee noodles packet behind card board box", "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": "da50fa9dc6ce614301906911a743acd0941abf316829fa9212caf8725e38d05b"} +{"episode": 14437, "episode_seed": 3106777614, "split": "train", "timestamp": "2025-10-13T02:57:52.221338", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3106777614, "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": 1, "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 tape 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "65935", "label": "rolling tape on a flat surface", "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": "38f4af3491c1bb684b256015307156723dc5de8338521a7f9075243040221731"} +{"episode": 14438, "episode_seed": 3445540692, "split": "train", "timestamp": "2025-10-13T02:57:53.201201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3445540692, "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 pen 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "31282", "label": "rolling pen on a flat surface", "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": "31282", "label": "rolling pen on a flat surface", "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": "472dc4bbc3cc73518218a55ade75910cdcba887969e2645fea755d1442726ec9"} +{"episode": 14439, "episode_seed": 3751261439, "split": "train", "timestamp": "2025-10-13T02:57:55.884181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3751261439, "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": 3, "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 router 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "178731", "label": "moving router down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "178731", "label": "moving router down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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XrNJk/Qc15oF2jFdX43u/tOtiINlYEx+JrmMV14eNoHDjJ3qW7DQpzxUqikAxThWxzEq1MKgWpkNAixHVqLqKqR1ajPSgDufBJOy8H+5/WuytIvPvIkIyC2T9BzXFeCW4vMf7H9a9B0SA+c0zdlwv41z1dzppRuPvsoZpe5O1foK8B+Ml2Zr7T7BWPG6RgPyr3zWJQMKOAOa+aPGt0+o+Lb2RjlIj5SewH/165oR5qh6E5ctK5xrR44AOB+dKIznGOeuPb1q8bVifvjd/eKjkelSpZ4yBjZjgZI5rtsee5FNF9CPrUqRYOcH6d6tfZXxu2gsTyA3A96esDDIA7cuR1qkiOY2PDMjR6xZueCsq9PrX0up3RIfYV8zaOqx3ETqpXawPI96+lLRt9lC3qorKqioMkxnj1ryPQzqUEDWuoqBIjsEYHPy54FetO23P0rkJ7RZBkAEioSuW3YopbuXGOg5oa0c8mrdvJtyGGDnFXETz3EcYyzHAFDiNSJfDGnlLiW6f7kagZ9z/APWH61i+I5PsOkfPw0xe7m+gztB/AZ/Guz/d2MUUecQRZZz/AM9Hx/IfzI9K8s+KGqY0TUZN2HMflAehY4/kawm+h30U1G58+3EzXFxJM5JaRixJPrUdFFanOKDg1at5MNj1qoOtTwj5xVxImtD6b8MzNeeFdLuHYs72ybie5Ax/Sr0gwa5/4fXQl8D6cCcmMPGfwY1uXcoG3B65o6mCFrQs0e2tzeKu6Z/kgB6ZPf8Ar9BVXTLM3heaTi3i++T3PYVm614kQ8QEDYCkAH8I6M5+vQe1RUnZG9GnzO5maxqSG2WzhfekTne56u3cn9T+NfPWoy+fqV1L/fldvzJr155d4VB953wfcmvH2tpmjedYz5Stgt+NZU9dTpqu1kQjrViIZxUKISe351dhiO3OV/OuiJzTZ7L8MZvN8MvETkwzsMemQD/jXcxKd2K85+FL7V1C3JByElGPxB/pXpu3HNDMRjDCmvNNX8dT2utTwRRBreJth9fc16ZKcRsfQV5bHp8cnhbWr14t7veurNjlVXB/qaV7K5UY8zsj6CcrZ6YQv3n6muRvbwRpK5PIBra1S7ItgM9q4y6ka4ukizwTz9K5Z7pHpQVk2cDrEZTUZd2S7fM5Pqeaz60NVm+0ancuOhkOPzqhjFelBWikeHUlzSbDNANNJ5pRVEkqGp061XWp0PIoAsKcGrEbVVPTNVNIjk1XxRLpsupz2iFZDF5abizKhYL7Dg8n096TlYqMXJ2R6j8PbZ7y4vEXoNhJ9BzXp4EcH7qPjaOfYV5H8Cb6e5j12S4maTasBXcemd+a9Pd/Ks5pifmkPU1yVXd3O+hCyOe13UDGlxNn5Y1J/Kvnm63TXMkrctI5Y/ia9e8XXMkmlTxRPtLAlyP7teUMmDRhle8h42duWBUWEdakCAVMRim4ya6kcFxAoIqRUHHFKq1Kq4NUSTWyYcYr6G0SYTaDaSesY/lXz7bj5hXpVxrN3Z/DaGezuHhmSSNA6HnGTkVlUNKW53c7AZGa5wyBULZ7Vx+qazqEWkxX9n4h1KUNcfZ8zoqLMQuWaPvtB4OfUfQdVOgjjDOwCgZJJrNM2kh0cYYDC5J7etblnbJYsDIV89l59EHesOz1S1s4xcFgzgfKD0BrMPiA3V2yFtqsw3HPUen0rOpNI1o029za1O++06gpDbYLeMkL6n1NeMfFDUDJYQ24bJmm3N9AK9Dvb0t57qeZP0FeW+NLd7p7ALzJNLIoH/fIFYR96aR2z9ymzzzZik21r3+jXVg0azIMuCy4PUDvVDyz1wcV18pw85CF56VNGMMDT0QGpVj5qrEuR7F8M7gv4ZeLP+quGH5gGuk1KYRBJGcBVzn1NeZ/De4EuryaXcaldWUE7riSGWNFQ92YvxjHpyTgVp3+qX9tf31lcy3DtFK0arc43pgkc44z0zjisaj5bsqnT5mkdVrPjFYNM+wWoZEP3snlvUmuLF1LJMzFiWJ9azZ3Nw5LsSelV7e8lyAG5Xg5rjnNzPRp01FWR0cbtlJMEmNwxArgB4T1aR2PkIuTxlwM12dpeSyOUjQu54CgZNbtp4d1G8YG6kjt4z/CDub/AAFa0ue1kZ1fZrWTPNrfwN4gmDMmnuyr1YOuPzzWza/DXxE4BaKOMHn5p1/pXrNlpsWnWMkUTO4IJJc5PStSJRsQgfwiupXS1OCck3pscp4E8I3Xhx7qe9kRpZQEVUfcAoOa7jGRUQqUdKZBBc/LbyH2rhdARhpXi+3l/wBTHJvUHsxU/wCArf8AGl3cWWgPLbStFJ5iDcvXBPNcVrWna54e8NNc3F7dLLq6s1xBswI9oXYGOPvFXzjt+dTLXQ1p6anrWpOxQjPaub6TyOPvKhI/KiisPto75fwmedOSZCT1JzTT0oor0jwOpE3WlFFFAEop8RJaiigEWR0rnDqVxpHiKS/ttnnRO23eMj5lKnj6MaKKiexrS+I9M+CBMdp4hC9hbgf+P16dqkrjTRg9qKK46m7PUobI811+Rv7Jv3z8wKJ+BNcA4G+iit8N/DOTHfxSJqRetFFbnISCpiOlFFMgng612NyxPw0bPOLlP/QjRRWdT4Tal8Rz+qa82rxQxyafYwGFVSN4FdSqDooBYgDnPTrzXYXs8htwSc47GiiuaR2rc5e9vJ8sN+APSlt5XBBzziiiuSXxHXHYu72KAE8VwvjiVktbELgfPJz+VFFa0f4gsR/DOQN3PJt3yM2AVGTnA9KlgY8LgYyW6d8UUV2nmliK3iO35R/yyH59ahkRQyYHUE/qaKKYjc8M6sdLvLyH7DY3kMu1yl3Dvwy9CCCCOpyM4PcGr+oXtxe3kt7cSb7idzJI+MZJ/lRRXNW+FnXQ+JFNiev41raToVrdT27SvKRL8zAMAP5UUVz01qdFZtLQ7y0toLNPKtoUiT0Ucn6nqavxdaKK7zzL3LTf6mT/AHT/ACqzD/ql/wB0fyoopMCQVKvSiikM5nx7/wAi03/XaP8AnXlOqeIdUvks9LubyaW2hd5FDyMxJfbnOTzjbx6ZPrRRS6mkdj//2Q==", 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", "info": {"video_id": "178731", "label": "moving router 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": "4976d2cb6d8b1010ba827a3fc571f5146efab491bd597dc516dae9651545e0ed"} +{"episode": 14440, "episode_seed": 309327683, "split": "train", "timestamp": "2025-10-13T02:57:57.329537", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 309327683, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close aluminium vessel without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133729", "label": "pretending to close aluminium vessel without actually closing it", "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": "133729", "label": "pretending to close aluminium vessel without actually closing it", "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": "161783cf1868eeed6e4adae26347750c36804045b481e3c999c10ac04c86855d"} +{"episode": 14441, "episode_seed": 2345456237, "split": "train", "timestamp": "2025-10-13T02:57:59.499554", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2345456237, "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": 4, "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 one of similar things 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "15262", "label": "taking one of similar things on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "15262", "label": "taking one of similar things on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "15262", "label": "taking one of similar things on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "15262", "label": "taking one of similar things on the 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": "d48d91ae499d513acd41c6afb5c07e47bfa06cb331cabc460d1dee6dcfa3e5f5"} +{"episode": 14442, "episode_seed": 3730026126, "split": "train", "timestamp": "2025-10-13T02:58:00.336379", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3730026126, "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": 4, "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 upright on the table, so it falls on its side'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55275", "label": "putting pen upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55275", "label": "putting pen upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55275", "label": "putting pen upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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X5rVef4f60pP3QjuX/BslvH4qg+0lBGyuuX6ZxxXoGq29i7lWuIYVC5BRuR+A615Nbu8d9GyEht2ARXay2MrW8k8pZdkbHAOBwPQVmpJIqUbs5fUdYsWLiOOSQ8gOBtz+fNV5zuRJU6cEH1rIEUsx+VGYn2rUtYpUtPJmXGPu/SpU7s6FFRVjQFybSMgcrLgnnoR3rqredJ4g6MGBHODnBriJpA1uP7w7VXk1OTTBGqhVkddwlUkMCD7dRgjg56VtTi3KyMau1zmIrSKAlbvVYCf7sQLn8+BWvA9sFUx+a4wMM2FzVCDwwqSZnvFAzkLEm4/ma1LBLVYlCRlwvAMjZ/QU5W3IRPHIC4AiBP8AvGtGysrq91W2ghi+eRWCgnA6H1p1qskjBYYh9ESu28LaXA16t3dOiT265TL5wCcH5R9aIq5MpWOO1HTXtpWiuHAdSVIXnmtrTtOii0i7jjLkyIGO41Z8Wmwg1i5/cXFw27d1CLyM/WqrXtujCaWBYUEWBsY4X3PrUuFgVTqc7Z2zy3TdQi5Ck+3XFXtskZyCevSrbKAflAA7YpxQSgBhz6iocrPU6IzujNnvGhjIVmBPWsHxHrTPa2kUiqZoycP/ABbT2NZ+r6zqGmazNbXKq0aN8oAxlT0INYl7dPdzea/Geg9BW9ONpKSM5yurF0edfxqFu4YIoiT+9bAGfQY56VdtEskbi8M7kciJMD8yaybDS31QOEljjERGS+ehz6fStq30m20+SLfcPM7EgBV2r/U1VVpszirIvxyxhflRiP8AaarkOZEYRw9QeQSe1JbiNQNkKA+43H9a3bC3nlIJTbGRgscKP1rJajbsQWmj3jaHDesirAxKhiw65PaobDTYZro75HJTDfKMd69HvNN07T/CBtVmbyodrhYxvbnnr+NcVa3NqslwkFi4ymPMmk5/ADpTlDqSqlze1GcxRmIDdG0XIPXkVzot0VRsAA7Yq01zFLEIoshkQB1ZiSM9/pUKEqfUVhJWZrBnK+J/DEuoOLuyx54XDpn7wHce9cZIrrw5JYcHNexKmeayNZ8NWmqRFkVYbnqJAPvfWtaVZR0kKUb7HlxyK14rW3gO261WJif4IVLkficCqmp6ZdaZcmG5iKkdG/hYeoNakHhiNJN096MZyFiTJ/M1vNpohKxegktwqmISMCBhmIH6CrsUoZ8CJSfqTVewS2WJRHEWA4BkOT+Vbdos0jgRRfgi1iNjbKwur7V7WCGIB5FYKCcDofWp9S01rWZorhwHQlSE5rsPCum2zXou7qRFuLZcp8+SoJweB9ao+LWsYNZucW09w5bd8zBF5Ge3NU4XRCnZmDYsmkazBJFuOYTy3XJrV/tiS8l2ljk5YA9QOlYOo3Sx6hDIcRr5BYqvRfm6VoeH9Ou7u4bUZ4zDahNqBhgvzkEe3vWLfc7IKyNwCC9hSK4XI7EdR9Kw/EOnNY2Es0MqTRLjepQhlB7+hrUuZ44ZMRnpWTe61CLS4juASrxkEZ9RShpK4TimjlZPEN9ESBcFlbghgMj3FY1zG17MZXv44Av3mmYkn6DvVOe49OeKks9ObVjJiZIhEQSWBPB9vwr0ajiouyOGCdzRtPsCthLqSdyOdibR+taccqBflj4/2mqlBpdpp8kWZZZnYkdAq/41tW5QAeXDGD/u5P61xvc2FgDyI2yDqDyM1q2ejXjaFDfNsWBiVB3ZOcnsKmsLaeTBkASM8FnIUY/Gu7vLHTrDwibaN3aKLa6rENx556n61SjdGbnZnnOn6dBNdku8h2YIxx3rr9RnMSGMfNG0XKn3FYNpdW4e4SCwCqUxvlkLNj2AwBUpuopYxDCNrIg3qSTjPcVm422LUrvUrC3QL8gGPYUn2VH46ZqVCVbjkelTBc81i9DVHncWryRXs1nfDE8Tsu48Zwaqa1qn2mWNUxtjBH510/ibwmdVl+2Wkix3IUBlPAkx3z61wc8DwOYpEZXU4KsMEGuulaTuiJN2sehJa2qHdLOzf7Ma9PxNU1uILeV0tbVcBj80jbqmlibzmOeKqpblbqXACgkHdI6qPwyazuKxoR3NzMP3k7Kn91PlH6V2XghYzfSRjq0TZz14wa4yO3kbGySF29BJn+Qre0aW90+cSxtEHPyDGSFzwSTVpmckjX8eRrHqW4kfNEprAZftEkUZXIcAFWFbk0tvNcefczSX9yBgeWvyr7ZPArLdyNXie4HlkkEKDwPQGpkNbGhoksOjJcWl9l7aSNlQgAtjGQOfQgU1Fili85YwgcbsZzii8RZYWjfgHv6GsCPV5LOV7aZdqrwT7eorJy5kaRjZk11p+n6sVW8tkkKZ2M3UflXO3/gdWDNZ3RBzkRyDjH1FdQFzyOh5GKytOafVfFc+my6rcWqESGLy03bmVCwX2HB5Pp70QlJbMppdTC0TRbixnuorzEH3SHIyGHPTHWtS7jsIY0YiWZ1bjJ2iqenXd1f28xnneQgKVyemetS3MBa3PDMQQcL9fWteZvVkNFiG+n6Qxxw+6rk/mau25MsqNPK8hzzubiqEMDEffgTPYzL/AI1et7a5yCnkhfUvn+lNNktI9TWITeEpG4+a0U/l/wDqrziJlFzOoJPy9R0roIb+4k00WtxepbWyjyyoHzOOp4696p3XlLaNHZ2zrEBl5JAFyPYdacmTHQz4LGSQx3sWPMjbBB/jXuprob66sdRFqYYyZvKxKdoAXbwBx1yP5VnaY6GwGw7iGOc9jVa78y1drmHIRv8AWKO3vWXNvFl8uzLN0qwoHAGM4wO9RHDKGB4qq+oJffu0Ybk5YevvWdrV1cWelNJBI8b71GRWXKapmpPDFcRtFPGkiEfdYZBrES2tE5lmdj/dRcY9smnaqwg0KDUdP1rUJla5+zZuIljWchNzPEBztUnad3qPcCCSFjMxzwa0inEmWpAtzFBM6WlqgAY/NIdxq2lxczYEs7BP7q8D8hVFICt1LwqgkHdI6rn8Kvx27sRslgc+0hP9K0TZm0jsvBCx/bnjUfeibr14wf6U/wAeIkepB8j5olOB19Kx9HkvdPnEsckQc/ICASFzwcn6Vqyy20tx580suoXIGAUGFH/AjwPwFU3dE7M5m0tbe51d5rkgrb26uEfozFjgH6dcVryapPKB9okaK3wTuAwTgdBmsqSRLXxGJLlQm5A20HI5PANWdQzfRvFKMK3TH8J9axlZWudPP0Qx18y3jkWXcJBu69PauF1bw9qiX7G3aa4jmJIIJJHsa3Yb6bS70W9yv7rOCQOnowroSoYbwc5wQRQpOLJbueZTaLqSE5sLj5RyfLNanhmycG5+074B8pBeM89eldPpkwvvFzaZf6nd2lvJJsjkjljjWPuSxfjGM8DknAqnJ9r+36lZ3D3JNtMY1W4wHXBI+bHGeBnHFa+1lJWZHKkF2thDEjCOSZ1YYLNtH5CkhvrgjbEEhH+wvP51Dc25a3PylsEHA4/U1PBDnjzrdPYyj+maSbBpF63TdMpnZ3bPVia9SSNZvCLtkfNaA/l/+qvIzFqKSB4mj2HjO4n9MVuw+Ir9bSOyvWcWozGRCMMRnJyp5xzV30M2itE4FxOBk/L1A4qW3sXl8u8iwJY2xz/GvdTVqS+sri0eLTlxGo+dnYBj/wAB61Npbo1gNhyQx3Z65rKV1qi1ruaF9f2mpC1EcRM4iAlc4AG04UDHt/KqcsPGUA4HT1qneo8Ehuos4J/eKP51Kt+stsxBAkA/Os5u7uXBW0EPIB/T0rM1TR7PVoytynzgfJKv3hVbW7q4tNNeWGV43Mi/MDzUeuafruhaHpd7dXl0s14ZPMhZMCDAUoGOPvENnHb6g0op7optdSwqKc5ANAsrfO8xgn3oorR7k9CGWVoo8rgDOMdq0oY8WkDlmYtKAQTx+VFFW9jNbm9wq4UAAdAKxrxQ+uRI3KsuD+VFFYookaV3tYyxycEZ9cHFZeqwxtamUr86kAH2NFFP7RS2J7JQlpEBnGOOelcxNqE+keJ5r222+dHKwG8ZHzKVPH0Y0UVcvjYL4R3h5QBcr2XaB+tbxtopQQ6AiiikwGvBFbhfKjVST1xk0tm7zX6xM7BQRyOv50UVcdjN7m5pyqDOcAsshAY8n86mvj/oU/8Au0UVk9ykZ2mkxxWxX/lrvVh64yRV1/mG0gEEdDRRSkNHIJEtvq7+WSNjEDnt6VP4k/5A7Hr+8SiitJdAW7MvWfEba3b20cml6fbtAFjje2R1KxrnCAFyAOcnA5PNbqIrAkgGiikxof8AY7fO7ylJqtLM8aArgZOMdhRRVQJkacUQFvA5ZmLSgEMeMfSt7opAAAHQCiipkCOS1geb4qhhflCmCPwq1ZyM9jGzHLYK59cHFFFS/hGtytqkEcln5rKC6HANagjRba2KrjcgJA6dKKKuP8Nil8aOVu9ZbS9Zv42sLC9immDNHeQ7wGUcEEEEdTxnB7g0/TLyfUr7ULy7fzLieQSSORjJOfSiikijX+zRSAhkBpskUcBURIq5PUDmiihbhIXTy1zdlGdgFYD5TyfxrWsYIv8ASG2DcshAbvj60UU5kRKmo2kG2WbywJUXcHHB/H1qtot3K1+sWRsZSCMfjRRRDYcjblbkggEYrj7uWS1vn8piNjcZoorOO5b2LPiE50Mn/pohrAude1PUNLg0+7vJpoLeVpEEkjMSWxnOTzjbx6ZPrRRVR2B7n//Z", 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", 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", "info": {"video_id": "55275", "label": "putting pen upright on the table, so it falls on its side", "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": "805e7cd7d73171e8f681f176b4ae9f29c9a4b1e4a4ad2fd6d695183b9d4cc8f6"} +{"episode": 14443, "episode_seed": 3949357899, "split": "train", "timestamp": "2025-10-13T02:58:00.854875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3949357899, "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": 4, "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: 'yoga mat colliding with water can and both come to a halt'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "102215", "label": "yoga mat colliding with water can and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "102215", "label": "yoga mat colliding with water can and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "102215", "label": "yoga mat colliding with water can and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "102215", "label": "yoga mat colliding with water can and both come to a halt", "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": "786e351d5165f5fc321a4187d020417db81b03bbbf7b76513dda48cfc666aabe"} +{"episode": 14444, "episode_seed": 3069904398, "split": "train", "timestamp": "2025-10-13T02:58:02.169734", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3069904398, "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": 4, "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 plastic water bottle up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "64877", "label": "picking plastic water bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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3PBwwB+ZeOEFWrWd8Ng8R4YAnn6LXHPdOriWBPndgoEhLfL0H9a1jq0Ec21CSRgOUH8QxyfxpGtjdeUH96ZTI7AM2TnPbH1q/pV1/Z+uWkty6gFtuQMbQ3yjP51zjanBbs8Jjy6nYJEwS2OcY9e2aS+1vT559wkkGFAkXZl0OOf1/rSaumhdbnucLVaDjFef+E/Fg1C2+yyZeWBQDKD94HoSOx9a6+KXzE3ZPI4wa8ipHldmdMXdFySQHp1rjvGl9GqQWZDO5Pm+WoznHAz7ZyfwroJLhYF+fOB7cmvINb8U/2hcy30sTQb8RxDOSqg8dOmeta4aHNO/YVR2jYtQ8+aGkKkoSj7vboR6dqh+1ExjeW4wyhjnGeoAP0NZiaxtnjA4DD59wyCMf559qaNRtnfbvZwXCxnHbr+temcxeubpoEQBRJvbgE8YOMj8v5VDBMZkaTerBGGeu36VVmS51N4o9LglufLGSwQsF3AYzj6Gn22mamsq2trb3BZnzIBA3A9fY1nKVmWr2NYTmViVKqJBg54B9PoanCf6NdSLyd2GPpxg4FRf2FrkUE0Y02XYrlg0kY+cAcDrkVk3cl7aKsXl3EMxT5iIyAcdsH09aOdDsXLaaWG8jDophfLZZOvHao/OXY+5SASTwD+lYialdedFEuzbJJsXIyDUs9xdhFNvNG0m9oyigdc0XBrQ3HjjWN2kb938qnac8kZB+lVmu1EoWGXDjG4kbcevFZcV9fLELedArquWbbztGSP51Xj1AiTzSAAV4LCmmSzeM65k2rgKeST1PrT5ZxKUkBba6hAT2x2+grCinlF48IkDo43Kw64705rm6jMaFmAHQD/D1xQM3bdnWYOw+XeMv7ivcwflH0r5wtby4MsUW5skKWyvH3uD+VfSIXKDntXNiFsa0eo3dioZbjy+gzUjjAqhM53YrJKxoyeK5dieaklkBjx61XVdq59RUTP8ANjOcdaUmZpBc2tteRMs8KM2MK/Rk+h7V5rq2kvpd3J8zPAfmR8c49D75r0wOojP6Vzmu6edS8P3aqMyqN8TZ6MOf/rVpRrOMrMzqU7q5w0d0rQMsSRqRw0jk5f2B9aUN/ocygZ2kFWP8HP8ALtWDNqLxW8TeUXjDAF+m0/SnDUWS4DtGWUqdqhsBvX616SMEjUa4KgLxwcjHp/k113hK5W2tpwhwWIPXtz/9evPY9TClUNsWUBmOW4ODjFdZ4Tu1uDefIUCMAOfqayxGlNl0l7x2ovCQSSce1ILwkAdc1mPM24BMnNTLkYJrzW2zr5TVinbnmsK88IaPqF0JSskDltzpC21W9wOgNXo5iCabLcjcFzyaIzcdhSgmcPrXhAwSM2nzvJtyfKmUB1Ht2auXeOUAoxwo/v8AGG6kfWvU9Sk2vCDy2Dz7VyfjPTdlhJeQx8ja8oPRh0z9Rn8q6IYhtpMwnSW6OS80wSqQqsx5A4PWlmmDPuMm4g5PGMH/AArGiuCJ8gBsjPHA5pftVwJpIGVQ5PYYzXYncySNm6kJlMgK5ZVI2/xH1qO3l33A3DB3Z5HT1rLjv5QkSeWnyt05zmpE1KVljQRIzkg4HXOTkUDsXLKKKJA/O5nA+bsBk4/OtjSNIvtWtrgWNjIRJKGa6ZQAWB7ZxxWr4f0ywSxh1DVE81QgdIG4XnoWPf6fnWX4i8T3uo3Pk2Ught4/lKpwqjtgDisZVLOyOyNBtc0tERaot3o+qrFJBC06QkiRGDhmJ5IxxnrzVOe1draOQyoQzbSRgYwfXv0I5qOeC4ieyXdKsjYA3oeST19xUl/bPF9rjnLOWfcSDuUZOT+HNXFu2phNK/u7HS/DmW3i1meKaZA1yu2Md2HUD69fxFeuLDcxnyxubAwNvevnPT7oWUglBKyIoMb56MvT6GvUtJ+KEawxwXSTtccKfJAI3H69M1w4mD5uZGtPRWOp8QTDStGur+5fYyIVjRupcj5R+deGpcxiLyp1JhdfLZ2yPmz19ua6Txn4ouNe2I8bLbqxAiJ/iHcn1rkIHDxNG/yQsApcjPbnb+OM1thocibfUzqO7L9qYJLNxJL88Jy2eSMdMUjKFElwBkRfOXK8gjgHHbOcVRixcWoAVROMnzR/FjoPXOKueHLRNd8R/wBl3eoTW8HlytEETfucKW2+wOCcn0rocrIhRuep/BeyjvbXVmeUEYhAKZH9/p7V6q1illH80kjJ6p3+teJ/BG9klj1zdOw2+RsXsM769PmvLpFKLLnNclWfvM6IR90vzxowPlFix7OK5+9s0umaO4gjZCMFGHWopdVngP7wnPTrTIrtpj5m8n3Nc9Sfu3RUVqeaeM/DI0NhfWMp+yOwUo3/ACxOcjB9K4/UUXEik/OcyF/VjXsnieOO98P38Lj5fLJzjPI54rxiWA/OpYnYAx9hjjNbYWo5RuyakUnoSwB5G3tkqVBGehHpVfcnm7Gddi8HI6Z6/U1aiuY47W3toofmOds+cgEnnI7iqxaGHcsqbriMkKhGQe+PrjvXVEya6AEaO6XdM0S7TJEzHt6Gl+1PFK0k4LsD1PGDjg//AFqrMMPCT5gZj9wndlec4qvdzyAEMQSvIcdW+tO9iTazFDcrM7bvPJ3xocCMd6+mYWUoOvAFfNOt6Tp1t4dttW0zU76dTd/Zs3MIjW4ITc7xDO7apwp3f3h3yB7XD4x0x41+eYNgfKY8npWNV3SN6UHrY6mRs8CqhjO+qFl4lsLuYRjzIz23rgfnTdX8S6RpMQe5vo1dvuqp3MfoBWG+hq4PqapI2fSqcmYwWH8RrlYfiDptxciJBdEltqsIcj+daOqa/Haxfu2Ut/e7CpcWmKMLuxpSs4QFSM56epqveyrZWDKx4xuPbjvXnmp+KWFyxuXchULx/NjDZ61L4h16ZfC1rbSuwv7tMbDw6p1yfQkY/OrVJuwVIqKOImnfynYsDDcHa3PCt2/KpUvAttHHJb7ZM4wwOMDr0qs5YRSqwSaSRWXYDjZzxx/XvmohPHJaxedI3ygbC4xt28YNekmcNi3cqBajYPMkbGVRuinvnpzjGK7HwiSIbpAAEARgQc5Jzn+Vcj4RS0vfEg03UL+ezhuiYxLFNFGseepYycbcZ4HJOB3rp/A1m1rqniGwkS4T7LMsSxzgB1AZx8wXjPAzjIrCvUTg0a0oNSTOqjbMgXn6itHeMAAVVjgxICM/jVtE9TzXnnSNb5eaoNcHzwDgitR1BGBWLqU0FgTJPKqBeuTzUlWvoMvJg93ESSVqp4gnjl025ifO3yHz+VLDPBeP5sMvmBlztHBWsPxTd/ZtLkQ5LznylAOCeOf0pq/MjOScVqebqNxCcjjH19OaWKWU3AK4dkGD7rSeXu3s74CkBh3+uPSo2d3kjIbgDYCvBxXprRHNYn+0JM5ZwEAzhQP0p6o0U/mHEYkGYWYelUJnVzlRtJPKjtXS+JfCWo+HvDujajfNMJ70yiWBoyBbgBGRWP8AeYPnHbp1BwnOw1A9FvVX7NLGVBQxEYx2xWJo2nWmn+FrbVkt45rqUnmdd6rg8YHTt3zRRWFLqenVWqRzniHWdQ1O4M93cvJJHhUOcbQc9PTpTZYFGnvMSxkbGST16UUVtT+E46/xsqQRpJFMjKOEUhh15OD/ACqSBjG6yKcMgJB9xRRQzJEa3Et3bzXMz5lhkCKcduvNMmuZDIm0hAy5ZVHBOBzj8aKKcSWIAvk3DKoU5DfLxg4H/wAUaq2OrXWjakmo2rKbiIuFMg3A7lKHP4MaKKJ7BHc9J+COQmtnJ/5Yj/0OvTrl2EoxRRXnVfjZ1w+ExNSlYgKTwWp9qxWIgHvRRWM/hKj8RR1+Z49FvtpxtgkYH3xXjc1xI0dlJuwZAwbHcDoKKK3wOzIrlbqsD5IOwdPrU3+tZ3b7wATI7jHf35oor0EcvUgaRo7aaZT88MgVD6DvULSMbBnPJQqg+lFFSwW5saz4obxHbRRT6Rpls1tAqwyWqSKURQcIAXKhecnA5PNdVp4/dK55YjqaKKylsduH3Zri4cEfdIwOCKz/ABLaRT2lozAgrOFG044IJI/Siiso/EdE/hNPT7OC0t/OijAbjGeccVma1PI8b5bt/Wiiq6jpr3TjpJpLi7haRiTGC6/Wm3U8ktlFJIxaRmBLsSWOTzyaKK6odTzq/wARFAofdI/zSNHkueucHmo5VAs4l6gxeYc+u4iiitEc4WmtHRJZ4jp2n6hDK6sY76DzArIDtIIII6nIzg9wa7n4c39zqmp+IL+8lMlzcSRySPgDJO7sOn0oorlqbM3h0O470NKUbAA6d6KK5GdEdzO1XUZ7a2PklVJwM45rzzUbudtViLSMxy33jnnHWiiqhubrYu+CZXvNdvGlY/LCeBxnkdfzrmvFGpXN3r9wkj/JbOUjUDgDP86KK0h/EOauYtyT9pds8kBiffFCAO8Zbmiiuw5WRMAVjYj5mXJPvmr+o+JdX1PSoNKvb2ee2tpXlQSSMxLNtHJJ5xt49Mn1oorOW5aP/9k=", 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", "info": {"video_id": "64877", "label": "picking plastic water bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64877", "label": "picking plastic water bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "64877", "label": "picking plastic water bottle up", "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": "6f395580682f13c91634807a476347d5028fc59959c0147641324d02cffb3db2"} +{"episode": 14445, "episode_seed": 1496769627, "split": "train", "timestamp": "2025-10-13T02:58:07.517019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1496769627, "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": 3, "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 7up bottle on a flat surface without letting it roll'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93113", "label": "putting 7up bottle on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93113", "label": "putting 7up bottle on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "93113", "label": "putting 7up bottle on a flat surface without letting it roll", "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": "7ee913e93fa13246500bf15f0e031c711a771163468bbb7f2275c284727f3f08"} +{"episode": 14446, "episode_seed": 2174061621, "split": "train", "timestamp": "2025-10-13T02:58:08.953762", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2174061621, "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 room freshener 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166934", "label": "pulling room freshener from left to right", "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": "166934", "label": "pulling room freshener from left to right", "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": "8699dee7067e7f11a9f26228ff0f2532b1c37f18f35553bba3cb892a13659a0f"} +{"episode": 14447, "episode_seed": 2209453130, "split": "train", "timestamp": "2025-10-13T02:58:10.313002", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2209453130, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting book with watch strap on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211285", "label": "tilting book with watch strap on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211285", "label": "tilting book with watch strap on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "211285", "label": "tilting book with watch strap on it until it falls off", "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": "d331baed37aa02d0db7afeefad4144f325bcb30537873875a114d2f990e63565"} +{"episode": 14448, "episode_seed": 3199426386, "split": "train", "timestamp": "2025-10-13T02:58:11.111830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3199426386, "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": 3, "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 ball'.\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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141459", "label": "throwing ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141459", "label": "throwing ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "141459", "label": "throwing ball", "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": "60feeb9579a1e7d06fae74fa64d206b267872143753861d4b4e1abacd8f321ee"} +{"episode": 14449, "episode_seed": 1116718258, "split": "train", "timestamp": "2025-10-13T02:58:12.685151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1116718258, "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": 3, "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 pencil, 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220047", "label": "lifting up one end of pencil, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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1Z9LjWxmCXXHmNGApbjnGQfyrizDCRw9Wyne/3r1OnDVXUVrW/I0bq6s7OHZcEszD/Vp979OlYN/Pc3CEWksn2cjLRc7gccnnnH0rmmu3F5GG+0LIrEOrsM9f92tuO6UyAI0mc8cjI+h20sNUhQkpb+ux01sLKpDl1RkyRZXcP0q7oaapHMEs1L25P7wScIPx7H6VrXEOnW1ysN3md4ZNkzW5wMDqD6nP48HmunhFtLao9myNb4+UR9B7Y7V62OzBOgv3fxd9v6+48OhhOWs0p7djmNa+2ogMKARAZZg3P0+lcXc3MRGwBPToK9SnjBBBHFcF4mh0uC45kxOW+aNWPH1x92vBpVFHRo9pa7HI3tlBJFJOdsWOrr0P4dzVnTbCwjt/Nt3E0hHzOeoPpjtWdfvPKf32FH8KqPlA9v8AGs5ZpreYPC7I/t3/AMa9yeEq1KCXP/l955vtoKrdRNi8lltLuKeCZopFzgr36ce4rsfDeuw6mI4blBDcscAj7rn+h9q5W00i9114TIEhMfLn6+34V3+h6DaaaodAXlI5kfr+HpXJUlhVhVCetRX29Xu+xp+9dVuPw/8AALF5rVrp0otvLmmuCMhUjO0fVqg06XUfE+tCwhEsWPm5RlRFA6mr974et9aGCuLlgESVBlh6D3qjM9/4KltYtNbeVcPdXSjIuHHHl8fwKMjHckn0rgpSgtWd0UmrR3LmoeD2tJpYbu4Vbg8wvknz8knAyOoAPHsK5ZtJuZ5EihiMpf7jp90juc9vxr2eaCw8ceGGRw8RkXkZxJBJ6f56iuA8S+dpOoLsm+zTW0S5jySJTgmSQ5OMYUfX8q9WlmFSg1C/uy2b2Xa77X+Vux5eIwsKt521W9uvf5mbaeFYLR1luf30w5x/Ap/rTNW0aG7UsFAlxw1aljr1vqGIZsQXJGACflc+x9falv5IrWF5ZnCRoMsTXn4uWIVW9f4v62N8MqfKvZbHlup2t3ZymOSMkZwGUHB+nrWXdSrboysA0p/gzkL9ff2rotd8QPdP5dpGBErZDsPmb6elcnNEhYiPqedp/oe9dGF5akv3un6/5G1dVIxukT2urKqCG4UKBwHUYH4ivRU0aC50/wDtPRrj7fp2fncDEkB/uyp1U+/Q15QIHllEaKSxPSvXdB006NILnTbiW3u8Y80HduH91l6MvsfwINbYqlQp+rOJSnKxny6jZ2LGJi8k4H3VQ4/OqsmsSXcpiD+Uo/gGf6rXV6hoOn+KZSYhHpOvycLHuP2a7P8A0zP8Lf7J5+vWuEv7PUdD1f7PewzRSjqHJB/DnpXEoqOp0wipHU+FdIj8R+I7S3fDoH8yZlPVF5IPPfgZ969R+JF28Xh2PT4ZvKkvpfKIx95ACzD26AfjWP8ACLSWTTbrWpgd903lRZ7Ip5P4t/6DWZ8RtZa4137NDGjrY7cEjJLfeYD04IFehQVSrZR3WxhVdOiry2bVzirbw9d3JSfd9njzuEn8X1ArS1WwuJ7QRxzngfMCo+f61vWN9ZarbiexAELKGRN+4qOhXPfBGKjnTqMVyYjFVK8lKStYyp0Y0rqJ5ddTSQM6PuVgcHqKypALhgpUN3x3ruPE0WnrAXumVZdp8vnJP4VwtzJhdkGFgxgNnJb6nt9K0w7dWSUdGbyklG7RBbWVtLM4aYOy9E9f8a9L+GVxbWcuoxzw7oX8sEKASAN3avJ3BVuuCOQRXoHw2uJJzfiQ5K+Xz3P3qvG0qkI8972JotN2PXxpOh6o5aLEO45EbDgVseO2H/CG3EUJ3F9ijbzxkVxU2r2GkoDeXKI/aMcsfwrNuvHxmieGzhKD7odiGY/Qdq8yNZQTtHc9Glhqk2nFXRkrHNPFG4UiPoxY7VI7jNbWmlJNLmgSb7VqRlEMBkUKpiYZO7P8KfMB/wABHesxrsaukcjyMtyoCbWAVSBwMdl/rVeaB5FeNzLExBBKnay8YzXq4bBQxOH56M/3i+5eTXVM4MfiqtGtyVYWh+fozp9I1e3uI1sZ1SCdBhQAAj/T3/yKvzRbWxiuAmLzXdwVilVSwwXwAWPUIB/Ao2qM8nBNdhpZ1QaaxvIWdlGYt5w7DHQ/oMmssXhOWksQ1yt7xe9/LuY0K96jpb22f+ZQ1jTLe8gZZVA4+/gZX86811CCDT5JCj+eA+0BDwCO5I/lW/4g1O+vJpIZ98CKcGEDgH37muXkURsxVgCQeCOK5aDs05bdj1Xh58uj1M26nleVXLbSv3QvAX6Vcg1UTARXBCv2fs319KryxCQZTGf7v+FSwaMzYe4G1eydzXq13hp077fmeco1YTsz3Cxhjt41WNFRFGAqjAFa0HzHmvNfBniy4vJYdPvVMjN8scwHP4/413uoavF4ftlnuoiWdcw24OJJz6/7CD+8eT0A714WIw1ShU5Knrf9T0KM1VXuGtc+HNN1YQrfutu8reXFMCBIzf3Vz1rB8W+HB4baFdPV/ss6FTI53MG9CfTofzrib3XNW1DVl1KeY+fG6mEKMLFtOQFHYfz717VqoPijwQt3ZZE7xCeILyd4HKe/8S11YGrTg3Ll5rGmMw1VQUHKyf4HmuqR3MWr3sN07NIkmMsgUgbRjucjHfv7VFpr6jFfAafvMjdVA+Vh/te3vV+Gw064uN0EqWduzqrDzhKitj5gGBOSD1GcAnrXZW2n2+nQCK3QAEfM55L+5NehHNaP1Gn7t21s1p/l9x4rwVR4mTvbW/3nM+I5dTisc2sQGV/evG2WX/d9vevNbq3kLMXiYsTk7m5Jr2m4AKmuL8SaJZTQyXTstvIAfn7MewI9fpXz6m46n0OHqRj7skedPDMWYeQzKf4c5H/1vrS2C6bFct5kg84H5S3K/gf61PqA8mLyrcEQNjdJ3c+h9PpWBOMEivdwmFqVKDcp2Uux5uNxEPbWjHVdzudK1Ozsb7ybmQRm4x5bH7uR6n8a7aA5Ax0PNeDlJp5Yo03MMkKvX8q9m8DWF9pejve61zbqQLaBvvM/ofaufFZeqNJT59f61X6mccQ5TtY6W51G18O6eJruZYrmdfkX+JEPcD1Pb2riL7xm8+Fs0aGMMCCSCxweKy9etNTutWlvdRkMjzMW3jlfYD0A9KzfsuzHP4YrxpyhN6PQ9vD4SKjzS1bO58J+JDpGsCaIt5M5C3ELN97/AGl9xz1r0nxPoUPiTR/tNolvJdrETbvKm5GBwdrDupKrx7fWvDoLSSR444wxY9gtemeA/EZs7lNDup/O3sfKdTkI393Pf+Vejhq8sR+6muZW/DzODGYalhlzRla728/I4/TvCd1OB9tMkcaDaxYfO5HX6c96u67oS39uqpNIjxjCZYkfj/jXYXN5BqE0tzayLJEznBH1xWTcDORTxuKqV6lpaKOy7HJhaUaK5oPV9TyLVNOl0+YxzmQejAcH8ayDbrJufzmVEHLMOBXp+tyWsNsy3KLLu6RcZP8An1rzq/heZFC7UCDiIEY+o9/rWWHanUUJyt5npTqzdFzjC7M5NQ+zT/JGHTod/wB4++a9Ztj07CvGp1ZWwQQR616ho8+pLo5klgV71VOxGON/HGa9HH0IU4qUTxoTlN2Z1LC1Fm324xLbH73m9P8A9f61mT+NtBnlg03W1k1LTP8AljfMm6e1Pv3kT/x71zXn13Pql/dOb6SQunGxiVCn/d6Cq80MiKmd3BGDmvOjUtpc9engNLy3PqO11HSNK8Ix31rdQyaZBbhkmjYbXA9McZJ7eprxOaeW8uJ7ickySu0j/wC8Tk/zrm7FZbWSKWIOGD7woc7dw7lemffFdfY20d8IpJXFoJH2nd91uDyv48enIr2cux1GMnGW7+ex5GbYCtGCmtkZ8dy0UFvY2y+VPFM0kTRg7nMhA5PoOn4itvVJdUh0sPHBG9zj95tOccdQO5rb/saygWFViBaF94duSx9T/T0plwvBrzq9SM5SUF7t21313XpfWxNJOPLKW9rPseNXnnTyNJN5ruerMc1ly/J90OPXI4Nema7okd+C0bGKYdCOh+orhLi1ksZH+0OWZWKiNWzkj1PYfrU05Tk1GK1PR9rScLyMjyFnKkN5ak4y3T8K7/wFapAb6NAQSE+YHn+LmvP7l2kJZsewHAH0rtfhpI7PqAZiVXy8A9vvV2Y6nV9hectjhoyi6nuoual4bubS686SSSaJyW83kkn/AGveqwsvKKnIHPORXqMCq6bHAZSMEHoaxdQ8JEzLNZM21227GboSegzXgvm7n0eHxkGuWotTkoo2WPIIz2B966C1hlmtQ16Nsap+7nPUkDhfVh/Kq11e2GmFolUXM6nCk/6tWHf/AGv5VDDqMt83mzylz0Gew9AOwr3csyvFOarSlyL8X/wPX7jx82zXDSpujCPM+/RHeaTpGnQQLc25FwzD/WsMkH2HarU6DJzXF2esXGlTl4iDG5G6Nuh/wPvXVWmqW+qQ7oW2yKPnjbqP8R70sxwlenN1JtyXf+v+GPPwdelOKjFWfYxda0qG+iYHKSEcSKORXnGo6VeWk7JL5flgbvNbG3HT/Ir03WdRjs4iECyz9kzj8zXn+pSz3cxmm3secKCCqg9gPSvJUlzHuYeNZx028zlruWNSVt028YMmMFvoOwqCHVZYAEl/eRj16j8auXdpksYlI45U/wBPWsgwvJII0UlielfR06eGnR93b8fmeRVdaNT95ue76PpWmeEYAiQpNqJAyG+YR+7nuf8AZHHrU11DHq4Zr3Mrsc7yfmB+tY1vId3Jyepz3rYtpAke93VUHJZjgCvi8TiZ1pXkz1KUfZ25TA1Dw/cWzZiHmw56jr+NegfD28EVvc6FNKvnxgypH1KqeCD+ODj3rzvWPGDyM9tpjfIG/wBd/ewe3tVrw1qkdvr9pqTsIbhH/e/N8sqtw30Pf0yO1d2AXJLmqu39dTfFyrzpJJX79x1/ol54b1IWN7Jbybh5kZtozHHtPACqScYx0zVvTvE1xYyG3YGe2Q42twV+hrtfiPZxzaBHqAIEltIuGHdXIUj8yDXH6H4ea8T7Vd7kt2bcFPDP9PQe9fWOWGeDXtl7q0/4bzPmZxrRxL9nu9TZuNZsk00X7SN5JO37pzu9K4TV9YF7OXZp9n8CKnyr/wDX969Jlih8oQiJBGBgJgYA+lclq3h2ORmktXaNuvlgjBP1PSvkpKMpO23Q+lwlSNP49+5wdzcocgCcqeu5eCKx54raVxI3mQRFsE4yD9BXQ6hpxtN7XYdVXg4kOST0A7Vzmk2Y8QeJ20651CW0j8uUwCNN+WVCwX26Ekn09TXqYCFSPvRbUeplmNWlP3bJy/I7rwhp1hdzNJE0Yt4FBaXjKDnPuCcVv3uo/brlBGuy2iG2GMdh6/U15f4C1N/9OtHnwbkRvtJ5bbu4/WvQLdiSOOa8zMJezm6ad/NnJTV9TXjVZYwjqGU9Qaybzw7bpPHLHOI0dsEO31PH5VJqGu2Wipidi85GVhXqfr6CuIvdVvNUulmnmPyn5VU4CiuKjSnPVaI76CqLZ2Rp3+reXm2t0aKP+Jm++319B7VveHR9j0a51duJZM2lrnsxGZG/BePq1Ydq8WsXMVhMrSXcrLHFIoyxJ6Aj+L+YrotezYNbWNuu+ws0EEUiciR8/O3Hctn8AK+wyuVGcVSguXv5/PqfPZhQr05upVd+z/rYx4Lq5sblpbeTYV4OO/1HpXStqF6+jG8+wE3HaIHG8eoH9KXSfDwhUXV/GDKx3LCTnB9W9fpWpcEk9q5c2xNCrLlpq7X2v08/6saYClUguae3Y8r1O7urmeSWW3UyE4O88j2rDuJJM4MUK/jXpuraVZ3wzNGN4HDjrXnviXTZNMtTIpTGcgqoGRnpzXl04xbSPoI4qLj2sYs8hkTfMsexTgY6n2Br1OzYEjA7V5xr2mafD4ft9W07U72dTdG1H2mBY0nITc7xAc7VOFO71HfIHoVi+doB9K68RDkhFX7/AKHlVp883JKxo3ei2upoWdQs4X5ZAOfbPqK5aTw9exXy28sW/P3SgJB+ldfNfwabYvd3kojjT16sfQeprjLzx7dXeoKtvDsswpjKE4ZlPXn3x2rkULvQ6sNWrJWjqi2xsNMZSTHcXQ42Akxp7k/xHPbp9anW9e5bzppCzNyT/ntWTPpy3ULXdizPEOHjYfPGfQjuPcfpVmyXZgMeR/Ca+uy7D4anT5qOre76nzmY18RVnav06dDo9O8RPalbW5zLCOjA/Mv/ANatppo7iLzoZFaJhkMP6+lcja2E+oTusKdSPm6BR6mujGjW0Gny2eWcTDEjZwT0/LpXmZpSoQd4aSfT+tjTBVKktJbdznte1VlZoLQrggh5M4I/3f8AGuKuFI3EoDuOTl85+tdDrPhx7TLQxvcRZ7H5h9a5W5tgvWHb9XA/rXkwi73vqfRU/ZKnaOqZRuIDsJX/AL5J5/8Ar12Hw1jcSagdpw3l4/DdXMeHdO07VPE6abq91PaQTtsSWOaKNYz1LMZOMYzwOScCtzw9a6nDeeIdNt3uEe3nEfk3OFlwCwwdpwGwBnBx6V3V6tSeHan5a/M4lRhGquQ9E1HxTpWhq8c8xluQOIIxk59CegridR8T6tq0yM05hjRspHGCAP15+tYjW8qalILiygaRDg758H8s9a2LKLdIytptrwOP9Ix/7NXBGilrc9SkoQ1tc11FtrMYW4eOG8UDEgOFkOOAw7H36etENm9hMYbhWVl6iq1tY/aL0H7AQB123A7V1E6W9nokv9rRvDFtIt977pAx7KPT17V7OBzCpSapT95dO55GZ5fSknVp+6/wKUNtNf3Sx20fmMB0H9T2FdTpugw6aBNI++5xgkdF9hVzRDpo0qM6Y6PEQNz/AMRP+171ZmYYxXNmGZTrN04rlj+L9f8AI5cLg4wSnLVnD634XXMk9puYsSzRlvX0riLuzePcDFOhHUE4r1+4PWub1vToLqN5GjXzgCFOOTXlwdj2qWKklyyPLpYpR0aVF/iZjwKqJqBtZmKKJE6EuPmb8aveJlmtotsatFBuGzHf1J96g8R+FdS8O6BpGoXjzrPfGTzYWjIFuAEKBj/eYNnHbp1Bx7GHo01Dmnrf+vvOLE151ZWjokdd4H1C51G3dLp/M8ogKx64PrT9anm1C5a1lmdYEkwEj4HWiivnZxSxckkd2Gb5Exken20JUeWXA7Mx/pVmzhgk1FA0C4wO7f40UVu2zpi2er3ri68F6dHOiyRmaNSrZwQsgAB55/8ArVNL8rEZJx0zRRWmIk3ypvp+iPPSXOyjKT8xqhNyefUUUVzls4TWbj7TemOaNGUjHOf8etec3N9N4f8AFE93ZbfNt5HVPMG4YZSpz+DGiivXwLdnHpYwxKSaZiQExyrtYgrjBBr1yxv7geFYrovunaNQXI55JH8hRRXPm6XJB+aM8P8AxDk7q4P2ze8aSN6yAsavWt7LvYBYlGD0jFFFYdD1I7nX+C5GF1q1/wDL59lYyTQHaMK+Qu76gE1YvtQuNL0aymhcO090N3mjcBtwRgdutFFdNBJuKfcwxelKbXkdbHKZ7eOVgAWUHA6VUnPzN9KKK4mc62My4JJIzxyK828XXs0qSRNt2JIMcf1oorSh/ERpBbmF4k8TNrlvaxSaTpts0CJHFJbJIpSNc4QAuVC85OByea9AmuGsNLluolVpI8bd4yKKK6sV8MfmcsviPNrzU7zUtTkku52kI6AngewHarduMsOfSiirskd8W1sX9Nvrm2vQ8MzIyscEHpXYzwRzaZYXm0JLPMI3CcAjjnHY80UV14BuNdJdTz82SdFN7ncpaw2UAt7dAkY/M+5NQzjiiivLlJyd3uYxSSsjLuSd4HY9a4/WrO3UJIsKAuxLADg4BNFFBcW09DhI9ffSru7V9O06/jmkDtHe2/mBWTO0qQQR1ORnB7g10/gXUbrVNV1jULyUyXNzIksr4xliWJ4HT6UUV6GOSVKSX9al0eh0fi6wsxpyagbWI3LSeWzkfeGO/vXHR3ot1BS1tsnjlM/1oorzaHwHp0vhO58EwWl3b3l3LY25ktovMQBSATz155Fc9qGqXWr3El1eOHkwAMDAUegHYUUV7uSpOrNvdJHjZrJ8yV9C5oOp3WnauPsz7FY4ZP4W+or1Z3LIrkDPpRRWWeRSqRaWplgG7NFOZiWIrhNev5ZLtkcKVQkAc/40UV41L4z1Ke5yuuyB9JP7tBukXOM1zOqeItV1DT4NKu72ee2tpXlQSSMxLNjqSecbePTJ9aKK9PD7szr7n//Z", 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", 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", "info": {"video_id": "220047", "label": "lifting up one end of pencil, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "220047", "label": "lifting up one end of pencil, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c62048caf6302f9208b80b0d4cfffb9fa3cfaa77f3d7f5ef42c8ae256965676b"} +{"episode": 14450, "episode_seed": 2157505448, "split": "train", "timestamp": "2025-10-13T02:58:14.435935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2157505448, "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": 4, "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 troll'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "125066", "label": "turning the camera downwards while filming troll", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "125066", "label": "turning the camera downwards while filming troll", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "125066", "label": "turning the camera downwards while filming troll", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "125066", "label": "turning the camera downwards while filming troll", "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": "a2539cb44165dc4c6ee338d225d349582b7dbed010db258c1120f19ec4bf4273"} +{"episode": 14451, "episode_seed": 4193655599, "split": "train", "timestamp": "2025-10-13T02:58:16.258563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4193655599, "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": 1, "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 pick plastic cover 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "63989", "label": "pretending to pick plastic cover up", "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": "4583671cb8361f292af88b63d07b0fcd40c7e889780a3c90cebe1befbf227811"} +{"episode": 14452, "episode_seed": 1916196754, "split": "train", "timestamp": "2025-10-13T02:58:18.006350", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1916196754, "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": 3, "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 powder buff out of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70875", "label": "pretending to take powder buff out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "70875", "label": "pretending to take powder buff out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "70875", "label": "pretending to take powder buff out of box", "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": "26bbff973e06dd427fca05804b13786c931445738b3a86d03893f267541d99c5"} +{"episode": 14453, "episode_seed": 3149730749, "split": "train", "timestamp": "2025-10-13T02:58:18.648331", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3149730749, "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 cap behind yoga mat'.\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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101432", "label": "showing cap behind yoga mat", "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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PUhSCByDnrSC3X+KRz9CB/Kq+paRa6jYvbOXQtysqMQyN2YGsvaIh46HRG/Pe2sXL3ES59XFUry5SSy+0wMHETbwR3x1/TNcf4c1idb640PVwg1G25SUKB56ev1xz7/ga6mOQNuQ9COa6lWfPytGccQ3UUWjTsrpJ9pVgQ3TBq1N04rltDlaK8+xnrFIV/wCA9R+ldZIPlroWp0M8G0HSIZVit5l3Rxjew/vHPf8AGu2trOBcAJx6E1y+hzr9pkA/uD+ddTDOB3rkxMpc9jgrzfNYh8SaXHe+GryNUHmInmpgdGXn+Wau+FtR/tLw5ZXDNl9mxz/tLwf8+9O+0KykHoRgiua8GTmxbVdKZsfZrksgP90//qFYaum12MU24PyO93igzKO9ZJvQOc1BJqKpyWFY6kK5c1e3t9W0yayuADHKuM/3T2I9wa57wlqlwtncaTekm509/Lye6dv8+mKlm1y3TO6ZRj3rmJdXli8STXltblreWNEmk6DOfvfhkVvTjKUXE1hCUk1Y9HmIu9NeMnqpwfer/heYzWDOfvbsH6jg1n2cLx2yrIRuxzj1q9oMf2e5uYs/K58xR79/6V207pJM9KCagkzB+I8Pm3GlD+I+YoP1K1n2Om2ttEscUeFHv1rR+IcgS80fP99/5rVKCcDFZ4lvRI5MVJppGrbwRKPuLj6Vz3hN/wCzPEms6IeIw/nwD/ZP/wBYj8q2UuuOBxXN6nN9h8caVfjhbhTBIfXsP5j8q5oK949zmg27o9A8wAUGYetZDXoHUioJNSRBksAKwszJXNtrkDvXE3JPh/xpDdW/y2WqHy5kHRZPX8+fxNW5vEFvGcGZc+gOawNf1OXUbWOKzjLSpMsgdhgJjvzW1GMr26M3pwm3toz0K2ut0jDPam6S3keI5IeiODIufXvWP4VllvbA3VwymTcYyE5AKnB571uiIJf29z0MbYPuD1rrpRcY2Z30IuNOzOnl/wBWfpXkmhwxiF5Cil2cjOOwr1uQ4jP0rx7RbkfZjk8h2q6/8MzxD9zQ6i3A4rF8cwFtDjvYeJrKZZVI64Jwf1xV6O6GODikv9t9ptzasRiWNk/Ejj9a4Y+7JM4IyakmbljfpeWNvdJ92aNXH4irHniuG8IaoP8AhG4YpHAe3ZoiCenOR/OtSXXLaPrPH/30KicGpNClCSk0jomuQOlZmswxatpc9lNjbKuAf7rdj+BrCl8QxtxEHk/3VNUptbuipYQbFHUyNgAU4053uaQoVHqkaPhfUZm0KO3uSfPtXaBs+iniuh1JWuNObYPnX5lPuK858OSRP4oSL7a1w1xI7zInCDgnOfrgV6rszH935e9dsafJJvud1CnyNvubGjSibSrdx0KCuM+JCBpdMHr5g/8AQa67RCsdvJAOPLbgfXmuN+Jspjl0og95D/6DXTF6GrG2+AgA4A4FaMTBQKwYLpcDkYq6t4PWvKcTx5XMtJP7K+JJxxDqcH/j4/8Arr+tdn9oFefeLZvKOm6mn3rS4GSP7p//AFfrW0/iKwAyt3ER7ODVVIuSi/60KnFySaOlNyB3qJrvHeuVk8SQHiMs57bVNVZNYu5f9VbnHqzVmqcmVGhUl0J/Fi+Xc2GtQHE1pMquR3jJ7/TP610dleCWf5DkEV5zrWoebA9tqFysSnDGOPlzXWfD8xzaRJLEjlfNZI2k5baMcH8c11wpO0W+h1U6Ek4uXQ6CEGHxJbTH7kvyH69q7JuUrmZo8YYjLKdy/hXRrIJIEdejKDXTE65HgFjdfZrjeTwQQa1E8RWynAZmP+ypNYqpuqaC2Xd0pzoqcrsxnRU3dm5b669zJsit5CcZyxAqjNZ6nHqs+oWsqQNOoDqBuzj6/Sruk24e4LAYIX/Ct+KFN3IrmqRVOVkXSw8DiLLVrm5vjY6hdy2038JOArfStmbTLaCJprm9+VRktI3/ANetTVfD9hqkO2aIbsfLIvVaxLHwXbw3GbyVrlAfkVuB+I71N4PyNlSUdkUUnjvnaPSrQyDp9okG1Pw7mr9r4G1bUJILi51SIwrIC0aqw4B6eldOtrDBEghjVVXjAHFbOkOpt5UHVWz+dXTqLmshuOhajhVVweT60y2nWDUY93HO3PrnpUxYZIBrihJc6j41u9NfVri0jbzDCI03ZdU3BfYcE5Pp71sldkPRFv4nuQ+lMp5BkP8A6DXLDXYIsBnO70AJNV7/AFW+1eG1e9uZJtqkrvOducZqmsClskVUqSna5jUpqe5sDxECcRwSt7nijVbS81aCEYWFopBIrA5INVbeAFlXHBNdXHAqfK2Mg1hUpqm00OnQhe5xWoXmq6fKj3c081s33nQ7Sv8ASte1ttLuoFuDqHmIe7OOPqDXTvawzxGN0VgRgqRnNczc+CLB7wSoXjjJ+aJeAf8ACs+aDWuhuqSjsilLfWhuTaaXbG9lU4Zhwi/Vv8KtW/g681uQrdamYAV3eXFH8v06/wA66WysLSzt/JghjjAHRRV7T5fKv4QVxk7frmnGolJWKcdNSxoGhQ6DpcVkjtIEySzDGSTk8Vcu/lwAOG+XFWXcA4PGKwPGFxPaaE09tK0cqSphlPOM810WuRsdbb3AnsEkz/Bzn1FeFW961msmFLAnOBXY3N7NaeHlvtN13UpI2uTBmeNY1nOzc7xDrtU/Kd3qPcDjVjBUZrTk5lZmUkpKzLUetXb8RwKPdmrQsZb28Vy8wTB6Iv8AjWdDGBxwDXRaTCv2d3PUN/Ss6tKMYXSJhRhfYxpfC0biVoSwkck789/WqFndf2NObfW7LjPyTqnB+uK76ErycUXdlb3sBSaFJY24Ibmub2nSR1cnY5F9dtbj9xo+nvc3HqV2qvuTVmDw5c3o3axL5vfyU+VF/Dv+Nb2n2Ftp6GK2hVFB6AVdf5sOpwT6mpc0vhHy9yxpHhbR9OaO8s7GOOYx/eySffqa3DgoRVXTZTJpygctGxUiphKGVjnkGutPmSZnawzS7nyrxUZhtlyo+o/+tXK/FE7pNMHoJP8A2Wq8F19o8ey6bd6pd2ds1x+6kiljjWI8Eli/GMZ4HJOBWH4jub6bWZrS9muZDayPGq3ON6c45xxngZxxWkEQ9zMGp3ce1I0U4HUmplvNRlGfOC+yr/jUaxjPvV2BASP5U1Rh2M/Zw7Gh/ZSXluFuGklBAOGPGfpWfqPhW4CLPprCKZOgXgMPSurVVjUBQcYFW1cYAI4NcHO4vQ6Y042scJB4oSyXyNQ0t0ul6hVGG+matrBrOuNuVP7Ns+uB/rWH17V1FzYwyMsrwo7Icq20Eip422KAR8pGKPaR3S1K5X1ZnaL4Z0yO6jSazhm35BMq7iT6nNdhbWkFlAsVvEkUY6KigAVgxv5Fwkob5VYE47V0U7lfmHKt0IralJyTuTJale+I8tWzj5hz6Vf0q682zaNmy8TFD/T9K5rxddywaDJJbytHIXQbl64JrEvIPEXh3R7C+uNQvI7i+D+bFtwIQu0oGOPvENnHb8DW0VqZyZyMPIqwnBoordCN3Rvvue+3+orWQ4cUUVw4n+Ia0yzCSSQelMkUCYY7iiiuU1EYlcgetXNJdlvGUdHXkfjRRV0viRMtjRf5ZyB0rzXV9Rn0rxZc31tt86KZtu8ZHzLtPH0Y0UV3IxZkwjEEI9FwKnHAB9aKK3jsQXbQ5lXPrXTueScd6KK5cV0NaZMjHarZ5wKmlAaEkjmiiuFmwwD92rd6arEydTkEEH0oopoTOhuDugjc/eNc54wJPh5s85kjzRRXoLcxexyWoeJX1uBYpNM0+2MESpG9sjqVRc4QAuQBzngcnmqKDgUUVtEzJUOOldDpDlrZgT/F/Siis8R/DZcNzTi++fcGp42I247miivOZuhoY/aj706YBWbFFFSBo6NI3lStxkMo+uauTDZcSKOmKKK7aXwIyluea6xrLaXrWoqbCwvY5ZgxS8h3gMoyCCCCOpyM4PcGs25vZ9S1W4vLqTzJ58SSNjGWPJooroiZMcOlTRsQ4xRRWgHWKx2/gKsxcx/RgPwooryZbnSh7kiKQA8DpRAd0Lg84HFFFQxkDuVII611EXz26qejQh8eh4oorow/Uzmcv4uYnw4Tnnzk/nXFT6/qd7bRadc3c01vAZJVEkjMSzAdcnnG3j0yfWiiuuJlI//Z", 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", "info": {"video_id": "101432", "label": "showing cap behind yoga mat", "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": "9b5172779a41b6ee5cac4eea46a1f48fe8544e475f6d14fb99ae39c9526b6132"} +{"episode": 14454, "episode_seed": 4264754037, "split": "train", "timestamp": "2025-10-13T02:58:22.487797", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4264754037, "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": 3, "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 kid toothbrush next to sony 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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y3tW85fEkQlBDDFrIeldD8TrjZHZqTtMiSquR3+WvPorqa1niiuLhLgbfmUZwBnoaa2N6ex7l4K0QaLoshN7Hey3UnmGWIYXA4AGefzrowjFHCMCTxnHT2rz/AOFBd7fWJcFbJpkEGc7dwB3Y/SvQJDtQgbsDtnkmgxk7ydyKCGUskS/eyAOPWvPviMRcx3hI/d/bQD/s4yM16tparJeIduNqliQfSvH/ABRdx3PhfVLnY3lvceYVHXbv4xWUHfELyX5v/gDkrwZu+ALvzvCtgSeVi2En24/pXR3MwbEa/eYjGO1cL8N5XPh2NWjkSPzHA3cHG4/4122EXLDl8YraW5KFEx2EHg4x9KhZSOQck/MAaiJYzEngfyqQKAV3cAHueDSGLMflzngjrXzbBKbhBahQ29uQe/NfST42bAODzx2r5x0fTr2/16G20+PfcM/yg9B6knsB604lwEna8t5InjZVw3yxoOBX0D4U8J2ehwpdLuN5NEpkeXkjIDFAB05/lWb4c+G+nafPDfag3227Qhwp/wBVGevA78+td1tVX3qTn2NLcU59FsPWPyxLIRj92c1BYiQLETjGBgntkU+4kP2J1GcmNgTnvkDH61KzLGkh/hA4rx8uptYivJ9/1ZvWleETx/QJvs/xN1BQrJ9oM2UbqCHBx+Rr1JplEeSRxzXkDymL4uTbI5DKZ5C+B8uCoI/lXqShZUBckZ4Oa9upuccNgWY7iwyEY/LnsKSU+YTyRtGTUdyTtCoOMcUig4zg9MYHUVBY9c7WA9cj3qxZylEckjaSMn0qum1VUjBK9/WprY4RjjGT0/GjqKWxpRHcpz35607G1FT+EAH+dQwhjwRxng+1XbeRFILqDGOcMcAkDOCaJS5U2xIlnnttA0WbVrlBuVAY4h1LHhVH+0SQK57TdPuCHvNSk8y+uWEk7dOccKP9kDgUl3cz+JtVW6lRotNs3zbxOOXf/now/QDt+Na+/gITngHHXHTrXJhYTk3WqbvZdkaSaXuo4j4pL5Hhi3beRGlyAy9d2VIB/D+tWfAM+fBumknkQhcZ9KT4i2V9qejxx6cqGZJ1YbumOf8AHFJ4O0660vw7Y2tztEiJggHI6mu9tciRkk+a50U0pmkCDIXqxqHzNuUzk/zqR3wpAAHbNVNh8xjkt2PvUFCsVbGOpHUetK/IV8exFKeNrH1GPWg/Njb0yM570hHi8vg1rbWLLR5MvNJKIi4HDIf4h7dfyr2bVdA03V4YluoS6INoZX2sFHbI7VoxxfOGAXIzghR09Ae1LlhLt/gUBjnoPx9qC5VG2mtCpaRpBrN3HGm2MW8QCqOgFW5bpRFkjDYx+FVkYrr8+1d262ToPepJyjSFGAxgHJP+fSuPL/4C9X+bLr/H9w2KclAGznsQPyqmI4p7kPLGMqvDH1B6AUsrlQw2FhnqBwaQsJAHDEAdDweO9dhkWk2NHhXzk55qKVcp8uSx656U0OEGFznOetO37gSXJU96AGhhsAABYelJyJAdwOeoNIY96hwcFeDXHpcXl940vNLOsXNrEPM8oRqGyypuC+w4zk+lNK4GL8WZFMmien77d7fcrkvC/hq88Q+JrcW8MrWayKbicg7FQHLDPqRxj3r0PwlbjxNdy3esYvjaoqxJOAyqX+8cevyivQUjS1tRsjjiRF+UIu1QPQAUbFc9lZEtlFDbWiW1rbpbxR/cjjUAAZ7VM0yrIQc/N3xjFNh6nI2kjJJ60krgozFfujqc8/nSZBesrhbXTNSvTwlvA2M9sKSf6V5joQWXQolZTIske4qOpPXHNdb4svBY/Dy/itwfOv5RAmP9rAP6A1gaNGsdqsXzZC4APfpmuWj71WpL0X3f8OavSKNq0t4bZUjiKgYzgdOamZeoJwOvHeq0a7SNzbgpwPb0qQSEjAY4+ldRFxFO12L4weh7n0oYsVIBC46e9IwEjlSTyOSPWsTxTcXGn6C0lvO0UokRAycHHpQI3QyqpDYHykjnrXG/DTw4umW76pdoRc3S4jUj7sec/mePwAqPU7yeDRYb+x13UZVa5+z5uI1RZyFyzxgc7VPynd6j3A9DgiCjAQYPDck8D0p2sF9LFhX2bRtypOeAeKmLYVskAZyMDoKqg5kMRGQoGcdvrVsuFUA87lwQDnFBJBctFJErHJIOQueM9jUbXH7kg7d23lfWnSxpI5Tb8y4OOlUZZwgC5YHd/Cf61MYRi20ty73KwtLaS7kuigWQAHeR147ewq0VwgwQSOTUL8sGRsA8Zx1HtSBwigDgjr3pgEq4xtO4dTntSlhwUGT39M96QvuQgtnJyKb5XzCRWwGAoEHKs2fmwOKsI+5gseDyMHNcXbX8l141m0261a8tbd5tkbxyxosfqWLjGMZ46k4FZkmr6vZaxdWkk9yVhmaIrPgOmCQM44zxzjina2o1Hmdj1ZMlSrj5lHH9KcgLoA/O3oTx2rzQ+K7qzAPnbtvYnr7V32havb61p8VzbtkyqMpnBVh1/WkncJU3EtkmBsBRt9BVZZmebcM5OV5qzO0gXJ5YsBxzVSR+A6dB17D/AOvTJQlw7PllwBgZ/i28/wA6kEkXmrhO3GKqJK24o6jIOc9vzpVKpkKDlc5HWgZaIHPyggjgHtVbd5LMc5H6CkEyMce2RgYGKU4Z+R8pHfvQIaxVkJJ4xkClVymOpHT6GsPxXcy6foTy2kzRyCVFDr6d6w9Zi8R6Jo2m3l1qN4sl2X8yIrgQgbSoJx94hs47fnTSuB6Xu8uaIgA59fcVfECAJPzvKnvx1oopCMcOTr8n+1bAE/jTbhzsJ4J3L1HqKKK4cv8A4Pzf5s3rfF8kZ7zucMcfMmSMcU3zCImYY+UYx2ooruMiWH97BvbgpnGPp3pImKqAOzYH0oooAkckDg45rzPU9Qn0zxjeXtvs82OVtu4ZHzJtPH0Y0UURA6T4bKFXUe+BEOfo1eiJGGgjXJBYHLDr900UUMkLhRAsQQD0yepx71FdHcMkA5A4oopDRzGskPLGrqGAfIzzznH9aWJR5uO5AG7vRRSS1H0JYnLXAUgcnaTQBsljAPVcEnqaKKoCWNyyBj1rnvGLk+HXzziZOvfk0UULcDltU8QtrUUEUum2FuYVRI3t1dSqDooBYgDnPA5PNeywDMyjnAX+tFFVIQ+JFaZtwyNmNp6dTUsbEwv25ooqAKNy2FVtoO48571nSyGQTZxgcYHSiimMglO1VHY8Y9KY3zxbm/uHI7HnFFFACxSMQmcHI5qR2I285HoaKKQHneo6w2m+INTjaxsbyOWcMUu4d4DL0IIII68jOD3BqjJfXF5dXV9cSb7id/MkYjqx9u1FFVP4S6XxnN6nez+aRurqPhxqN1HqiRrKQmSdvbOKKKzR0T2PaZB/pCjJ5Xd+NZkoPmGLe5Axg56f5zRRVnGUGlcZOc8A8irURJSNyTlgcjPHQUUUB1AqphWUDDA7QB0xSFyCAOmCaKKBmB4x/wCRbOOP3yGuLuNc1G/06HT7q6llggdpF8yRmJLYznJ5xjj0yfWiiqjsI//Z", "info": {"video_id": "72751", "label": "dropping kid toothbrush next to sony pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72751", "label": "dropping kid toothbrush next to sony pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "72751", "label": "dropping kid toothbrush next to sony pendrive", "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": "31dd32b91073533cce47c5df13a7ad6a111bb7dc5bb88bdaae7be898d2025fa8"} +{"episode": 14455, "episode_seed": 1886891331, "split": "train", "timestamp": "2025-10-13T02:58:24.074592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1886891331, "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": 3, "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 can of pledge 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "73476", "label": "pushing can of pledge so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "73476", "label": "pushing can of pledge so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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AASc9AD1rGSDzHuGlDI4+7zgiutubYWs08PHyOy/TmsyKwF5LMUJ8xBujwfvH0rigownypG1OavdnHh7iNjshlYk4+4arXUksrEOrLjsa6+eW5hYJLHIhHB3KRXNXsZe5Ygda7Ym7a7lW1uCnyt0HQ+lbNpdZ+XPNYwt2X5sdKs2KlpcHpTkiIs6SK4AOD+ddrBDvUHkHGcV56MIQueDivUrRN+AM8ismhVDJ1Kxd7YzqhPk8k47d6yRKghPPQdB/QV6TZWsYVllAKyKVAPcHrXB3FgNM1We3KLuVsK2OSOormxFGPxyM4y6FDTtNmvroojqspPG84H0JroodF0qwDSXuqma7VTtS0GUQ9ssetZtvlLvYrYLg5PpVweE9duYMLAkcbAEO8oAIq8PLnTsjRSto3Y52+nZwxeRXHovesGcs0wccEHgiu5n8L6dp0BfUtVE8/wDz62mCT7Fj0+uK4zWZAt9KLeBYIicrEpJ2j6nk1vy2NFNS2IE1EsSGbaw49jVmLUNz7Qc59KxvLbO6rVmgjmEjdqqxNzbivDFM47cH9K0JXWcRY9Dn2rBd98yn1GDWtpbbi4Oe1RKOlwk9C4tudoAyc1fg0a5lt96rgluOcGrNrbGTaR16iujtwghUJ0AxTjG5zylYqeHtKlt9UilkK/KrcZ9q7KsbSyGu2x2U1tVvBWRzTd2JSUtIelaEkEnWoDUr9aiPWkNEbVQvAGgfcMjBq+9VLhdyMvrUspHnukjne/pXRrtEYOQQBnNcjYXSQSfvJFA6cnFaM+qx+V5cb5ZhgY6c1zp2Ohq4241iV7lZkYlFbhAeor0mIYjUegAryK3h/wBMt0ViVeVQPzFevrV0W3czqpKw41zfiu7K6dJCgBJHOa6Julcl4hjacXCDr1H4Vc9tDJbnmF1c5ilwwDdNrdQc/rV0wvf6DDZIwWWFzKqnuT1FV3KGcBhk7h8pHOavyQGzn2o4YryGFYwd3extdxOamM0KyQzRsjhTwwrGc5zwBXp4hgvYQLiBZAOqsOlc/beEbTVPFc9gt9La25WUxKqb2LKhYLnoBweT6e9dEFcuVa61GeAMma9Ud9mf/Hq9a08LsUZG4L0rx/wE7K16zNg/u+vbrXptrqcCQqTKu4DnmspaTYXurmlql8bOIJEQry5/AetM8P6hLJDdoxJKkAOT1Bzx+lYGoXAv5FdXYBBtXNafhlT9kuWPeUD8h/8AXqITvMUo2iZuvwumpOyIjCRcnJwRWVZwSQSpk/Mzg8dBjoBXVa5ZvLGs0QBZOoPcVnWySWkjvPEFdlG0HnaKTUva7aGatymtl5rTfJGeODkcZos4LGS4C3VpbyA8AvGDisyXUZRKAXYxnqueKto2cMDx1roRJR8SfD+KVHudHQLITlrcn5T/ALvofavOJLSaxunjljeN1OCrjBFe9adc/abcBvvrwawvHUMY8PvP5UZlEqKHKgkAnkZquW5carjueReaSVB65r2XSOcO/pXn+q6BpcGix6hY3l3IHuPs+Z4wizELlni7hVOFO71HuB2mnXccDgSSKBjHJxWVWPK0aqpznXqFEQOQQBkGuA8S3Bub2O/SMtj92QpwSvr710Nxq0XkmONyWZcDHTmucmtt5WJHJEjBRnsawqzuuVBGO7ZXtYJUDSYKoF2qp6nPet77deT+G5IUkcv/AA7TztzyB+FGm6bcXbmDymjCHEkjDhQOuPWtdV0+zRfJidtn3cmnh1KzurGcnZpnDW+mXcisLe0lOeMkYAP41Zt/BQurpW1K6EaYwRCNzfmeK7VZVlj3joe3pVUnJrdQS1KlXk9EYsvwutpIs2mpknPHmRjGPwqOL4WzeYvm6jFsHXZGc/rXTWt3JbuCCSvcV0EE6Txb0P1HpWlkZ+0l3OOh+HWkQLIJJJ5WZcKzEDYfUYrjpNMl0jV57KQ52kYcD7y9jXSy6rdT+ObvS7jWLy0tTPsjaKWNFj4BJJcYxjPHUmuZv7q9fWLmK+uLh3t5GiH2nG9QCeDjjP04qasbRuOE23ZnU6eF8tRkbgtJqd99jiCREK8mfwHrWZa6nAkK5lXcByM1SvrgX0isrMAgwpNc0pWRpy3Z1vg26e4+1K+W8vGGJ6g54/SutrjvAi4tLx/WUD8h/wDXrsa6KXwK5z1PiYU1zinVFIea0IInqE9alaoyKGUiJ6rS96zPGF5cWOgvPazPDKJUG9OuCea5fWx4k0XR9OvLrUrwTXZfzIiuBDjaVBOPvENnH/16FFsLnHQsS/bsKtJKzXsrE5K7VUdhkUUVyT2Oxbl/R8vr1mGJIMyH9a9dXpRRV0NjCtuOPSub1lQJpPcUUVrIyOIvbeM3hO3kqSapIATRRWSLO78MeHrK9sftc5lZzxt34WuP1aX+wvF15cWKqrwTOEDfMOV2n9GNFFb0yZGJp0KQTTsgwXVQfwzW08rx2MpQ4JwM+nIoorCr8TN6fwondisGxTgL0xXY+F0U+Hnf+Lz25/AUUVlQ+Iqr8Jr28KSzqrjI9KoeIokCxkKM7iM+1FFdTOc5W5+/V6wYmHB7HiiipQM6DQxvv0TJAYc4qf4g2kMXhSQgEkTx9T7miitUSzzbWNcOrxQxSadYwGFFSN7dXUqg6KAWIA5z0681oQklx7YFFFZ4jdGtHqWUmdr+ZiclNqr7ZHNWNPHm61ao5JVpVyPxoorg+2dL+E9P8mOL5UUAEc1garaxwRbkzy2OTRRXos4kZ9s5G9exGalFFFIYCuo0HT4ZLUzsXLHjGeKKKaEzy7xLfjTPFusx/YrO6ie53FLqLeAVHBByCOvTOD3Brl727nvLya7uH3zzsXkYjqTRRV1fgHT+IVpGjs5NhxkqM+gyKtElYtinCr0xRRXnz3OtHoPgQAaLIe5mbP5Curoorsp/CjjqfExe9QydaKKsgiemoodwp6H0oooZSMXx/aRR+FWZQc+fHzn3rzC+1i/vbCKwubqaWCB2kUPIzElsdcnnGOPTJ9aKKuOwM//Z", "info": {"video_id": "73476", "label": "pushing can of pledge so that it falls off the table", "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": "c1da6502ad349f2d88fe7879fee7bc7fbcdcb3c663cc827c835bdba77809a20a"} +{"episode": 14456, "episode_seed": 552060402, "split": "train", "timestamp": "2025-10-13T02:58:25.136337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 552060402, "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": 3, "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 sim-card 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51597", "label": "putting sim-card on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "51597", "label": "putting sim-card on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "51597", "label": "putting sim-card on a surface", "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": "046595c2e1b361784e7c75d84d7db217d83ac4dc27542d0d86251de83ad69414"} +{"episode": 14457, "episode_seed": 2075465730, "split": "train", "timestamp": "2025-10-13T02:58:26.925828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2075465730, "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": 4, "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 jar upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "69769", "label": "turning jar upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69769", "label": "turning jar upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69769", "label": "turning jar upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "69769", "label": "turning jar upside down", "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": "7f3b5696b2c57ddc0faf906ba83073e82a6670813ba18a6db0ba5de20f87703b"} +{"episode": 14458, "episode_seed": 2575437124, "split": "train", "timestamp": "2025-10-13T02:58:28.580343", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2575437124, "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 upwards while filming keys'.\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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "24551", "label": "turning the camera upwards while filming keys", "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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"info": {"video_id": "24551", "label": "turning the camera upwards while filming keys", "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": "1471d2b8867df99837b08d75f6042ea6eef4cae21e6e704858163ab5e9c16562"} +{"episode": 14459, "episode_seed": 3342093238, "split": "train", "timestamp": "2025-10-13T02:58:30.137789", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3342093238, "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": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a phone charger with a pair of scissors'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184681", "label": "hitting a phone charger with a pair of scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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yM4x27YNRIm1DubBJyxzxn61vTpSaukc9SpG9my7pWtahpNw0lhP5DOAGZB1x6j0r0jRPFusXVhFcy3f78gh1XpwcdPpXlDSk8RqWz/ERxTUaVbpnSR43CrlkYjmqmopb3ZELuW1ke923jW6TAnhSQeo4Ncd8TfE9prOl2ljukgc3HmH5d3CqR2Pqa4u28QapByLjzkPKrKoJ/PrVHUrmbVblJZAqkJgKucde/wDntWLlobqOpEqOzkeaJuMebk9PTmtLTU+VyRhflwOmOe9ZyKiqVBKqOrZ6GpY55I3OOFPAQDk8VCNTYZIgeuT8ys3XH+elULlAuAOMjIUnkH39v8KVblyn707HC446e5FQSP5xLeWuMhgR1P0q1C6uZudnZakTbA3ykHnOSM/gKYSpG0noMBSex9f89qe6bWAIGc8c9BUe5EByQygYJA5NTKNhxnzHYeBPGUXhmSW2vPOewlIwqnIjbP3gPf8ApXu2manZahao1pOrgqDg8Hmvlkbjkbc9Ac/w+/8AWu50PxfAEiinZrWeMBRJn5Tjjr2pxYpI97ry/wCMl5bRaJbxtBG9zLMFjkZfmjUcsQe2eBW3p/i+SKPF4PNTGRIvXH9a8t+IOtTa34pzpswkjtYhGIx1YnlvlP3hz79KqT0FFanHx7H6ZIzyf6VIE5XClRyFHpTUfexkMSxIfmCoMAH6GpN2Bu6sR9wnOKyNRu8bhgs2GOcDoMfz/wAaRckjAODkHJwWNSuIlk4yAcOAP4vf/wCt9KjaVWYnyhvxuA7Dt+fTmqECuxA+RcsuFU89P84qMFzuwAGIySRgA+hqQs7budp4y5PfvTXX5CzMdgGRtpAIwYr/AHVyCue9BCjGWBfqAOePemsgjDEgsw59xUoXauFAypG4dcDrxSAYcFcBXYYzuzjI9BUovLpLSS2Rz9ndceXnIwfTPSmEpjh8BT2wMj2pCU4ZkOQ3Ge4poRXWFI8j5d3bJqbPOxNwycjj0+vtQGYMuNm7JIP+e1CuxwqNuGcltvT3oBEiAbHJxgeh59DUpOwjG07WGAo4A9enWpdL0251OVorOB5HUY5GQnuT0x1rWjt9mowWgCER8naOM+tJuyNIQ5mZyw42CWQqXPVh0H0p+piC1gjS1G1AeZW6t70/xMCJAAcH2rOulY6Ou7P40QqNNMc6SacSF2d32xsMEfeHPNKkZC9Nuf4j3NUrNjkruAHvV6NPOTexLjGQg4zXROopO7fyOKNNxVkvmNXazlzk5OEAFSBiuPLLAk5LdMH/ADxUgQgfJtDMu4Ak01wrBlDlTjOenPpWDd3c3jGysRODLJvdWIIwdx/KlDKME4BIxjrgn0pzbGBJjwmMgk85/GkaQruLKjZ48vrSKQrbkUtg5wA3AHH0p4Cqx2lQQQufbrx1pm4qzFG/e4znpnsD9K6Gw8MTTWv2u7dLS0YZjLEB5COflHfmmgMdIZmEKhWHmE7FUffHr7VPLHFZz20d6gdQw39t2avWIMniRYkPyxRMTz7Y/rWf4qTddIvtUc12bciUWxuuXCsbaZgPKHyhUGAF7VnD985kX5kP3Aex9/8AGrOrxlNLh3cEEEVmWuH+RnIPUH2ranU9zlexz1qfv8y3L0mIhlmznoB1+lNjxje2/LEnjuf8KlEKqxwoAA37ietObgEsRjA2gdSfTnvzSlJWshRi07siyTzsO4gkAdB7UgPGDwdvLE85p7BQWC5cnkZ/h+tJkDcFCoCQSc9D6D61BYcODgfIBtIC4GR9aUFiX3DBTnOeeOmP1pGkD7mYKFGMkDqR3+gq3ZCImR58uUA8pSeM9yaaHZvYqshxhVBUcgev1p24qpLvke/almlJkJZwPQDoKgAR2/eEtk478/4Cux8kUna5wrnnJq9hGlLcKMDOMtT4iAfu/McgcdBQxLMMINxGBx0/xoQSYwZMAj5iOuaxqyctzalBR2HgOyHcdoxy+eAaadmPnbrwFA5zRCiygnllIGF+lSKvAZQAzjIBJ7Vgblmx1e708eXDIzxscNG/3R9O4rMkVp72S4beC7szbeMe2anYAgqXKuVySB0PSkIRxyhKFepPf/CncQxSqYL47jBOeemRTzuRS+GLAYJC44pDJsBZlTG3BTP9PU0birFgcy7Rx9OnWkUWrwMJIdwxIQQwAxjn/wDVVNQFCh2yBnc27v7VdvNkjFASABwc8g45/wA+9UWaMB9yApgHbt6Y/wD1U7EgHiRQDlkC7cf3vf8A+tS7pATiM8fJtPOPrTS5yxAGWwdo9v8AIpQD65Zl3c/pQNCYYk4OGBCsc9vb8KFVAMEgANgj1FPZS42A9R1z0PpTAiuDuICEYJHr3/CgBSwAyQSEORxwR2ppLLlihypJBPUf41JlQMyMSuORnr70hCqS7IxIAyOTgf8A16QhnluAVBGcEhQaPLB+USH5gWzjpTiDGeVQPgHGQBj0H41o+F9Kg1/Xzp1zqElv5kUjo0ce8vIqFgvoBwTn2piLfhuWeJbqCCWSNX2GZVON2M8Z9Ku6WjNrsrdcLWf4PYv9sLE/Kinn1Oa2tPja3e4uW/iyFrKb1OuivduYfiPc95Go5+fFGsxCDTQmOi1fngW4uElbsc1R11zJCQemKlMprdnKRttYEdua1ISzqCp+cDIUHAAJ7fjWWvB9+ldBptrBboJLwFmI4U9BWzdjmjFvYgdVBZS3OM7/AF9aYXVsoM7OwWmzTiOUqmMbjz6CpeAqhXIRfw59KBEYUyMXCja3r/OhYyDvLBdx2Hjv6VJ8pwVViuSV75buf61HcyssXmA7GB2gdD6ZP60CDyiuN+5nLYAHf3Fbuiobu8nlkJcwoVUsxO3noPTik1rSdNtPDltq2l6nezhrk2mbmBY1uMJud4RnO1SQp3f3h7gWvDyBLO/lIwCwUH8/8ambsaU9WL4fizruoyY6QgA+mT/9aszWYmutZtE6hpMf41u2yrp9ndz5/eTH8uwH61WaJDco/Vl+6azvqdDjdWMvxQgW2UDsc1zETFWzyAOpHpXS69ukiYHnC5Fc1CjzSrFGMsxwKuGxhVXvGsoPl7m+4oyq5zmkZljLMrAt/Dx/nrV+NrbT7aSBkVmZcGQjJrKin3ShmOD0AA9e1Ve5Eo23JGw+VUNluQT7UpiZyFKqN3HTv/n+VPGMhcs8ucjB6Hv+HahTtUKoIVv42HHqTTJGGMvg+ZuUEhsDpUkICxSkA46AnvjvWh4VtNN1fxHHpeqXk9rBMfLWWOaONYznJLGTjGM8DknA71Uvbd7HUNUspEnj+zTNCqXAUSKASAGC8Z9cEilLYqD96xiBsTscnGa0gHCnLgZI2gHGR3Ofaskgh+c1bt2T5dxJPO4fyrRSklozOUIt6oujy4mIV1clskkZwPT6/wCNJuDjCZC5LAev/wBbNNjwNuxRhcjJ7/5NShhgMBjaSoOOlSyiNQxIPIbBZUHH1/Hp+dSMuM7mG8rncfX0qMh2Yhsls4H09f8APpT1VkyPlyTnJ/u0gGFlA8sE7cdV65pNpkYsqZXGDkelS4C5CuQoOWOMY9qaQrHgMy7vrub/AD/KgCMIwJkLKuDtJoaMruLkls4UD+L6Utw7iLfnaVYDkck+tbfiHwpqXhvw/o+o3jTrcXpk8yAxkC3ACFAx/vMHJx26dc4AbsVXhV5o42yVKK2Pc9az5wI3LqozwuD9KKKpiK6kli2cFVOMeg7VM4EUIZRyepP1xRRSAfJHiKYBmwjBR06HFIVVmdSMjCnr7Z/pRRQMiWVndxwBgcAdcUpZmyxds9OvaiikIrsdrAgAn1PNTadq1zouqrqFps8+EsF3rkfMpU8fRjRRTEzZ8JDbDfEdxGP51tXTkQBQeDRRWM9zto/AiEelZuqgFOfSiipW5b2Ocs0Vr9ARxura1b5RgcUUVrLcwp7Mwk5AJ5yCTV1ZmSOILgbSQDjnFFFUYCB2lYqzHC8gDioZiBGDtFFFMGa2veLZPEMNtBNpGmWpt0WOKS1SRSkag4QAuVC85OByefWuh0tQmgx4/jdmb3Of/rUUVFQ1w+7G3DFlVSeM9KjYnePpRRWLOpmZqozGc+lZHh9A2ogkchSRRRWkPhZhP40WNZ/1+PesyNthVxjdjv8ASiiqjsZ1PiJxcyhQAcYGAcc09gFOOuQTye9FFUZk+m6++jmdDpum30UzqxjvbfzArJnBBBBHU5GcHuDQ+oXWrXN7qF7KZbm5k82VyMZY5zwOg9u1FFEtgh8RlT/dU9wSKt6ZbrO5V2YAEdDiiimHUuzosc2xFAULvx70ifMrueqkAf40UUIb3I0cs5B75GfQDtT4lBjiY5PmMd3PXjP9KKKBDZnMKqqAfK+QTyeetRrI8z+WzEL1wvHNFFICG44TPfPXNW7/AMTavqelW2l3t9PPbW0ryoJJGYlnAzkk8428emT60UU0Sz//2Q==", 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", 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", "info": {"video_id": "184681", "label": "hitting a phone charger with a pair of scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184681", "label": "hitting a phone charger with a pair of scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "184681", "label": "hitting a phone charger with a pair of scissors", "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": "101c17c6e0bf54d531a32769a3b2cecd5b71d0f57db785b2b87c80c3eb9c83c6"} +{"episode": 14460, "episode_seed": 4133529331, "split": "train", "timestamp": "2025-10-13T02:58:31.115090", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4133529331, "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 sketch pen in front of 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "33798", "label": "dropping sketch pen in front of 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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", "info": {"video_id": "33798", "label": "dropping sketch pen in front of 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": "2b2fef80f396bb5cf0416a46a0efeea3b80e5328cc84ea73bd6be78f7cf96926"} +{"episode": 14461, "episode_seed": 701042897, "split": "train", "timestamp": "2025-10-13T02:58:33.399099", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 701042897, "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": 3, "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 clay pot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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5PvVWVhgECumKulJnFOs43hHZHnniPQ5ru4jW3dGMYA3yfLn1HFU7DwrdgyM9xAGdCoxuOCfwrs5bK8kkZ5GgZSPlMaFW/Ums9Z4I5hEZHgm7pMu3P0PQ1FV1umwqMqO70ZjXNn/YVhFayTqxnkdmKggEYUY/n+defyLskZP7pIr16SC11ED7RbiXy/u+YvGD/wDqqFtHsnlWKHTrYyMcDbEMk/lWlKo4L3tzGtS9pK8XocJ4d8H6/wCKPMbRtNe6WJgruHVVUn3YitvVfhl4s0ix+13dmHgB+eO2cSuo9cDqPoTXq9t4cttC060urPUEtr1QXBVflYnqCv4YrUfxbM9r5d3biW5Pyp5OQGbtkEcV2+6leRxJzbtDY+dU0HUUSBntnUTcqWGMfX0rdsfD0Swy+ffBS64IRM98+tdvrtrqF9C0TiNC7ZVlPAYfwt6Z55rkhpetRSFDZSEcjK4IP45rhnVu9D1KVJKOpANFntXjltZROFdSpQYYHPpXd2njjxha2P2eHTLBZQNv2hgQT7lc4rG0fS7iFkN6yjc2dgOcY9TW9KVLYA47VdOcmtGTVtB2SOYvrfVrl7u/1fUjd3cy4AIyB7DPAHsAK44eGLxpGCywrGTxlj0/AV6Lex3E6hLdoVIznzVJz9MHisq4hNoEa4WQrjBaJchT9BzRJ1F8JgnCT98yLXwvKLm2mkuIikJUlQD82Dk1zWtzC58uXfuIJU/zrvIbyPYCkolU/wBwcge4qE6Vp6Ln7DAcd2TP86mlKSd5l1YqppA80jjeWRY41LO5CqoGSSegFdtafCzxhOgY6dHbqTwZrhB+OAScfhXWeGPDVpf33nSxRQwx5K4jA3N6A44xXQWl/c+H3NpaXiXVivARwdy+24CuyLUldrQ45RcJcsXqeM3fhXWbPUGsriymE65JO35GA6FW6GptL8NXN8C8siW0YzzJ1P0FeuapqlxqnNpAFjU4Lyn7zegrhdR0vVZrh57eFpQx+aPPzI3cYPX61hUqJO0Tsw9F2vMbf+HYbp0cavH5yRpGqyJgEKMDkdPyrKl0LUOY0g37GI3KcqcgdDWxZ6Drl7PEHt2tkUYaSYgfp1NdT5MdqhhU7tnGcdfc1EZuTsbVIqEVJLU4i10TWxE0H2yS1tz95BM2D/wEHFVNb0iS4mRYHVvLAG58D69K7mQ9CBWPJZXbyM7tCykcGNSD+pNXeSXunNKSk/fOUs/Dtzly08IJUjuf6V0OlwDRrJ7aWZT57ksQMAjGMfz/ADqNZoY5RGZHhlHVZlxn6HpXQaDbWmpCf7TbLN5e3aJF4wc/4VjJz15tjaKp2tE8nljMVwyd0Yr+RroPDXhDxD4n8+XRtLe7SGRVdw6oqk9ssRXpraLp7SrHDpdp5jHAxAuSfyrtbbw7baHp9rc2d9HbXagsNq4VicZBUfTFdNJ+1vZaI5az9glrqzxzVPhj4y0qyF9e2Ye1U/vIbSQSyKMdcDqPoTWLbeGtW2WpazkU3HK7htx65z0/GvpI+KJWtTFcwCS4PyoIcjce2QelcfrdrqN5C0Z8uNnbKup4DD+FvTPPNRiJQpxtHc1wSrVXepscVZ+BIBbl77WYYn67Y4936kimzeF5bQLLZ3cV6gYcINr9f7p6/ganbRfEQk2DTpmz/EhDA/jmuq0DQLzT4Tc6kyK7cLEDu2+5PTNcEa0nJI9SdKCi2cF/wierSMR9lwM4yzgVp23hqfSrC5aW4RnkX5YkXIz7k130xUtgDjsayb+K6nQJbNAp5yJkJB+mCMV1Kny/CcFTEymrSWh5YPCF+0jKs1ukRY7dzEnHbIArftPCcou7OaS5hMcBQsgUndg5Nbt1bmzVXuVkKYwWhTKqfoOQKSC8i8tWimEynugyR9R1H0rnn7dySZtTnRUXZmpY2D6nqCWyEhB8zkdlHWuq0y33XSWLRssBJCKVwCPY9/ek0KxeytioUh5eZXP6Ae1TXd9HZh4vm8rrnOST/nvXp4akqUE5bnkYuq6tRxjsv6ubN7plvcWrQRKUWJcgxnGT7n/PSuSubeMxjy1LwQnygdwwpHDcdevUmtPT7nUrpVCIYoSc7snLH1z+lc7rtjd2F7NcWcv7m4+SeLdwGPG76060ldTtoPCQdpU+bUm06ZLti+3IzhT6gdK2xGETd2xWPZWwtbZAvGBW4WDWIyRx1xXiOF5Nn08ZWikc5OVe4mDthlOVHsap7eW3ZweKtXGG1KMHocg0k+xCR1x0rtoS5oJ9tDyMZDkqtd9TKvS0JjKnCk8gU28toLqEK6Bj1HGanuIxKoXjaDnrUCkBQd+a0vc5rW1KEMP2fzAVC9MEdDXSaXpU1nZRagY5GnmOVCrkqnrj171V06wF9eJuUtDGdzKP4j2FdnO7Rw+fKDvThVBwB7fSro0tXJirVfdUUWtKtrc2a30qI8rAgMw9O+P6Vk6xpkVneLIGlEs42RhnGdx5IGeAcDH41Vk1eaS9UWsRln6sDyAe3HfHWpdX0651TSGS9lKyZyj7jlH6gj3+lb1JKUbIworlmm3Y568ZLORYfL2vI20rnPA5z/KkaNQDgdaq2cF5Pekaid0tuvl7v73Oc/jxWjt/e4yMV5tb3pXR7WHvCnZmZO/khXAPynnHp3omQE4ibcp7jpTr0BGcdc0tmB/Z0bZ5GQfwNXQe8TLGLRTI2RSCRw2MZPrVKzk3+YspJIPercrf3QMj1qj5WyXczYLHJrobOAqXVggdpYol55IwMn8au6fpz6rqKWqEhB80hHZR1pcgjGc4rqtAsXsbQgIRJNzK5x+Cj2qY0+aS7F+15IPuN02DN4tg8bJb5IRSuFI9j3961tR063uLVoY12iMZBQ4yfc/56Vm3t/HZ+ZD8/ldc5ySf896hs7m/uFBVDHD2OTlvfP6V18yXunHZ/EZ0sMbriNQ8EJ8pTuHykcHjr161U06eO7ldscbsL7gdKz9civNL1GSa0kIhuSUmjzwGIxu+tWtNjW1gRQcHArgrfCkezhvicr6M322xru7Vz80m+5kX+IHI+hrXuLgfZwCRXNvcj+1osdGyp/Ks6fuyRrXjz035FlVwW35weKp3paJoypwueQKvs4781VuIzKAvG3OetdV7Hlbshu7eG5iAdAx65xV/wtEbf7aCoX7mCOh61nqQqg766jwZYC9u59ylok2syjv1wKmcHNWRpTmoO8tjptN0uW0tIr4o7TynKhVyVT1rr9LtrdrQXkio0pBG5h6d8VXmZkh86UHzE4UA4A9qy31WWS8UW0Rkm6sp6A9uO/rXdGMaUeVHmVHOu3JlrVNPitLpZFaQSzjZHlxnceTjPA4GK5y6dbOdIfL2tIxUrnPA5z/Kt7VNPuNS0lkvJSjk5R9xBR+x/wD1Vy9jb3k16f7QO6W3Xy92fvc5z+PFceJdlJNbnq4Fc3I09tzet4lK/KAKh1JvKg47HJx6VasztmwSMVW1RgCw9RXlKPIuY9yXvtxZkzovSNtw9RUbIGyRw2Op9asWqr9iRifmGQfzqKUr/CORXqRa5VLufPzTUnF9DPtX3+YshyQe9ULvT41dpYYVy3JGBk/jV4xhJclsFjk+9KSDxnOKW6BOzO3vZXiAiDbQO3SqFvo1pd3AlmldAp3MGfIYentUGv3zQ3AjXbnGM9SBWdDqXCoRwOoz1rplUjzcrOWNKTjeOlzr9R1QQWfk2IjEY4yTjP0rlLtmYMykEkZcf59KtxyG7QCFYrZf4nZhn8Khls4FGxZ/tM7nACcha0qLni0Z0n7GafYq+YywDvxWhZyCWyfJ5FZMzhbcqTh0JVgeoI7GoLDUlV3R2AG31r5/mcW1I+uSUknEg1W7FtIsgDMQ4A2jJ54qu07yZ+YGql5ci7vmiibKoeSvr6U9bdx3OfSurDxahr1PMxs1KrZdBksjZyW6VAs2HParElq556CsbTrU6j4rn019RntIyJDFsTeWZULBfYcHk+ldCi3scTdjvPBjn/T5ARlNnOM4+9WpdIL1tkzsRn+F8Vxfwz1CeWx1mWaUuFWEgOeBndmtQaq3n+YVGAeAO1bKSjFJmMlzSbR2ekWen6JEXV/Onc5XdjP0rM1S+lvriQTlNg+6FOeazbbUkcgNAJXPcmrD2nnYa5v4Yl/55owOK1jJNaGTTT1MomQXR3EEkZyOciq8spFwM9M1euY0idZ40Zbdm8tWYdT9fXrWJf3AjlyGrzay5ZnuYaSnSTLGoxhTu9RWDHqv+kvZgMNpyDjg960tR1CFbBZGcbsYAzyT6VkQRM67zkE8k0Ulq5EYySUVDqWpJHHfrVR5GxgkmrJiYjFZesq8GnM6MwcOuCDW6vc84uifCj5h19a9LvJZIkEQYKO46V5Tq1rbWuhQalp2q30wN19lzcQrGs5CBmeIddqnCnd6j3A73xDfvDOkS7d2OvUgVtH3E2yH7zsT2+i2d1dCWaV0CncwZ9wYelaGq6isdp5VkIxGOMk4z9K5SDUj8qMPlXqPWtFZDdIPKWK2HdywyfpVwknsRKL6mXqcZlgZwQSBvb3x/wDrrIiuGUAZzXRyWcOzyxL58r/KNv8ACO9crcAwM6E4ZGKnPByK5sTHZnpYCaacS1cXv7vk1z89+IbqObBba3QUtxdg/KWFV9PUz3TMOVXgEdzXPTTcjrrTUKbN6K4NxCHUnBGeRzUMkr5zu6dqkWBgOpz6Ux7Zjzniuo8krrMRIa9I+FchxrEgIynlc4zj71eaaHbWd/4rOm6he3NpBNJsSaOWJBH3JYycYxngck4Fd98L/OsLrxZay+cv2WWOMJc7Q6gGQYbHGeB049K1pr3kzKo7xaO7uUF4xWZ2PP8AC+K09MtLHRoiyyebNJyNxGfpXIDU2E28qMA8D0q5b6gjY3QCVj0JNaxqxkzKdGajboX9TvZbyZ1mKbB90Kc1jhnFxliM4zn1rRez84Bri+hiX+4rA4qjKiRSLNGjLAzeWrN0J+vrWWMg5U7rodOXVFCsovZjUnK3IB6ZpNXYJhs9ay7+6EEuQ1QanqkTWSOXBbAAGeSa8ZyvHlPpEknzDVu22lA2BkmopZXAJzwaq28TyIGJPPNTm3cjA5969CCaik+h4NSSlNyXUrSSkDkk0Gc7BkgD1zWf4hWS10ppY3ZZBIoDKap65pmt6Doul3t3d3KzXhk8yIpgQABSgJx94hs47fXNaKLepk5JaHUpI0zjzGLbjyTUlsF/tGPKhhnoelFFTTLmddcabazQBzEFOD9zisUE28jiI7DnG4dcUUV6EtzzoO6dzk/F9zLZMs0B2s4G8Y4b6+9cQl5cXl1tklYL6IcUUV51aMfa7Hs4aclQep1ukwxxxrtXFa8nywkjg0UU2cq2IYWLIxbBrjr3Up9J8Tz3tts86KRtu5cjlCp4+jGiiqp7insTeDHaMXaKxCnZkZ64ziurdQbbf/ExOTRRS+0wWx0fhmCG4tGWSFGz/Fjn86fqGn29tho1POOD0oorpj8COeXxFC9Yz2MySfMqoSq9lx6eleUarqt4s8sXm5CsVDEc0UVhWSe514STUmkLpUQmZJJWd2PPzHOPpXWQKBGBiiioIk25O5DK58/b2qnrxxpTcDh0/nRRTjuJ7GRrviZ9cjtopdK062aBFjjktkdSiLnCAFyoHOTgcnmusjdpmQSMW3Hkmiiqnugp7MdbBf7RTKhhn7pHFdhdabaTQCQxBWwfucUUVrT6mdXdGKv7ln8r5TnG4dcVx/jFjBOJovlZlG7HQ0UU5K8SqTakmji4Xe7uMSuce1dbpkMcca7FxRRWKSSNa0m56mtL8kLEcGoIWLKxODxRRSIMOfWzpWo3sTadp99DLIHMd5BvAZBkEEEEdTkZwe4NdH4C1O71C+1q9upjJPdSRyyt03Md3YcfQdqKKufwih8R27AG33dyTk10HhyCGe1KyQo2e+Ofzooq6PxImv8AAx2oWFvbFWjU844J4qhesZrKVJPmRUJVey49PSiiuiWzOaHRnlGraveCeWIy5CsVDEc4qXR4FlZJZCzuecsen0oory4xipuyPZrTk6EdTsrdQIxx7UyV287bniiitTjMvxUcaGxAGfMTn8a4zUNe1K/0+30+6u5preB3lUSSMxLNjrk8428emT60UVpHYiW5/9k=", 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5PvVWVhgECumKulJnFOs43hHZHnniPQ5ru4jW3dGMYA3yfLn1HFU7DwrdgyM9xAGdCoxuOCfwrs5bK8kkZ5GgZSPlMaFW/Ums9Z4I5hEZHgm7pMu3P0PQ1FV1umwqMqO70ZjXNn/YVhFayTqxnkdmKggEYUY/n+defyLskZP7pIr16SC11ED7RbiXy/u+YvGD/wDqqFtHsnlWKHTrYyMcDbEMk/lWlKo4L3tzGtS9pK8XocJ4d8H6/wCKPMbRtNe6WJgruHVVUn3YitvVfhl4s0ix+13dmHgB+eO2cSuo9cDqPoTXq9t4cttC060urPUEtr1QXBVflYnqCv4YrUfxbM9r5d3biW5Pyp5OQGbtkEcV2+6leRxJzbtDY+dU0HUUSBntnUTcqWGMfX0rdsfD0Swy+ffBS64IRM98+tdvrtrqF9C0TiNC7ZVlPAYfwt6Z55rkhpetRSFDZSEcjK4IP45rhnVu9D1KVJKOpANFntXjltZROFdSpQYYHPpXd2njjxha2P2eHTLBZQNv2hgQT7lc4rG0fS7iFkN6yjc2dgOcY9TW9KVLYA47VdOcmtGTVtB2SOYvrfVrl7u/1fUjd3cy4AIyB7DPAHsAK44eGLxpGCywrGTxlj0/AV6Lex3E6hLdoVIznzVJz9MHisq4hNoEa4WQrjBaJchT9BzRJ1F8JgnCT98yLXwvKLm2mkuIikJUlQD82Dk1zWtzC58uXfuIJU/zrvIbyPYCkolU/wBwcge4qE6Vp6Ln7DAcd2TP86mlKSd5l1YqppA80jjeWRY41LO5CqoGSSegFdtafCzxhOgY6dHbqTwZrhB+OAScfhXWeGPDVpf33nSxRQwx5K4jA3N6A44xXQWl/c+H3NpaXiXVivARwdy+24CuyLUldrQ45RcJcsXqeM3fhXWbPUGsriymE65JO35GA6FW6GptL8NXN8C8siW0YzzJ1P0FeuapqlxqnNpAFjU4Lyn7zegrhdR0vVZrh57eFpQx+aPPzI3cYPX61hUqJO0Tsw9F2vMbf+HYbp0cavH5yRpGqyJgEKMDkdPyrKl0LUOY0g37GI3KcqcgdDWxZ6Drl7PEHt2tkUYaSYgfp1NdT5MdqhhU7tnGcdfc1EZuTsbVIqEVJLU4i10TWxE0H2yS1tz95BM2D/wEHFVNb0iS4mRYHVvLAG58D69K7mQ9CBWPJZXbyM7tCykcGNSD+pNXeSXunNKSk/fOUs/Dtzly08IJUjuf6V0OlwDRrJ7aWZT57ksQMAjGMfz/ADqNZoY5RGZHhlHVZlxn6HpXQaDbWmpCf7TbLN5e3aJF4wc/4VjJz15tjaKp2tE8nljMVwyd0Yr+RroPDXhDxD4n8+XRtLe7SGRVdw6oqk9ssRXpraLp7SrHDpdp5jHAxAuSfyrtbbw7baHp9rc2d9HbXagsNq4VicZBUfTFdNJ+1vZaI5az9glrqzxzVPhj4y0qyF9e2Ye1U/vIbSQSyKMdcDqPoTWLbeGtW2WpazkU3HK7htx65z0/GvpI+KJWtTFcwCS4PyoIcjce2QelcfrdrqN5C0Z8uNnbKup4DD+FvTPPNRiJQpxtHc1wSrVXepscVZ+BIBbl77WYYn67Y4936kimzeF5bQLLZ3cV6gYcINr9f7p6/ganbRfEQk2DTpmz/EhDA/jmuq0DQLzT4Tc6kyK7cLEDu2+5PTNcEa0nJI9SdKCi2cF/wierSMR9lwM4yzgVp23hqfSrC5aW4RnkX5YkXIz7k130xUtgDjsayb+K6nQJbNAp5yJkJB+mCMV1Kny/CcFTEymrSWh5YPCF+0jKs1ukRY7dzEnHbIArftPCcou7OaS5hMcBQsgUndg5Nbt1bmzVXuVkKYwWhTKqfoOQKSC8i8tWimEynugyR9R1H0rnn7dySZtTnRUXZmpY2D6nqCWyEhB8zkdlHWuq0y33XSWLRssBJCKVwCPY9/ek0KxeytioUh5eZXP6Ae1TXd9HZh4vm8rrnOST/nvXp4akqUE5bnkYuq6tRxjsv6ubN7plvcWrQRKUWJcgxnGT7n/PSuSubeMxjy1LwQnygdwwpHDcdevUmtPT7nUrpVCIYoSc7snLH1z+lc7rtjd2F7NcWcv7m4+SeLdwGPG76060ldTtoPCQdpU+bUm06ZLti+3IzhT6gdK2xGETd2xWPZWwtbZAvGBW4WDWIyRx1xXiOF5Nn08ZWikc5OVe4mDthlOVHsap7eW3ZweKtXGG1KMHocg0k+xCR1x0rtoS5oJ9tDyMZDkqtd9TKvS0JjKnCk8gU28toLqEK6Bj1HGanuIxKoXjaDnrUCkBQd+a0vc5rW1KEMP2fzAVC9MEdDXSaXpU1nZRagY5GnmOVCrkqnrj171V06wF9eJuUtDGdzKP4j2FdnO7Rw+fKDvThVBwB7fSro0tXJirVfdUUWtKtrc2a30qI8rAgMw9O+P6Vk6xpkVneLIGlEs42RhnGdx5IGeAcDH41Vk1eaS9UWsRln6sDyAe3HfHWpdX0651TSGS9lKyZyj7jlH6gj3+lb1JKUbIworlmm3Y568ZLORYfL2vI20rnPA5z/KkaNQDgdaq2cF5Pekaid0tuvl7v73Oc/jxWjt/e4yMV5tb3pXR7WHvCnZmZO/khXAPynnHp3omQE4ibcp7jpTr0BGcdc0tmB/Z0bZ5GQfwNXQe8TLGLRTI2RSCRw2MZPrVKzk3+YspJIPercrf3QMj1qj5WyXczYLHJrobOAqXVggdpYol55IwMn8au6fpz6rqKWqEhB80hHZR1pcgjGc4rqtAsXsbQgIRJNzK5x+Cj2qY0+aS7F+15IPuN02DN4tg8bJb5IRSuFI9j3961tR063uLVoY12iMZBQ4yfc/56Vm3t/HZ+ZD8/ldc5ySf896hs7m/uFBVDHD2OTlvfP6V18yXunHZ/EZ0sMbriNQ8EJ8pTuHykcHjr161U06eO7ldscbsL7gdKz9civNL1GSa0kIhuSUmjzwGIxu+tWtNjW1gRQcHArgrfCkezhvicr6M322xru7Vz80m+5kX+IHI+hrXuLgfZwCRXNvcj+1osdGyp/Ks6fuyRrXjz035FlVwW35weKp3paJoypwueQKvs4781VuIzKAvG3OetdV7Hlbshu7eG5iAdAx65xV/wtEbf7aCoX7mCOh61nqQqg766jwZYC9u59ylok2syjv1wKmcHNWRpTmoO8tjptN0uW0tIr4o7TynKhVyVT1rr9LtrdrQXkio0pBG5h6d8VXmZkh86UHzE4UA4A9qy31WWS8UW0Rkm6sp6A9uO/rXdGMaUeVHmVHOu3JlrVNPitLpZFaQSzjZHlxnceTjPA4GK5y6dbOdIfL2tIxUrnPA5z/Kt7VNPuNS0lkvJSjk5R9xBR+x/wD1Vy9jb3k16f7QO6W3Xy92fvc5z+PFceJdlJNbnq4Fc3I09tzet4lK/KAKh1JvKg47HJx6VasztmwSMVW1RgCw9RXlKPIuY9yXvtxZkzovSNtw9RUbIGyRw2Op9asWqr9iRifmGQfzqKUr/CORXqRa5VLufPzTUnF9DPtX3+YshyQe9ULvT41dpYYVy3JGBk/jV4xhJclsFjk+9KSDxnOKW6BOzO3vZXiAiDbQO3SqFvo1pd3AlmldAp3MGfIYentUGv3zQ3AjXbnGM9SBWdDqXCoRwOoz1rplUjzcrOWNKTjeOlzr9R1QQWfk2IjEY4yTjP0rlLtmYMykEkZcf59KtxyG7QCFYrZf4nZhn8Khls4FGxZ/tM7nACcha0qLni0Z0n7GafYq+YywDvxWhZyCWyfJ5FZMzhbcqTh0JVgeoI7GoLDUlV3R2AG31r5/mcW1I+uSUknEg1W7FtIsgDMQ4A2jJ54qu07yZ+YGql5ci7vmiibKoeSvr6U9bdx3OfSurDxahr1PMxs1KrZdBksjZyW6VAs2HParElq556CsbTrU6j4rn019RntIyJDFsTeWZULBfYcHk+ldCi3scTdjvPBjn/T5ARlNnOM4+9WpdIL1tkzsRn+F8Vxfwz1CeWx1mWaUuFWEgOeBndmtQaq3n+YVGAeAO1bKSjFJmMlzSbR2ekWen6JEXV/Onc5XdjP0rM1S+lvriQTlNg+6FOeazbbUkcgNAJXPcmrD2nnYa5v4Yl/55owOK1jJNaGTTT1MomQXR3EEkZyOciq8spFwM9M1euY0idZ40Zbdm8tWYdT9fXrWJf3AjlyGrzay5ZnuYaSnSTLGoxhTu9RWDHqv+kvZgMNpyDjg960tR1CFbBZGcbsYAzyT6VkQRM67zkE8k0Ulq5EYySUVDqWpJHHfrVR5GxgkmrJiYjFZesq8GnM6MwcOuCDW6vc84uifCj5h19a9LvJZIkEQYKO46V5Tq1rbWuhQalp2q30wN19lzcQrGs5CBmeIddqnCnd6j3A73xDfvDOkS7d2OvUgVtH3E2yH7zsT2+i2d1dCWaV0CncwZ9wYelaGq6isdp5VkIxGOMk4z9K5SDUj8qMPlXqPWtFZDdIPKWK2HdywyfpVwknsRKL6mXqcZlgZwQSBvb3x/wDrrIiuGUAZzXRyWcOzyxL58r/KNv8ACO9crcAwM6E4ZGKnPByK5sTHZnpYCaacS1cXv7vk1z89+IbqObBba3QUtxdg/KWFV9PUz3TMOVXgEdzXPTTcjrrTUKbN6K4NxCHUnBGeRzUMkr5zu6dqkWBgOpz6Ux7Zjzniuo8krrMRIa9I+FchxrEgIynlc4zj71eaaHbWd/4rOm6he3NpBNJsSaOWJBH3JYycYxngck4Fd98L/OsLrxZay+cv2WWOMJc7Q6gGQYbHGeB049K1pr3kzKo7xaO7uUF4xWZ2PP8AC+K09MtLHRoiyyebNJyNxGfpXIDU2E28qMA8D0q5b6gjY3QCVj0JNaxqxkzKdGajboX9TvZbyZ1mKbB90Kc1jhnFxliM4zn1rRez84Bri+hiX+4rA4qjKiRSLNGjLAzeWrN0J+vrWWMg5U7rodOXVFCsovZjUnK3IB6ZpNXYJhs9ay7+6EEuQ1QanqkTWSOXBbAAGeSa8ZyvHlPpEknzDVu22lA2BkmopZXAJzwaq28TyIGJPPNTm3cjA5969CCaik+h4NSSlNyXUrSSkDkk0Gc7BkgD1zWf4hWS10ppY3ZZBIoDKap65pmt6Doul3t3d3KzXhk8yIpgQABSgJx94hs47fXNaKLepk5JaHUpI0zjzGLbjyTUlsF/tGPKhhnoelFFTTLmddcabazQBzEFOD9zisUE28jiI7DnG4dcUUV6EtzzoO6dzk/F9zLZMs0B2s4G8Y4b6+9cQl5cXl1tklYL6IcUUV51aMfa7Hs4aclQep1ukwxxxrtXFa8nywkjg0UU2cq2IYWLIxbBrjr3Up9J8Tz3tts86KRtu5cjlCp4+jGiiqp7insTeDHaMXaKxCnZkZ64ziurdQbbf/ExOTRRS+0wWx0fhmCG4tGWSFGz/Fjn86fqGn29tho1POOD0oorpj8COeXxFC9Yz2MySfMqoSq9lx6eleUarqt4s8sXm5CsVDEc0UVhWSe514STUmkLpUQmZJJWd2PPzHOPpXWQKBGBiiioIk25O5DK58/b2qnrxxpTcDh0/nRRTjuJ7GRrviZ9cjtopdK062aBFjjktkdSiLnCAFyoHOTgcnmusjdpmQSMW3Hkmiiqnugp7MdbBf7RTKhhn7pHFdhdabaTQCQxBWwfucUUVrT6mdXdGKv7ln8r5TnG4dcVx/jFjBOJovlZlG7HQ0UU5K8SqTakmji4Xe7uMSuce1dbpkMcca7FxRRWKSSNa0m56mtL8kLEcGoIWLKxODxRRSIMOfWzpWo3sTadp99DLIHMd5BvAZBkEEEEdTkZwe4NdH4C1O71C+1q9upjJPdSRyyt03Md3YcfQdqKKufwih8R27AG33dyTk10HhyCGe1KyQo2e+Ofzooq6PxImv8AAx2oWFvbFWjU844J4qhesZrKVJPmRUJVey49PSiiuiWzOaHRnlGraveCeWIy5CsVDEc4qXR4FlZJZCzuecsen0oory4xipuyPZrTk6EdTsrdQIxx7UyV287bniiitTjMvxUcaGxAGfMTn8a4zUNe1K/0+30+6u5preB3lUSSMxLNjrk8428emT60UVpHYiW5/9k=", 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", "info": {"video_id": "23421", "label": "pouring water into clay pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "23421", "label": "pouring water into clay pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "23421", "label": "pouring water into clay pot", "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": "3fe2a581b2fd07aaa8905a8bf2c0d0eaab98f48cbd580ca9ab1beb6879984718"} +{"episode": 14462, "episode_seed": 2149613929, "split": "train", "timestamp": "2025-10-13T02:58:34.170226", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2149613929, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling sugar 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "73356", "label": "sprinkling sugar onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "73356", "label": "sprinkling sugar onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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KniuMtEmsp2edSrN0+lb8OqgIFJz+NZTh2NoTutTXlJlLBTkg8ggZrndelZniYlixzkls+la00m9iDGSfVSD+nUVhayAGjAdWxnoenStInLD4jNVmfvwKlMgXpUKDCk55qKSYE+9Va5vcnebk81XebjrUDy4ySRnsKrO7MQQxwfSqUDKVSxaDxuwBbPtVm3uFWTaQVHYd6ygcgYPHQnGPzHIqRZtg+/n1BGPyzVuOhjKbZ22nvG4UfKT6Ef0rXjt41ky0MeMdx/jXH6bcBlTghc88ZA/wrsYTL5YZJCVYD5R8y/r0/OsJKzBMfJPx5ZRkHQbkGD+IqrMXQOrAhXPYdR+NPnYxgjYpB64bHP0NUH5HynZjs/y0kBxrHccVDK21cDrVhgI/Tf6HiqUx5749660OUivIdxzwD7VHuOeM+wNSNknC4/rT44ctmRTgd1rS5nYngUcFwef881q2VnuQMqkoeuOnX0qrHFv5ifJ6YYcD/CtzTYMOrMxRhjIZcr+Y5Fc85FImtrRUG75BjoV4I9s//Wrbsi2dkYSVSOUwN2fw/qKcfLhiDT24TJx5oIZT+PenNBFM6m3aN8DHEm0n6d6xvcLEb38cD+W8csGeMSDj8+lRyyRyLv2qyEdR/hT53u1iZX3qPSQbgf5/0rmNNgbVvFc2nzajLZArIYmt0zuZULBfQDgnJ9PeqhHm2G3YTX2DtDyO/APTpWJtyelMt724v1zNcPNgAjd1GamOEXggn61so20K5tCCRwBtH3aqsQM4/MHpUshIwcHPuKh2tjIYEelaIzeoqSN/DhhVlNkmFI2n0I4FRwRoSdystXIYn34Dbl9D1qZMEWYrYttYtx2Y8/rWxZW6RuWzx1LDt+hFLplsxC7EV8n7jnBP0PQ1rRC3SQpInlODgKwyKwlJjLMfnLbI623nqBjejAH8B/8AqqL7ej/u3Jjf+7KMH9aels2A0Bif1Kv82PpWN4lmvbbT2ZZZFO5Rh1/qc/zqVq7DL1w4KngAY5OM/rXPxDA4POc0/V4Ley0GHU9N1fUXD3P2bM8QjS4ITczxDrtU4U7vUe4Fdmx8wPatHBxNKTvcWSQN9e9QMxLU13BJIP1qhcXTMdqHb70Rg2VKdi5JcRxfeYZ9Kqvfbj90getUjnPzc+9WIoQy71Yqa05EjFybJ43P8LBs4JX/AOtWtY3CqVZiwI6lWII/r/OsMhl+/tz2K8VYtLh1dSG3Y9OtKUboR6FaOLy3eLYt0oX7hADD8f8AEVTW206C6DyW8sDryFlHH59DUGnSJdAGNowwGNrNtOfr61qTi8WH5i6+zDcv9f6VzvRlJsJnUjcEVj2I5Fc9q5y6HcD175xTNKMN94wbTr6/ubGGWXYstvNHEkZ6ksX+XGM8dScCsy6e6i1W/srmS4Y20zRBbgASLgkYbbxngZxxWqptK44P3hrtjJBqnNKUBI61LISB1xVGUsckg9fyq1Eqc+hC7ktuySaRJG5xhqQhjkhh9MU+FFaTDKR71roYkybX/wBk+/8AjU6RFnBJHJ6t3o8hhgKwK+h61q2NrnA8sSKeq5waybsMl02ARzDHyY+6ScrXWG4Nsgd7aVcgfvI1yv5dayLOGAjbkITxtYYrXjiuYgDFkpjkxSZ5+lYSd2MQXMV0nyFX4yQODVO5K7SibVX0Jxn8OlZviSW4hsmf5Q+9cOF2uP5H9Kra/pWueH9C0q9vL26Wa9MnmQSJxBgIUDHH3irZx26dQaqMLq6E3Yx55G3KCdwPGD2+lU7nMU21Sce9FFdESA2guDjtmrcZ2y+VgFdoPNFFJlF8QrHAsilskEkE8Vu2S7NjoSrBN/B4z9KKKwkUza04m4tg795ACo6HIz0qtHi4uxGVCA5GY+Oh/Kiip6kjPtM6TywLM4VBx7/h0/SuKk1e50/xFNqUHl/aIpG2llyPmUqcj6MaKKuluNlTTUCIxUnsOtS584yh+qDII4NFFb9RFSMl8q3IpFUb1AzjrRRVCL0KrIp3KDtOBU6xLFcBBkqRnmiisnuV0N23dreIFDxuJ2nkVtTylbT5QOQODz17c0UVixDIYlkiLZKkLn5T/Q8Vz/iG5lbSJMuSFkTgkkGiinHcroZWteJW163to5tK063aBFjie2SRSiDOEALkAc5OByeaYWO7GeM0UVtLcqnsytcEkkgkbR271XbDAEjmiiqWxD3EhUZJ96vvDGYyAu0qM5WiilIEUNxYFT060qIBgj60UVXQTOi0Ml5wrEkY65wa6WWWWCcQpK+D3z/kfpRRXNPcpHITa69hqWoLJp+n30csoZkvIN4DKOCCCCOvIzg9waqi8n1G+u7+6kMlzcv5srHjLH27fSiitlsEfiGXDlSF6qexqmflbAJwecGiiqQnuMdQDxV23RcHKhsDPNFFD2EiYxqkqBejc49K17JjG6cAgnoaKKxkNnQXB2QoAq4PByM+9SSL5Vt58bMrccBuP8aKKzGjD8S3UzaQoZywZ1ODzjBrn77XNS1LT4dMvLyea3tneVPMlZiWfGc5PONvHpk+tFFa09hM/9k=", "info": {"video_id": "73356", "label": "sprinkling sugar 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": "534c7299d57f23c138825ed6efe89b7a701eccbadb4d53700ed293baa6cb2ebd"} +{"episode": 14463, "episode_seed": 671738715, "split": "train", "timestamp": "2025-10-13T02:58:35.853749", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 671738715, "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": 1, "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 hairclip 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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DbnPPr0zTEemIe/GazdakxPZgAEFx+HzCr0bEhW5BPXPY1l6vtjubNUGMyKSM/wC0M00DOivZ3kCKxyEc4/OsC8mhw8cyhwxPyHvWhq12bWNSqks7NtJ9q5RpSzNJIxJJySah7lp6E9s4srlSMmHORxytd5o99GYwpcYf5l9689jkUqHBVg3GM9KdHcypmJZHVOu3PFQ4a3RvCvyqzNDUFt01u8a3VQrSk5Hc98fjmkV+5qim5eu4buemARVhT09e/HT8atHO3d3Lskcc8So49ww4Kn1BrA1bSng0681C6vRLNHKqJGQcvG3BJ7DqePato8JlNrHHb/PWsnXLg20CpuR1nbayMx2Bcc89fSqEdJpNxFcaZbSRNlPLCj8OK0GcCJwSMlTjmuR8HP5Ud3aCUSxxspDK2V3Ec4PccV1EmGgcsAcKSM9jTAj8NTyR2k7g7W8/06/KKfcyYVf941V8NktZzjuZzjnttFUdS1Ayt5UPCDOW7mpnuOL0Lcl8qKVR/mx1rG8gJOZY2Id3BwOxz1pFDNgLkt6Dmh5AFXDYAIPzHvU2HzNbGg2p3Rsnti48tjz/AJ7VGjnYAep56VR3k7MkDjGcVYjbJ/hHfGSBTWgSk5asvxMuTnFR6hZ/bbciOTypxwsntnocdR7UyHJDHJ6c84//AF04tKUOwMNpGSen+NUSZdnBaab4zW0hnaWPyQYmZdp3MoJBHrXYxkY6cd68/wBalLXsV4FkR7Z/L84J8jsOQuR369a7tG3AHA5GelO4FW5mKeItPUd3HOcetbN9dNPFEGHKqwz68Vz05EfiHT1UnG8cnrjmtDU7oWsKEjLMDtHTPvRLYI7lY3Kxrljj0FUri5aWTO7gdB2FUDI8jFmanBivXIbqMjjFZlMdE7CMDHUtj86fFJls9hVVXOCPlIAx9OakjfgHjJ9M8VRPQuxsPbrVxSvTjHX8azgTuAz0H97NWGZ1kAw5OQOME00BW1jT7Oe3uLu4EhdLdthUgBWHQkdT1x+NL4N8ttG3r99pSX9jgCpHMjQTRyqXVlZSqpuY/hWf4OU2/wBttjIsigrIpXkc5B+h46U7gdRqDbdMmOOg5FX/AA/ftHpVpuyyMnc5I+Y1k6kB9glfnO0DA6YqfRmJ0e0P/TPn2+Y0+gup57Mz31wEiUsoO1AO5pU1O40yXYFO5WxtJwfenTQJbW0Ui3EbMw+ZVByn1NQ21nPc77xUIjjIAO4DFY7m6bWx0lt47W3t2EtvP56dAOMn39qq3WpNeldRe6eaedRuWJNqR9tnPPAx9awNQeS+uJctJNOoxuPJPqKfbXjOyxTYjT7rBVx09apRS2JqVZy0kdDbyhonZJRyMFcckVK1wkETlmiAC9GYBj/u571REdnJCuERWH8avjIqKf8As+ygeVlaW5/5ZAsCM+9MzI2u5725lRYoJlji3FZCMr7qSRk1naLZfb797UWaT7xyx3ZiA/iXB9+9Ms47Sa4ZtQnkjDA7XjjDnd9PSun8L2iRWZmGN0r43n+6O/0piOkiVdoADHIwuD/nNZmqkNe2S7S43AYBwRzWouUcgMGx0ZM4NYtlatrfjQ2VzqM1qoErQ+Wu8l1QsF9uhOT6etUgZb1xixhB4K7u3fiuXvZJYbdJVVSu/GWwRn6d6u219cag5a8u2OFBDyDd26cVgylru8ITBy21SeKze5aRoae5aN5nTKBtzBVwo9uOlTW13DcTvsBVAc4z2+pqnfmbTNONoXw0h+YK+QR/nFU9O+1JJAETAnZVVmxjr6mgGdECPMwpbbnjPJAqzuzJ98yYGASMcVmQ3Kxy4kXft+8GHANWPtsKngM3P3VBoEy7czmBGldlbC4G3jJ9O1ctrUssqxtLLbyMwLDyCMKM9Djv65rT1WUiFrja0QYBIYnbdyepJrJlisXFrHZifzjgTLJjBbjG0jt1qkSzs9Bt2j06OZ4IYWuAG/crtBA6ceta0w22zsEKqVKg84zioIECwY3jcMALt6j61U16eaDSXaJ/LYsBupjJdBLjTpZBGFXzDuZeh9z6ViyjDgHrWjeQRad4agvtJ1e/kRrk2x+0RLGtwQu53jA52qTtO71HuBmXszWXkyOwUv8AdKvz9falPcIjhtKcZzzk5/pUTTQ4WPzD5pblMcY+tPMm2LztpKD5i2Mj15rEN20ty904UMTnCjAHtipRSVzcBKxAq4ywwVxzipoyfJY5TB45+9+FUIbiOWJCrAEjOCeauqV8tcbt38WSMfhQItR58tisecY+bPSmXk8sNlJJDA0ki4JYDhB3J9qb5sMMDSyy7SvO0rwR9ayrnbeK32m7WyMi7o94J3Afw8dM+9NCM+whTUtTkV7aSSRpA/mo+BGM8kjHI/KvREwFPzEegHSuK8Iq/wDasjKduY8ZLYGMjqa7WNmhc4OGU8FTn8jVCRmXRU+ILThiRgqV9cd/aptbfzEiHYZx+lVNKjg1Dx4LTUL65s4nbbFLFNEgiPUli/GMZ4HJOBUN0t6dS1O2nFyxtpmQi4Ch1wSPmA4zgDOOKJbAtyumwsQxOP8AZIzTlAZ8O+1cdcZ/Sk3Fgu7naMDA6Cn7laMDYuRzuxyagogjXc5+ZV3c7m6VJEWkl6LuJ9gKhXGOvQVJCF3HeWAxxtA6/jTYIspzIfk5JxtX+QqwpxIQUKgH7nce1VIsFgGYIO5xnFWCyxg8ghe/T8aEIo61e28dvLbSLICSuUyVbbnPXHHAo8KW/lTX0iRTwRs6hUlPzAcn0GaxfEKZvdxuI5/MTcGjJIA6Ac11WgG4fR7eeeczvJn5jJuZQOinPIxVC6l3VGUadNg7hxweuM1LpMoj0q3Vd20p/F1x/wDrrP8AEssx0R9hYFCq7h2BPSnaxpGt+HvDujT3NxdCS68zdB5eBBgKVBOPvMGzj+oNPoHU4q+Yl40/hNXI4ljh3rkEDIoorE6EUdNyZ9wdgSDkg0X0a28+U5PDc80UVUdyKnwoW91CXUNksqRKyjb+7TaDWgLa3fwZcXJgT7Qj4EncfMBRRTMyLwtp1vqmrm2uQxj8k/dODXXwRJbjyYxhIyVUew4oopiWxZhdt7L2ABrmJdSn0nxXNf22zzonbbvXI+ZSp4+jGiiqQMzi5is5VU/wgVWiRSFBHUiiis3uXHYj1Yk3pj/hRcAVe0iMSCMSEuAQAGOcUUUjSO5eiley1K/tYGxEXwQQDxj3+tWYCA8RKqwyMgjg0UUzJ7mL4jkzqJUKqIqjCr0GetdDZ6PZLomkX6xYuHI3Nk88N2/CiimT1Ny2hEpcFmG1NwxWX4iYnQmJ/vIaKKpDexn6r4mfXYLeKXS9OtjAixxPbI6lEAOEALlQOc8Dk81i6yx89FzwEGBRRSkESe6mkTSQgchWCgjNY5u5bXaYiMtwcjNFFSi+hasmJd2PO3b+rDNbepzG3nAhRI1KA7VHGaKKBMuWtlDcaNFfSgtN5hHJ46+lZK2qanrd1FOzhUjO3YcEYI/xoopoll3wzGqfaWHVX8sfQdK6a3csuTiiiqe4lsc1JrTaVrOoxnT9PvYpZQ5jvIN4DKOCCCCOpyM4PcGlivLjUru9vbuQyXFw3mSNjGWPsKKKJbCW49XaIh0OG9af9/LEnJzk0UVBXQpqACxA5xV6C3jOlyTkEyK+A2T6iiihjQ6yhW4u1icsFIJ468VX1J2itXVT1fZnvjOKKKaF0MHVIgt4oySDheewFdN4cO3T8ADmV/50UVXQXUn8SH/iU57+anP41j3WvanqGmwadd3c01vbu8qCSRmJZsZySecbePTJ9aKKfQXU/9k=", 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", "info": {"video_id": "150982", "label": "lifting up one end of hairclip without letting it drop down", "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": "9281f527be8e70bbba6051e3503196d1c2f258497bc5e2e952f985dea5167a66"} +{"episode": 14464, "episode_seed": 633582249, "split": "train", "timestamp": "2025-10-13T02:58:37.226138", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 633582249, "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": 3, "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 tea cup next to doll'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136484", "label": "holding tea cup next to doll", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136484", "label": "holding tea cup next to doll", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "136484", "label": "holding tea cup next to doll", "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": "838f5b80d2d7653b4767927530dff89a74747a4f3ce0064df1bf8bf3f09ab984"} +{"episode": 14465, "episode_seed": 4220920756, "split": "train", "timestamp": "2025-10-13T02:58:38.176530", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4220920756, "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": 3, "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 avocado 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144354", "label": "putting avocado on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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MrXd0hEq/cDD7vv8AWr0moRQ5Kkc8nPelvb4vb7R1LZrHexvtWjS0063aW4LZ2qQGx3xmuR+/LU9CFoI5/VNYku5miBPlb/zGatQ6huiEfRT1zWh4h8A6loHhiHWL4bJJLnyngGD5akZBJHTJBGK5uxt7m8nWG1heWQ9kGTXTypI5pScmdT4btG1DxHptqmW825jXj03D+lfWHA3EcjJIrwD4VeF72PxYl7fQiNLSMuAWB+c8Dp6cmveBKM7GNVFq1zGejsSB8YJ6GjeTyKbuHTFIWx6VokQ2JK52tx2NfIu1mmY/wlsV9Z3U6pA53AcHk18nKcM3Ybv61MgRciwT1OemK9y+GXg/So9FttbvLV3vHy6G4A2RqCcMo9xzk14hpwilv4EnfZE8qiR842qSMn8q9uvNe0ePwn/Z2g3qSwIyWshjYnYuScEn1waaaSbY7OTSRB4i1H+1tSnuGJNuvyxjttB4/M8/jXnni7WZ7bSykKsplbhvQDrXRXLyRxMhPbFc3qli1/beUCWIBwPrXDF81TU9P4IWRyul6nLFZiItkNnJ4zmuq8KW63vifTkHzIZkZ8einJ/lXMaL4Vv7y9ZJAYbaNsPKw/8AQR3Nes+DNC0/T9RFxaPNIwUrmUg46ZPA4rfmSlynLKL5eY9tjlEgBHcZp+ao6fIDCMVfrc5Qrwv9ok8+HP8At4/9p17mWA6mvB/2hpw8vh8Kfu/aP/adJjR45HwTivoP4aaJJomiKLmJUuLp/MfDk8Y+XPYHGelfPUTYPPOK9T8BeMdVvPEaWWoXjTRPGTCpUABlGeMeqg0RCR7sjKOTRMxZCenFU4pM4zVln3rgdKsk8l+MZmbSLF1z5KXB3gepXj+teMC53cc56etfT3inRotV0ia2kQMrjkfyrxhPh+UvTvkbywfuheazkjSLOn+Elq1rBPdMMeeQgz/dHP8AOvWVZxwOR61xnh+2W1t44Y1CKgwAO1dlA2UBNCE9yT5gc96Y7ELk96Hk29c+lUpZJLqQpDkAcFuwp7uyJZ8gQxPIwSNWdvQDJrXFjHZ2xmu5v3h4WFDzn3NTT6jbacrRWyKjeg6msFrxp7iSaQkknisrtnRyRitdzUWUxoMN8x5bmrlvq9zPeQPI4Zo2BVtoB46c1hi5DJszmp7AlrpF75qkk3dmbR9hWdz9ptYpcn541b8wDVoVjaYxjtIUP8Mag/gBWqHIFaXMxZD8pHaq6Pt+XtSzTdQD9arSSYAIqGNMteYBxmqd5cKgCJ80h5C56VUmvvLfy0+eUjgen1rhVvNSuPGt7p7a1dWq7pPL8tQ2WCbgvsODzWkVdakN66HOfG6Axf2E7nLt5+f/AByuO8MBUtpAQP3hJB+lO8c6zf6odO+3XklwUDlQ5B2525/lRpI26dGV6hQfxrGuzow61Lc8Zd8D8/Si1klt7mOaMkSRnKsvBBFMRnZiuMmtC3RVcq/bGa5L2OxHY3niq31nQpdPvNNEizR7JQ74Vj6jHI559q4+K2tdFs/LtY9g7t1LH1J70XeoJE4VBtUevepdKsW1qfzrkFbJD0Bx5h9Pp6mqvKo7CtCkro7vwLFPFaG+mOPNTbGPVc5zXeJch9pzz3rirW5EaKq4VVAVQOgFbNndHdya64xsrI4ZzvK7OnWcEZJxSvMioXdgFHc1kC6CRl3bAH61h+Lb+9j8OteW8r25WVFTaeeTzWsE3uZSZ0ZRrws5G2IZIHrXy22CzY7E17BqmtXtpoSahaeI9RaLzjAWuEWNZcLlmj77QeDn1H0rxhZhyMZY80p2srDhe+paVin3fXpW94a3SXF0AWEbKmVzwTk//XrmPMJwVPGOa6nwsreVNJjAZgBn2rnrStBnTRV5o6maVtyxtyRxn1p9vah5Nxbb7k44p1vGHfdKCcDIqu96FXKANIfXpXCd5dabcDDDl3b5VxXXeFdN+xRYc7nYZZvesLwpZ+ar3kqjc+UT6dzXa2ahMKvau2hS5Y8zOHEVrvlWx02nttUDtWkJB0rIgJVV+lW4i8rEKcIOr/0Fbq+xzXJZHMreXFjIPzN6f/XrxD9oSJIR4dAP/Pxn3/1ddFda3fHx3eaU+s3lpaefsiMUkaLHwCSS46dfcmvIvibrF7f6vDZX17c3DWMkybLjG6PJAwccZ4GcU3sJbnIq4GAR16Vs6HftpurWl8h5glV/wzyPyz+dYMbEnrkdM1etzjkHnpmpTszRn1dayiS3jkQ5VlBB9RV2NuK4/wAA6uuoeFLMu+ZI08pvqvH8sV1ispHWrbM0SSoHQg9xXMXeniOdmArpi4NULoCVj0qWUjLtITGwbFbEU30xjNUygC5zgCp4YSzBpvu9o/X6/wCFKMXcHJWJiHuuhKQ/3u7fT2qdFSNQqABR2Fc7441K603wxJdW1w1s6yxjzFOCATzXmXjfWvFmh+HNNmfVb9W1DzFmUqV8kAKVUnHDMr5x2+uca6Izs2eL3Ls87knnNRqcUUVmtjZ/EyWLknmt7wtClx4htIZBlGmVSPUZFFFLqN7H1RZyE8YA+lX9xIooqomJTZyXIPrVe9neGzlkTG5RxkUUU4iZW02JSpkOS7clj1ry7xZqlxofijVdRtAnnwSuU8xcjldpyPoTRRWktiY7nkF3LJPKHlcs5HU12FgoWziUcDaP5UUVx4g7aG5qLEkVmZVHz5AyaZI5ig3r973oorlZ1Ix/MaeZA5/1kgUnuAT2r0RIkt4EiiG1EXaB7UUV00djmrl2AnC81t2zHjmiiupHJIv2xNzeMsvKxnCiofHShfCEmB0ni4/E0UVq/hMup4j4y8W3GuMtjLp2n26W21Int0dWVAOFwXK45z0681zUQw2e+M0UVhLY3RKgyQfcCu38PqPsEY6CiiuWv8J14f4jWluZY4Z2Q4IXisIzO+3cc5NFFYROiR6joCiO1iRRhVXAFdJZ8uaKK9NbI8qW7OjthuManoeDWgoGAAMDHQUUUyT5/wDiD4in0DxNqvlWVjdJPd/Ml3DvAKrkEYII69M4PevI9av7nU7+W/u5TJc3DtLK+MZY8njtRRUvY0RBbscNVyE5cDtmiis+pZ7N8IZpDbX8JOUSVSB9VOf5CvVQBiiirM3uDdKrugDE460UUDI4FDSSMf4Gwvtx1q1EASSaKK0RmzxD4063fS6pHpPm7LOFElEaZG5znlvXGOK83vvEuranpdvpd7ezT21tI8qeZIzEs+M5JPONvHpk+tFFSy0f/9k=", "info": {"video_id": "144354", "label": "putting avocado on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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MrXd0hEq/cDD7vv8AWr0moRQ5Kkc8nPelvb4vb7R1LZrHexvtWjS0063aW4LZ2qQGx3xmuR+/LU9CFoI5/VNYku5miBPlb/zGatQ6huiEfRT1zWh4h8A6loHhiHWL4bJJLnyngGD5akZBJHTJBGK5uxt7m8nWG1heWQ9kGTXTypI5pScmdT4btG1DxHptqmW825jXj03D+lfWHA3EcjJIrwD4VeF72PxYl7fQiNLSMuAWB+c8Dp6cmveBKM7GNVFq1zGejsSB8YJ6GjeTyKbuHTFIWx6VokQ2JK52tx2NfIu1mmY/wlsV9Z3U6pA53AcHk18nKcM3Ybv61MgRciwT1OemK9y+GXg/So9FttbvLV3vHy6G4A2RqCcMo9xzk14hpwilv4EnfZE8qiR842qSMn8q9uvNe0ePwn/Z2g3qSwIyWshjYnYuScEn1waaaSbY7OTSRB4i1H+1tSnuGJNuvyxjttB4/M8/jXnni7WZ7bSykKsplbhvQDrXRXLyRxMhPbFc3qli1/beUCWIBwPrXDF81TU9P4IWRyul6nLFZiItkNnJ4zmuq8KW63vifTkHzIZkZ8einJ/lXMaL4Vv7y9ZJAYbaNsPKw/8AQR3Nes+DNC0/T9RFxaPNIwUrmUg46ZPA4rfmSlynLKL5eY9tjlEgBHcZp+ao6fIDCMVfrc5Qrwv9ok8+HP8At4/9p17mWA6mvB/2hpw8vh8Kfu/aP/adJjR45HwTivoP4aaJJomiKLmJUuLp/MfDk8Y+XPYHGelfPUTYPPOK9T8BeMdVvPEaWWoXjTRPGTCpUABlGeMeqg0RCR7sjKOTRMxZCenFU4pM4zVln3rgdKsk8l+MZmbSLF1z5KXB3gepXj+teMC53cc56etfT3inRotV0ia2kQMrjkfyrxhPh+UvTvkbywfuheazkjSLOn+Elq1rBPdMMeeQgz/dHP8AOvWVZxwOR61xnh+2W1t44Y1CKgwAO1dlA2UBNCE9yT5gc96Y7ELk96Hk29c+lUpZJLqQpDkAcFuwp7uyJZ8gQxPIwSNWdvQDJrXFjHZ2xmu5v3h4WFDzn3NTT6jbacrRWyKjeg6msFrxp7iSaQkknisrtnRyRitdzUWUxoMN8x5bmrlvq9zPeQPI4Zo2BVtoB46c1hi5DJszmp7AlrpF75qkk3dmbR9hWdz9ptYpcn541b8wDVoVjaYxjtIUP8Mag/gBWqHIFaXMxZD8pHaq6Pt+XtSzTdQD9arSSYAIqGNMteYBxmqd5cKgCJ80h5C56VUmvvLfy0+eUjgen1rhVvNSuPGt7p7a1dWq7pPL8tQ2WCbgvsODzWkVdakN66HOfG6Axf2E7nLt5+f/AByuO8MBUtpAQP3hJB+lO8c6zf6odO+3XklwUDlQ5B2525/lRpI26dGV6hQfxrGuzow61Lc8Zd8D8/Si1klt7mOaMkSRnKsvBBFMRnZiuMmtC3RVcq/bGa5L2OxHY3niq31nQpdPvNNEizR7JQ74Vj6jHI559q4+K2tdFs/LtY9g7t1LH1J70XeoJE4VBtUevepdKsW1qfzrkFbJD0Bx5h9Pp6mqvKo7CtCkro7vwLFPFaG+mOPNTbGPVc5zXeJch9pzz3rirW5EaKq4VVAVQOgFbNndHdya64xsrI4ZzvK7OnWcEZJxSvMioXdgFHc1kC6CRl3bAH61h+Lb+9j8OteW8r25WVFTaeeTzWsE3uZSZ0ZRrws5G2IZIHrXy22CzY7E17BqmtXtpoSahaeI9RaLzjAWuEWNZcLlmj77QeDn1H0rxhZhyMZY80p2srDhe+paVin3fXpW94a3SXF0AWEbKmVzwTk//XrmPMJwVPGOa6nwsreVNJjAZgBn2rnrStBnTRV5o6maVtyxtyRxn1p9vah5Nxbb7k44p1vGHfdKCcDIqu96FXKANIfXpXCd5dabcDDDl3b5VxXXeFdN+xRYc7nYZZvesLwpZ+ar3kqjc+UT6dzXa2ahMKvau2hS5Y8zOHEVrvlWx02nttUDtWkJB0rIgJVV+lW4i8rEKcIOr/0Fbq+xzXJZHMreXFjIPzN6f/XrxD9oSJIR4dAP/Pxn3/1ddFda3fHx3eaU+s3lpaefsiMUkaLHwCSS46dfcmvIvibrF7f6vDZX17c3DWMkybLjG6PJAwccZ4GcU3sJbnIq4GAR16Vs6HftpurWl8h5glV/wzyPyz+dYMbEnrkdM1etzjkHnpmpTszRn1dayiS3jkQ5VlBB9RV2NuK4/wAA6uuoeFLMu+ZI08pvqvH8sV1ispHWrbM0SSoHQg9xXMXeniOdmArpi4NULoCVj0qWUjLtITGwbFbEU30xjNUygC5zgCp4YSzBpvu9o/X6/wCFKMXcHJWJiHuuhKQ/3u7fT2qdFSNQqABR2Fc7441K603wxJdW1w1s6yxjzFOCATzXmXjfWvFmh+HNNmfVb9W1DzFmUqV8kAKVUnHDMr5x2+uca6Izs2eL3Ls87knnNRqcUUVmtjZ/EyWLknmt7wtClx4htIZBlGmVSPUZFFFLqN7H1RZyE8YA+lX9xIooqomJTZyXIPrVe9neGzlkTG5RxkUUU4iZW02JSpkOS7clj1ry7xZqlxofijVdRtAnnwSuU8xcjldpyPoTRRWktiY7nkF3LJPKHlcs5HU12FgoWziUcDaP5UUVx4g7aG5qLEkVmZVHz5AyaZI5ig3r973oorlZ1Ix/MaeZA5/1kgUnuAT2r0RIkt4EiiG1EXaB7UUV00djmrl2AnC81t2zHjmiiupHJIv2xNzeMsvKxnCiofHShfCEmB0ni4/E0UVq/hMup4j4y8W3GuMtjLp2n26W21Int0dWVAOFwXK45z0681zUQw2e+M0UVhLY3RKgyQfcCu38PqPsEY6CiiuWv8J14f4jWluZY4Z2Q4IXisIzO+3cc5NFFYROiR6joCiO1iRRhVXAFdJZ8uaKK9NbI8qW7OjthuManoeDWgoGAAMDHQUUUyT5/wDiD4in0DxNqvlWVjdJPd/Ml3DvAKrkEYII69M4PevI9av7nU7+W/u5TJc3DtLK+MZY8njtRRUvY0RBbscNVyE5cDtmiis+pZ7N8IZpDbX8JOUSVSB9VOf5CvVQBiiirM3uDdKrugDE460UUDI4FDSSMf4Gwvtx1q1EASSaKK0RmzxD4063fS6pHpPm7LOFElEaZG5znlvXGOK83vvEuranpdvpd7ezT21tI8qeZIzEs+M5JPONvHpk+tFFSy0f/9k=", 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", "info": {"video_id": "144354", "label": "putting avocado on a surface", "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": "90dbe03a214e4e565e848db7c3ff9e9bafdc98057ac6909d314ea529464f0ce3"} +{"episode": 14466, "episode_seed": 2415768131, "split": "train", "timestamp": "2025-10-13T02:58:39.939875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2415768131, "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": 3, "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 smartphone'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "79663", "label": "uncovering a smartphone", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "79663", "label": "uncovering a smartphone", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "79663", "label": "uncovering a smartphone", "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": "c1df0cb1c21b82de3ad4b12bc7c07d8b1c6f563f7afd45cc1040a377d8c153cb"} +{"episode": 14467, "episode_seed": 293850938, "split": "train", "timestamp": "2025-10-13T02:58:40.653705", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 293850938, "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": 3, "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 glasses next to coin'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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Hp/WtC+1a/ubZ7W5g8pmwWOc8deK5jwt4mOhx3Cvb+YZduOcYxn/GptX8Wy3xZ4bcLI3GWPQCtHNW0ZMVboYHifWXt7+O33tIFj3Fc45Ncwl6d2XTI9mwadqkcxu2lncu0vzbjVDJU4rI1jJrVG1FqsaDHkN9d3NTDWojhWjYKM471hhs0m6qRqsRUO2tHju4lniywcdAOQehBrE1WG4OrXMZjbKEAcdscVirK6HKMyn1U4rRtI7q++eeeVohx8zk5pqSTuRUm5xsy3Pqeb2FUG2KBFVAPbqfxNaPneZItxG2M8/SqqWsUYztGaczquQoyfapcrsy5bKxuWV/GZMZAcDoRwaqGQ3k27PyqMCs1BKXDEYx0rW0qHbbj35qZu9hWs7iQztaXC7j8pNUvF2rKZIYY8HI3E1evosLkDmuQ1uQyagT6IoqY9jTzH2+oquNyt+FaEesW4AOHBHtXOKcVJnitEjaOInHQ60X9jOcxXCKW6rJ8pH58Vb+0w2lpLcB0k8pd21HBJPbpXDFqdG8okAiJDNwNvfNUJ1pSVma1leMdSkmlwxlzuJ9TWnbTPFIJEJDA81n22mBUHmnLEc+lXFjCDG44HvSc7nOo2Ow03U/tCMjTYHf2rK8SZ8y3IcMDu6fhWLHcm1lDREgH72O9XGl+2bCGZimeoxRKV4k8tncqCCR13YJFULq5NhOGMZYMvHOK9Ks9FSbT43CjDKDXGa5pLebIjrjb0rNw5XctSTVjk1uSXywJ59auQ6ikYx5J+uazZIzDKyHqpxSg5qkjVVZR2Ny31i3RmEsDFGGODyD2NaFtqOmyOP9IdGPADx4/XNcoSKbuzVXsV7abOg167Zrg2aHMUW05B4YkZz+uKhsr0RqYJdxX7y4GcetVrGzkugJJWYxjhcnr/8AWrWS3jiUYUZo5tLGEleVyW3vxA+6NJGB6gjFdHBrQeBQCSP7vcVy7MPuoMn1qSAXCEkEqDyQKFJolxTPe59OI5XsKx5LsW9w6t1XiukmnCpk1yVwgmllkJ+8a69Ec8WczPq6PfyAt1lNSX2rKdHvlJH+rx+lYuoaawnd1JDbiQa5bV7nUbeF4nz5T8FhWDqKzRrKPNY5/IxmmgZpM1JBDJcSiOJcsayZuaelRIim5k9cIP5mtBrpmyI0Jq5YaITGvmc4HTtWzFpKBB8oos2S2jnobeWUhpD8voKvx2Y3DANa0doqp93GPWq2kWn9reKJNNl1Ga0QrIYvLj3FmVCwX2HB5Pp707WIu3sRrpqzAqQQR0IrPuLK7tj/AH1rU8KzzXouGmkZyAhGe2c10n2BJQdw5pON9hc1nqeZ6irSWxDxsGXkcVhEg165c6OjqRsB+orkdW8MBiXtxtfuOxpWa3LUkzkAc8GlPtTp4JbaUxzIVYetR5plk0ERmlSMHG48n0FdCJ0ijEUKEhRgAVW0bRppj5rgqp6DvXV22jogACUt9hXOdVLi4YDGwVowWSquCpJ9a2v7NWMqQvHeqer77awZ4mKvuAyKfL1IcriLaL5fPBFTWEZWFRTNYtLa28Pw6lp2rX8ytcm2zcwrGtwQm5niA52qcKd3qPcC3a4WFQaUhbMrXsf7s1wOqAjUJM+38q9Fu8NbsfSuUn0uO93ucrIejVK0LTOZpe2anu7GezbEinb2btVYGrTKFrW0mFEBuZOxwg/rWZDC88ojjUljXXafojeWvmZIA6dqGwZVa8J4jQtT4oppjl+F9BXQx6Mm3O3tUkdiqJjbilyslyMeO0UkcVq6bp3myuAOgqPRILXUPFn9mahfXFpBK+xJYpYo1j7ksZOMYzwOScCt3whbSr4g1mxuPtANtJ5apcAB1wzD5scZ4GccVSim7ESulc6zw7aZ01YmHK5Fc34r03yb1Tt+V+K7/SrYRA/WsbxlArBXxyOa1lG8LGcJanz9rtubbVZkI68is0H1rtvE+kNeMk8P3wCCOxri5YpIZCkilWHY1zpnRHYbmpII/NlVM4yeT6Coq3tG0aWdhI4Kg9B7VTYywtxsQRwoSFGABTkiubhsNlR6CultdHjXChRVs6csbAhRjHNKzJckYUFnsUDZzVwQKEz3p+sBrawZ4mKMGAyKNe0HV/D+haTfXk9ws16ZDJCY8CDAQoGOPvENnHb6g1Ssidz1fUZGVcA9FzXPrI2080UV1S3OboULqNGHI7ViX1rDJEQyAgiiiuaW5rE4LWNPgt3ZolK+2eK2vDtjAtuj7cswBJNFFZm72Owhgj2Zx0qwVCx8DFFFbIyexTm+8fpXLPqM+keI5L+12edE7bd65HzKVPH0Y0UVMgjuafggBRfLjgCMD9a7IAbM0UVS2M5/EPIH6VnzxIx5FFFNjicvren20qHfGCfWuX07TbdtT2spKryATRRWL3N47HoFjbRIgwvWtARqmcAcUUVa2IZFMcZ+lYmvf8gs8fxrRRVMS3MrX/E765b28UuladbGBFjiktkdSka5wgBcqBzk4HJ5rUjJ2DntRRWT2KluiGeRvLcZ4qnZgFRRRULcZZuLaKWEq6AjHeuO1Syht5CYwR7ZoopoqJu+HbKAW4k25ZuSTXYQQoEHHSiiriTIs4AXAqpMfm/CiirIObk1ptJ1C9jOn6ffRTSBjHeQeYAyjggggjqcjOD3Brqvh5fXGp63q99dyeZc3DJJI+MZYls8dvpRRSj8SHP4T1SH5E+X1rB8UHdbkn0oord7GENzgpY1aMZHQ1zesWNvKhLxgnHWiiuTodEDB02wgfUirAkLyATXfWEEaKoCjmiihblSNIALwBUUpIBx6UUVozJmLrxxph/31rA1HxFquoabBpl3eTTW9vI8qeZIzEs+M5JPONvHpk+tFFKRcdj/2Q==", "info": {"video_id": "202434", "label": "holding glasses next to coin", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202434", "label": "holding glasses next to coin", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "202434", "label": "holding glasses next to coin", "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": "f56b989ed827131220b5168ff9907c432fde94408e8e2e490de626d121345b5d"} +{"episode": 14468, "episode_seed": 1088170615, "split": "train", "timestamp": "2025-10-13T02:58:42.592009", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1088170615, "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": 4, "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 plastic rope'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "108097", "label": "twisting plastic rope", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "108097", "label": "twisting plastic rope", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "108097", "label": "twisting plastic rope", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 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": "108097", "label": "twisting plastic rope", "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": "1bec082a81ba9bf083d3970901f7cbeceee74e4841e987a87331643c00bf3160"} +{"episode": 14469, "episode_seed": 3774657881, "split": "train", "timestamp": "2025-10-13T02:58:43.745213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3774657881, "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": 3, "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 red candy so it spins'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75828", "label": "pushing red candy so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75828", "label": "pushing red candy so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "75828", "label": "pushing red candy so it spins", "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": "211cbabff84f243a2d8098b505838fdf45d90ec6615a18f637808e1b882bf0a8"} +{"episode": 14470, "episode_seed": 101606915, "split": "train", "timestamp": "2025-10-13T02:58:45.455142", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 101606915, "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": 4, "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 a cup of coffee 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210641", "label": "pulling a cup of coffee from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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jjvXZn4aaM9qEtpY3zzuYEFvxGa8ztFMfmyRNhnTa20469q0dO17V9LwkF4y4/hb5l/I1cZJbkTTa0Z6hH8NPCpCSNZsJByQkzbfyNdHrd2l7ZXdvKBLFtJCnkHHT+VecaV4+m3Kl/HG2eN8fykfhW7HqRdA2OozjNbxa3RzWezPN2XTfMKyaHadOfvcfgKrXuj6bbSlZdBtl4yCjPgj869FvpY2tpWJQHH3sDNZC3CYA3K/1NROZpCBy8fh7TmUMvhsOPVZm/wAa73wHp0Nl4r0+9GkNatFbvCshuN3B7bc1UjuY0GC6gA9BW1o9ykeowOA2MnoPY1HOzVQRyvip7WXU9U8uKSKUzSOJC2VJye3vXFQarehwpgl688V1+uhZ768dlbaZnxuPvWLbWozuGCtYwbRtVs2dv4VdP7PlunnCyRxs4yuduBnJpNZ+GNnrjCS71q9mzhgrthQSM8ADA61l6RNHBJsKnYwKkFuorqX1WTSkV7yXzoGzhl+8Mfzrqc9Fc5HDexS8KfD2y8Oy3cazyiK4C5dZgT8ueOnvXU2cMehwSxw393cCVwxFw4OMDtgCuduvGGlwWUVwpkmDkr5a4DL65zUd3rcN1JALZi0TQiQMT6nGPwxWiknZGDg07nNfEkytq1vdW0YDvEdz7vvHPSsnRdSvFkAmj+XuVOav+IHa91ZQzfJGgVRn15P86jgWCCTAlGcZwanmtI0UbxOj13U706XbQ2dsHtn++2/a5f09hjmuTtdGgeVy3hq3JYElmlxk+uc8mto6sI4/JeQKu4dPWs/UtRS5LWatJvVwwdRgHioqVNbm1OBb1jwbocGj6fq0UVzDqEmUeBJtyZAI3YPPYdDXUeH7ex1z4dQDV9OkuLuCNkEihQVKtkOCa82eeWe4CyJcySD5dzHAA9q07nWpV02HS7KXyESMiSPkbxnOP/rVhzHXG9rG9qehadr8AgvTKlvbruS3jJRAeeSB1PHU1X0/4TeGL+JGPnozQLLhZDwS2PWqtnr8jW5juoVeRkKCRTg4PrXWaFOryYQqNttCnB4++5/wpqWxjOOrZgTfBbRMHyJWY9laVh/jXZHwnYTRQu8tykyAcwzlRxjHbtV5ZRkZ4Yd6d5inkMcj0PSuhPSxwTV3c+c5biQ20ihSx4HP1qCx803K70O0ckLUTaiuzCjmoBqJQZYkHPasLu9zpWx6n4SlnhmgmkZIIUBZy7gD2qh4o1mKfWbWaKWOcQRjcdvylwf1HSuFh1ggE8n2JzTnvftPVgtXOs+WwQprmub0GoyXF7vVsuzFmY9yc5rN+zuLyR2fduZiafZyLCVYDJHenNK+XKR7Qecnqa45O51xdkYuofI5w4UD1FU42SQhsjIP50urRyzTbi3HpWWiyE4XNaxjdbkSnZ7HSIscsP7uR0f0JqlNNKCV2cgc4qtE10CqE5UdTVp8urA9cUtjNu50Hgi5Yvfldxx5fH/fVdsbhzCQcKK888IXQs5L7KnnZ/Wuim1N3YED5fSt+iMralu4CmXhcn+8TVZ7a8aZnXAB74yaqNqo8zAXPPU1aXWJDgdF9RSaZSsaVvLJbRKoDyO3UkdKU2M826W6kIXOAi+tQ2c6Svv3l2zzWu07tAqxxhipyM9BWcpdC4ow9SsSiCRQRx19KwpLwJMEEgc9DkV02qCWWBkZuo6jtXBXVg9tIdkhYk9z1pQRUmbu/wA6YNGVU4+6vAz60FXj3Nktu4x6Vk21ndRuZFm+bHArYtllWHMx3Pmm7Ii5TnnktzmQHJ6Cu5gu3BAOWIHeuI1NcgOFDDvXQf2soQhR81XF6EM0r2QyKwZm24+6prOjjYn92p69CapvqmFPmZzTrfWFTO1OTQ7lKxs24lSQNK6qo52gVs2GpGS5jWE4wTyfpXLi/N0MF9ua17CRICjAZIrOTaNYkdxE4eYuxctIx/WqEswiOAwQdMEda1ZXZyxWIKOuSetc3qKPLc7mxwCdvqe1RDcqWppQXCTEFT8wOM1v3dne3OnpbnYQo3Kc8jPasLwdp9zqWqwQeSoDyAM3Zc11V99qttUntpAoET7fyq+a87ESjyxueeXAmjdgY/unkGp9KvCzSqm7C4GB75roNX04So88Q+Y8so7+9cpZXAsp5wyEbsf1rWDtIxlqi/fNcS3LMEUDA5HXpioktpWCARtuI+Zie9RzamxcEDC1GNXQSbQCeepqncSsXodOugzeayKmOTjJp9yI7MxkM0jtwSRUSa0zDbjaPWrEAiuGLM+8mspt9TWJCltNfMkjz7GQ8BO49/cVNqEbspmb/W45bHB9/rUU0ssbFIISxHTsKhv3unszGW2sw6jtWRrzFL7WIp/LaZZC3GMYxXXeHNV8lfJ3gJnj1FeUz2k9vKCszO5PJPU1r6emowP5vnAHHC1ra2pm5Hti3pCEhw4PTnNI1+0K5fOSO1cBpWpXlvFulbLE8g9K35NRju0UhwrDnGa0jPocs42PEBMDRjzMdqpiXYeKsW5ZuSetTsak5VY8/Nz2p0MMkrq2T1p4gGQzc4qZZ1Q4A4FS5FIvwTPH2zjpU4nLodx5qgJtyhgKjaR2Jx1rFo1UiS6iEwrMNoyEgVswx5jyx5pXRXBwOlPVIlyuY8QkTIbpTpPnPB6VPcLsq14W0m317xB/Z9xfSWoaKRozHHvLuqFgvoBweT6VUVzMlsZpEhhefd/Ft/rWv5pJ6YFc7p0zMsrOSThSK0Irp5pAmeK2jdKxmzUECbSzGmhfNcLHnb0qeGIOgyeKnXZAMKvNHMCRNZWz26fKTk1qJdSBVUt8tZkV224KRT5JGA4rOSuzROxfuJQ/GRWRcaeJTkDkHNWbeN3lyTxV8qicAZpJWQNnOvZOrAq2D3FSZwhDHmtqa3DLuHXHSub1dngtmKEq4YYIqeorj5YmMZKnKmkW4DA+tWNYs7S08OQalpmrX0ytdG1zcwrGtwQm53iA52qcKd3qPcDFN15JOK1irEvU08GbHQCkMaQ5+b5u1Q2bNL8xPWtBbZch35xVOVhJENrbSzMrEng10FtNLDjIzjpWalysfCrwKtLcb0DAVlPU2joaQuS6Eseaz7qITnNQPK7MdpwavW0WYgznmpirDciPSJbnTrpZYZGQqwYYPoa25dRub26lurqTfJKdzN61nAK2cCnkhEHPaklaVxSldWLxm3nhq5bxCqW1xG6gDzc5A9sf41Z0eWK/8XHTb3Urq1t5ZNiSRSxxrH3JYycYxngck4Fc/r0tzDqtza3LXJNrM8arcAB1wcfNjjPAzjiuhdzBi+ZvOAOPej7MuCzNWdFdvcShAcVsww+YnJ4q3IkrbTLIqRElRwa1rC2ltY8g8k96iRY7VflGTVqG8ywUrWUpXNY6Ft5HBU4AB4NQ3LqwwO9MlkbaRg4qrHDK84LE7Kx5Xc15lYoT2Akl3AdDmpRazBlZT9RWuyJGMdSaQx/Jk8cVTZm2V1lIjIY4NIWkRMq2RWfq0rw2rMjlX3DkelW9e0TWPDvh/Sb27nuVmvTJ5sJjIEGAhQMcfeIbOO3TqDTim9SGeZ1dtfuiiitZ7Ai+GODSLypoorIslQkAAdKmj5eiikMmLEDANOyQOKKKliKtyoKEnrVKw1W50TVk1C02efFuC713D5lKnj6MaKKunuJkFs5QMFPBwK1dOQF896KK16EM6CI7QMU8kmQZoorNlIfnDZ71MrkjmiigZbiOIgRT1Yk8miikxDtxJAzWP4kRf7PL4GQ60UU1uIztb8Tvr1vbRS6TptsYEWOKS1SRSka5wgBcqBzk4HJ5rBd2dwCaKK1QjesBiNfatMOdpoorNlRBANvSpkYqAB0oopFE8XMnIq0XIOAeKKKGIerELkUbiUOaKKURM5ttabStSvYzp+n3sUsgcx3kG8BlHBBBBHU5GcHuDWLrWoXWoXsl7dSmS4uXaSV8Yyx9u30oorZEkOmKPM3c5rpYTtQYoookStyRjucZqUcNkdaKKgp9CcOWXmrSAeTRRSew+pASS/NMZ2ztzxRRWfUZk66ALQsOu5aoXfiDVNR0u2028vJp7e3keVPMlZiWfGcknnG3j0yfWiitYbEn/9k=", 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", "info": {"video_id": "210641", "label": "pulling a cup of coffee from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210641", "label": "pulling a cup of coffee from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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FODg+tClqXUV00WtP+E3hi/iRj56M0Cy4WQ8Etj1p83wW0TB8iVmPZWlYf41v6FOryYQqNttCnB4++5/wroVlGRnhh3q6bb3OSqrPQo/8Inp80cEkktyksYBzDOVHGMdu2K1dXvlu7W6iIEqFWKhuQSOn9KiMi43Bjke/SuYj1FigJwCeeTXQpdWc0Y9EefvO4lKyaLaEjr/ouSPwqC9tWspGKaNZqduRJDFtOD79q76+uozaS75ccdc1gz3MLWUoWRX+XGCaylNm8Yo4uzudSinwkRZAeu6vW/A17G8sf2zI9cnpXDW/krnLZx2Ares7pbRBL5bYHbuaKc7blTimWrq/s18VS5svuSSCNtx4GT05rnZPDXhiaWSR9PZixZjgkc8n1pbzUgssk4txkZ2knJGax4tYnNzvSMNDgggjnpXPzNN2Z0tRaV0SeKPDOjWVosOmyfZJCvmZmZirc4wOvNdxYfDzQnsbGOTUftEscIJDAFWJ5zjrivO9Qu31K5JuD8oGEB7D0qXz7u3mikindTEoUEMc4rRyV7mSTUbHp1n8M9C+0Sm7ijliflSjspH0rptD0PSvCNvcjSkeP7Syb90hYsFzj+deVWHjbWbfYs08c0Y/vrz+ddXaeKU1WNNsZjZQdw3ZFbQlFs55Rkt2UviGLSTUIbiXToLlpUJd5BznIHX6AVxjadp15A8iaDZkxDLDL559PWvSJLsSrhsY9+c1iX00a3jYkUDaPl6CicxxgcRBo+lzyMq6DEzAZ2iRh/WtbTtBtYpZFi8NMu+NkJFwVyCOeprejuEzu+Qe5q7BcxMxAbcc547GsudmygjT1MWtp8MNGsXs3EcEgVYlkyUIDd+9eWazdPbXitaJIY5F3bepT2Nela7ciTwxaQqJCfPPTj1rz+7to2uAAAG9zWTb57m7S5Eh/h+9murxEnDRAnq44r0q70WPWYEsU1W4tUjhWT9wNpbcxXJPXt2rz20hERUsuWHTBrtNKnlmiRreYRyKAGBOdwGSAfpz+ddEZvlOaUVzGBP8GNMLtLHeTTOTuO+XBP1yK71vD9q6RS/2jfQSpg4hlG3I6dqy4fFNgbhLe4cxT9Nx+7+dQQeL9PuJLmKJZVkhRmTcQBJj0q1NWsc8oNu7PGpbiQ20ihSx4HP1qCx803K70O0ckLUTaiuzCjmoBqJQZYkHPaue7vc6Fsep+EpZ4ZoJpGSCFAWcu4A9qoeKNZin1m1miljnEEY3Hb8pcH9R0rhYdYIBPJ9ic05737T1YLVzrPlsEKa5rm9BqMlxe71bLsxZmPcnOazfs7i8kdn3bmYmn2ciwlWAyR3pzSvlyke0HnJ6muOTudcXZGLqHyOcOFA9RVONkkIbIyD+dLq0cs024tx6VloshOFzWsY3W5Ep2ex0iLHLD+7kdH9CapTTSgldnIHOKrRNdAqhOVHU1afLqwPXFLYzbubvgu5YyXxUsfuf1revmuJblmCKBgcjr0xXLeEboWcl6GU/Ns/rXQTamxcEDC10L4UjH7RIltKwQCNtxHzMT3qaHTroM3msipjk4yaojV0Em0AnnqauJrTMNuNo9aTuXEluRHZmMhmkduCSKYltNfMkjz7GQ8BO49/cVNAIrhizPvJqKaWWNikEJYjp2Fc8tzeLsiXUI3ZTM3+txy2OD7/Wsf7WIp/LaZZC3GMYxV2/e6ezMZbazDqO1cVPaT28oKzM7k8k9TTgrilI9W8Oar5K+TvATPHqK61b0hCQ4cHpzmvE9PTUYH83zgDjha6zStSvLeLdK2WJ5B6VopWMZ+8d89+0S/PncRjiuPhuJFYjBOO5rRl1KO7jUhwrAZIzXKtq3ykKvPvWnNdGMFqal6+8Nv8Am4+6DgVlvFLJCywqBk9O1VH1Mqh3gk9qWDV2XO1QCe1S0zZWLlrBcRygzsQoGcKuBV9nvLxAkS+WM43EVmpqPn4WSQr7Vt2UyxbSoJ9DUN2KSuVf7NUb0DM7kfMT61gXg+xs4aTYPSurkkmJchVRTyPU1x2vWTXMnmNIRj+HsazWrNG9BsV2JYmVtnPAYjke4qQRO8YHmHB71z8dpPIWVZMAd61raG7R0Qy7oxWj0M7k8pmwdq8KOTWj4cvGL3W0thdoOO/WoHwUZDgEjiodFuRZzXQdcFivTv1pwepLOyNy5i4496yLgBpsnczf3iarTaqzMNowtV21WPzehPPWqdwjZGpFHcAfKFA/vNya07a8W0QB33ue+Kw01kt8oXAPerVq6yy+Yz7j6Vm2+ppE3b6Sa7062zJhVlJwPxrGnGxmYrz0BxWmZwbZUWLftJwO1ZuomTyCMAZH5Vle7NXsVBeoJMO4bJxgVuaN5/mNJbEDZzhjwa4tY5EkjCIHJ5JJ5znpXpFjpl3Z+FBqPlqpebyypHIGAQf1rScrWSIUNG2cvrtlcW7+cyDEhP3TnFc/JdNbHLphh0x3rv5E+12xjnwcnP0ri9esmt2wy7l7H2q72Mb3OAEwNGPMx2qmJdh4qxblm5J609hE5VY8/Nz2p0MMkrq2T1p4gGQzc4qZZ1Q4A4FS5FIvwTPH2zjpU4nLodx5qgJtyhgKjaR2Jx1rFo1UiS6iEwrMNoyEgVswx5jyx5pXRXBwOlPVIlyuY8QkTIbpTpPnPB6VPcLsq14W0m317xB/Z9xfSWoaKRozHHvLuqFgvoBweT6VUVzMlsj0iQwvPu/i2/1rX8zecAce9c7p07ESM5JOFIrRiu3uJQgOK3i2lYxluaP2ZcFmak2mWRUiJKjg1Zhh8xOTxVhFjtV+UZNDkNakthbS2seQeSe9aDyOCpwADwaqQ3mWCladLI20jBxWElc2i7D7l1YYHesOewEku4Doc1fjhlecFidlXWRIxjqTSWiByXQyBazBlZT9RV5ZSIyGODVgx/Jk8cVjatM8NozI5WTcMYoIZoM0iJlWyKyRcbs8ZrR1e3trXw7BqWm6vfzK1ybXNzCsa3BCbneIddqnCnd6j3A5xrownitopog1AvnYycYpWWOIkDJY9KgsiZAGY8mtJYEGGbkim5WCxDbWbysrsSMGty3klhPX6ZrNW5KH5RwKsrOZEBxzUS1NI6GktyWQ7m+aqFzGJ+ozUDM7sQODV+3hAiy55qUrDbMRtO2ZxwDzTY4ZISQxyK6EosmRis68h8sZ7UmK5QkAkbhue1V9xhkbf/FU/h+Gz1LxWunajfXFrBM+xJY5Yo1j7ksZOMYzwOScCs6/Wa01a/tJ/tANtO0YW4AEi4JGGA4z0zjirjG2pLZd83JwB+dJ9nBBZjWfHdtK4jFa0MJkQAtxVt2EQYLOqRE7a1bCGW3TIJyTUKLHbDgc1aivMsF21EndGkVY1Eu3Cqp4FNnkDgr2IqhJKQuBSW/mSSjJO2slE0ckQvaESBl6g10dtq+oDSzp/nsYHYOynnJHSqW1E46mnooDZzjiiS1TFz6WLwuPl+Y81BeQrdW5R8Edj6Vj63dSW9gzxSMkgdRleuKNc03XNA0HS727u7pZrwyeZCUwIMBSgY4+8Q2cdvqDWyVzBnklXbX7oooqp7Ai+GODSLypoorIslQkAAdKmj5eiikMmLEDANOyQOKKKliKtyoKEnrVKw1W50TVk1C02efFuC713D5lKnj6MaKKunuJleBigYKeOBWlpijzN3OaKK3RlI6WE7UGKkY7nGaKKzZUSUcNkdanDll5oooBbFpAPJqAkl+aKKzkNbDGds7c8Vka6ALQtjnctFFEQZFrXiZ9etraKXStNtmgRY4pLZJFKRqDhAC5ULzk4HJ5rnVYyyDce9FFbiOhslCoMVobjtNFFZscQX7n1qSNyvA6UUUiizCcyjNWCxBxmiigQ/cQODSEB4iG5oopCZyzaydG1K9h/s7T76GWQMY72DzArJ90gggjqcjOD3BrMv8AUbrUb24v7qXzLm5cySvjGWPsOn0oorVAJp4zLuyc10cJKqMUUVMgRKTuYZp44bI60UVJZMHLDmrcR2x5HWiijoJj1YseTT97Zxmiil1Ay/EJP9nE9961k3ev6nqGmQadd3k01vbyPKnmSMxLNjOSTzjbx6ZPrRRWqIP/2Q==", 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", 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", "info": {"video_id": "210641", "label": "pulling a cup of coffee from left to right", "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": "9e8cf03cccff3e3c69e483c6b619a2057a523a8a4f493c8b0b35444cecc203a9"} +{"episode": 14471, "episode_seed": 1769721791, "split": "train", "timestamp": "2025-10-13T02:58:47.344251", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1769721791, "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 battery against 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126025", "label": "throwing battery against bed", "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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eP5Nv9RtkyyzAY2rjoK6e1kUWRiZiDzwB1rm9IQFo22gnd8244GK6uWLdiSLBXhSV6ZxW6vucLsJCrKVdc5HJ+lTbkeQMV4xyCetW4lWDdnaVPARRnPHT6c002/2dmWToV4OPyo1C6M65jeNFWRflJ3An+Vc1aGLS9YubGTCW923nR56b+4/GuxlUXeYVztQE72PU9BXI+JrA3OmlwMSwnORWdSPU7cNU3gx9/aSW04mtjwT8yjv9KsyKJLRpTxKoycdD7Vm6DqT6jpatKcyIShJ74rRaPdE0Z+63vUU3yyDELmieU+KpzN4jmHQRbY8fTr+pNetzXCxuUJYkAHA9MV4rqDySapdSSqVkMzFlPUHPSvZw63VvBeJwHjGf8/nWtafJUgujv+hz0aPtKM5LeNn8tblKOZhE+xAFY5J9un61q6ZvdwqtgHk5OBXNW7M0jKCTljgfjXW6fHIIUnVRtjwBxVX1M7aGncSqJiEUKdoBI5/z2p6c2rliHZvxIqFN8sgbA4GOBxU8kMlt+7z8rDP+P8qd9RW0I0L+chdj1yM85rM8QGbVtISyMiRiOUsm0fdbJ6/nW0IDJiNiEIHy565NYFwzW90zMuY2BBx2b1rOcnynVhlFy136HMPNq+k7ZnmjubRDtO18lfY9x+Nbul6omoQrIDtI5919PxpZ9PhdRcoAWKlWxyHXurDuKq6fZx2EYjhBCk5Oeuawut0dMneLTLGpyJCDKw+4C7nse/8AKuD8KSnUNL163Zj8xWdEzwCSc4/Suq8YymDw5czLwWTyvxbj/GuH8Dzxw6t5Ur7I5mVGbGcA5rpmuek7/wBWOXCe5iVbz/JnotlL9u0qzuCP3iLsfPqOD+orLWZhPMin5NxH4ZrQs7iKK4vbBFKBJN8at1Kng/qP1rOtl23q+YAQx3c8CuXCO0XDt+TOvM4fvFUta/5r/gWOl0zajRPyAB8xxmtVyJJciQnI5PpVfTIw1h5XyGRj8oHX15/CrttAzAtsJIYCuvW1jy9LgjD7OyEhTznjk1HsCGNyAQT37VcuoRvDIBjADYOQD2/SlSBSxVlZlKj5jxgHvRqGhlXXzzjDL83Ax2oh5t2i4DE4OT+P9KaIt1wFbPPTHf0q0bVXs/NRWDKQCccHnpTjdsUrWMxk2jfgsAeQDWL4guiIg6/NwAdq11H2VfJZ+evIHXHrXPa7b5izCpUMCSrcYxVSTtYKbSmmzgLmVrrTvtjMFngIyAeeO9WIr0SCKUH74zWRAW+1LFJJtglG1mIFR6ezeU8G7JiclT6ionSjTtyno+2liIyjLff7v+AezeGLlZtLVAyr2Oe+e/4YrfiRTHkdRjj1rifBk0U+m7M7Z1bAGfvc/wAq7y2UIAHXDgjIboRV20POejHTTB4ACx3dcY7/AP6qzp42wJVUsF5Ydq17iMTK0yAYHUHv71VeXOY0Bw/Bz0H4UNCTsYYHmXIfYOO3XJ961YYXtAEOPmAbpWdqcy6bBOQMg4Az2NXJ9VhjnEcmN3lqB9ec1Skk9RuDlG6RzvjU4tCkhKxxI0hwOpxxXiEgJ+Y9Sa9T+IOoyTxTM7HaFCKoOBk9T71wfhnR7fX9e/s26vZLZWikaMpHvLuqFgvoBwST7e9WZF/wiYtmoWzEHzUQj6jPH61saZqBaBrOfmS2JAzzuXsfy4ritFnminZo2www3Nbl5cxQXlndRMSsvyuTxzXDUoS9pKovJ/NHu4WvTeGjRl5r5P8A4J02muTcIA3fpXoyeZHp0cTAZOBgdu/Pv0ryfTbvy9QXB5D9PWvVrW4SWBD8xfj73r3reOqueTUi4uz6EsEDSSqFOCOc+lT34JcDPCqOvvzUkaM210TdtGWHrUcpaRwQuNvJx/Wi2hHUz4jGjM5JLDoBnj3/ADrMmtjd2Uy4OcdfetW7ge3AdGAD9dp6H/JqXTbTdhXOFbkgc5pqN1YtScZcyPOrPbptzNaJ90EOp9c9a2oJg2Q1Vddsvs97KqD5kcnjuO36Vk6leS22mebbyFGLL8wPNcyV3Y7qsrrmWxzvjjTPsmrpeRr+6uvmPs46/nwa7jT70GKewbCyQsWRe2xuR+RyKwfF1nbz+Eob+21W+ukS78pftUSos5VMu8QHO1Sdp3eo9wG6ne+Xd22qW5424kUfxKeo/OpxKk1GHXX71axtlkYP2kntp9zumalv/ol0jPkAjOe/vXZ6GVuLcQoCVP33LduM4rgnullkR+CpAxXeeF0T7IJWb1AGfxzXTB81mebWpunJxfQ04oVgMkcmT8wzg+lW0iFzC7ttXaPlA7Y5NRLEzZZuSxyaupGiWZC8sw5OPzH5VSRk2ZsszRr+7AVsAbu9VLuCMrEyndkbTnvx/wDXq3OAuCVJXP51Xu2d5YxgDGQMH/P0pWutSr2aaOcdJrC+EJU/Z5BkegNOkQg5A4roNQtPO0y4jwDJGu9D7j0+ormYLreuG6g4Nc9Snys7YVfaRv1K+v2P9qeG7y1UZk2b4/8AeXkf4fjXmGiSCC5aToBjrXoul3AvvGEmmXmp3VpbyS7EeKWNFj7ksX4xjPHUnArz3U7GTSte1SzZJkEFwyBZgA4GTjdjjP04rWKaptGVNxdeLZ1Woahtns9UiPGNsoHdT1/xq7LcLNMhDfLjg565rmrSaM6dc2zcsYy6Fux78U/T74y2NuxPIyrexFZRoOi1936o9HE4iOJpu3Sz/R/oeu+F0ZbcSYG3B5P9K08szMwGMkkAVjeFLoSaYiyMw9MdMHrXRxqrITjkdB61020PFfxDo022DlowAeh9T2rNuCxXGSRWxJIGtsFhnA4x6dKzJyyMjgjr3HSlJCiyreAI0DIhRx09QKlsw7zR73YKuMAVXnJmuECvnt06DPetSw/dSMPlJHRj/StIrUmT0IruJrfzNhIUqDgjp3rzbWNUNrZ31wzEyeWwj+pOK7fx1e3Fn4euLi3laKQSKN6Hse1eU+MtE1jRvDWk3WoTXHmX7yNNC0ZAgwFKBjj7xD5x2+oNW9yFsc21w7XAgIUoXAPHvV2KFIbwhBjbhfwooqK3wM9DDv8Aer1R1/gR2/tVkyQOvHtmvVEcuxJ9B/KiiktjlqfEW1ObUjtnt3qtKgR4yv8AEpJ/WiijqSjlfFTboymAArhuO5zWZrjt58z5w29ufxoorCruz0KH8OJy+rRi6tv3xZu/JribLVLnQ9ZF/Z7POhLhfMXcPmUqePoxoorWi9DmxSSkJpQBeQkZwBir7xLJoVzI5ZnjcbCT0+aiitnsRDZGjZysr283Bb5Sc9DXs9p81vBIQNzIC3ucmiiuen8Jti/4jN6NzHEJV+8VHHbv2qC4UQ7WUfeTkHpRRWrOQrIfPEnmAEAYC9h/nFNs8kKpJxnGKKKqIMxvGMarrKEDloAT74JFcP4ljSLTnVVAXerY980UVyT/AIx3R/3dGdrPiV9dht4ZdL062MCLHG9sjqURQcIAXKgc5OByeahtwP7Ev1IztTcpPOOM/wA6KK64pPUxw8mm0mQ6dO8lhZljknINemeD53Wx28EEjr+dFFc9L/M3xvx/JfkjroGJ3Z/i4NPLsqFAx29MUUVocJEIllVlbOApNZkSgzCiikiuhum3jW1jIXk8H3yK8ylURanKi/dDkY/E0UVNfoa4f7Rz82stper38ZsLC8illDFLuHeAyjggggjqcjOD3BrMvJpNWnv7+8bzLmciWR+mWzn8OuPpRRSfwr5Dp/xPv/Ip2kaHVbUsobcxUhhkY61Fp3H2pAMKJSQPSiitK+y9TbD7y9H+R634Lcy+H13AZR8KR9TXbQBVijbaCS3Oe9FFC2OKfxDrtFM68Y3AE49TUEiJiePYMAEe/Q/4UUU+ouhlW8SsXY5yuMVsTQpHHGVXB5H8jRRVxJkch8SPl8LAAnDSoT+ZrxnXPEeq6jaxaTd3s01rayvKgkkZiWcDOSTzjbx6ZPrRRVMlH//Z", 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", "info": {"video_id": "126025", "label": "throwing battery against bed", "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": "9f331719dbf6bd2cca081bb76a23645af203b37ed5b3b1ddaa9bcc70da9503e9"} +{"episode": 14472, "episode_seed": 2465555955, "split": "train", "timestamp": "2025-10-13T02:58:50.524572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2465555955, "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": 3, "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 pick wallet 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39342", "label": "pretending to pick wallet up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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P3WB6iuubxTpHiO38jWdNRJlXeZlfA4/unqDjOBzXARSockjP41t2VtpN2jma8NkyRFv3yllkbsoI6Z+lOWHhUXZ9zGliZwlbddmWbvTvCE8hNvrl7AQTxJAX/UdazRoXh6W7S3j8Ruzu20L9jYc/XNUHht1udj3I8k8GSMbsfhVK2ksY9Uha8Eklmsn7zy+GZfan7Nr7X5FRqp/ZX4/5nVt4H0iBZXkv7qbytu8AKnJ6DoTk1zesaCbueG30+28lVL7g0xkbOcZPAA6Hp1qe71HwxtHk2l2f3ilvMY5Kg8jO7v29K3/AMOm6jc6gbSJ41jK5EhycEtgZyc8Y9Kc48icr3Oyi1KSjaxyq+BbyKPfI+4f7I6VvxS6hDb6ZaNbiaJ2Fs/lkhivHBJGFzgfr616cmnRsMBe1QSaBb3AdcbHxwR3rnc1L4js9ml8J49rUNpca3crptvFbQ20QMkYBQbl+9gHnqcfhVO2dFnRpBujDAlfUZ5FdH4u8NXkd7Pqg+eN/ml9d3Qn8etc3DtUjC7vYda6INJRt0PHxMJKb5uprXksc84eBz5BJ8uI5/drnp+PXj1rR0rxBqmi5FjdFUJyYmG5Cfof6VgLcIrcEAVettUjhVhIIXjbj5h/I9qt8s2+ZbnNGUotcr2OrvvHEM4C3OjWt6p5LXA+YHAyAR2zmsa51vQTz/wAIra7ieguHH8qo6hqOkXEa/ZoZbdwoB3ShxnvjocVlXd7ayRRLFEiOoO9w5+f047d6yVCnBWj082dTxNScryt9yOotNT8KNZrLNpNrDcZwYjvkwM9eevHNR6jr+lRSNHp06W8QYr+5gCOwx1zs45/Sse28Yz2GnQ2UdpaMsW7EjA7jk56g/wCRVKfxZdy/8u8GPNeXG1s5brznOPatFTp6M2jVlaxiWGnT3s+20DF1OSw4A/Gr8vh/ULeZI2t5pJZThAi53H867jw7aLBCkFlbDb3dh1/xrv8ASfD5X/SZV3SHqxH6Vk6ljt9imch4a+HS2wtLy/jE06EO8btlCfTHtV74lCxvdS0+CCM+ZbQ7ZNhUbQT8qn9cflXcTSuqNFbBTMF4LdAe1ecajaXZurn7Uo8zy2kilGMnGA6H1HOee36VQvN6irQiocttznVtrCAkvA7uRgKZTz+WKbLawyjYljFAuM7lZmY/iTxVmG3WWMyDIyRwfSr8VoygqwJbHHPArVzXRGMcLTWrRV02002OcJe2v2iEghQzMuG+o5qzPoVnKwENjbFHzsdHZgTjgde545pZIVGSMrIG4K/pTkkW+jEqy+VcpzI0S4IOe/OMfWrg+bRiqUYJ3sYtxo1t5KyparsPrng9CD81Zt5pmnrbCWLarg7Xhk3BiR1APTpyPWulmkaF2jdonunIcwxIxyw9R9M5x7elYd+XkmbACBwA291YD07/AK/hVtIlQj2MyKJLK+t3hBWGdQVfocdDn8a99shFqHhnT7h8SO0S/N33dDXz/qF15kyokJhhQnC7icHjOPy7V6z4c8S29p4btYrh1UwksVHYA7q5a8NUztoy/dOPZ/n/AMMegWttE0FyjYw0hXH5VDPJpGnRTPPNbwjJ5cgHt615vfeL7zUS0OmuyRFc7lYCRyevXoMdP6Vz9rbm8mlYFrlogSYpc+YD6EHnvjPPXB7Uo0W9xOqkejeKviDpc+hXOl6Y3mTTRtE0xQhEUjBPTmvJf7NtI1xJeybwMssUOSfzatG8Xy4YWiLBZ03IW+8MHG0+45Hr26dI4rV0cgDjoTjNa2jHQ5qlL2z5pGatmxkzFK4jGMB8An346Vujw5ZS6etyNSvZHzhkWFSF+pz1z2xQLVRjGQMgbsdDU1m4im+z/dJBKSo+wj1X3z6U4NN2aJlhoJaIxZ9BiyNs9ydylkBVRuAJB/lWeuhpNKYluXV+doYD5sdh7+1dW5vWZUZA5RzIkseBs6ZDdAc9wKzdQeFhKox5oYMCnz7eMjGO46e9a8kexKpxOYm0donkV2kEsWGaM4yV9RjqK9wzcBxDHEIwVJEnUMMZ6etePwyQWztcmNkkJCxxquVbJ+YY7D2/KvaXuI0kVtwwsR/M4H+NcteKujpoK1x8OjK0MEibfMOWZ3Gc8f8A16ng0KzjCSTtu3cv0UfpXKan8QIbd/sVi8bPEfLeRjwp749f5Vzt7qOo3txCmoXsiREgBlYiBvQZH3T9c+/HNTGjJmrqxR03xI1LS7vT7XR7BvMZJRM7xgMI8AgjOevIz6d689SzskG2QXMjk/dBVSMfga1r23ktoLh5IhFJE6qdgwHVs7WHoRgg1UgsmfZsJ3EZ9MVtaMNDlnSVWXMyg1lFLJ+7jkhQerliT71uaZpWkzxf6Tbu84JBHnmMMe2O34U5LbMYIGTjvzmlEos5gVGIWISQMm4bfp60Rkr6ocsPDlskR3GhWSjcbJo1DBW3TOcZ6Hr0zxWbPpFnBNi5tyiD77KWO0Zxnqcj1rfkhbazRTqsEi5aOVf3ez1xkn8u9Uppi0ReNWeNl2CRhtyR2XJ54wD9K35V2MlTj2Ofm0myF/8AZUMbs/yxld3yt6MD+HIrsfA0FnYwK0AaO4uQfOVj0KHt/wB9Vyfm+WrM0aTEJsRA+So7HI5OP649Ku+H9Tlg1q18xPmMxyM5znAY/rWFde4zow9NOokvP8j2S2uE2j260l1eQxqArAv2ANZ80dx9rePzQEHTaOcEgYq5PoqAt5e0AhVJYbjnNcKidVyo6G5h8qaLAmztxyDXDeMrLSdP1xfsdtC0hiDTL12vn0+nNemWGjzJcoEuioj6Z+leeeM7GFfFl3tfeZFjdjnoxHI/St6XuszrQU42ZzDo8qBVht40I58uIA/n1q5pqRWlyP3EZU/KUcAge/Iq1DZiPcoIORycdPapJLchNuwEE9fTitud3uYqjBKyRpTSRvLGmYIRwrRm3SNxzyRxg/gTmsq5tnMcilwJYm2OvTPoRx35/Kp7Um7szBcI7+W20l5D857YGf8AOOTUZ5Vkt2klVV5uJH2oncAcZOMDHX+tdOjVzHkSdrGTeCP7M8ckDrcR8h4SOQejEHt2I7UujCA6pZzXEMRSYGOSJxnY3YgHpkc1XvpVllDyS7h1bamM575zxxVVru4e9iczLhWUIAgBwMdsdePxqWPlXY9s0fRYrZVAQcdTiuklmjtrNyflVVzVWB1RRWfqlwl9usd37tgTIQf0zXlJXO8z30ue7P2y01CSGVz908qM+1Y95pM+nTRi6aa4Mm9zLJOEjUkYPGPQnjBrSj0u6W1EtjfyJ0Cqx3L1qjrcGtD7NJqPltEilVkx8oc9Q2P4WHGeorqouzM6qvE5eGFoo2LJgKxUde2a07SFJZAG53AA+tXNH01LmOcTMLeGCRvNNw3+rbrg+p5x+FFxrWl6Unl2Efnz4OZphgfUL1/OtFTbbsZuaS1IrqwVbVpWIj2HkucDFYtrLai7njSYsGGUKY5k7EZxnHJz71TvNQudWuC03nXDjPygcL9AOB+VMsrO5F2ZXgSAbdu1gcsD9f1raNLl1bMpVObSxNcEW0RSBRECCrMeWPsScc/7PHJ71zs8W7d94leGzn5c+/GM89cdzk119/aKoZoZDMsRKOyjbImOMMD269cjPeueuEiO9lfYEOFZiQmfT1jJPy8/LgGqBHP3FvI8sCIwZnYqE5BHQ9D65q1pV5NcQXFkIxIZ5VaRS20bAMEZ9yAOK0LaDbqCTSscxqSFYYxnq3pg4OCOOO1U9KgthBO6pK8k8jKuDsUZ5jUnrhvbrwKiSu0UnZNF6ytrSCfa1yzzBwFht1Y4/wCBdfyrelhEc8F0b1beSN8LK77sjuoAHPpjNU9LliQHIW3t2UyMI0wzBQd6kdSykHv3zVqB7UTyThEkkUKfPlAYRoR8rqo4CZwD1I+tUtCWTaqkc9tb3EbNMDO+GERRSWHO3PXkZ79aIY/vR9CRg1M3nFYjctIJBMobJztOR8p9uhU/h9Nt9JtLNI7jUbhYQ6lhGozI30XsPrWU4ty0NINKOpQSxWRVJJweDxnFZep2K2xAl2hlf5V6lufTrVzUfEgWLyNPRbaLoZPvOfx6D8M1y85E5OEmmmkx85JHJ6E96uNF7smVVbI3b1ElADzM8ZQO8cfGT6E44UHjj9KxL6VmAjTbDGE+WNeBj1/+vzx3FbtpaTSWaKQgZRtEAfDEhRkrjv649ehrIuokIGWAIOcmPOO+4qO3H3lxjAyK0JSMF0lkkCrly3IDEHPuAT/njk1o6l4k1U6itkrrtZQBgEZJXgn6f0qOaKRGAIXJ+ZTuDb+M5BHDED0w2T3qHzo5tYkmjgSVlUW8e5sKXHzMvHOSOB+NZTjdoadtCS3trX7Wsfly3U23/VWqhQMep9fU1tyR2cdkBdKkOV27FXcQfRccEjPuPes23nHLF/8ARwplCxrhTET94KOjIeD7VrG4Y3jyQwLbMgCea2XMWfuNn+43qAME881aEW5FV9IljEd0CsIVDduASAcgBRz+J/OoYIWiKhhyVBJFOCNKlxu275CUMcxwd3Xy2PrnlG79PprpqGj2FhHJP/pNydreUDhFOOjHufYVE4uTVi4yUU7j7LTjNBuWPgD7zcYFZOr3OnxNIkb+axH3U5UH0z/hmmX+t3OqHyQSUByLeFcAD/dH8zmozo2qNsjjgjhklXegLDcy/jVKiluyZVW9ieOSG6s4ZDH5hGWYuThuwOOuMAj0HPFZmob5dpYM/HygDt7AdR9MjpwM1s2dgtlA0dys7mLB44ZBzlsdwOO/fNUr23YIzbFmiY7vMAyrYPJI4yee2GBOasSOda2DSJ94AtjcuG79uefw54PTFUxus9UtgGOA2RgEenI/Lt6VtXFtltoSXLqcR5zuI4whP3uwAPzdcGsS53rcwSOS4i3swzkgAgMSDzkc8HsOpqJxvFounLlmpeZ6ve+JYIt8sYM0p2kInPT1PQcnv6Vly+MNR2GW4liiQMCFhO/6DP8AET6D864wNLJIPPl+4yRlwMKjdY5AOm1hwf8AONOG7llW3jt4YY2LFEJwCZQctGxzxkAYIwOnas40orcbm3sdLb+I9ZkdDKpthI3ytM5LsPZBzn8vrWNBE0zXE6SGbfM2D39aS3USsjN5jq27aG4MndkP92ROoPcflWrpuoWFjHLPey/a2ZyY9g2CTIByx7HnnuTVShpaKEpNO7J9Kspp3GyInA5bsKbqd5YWcZg3faZlbOIjwD3y1ULzxFc6ivkRKY7cYAhgQgY9wOfxamQ6RqEscr4SERDkHBkx64GePpVKiupLqt7EdjeO93OrW4TdGeGHAB4zjOSeadd7mVAT8uCEAOF9cL0B+nB6DnNWbPQmglW4aX7VuI5jbdheCQV61PdQedN5ccaw3BBIjX5o5Rzgrn+Rz09eKuyWxKfc5KWPczA4yGwcHoc9+mDn1xk554qnNaI0B2r+8UncFbqO2Afoe4yOlb09s77keIORkKEfBUf7DHkjsFbPU1lXNsxYSBQEBKF1BGG4ypA5Q/w/3TzxSY2esvqUkjrBAcuxxk9vc1qpaWqQKkgDBRvYt1Jx1Nc1AU060lnlcBgdzMfpWT/bR8QC4WG7KIFZHhJ2sARhXB7jOCfTPNcEKblsdcpKO53ZfSIYofN8hNxAGWArK8UajZXNvbWunTJKCzAqzZjdh1jLfwkg/pXGWqm90UWl35omtpjC4KYkjHUfiCG/OrzwpDteV2EZ2C68pSNpz8swxjkHAx3PJrohSs7mUql1YpvZ3s88MFs7mCQny2diGUgAFCD0YAfXHepI/DtvawtPJD9viYhxMrkAezL1B9zmtS3iMk7xTKjzsVSSNCT5x6pIhH8XrzyauwmSK4YWERuLtWLPcp9xW6nBPBP+0ffHrXQmYSRn2t/ZxO0JgEVtJgMqHIwOnyjH5jmlukfyT5VxDcW8a7kWYjp6A8Z/DB9qsxaSZp5mupIlVSZJWhfzHA75c/KOe5/+tTXXSo1CK6mNccQw53t7yMOSc9cYH5UCMgPb6l+9tZFhvohkJJ8wYdMH+8O2eoHXI5FWaCCSfex8lypj2nDeXKv8Bz/Dzwe4Ircn0C2IY3skReANJMsR2xwDPQkDc7Z7ZH865GwDa34ol0X7dNYW3714EEIc7lQkA9hwMknPAx6UNpFIxNW3xMLK2CBp2KhVcBVA6gdwMDoe54qw2n/ZLZRKp8lECTA8ssTcq31QkEexrMglW8uI5L6/jd0ULEZBtx3446fXp7V0c0s1k5FzCstlN8wVvvRNn5lB6YOcjPBzxUgS2thcTRSyOWS6VhL8hGDIo/1ig9cjkj86tQRbQgVVi3SERbwCsMp+9G2P+Wb8Ecd+OcmnSxC1sbPUNOmMiW0vmLKgyVQ4X5gemCACPRh2NaMlnBNqM02CYXT50AwGQjIx3DDPB7D60xog8p2hVLXcp+7FGzc5UgmFh/eUj5T+AqtHo+oasonmlILkt5Rk+eTB+bGeCR6H8q0du2OZZ5Hk2lfPIO0yJjEc6A5ww9Ow561prDCsXnXLqY/MG7yc4nccAovY4PJ6dz1pp2FJXMRLLTbR3V7W4MykZEzAsuPY8D8q1yIbiMz2bwl8YkgdAAPTC/wn6ce4qW8t729hi820SG2Q5QTuFJBAzkn5m/l6CmtpVjY4NxPF5+OFdWAXP91B8xyO7Y+lMkzJUt0lNleRNayFtynOVB7FSeh+pwfUdaqXlo210uYwbmL5llH/AC2UHkgnkMOMjrjHpWs+kWtyjSq0IthuVpjGC8j/AN1Ez1HHJ/8ArVg+KAuhWjRQSTNcxEBi8m4RZBBXPTdg4IA49aGMz9RsVtt3krHMjgE4zsmHUbh1ByQd3t3rL0/SkayKJPlmGWkRcMuCSjkfXPPsc1f16xt4vDVvqNjq948b3P2cfaYQgmKoGaSHB3BQTtO71H0EFpGLy3guLKSSO6ibagztIU9UYjjB6hvqKi6Y2TWAiO65uztjD7pI9hYxOxCtt9mJBx9etaTWcmnzJBtjaXaywLjKTIwyYiR1BByv5cU3TWTVYJ9OnjFveGPazMPlcAghiPUEDOOCMkdK09Pspb21sIZbdTIA8Rj5JBRj69D/AEPvTGQQIksaRpmZGi+RCQWliB5jPQ+Yh6Y5OMdKda6RaMzPdyzTxuN0RU7S8fTK8clehXv24qy6hXklclY5mUyMmd0cuflmHpno3HA471r2kDrbO8kCqfMCsGfbD5uDlz6DgfKOucetNOwmipLb3NlaCWF4WteI1ZYljb6be/TkjNFveNcR/Y7myZ3PzKUXDKcdSB0HuPxBrQNml3K3n3M91OVyQmIkVB3JIyFHHYUkl/Z2sX2e1igaPGS7hsOe/H3nHH8RA9hTJsZk0lxaSg2qyywqPnWYqACB2bPH6VDEsV7IUs4pRDcZ3RsuFjOPvqTx14IHBB4x0HQRruEDXEMH2p/9RC4AWJT/AMtGTGN3fnsM+lYuqXcuo3gttPEkgPyxryWlP99j/ToB+rGjE1IRtal2iMJCBpEyACRxuAPf6cjsKwl+z3V0pjuBLKP9Wrn5j2K7u5xj3Iz6VpadZ6bN4zbSb6/khieTy1u0eNEU8EkmTI2jnA6k49az7iOW61LVdNvZbkSW0pWOOdAJ4mBI3YTjgAZAzxkjpWbeoxbOzCXnkNvAhBVNyZ3xdcMM8lDn9K1ZYbd7JdRBZrG5QCVRgsmMc8fxKcEH0NV9LvJLa/Sy1BAzlx5M+/PzHgKT3U9PUZ9q1bSyeyivrXKusU0ckTGPl1YN1XocYwfcUARwk/vDcE72Km4eLILD+C4Xrgjv+Z5qyNNinvDLPvBj5uBFkgg9JVHXa3fuOpq5PZy2lxHHHGiT2x/dBhkMCMmM+qt1AHU1Z0q3ExiMMUjQBWliw372JMHfGc4HUd/X2pjZJb6cGiYWUhsRuy6Mf3Gc/eDdRntnOc1Ugvr63nE2S4LdJDkFvYcEH6VqPHDMFa4uHMSn5La0ztQnHy7jnLerY/GpfMttI8wRRRrdnhgGJ8sdw0nXJ9Fx7ntVEFC6gMoYiyaC7blVWUAoepyB/wDWqmJpbqI293bPcbTvFxbEEofduMNnHOee/YjZtrh7qOR7jy004cSBIvLEhPIjUjkk8ZOenXtmLVNR8uyRUKLNIu5fK+7BF0AQHozcnPXA96LjsY92zwITdiA+fGGmG8Da4JAI6Yz1IHr7Vyt49v58gUOWXAE0OXHToSB05zgjr3rU1y1ez0YahKCs7uhtoygPyHq7E8nPb15NVPEen6/oHh/S767vbuOS+L+ZEI9q2xAQoGwB8xVicdvzqZNDsanibU57adI0ClfnfBz1BUDoa5jStSlk1i0uxHFHJJMu8RrtVgWwRj0IJH40UVjS+Eue5386BdQ1CLkqywyMSclmyyZPvitK9jQX9rIqhDOgZwvTkspA9iBRRWpKKuh7RfSWpQNDaNcpGGJJ2pu2gnOeKSO9nnikiZ8RwqojRRhUGD0HSiimIfq07pNcWaYWC2baqAcMem5vU03ScjTrvVGYvc221Yt3KqT/ABY9R2oopiM3U72cadCu7PmzSM+f4igG3P5k/U5rjBezaJqj6jabftCzSKDINwwV2n9GNFFTLYo51wY2RAzFdoODz/npWyms3UMBt1ERTYUy6bjs3fd54x/KiikhM6PwbKbiPU7eQAwm28zZ2zkqR9CP5D0rrNDUXawrMAxnso9zHqP3ecj3yoooqgKdy3kWtrdoB5i3PlAHpsdW3LjuDgVdubyWysrCS3CxytCN0gHzHdIQee3TtiiimNk0sr21tNdJgz+asaOw3GMEE5Ge/uc1koz3GqJbPI4WWQK7A/M2TySe5oopoRo3d09pqVxFCqLHYJL5C7fulBkH3OeSe5ArhtVUXEJ83LBAXwT1I9fr3oopPYDK8TeKpdct4Um0vToGiVIkkt0dSsYz8gBcgDnPAznmpNAs7eXT3uJY/MJn8nYWIXbjPQEZ/GiioiNl2+ij0zUtMksE+zvJCJCUJOCSVwM54x2rsdNiw1kxd2a5d5XJP8TsAcY6UUVQiW2n+2Wttc3EcbtdxAzKV+VyWIPHvjP1pHQWyWsHMsSXnk7ZDkMpBznHUnA5oooGP1D9xpVtGnSa4cP6kIRtH05P+RVu/gi0jy/s6B5pI9/nyjc6nGeOw/KiiqRJVRjPpup3b/65IlUN/vMFJ574zz71WukXSbSEWihZLmANJKclsHOVHoOOgooo6AcHe66+l6ndq2n2F9DdSq0kN7D5ihkXKkYII6nIzg9war2c0us32palqMjXFxxMxY7QzO3OcY49APpRRWXUp7FzVLa1g0m3uYLWKKVrl0LJkcKAemcZyevsK6zTY3n05r+eeWWeRo4WLEY2gsR0HXPeiirQjUFw85uA+P8ARpIljI4IV495GfQMTj0zSvBHH5zxqE+0W7SOqfKAQG6Y9SoJ9TmiihDH6fLtsJL5ERZkszIMDguCF3H35z9cVLaWNvDoEeosnnSh9oSU5Qe+BjJ+uaKKpEsi897y6jhmIMbOgCgYCgkcKB06064tYGvNWvJIlle2uBHGj/cAztGQOuAB7UUUAch4nu5ry0YTOWLujbhwQQTjH5Yrkr3xJq2paNHZ3d9PLFZs8qb5WYszkA7sk5xt49Mn1oorOW5S2P/Z", 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", 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kN6jFcZFeKuMMuc9MVqRazpjK4vLUO5TarQPs2n1IIwamVKlVVpDo1qlKV4s0p/E2kXjE3XhfT92eWRmT+VUItY8OyXkaTeG7eCFiQ0n2iRtvHpWUb7T47lnMYlhP/LN3wR9CKqWGsHS9QjvI44ZXjzhJOVOQRz+dT7OCf/BZrGtN7/kjsH1bwpBHIba1tEdWCxkW5YEd2yQfp9aveFLmLV5Lwi4afyio+6FUAlvugKMdBXGXHje7kaMra2qGOQSLtDYyAR0z711fw11WTUJNRE0caBChG0EZyWPc/wAqKsIRg2jtoVJSmkzt47BEwQmfUGlvNOtJRGfLX6Yq79pjjX5jgD19KzLmZb3bi58tGfAVGAOB3NcyTO45nUvAMeoakJbGZrWZkO11/vZ745/GuKk1XWLK4ltG1G53ROyNiUkZU4P8q9eWCSOzv3jv382KImA8Fg23jHrzivD1DtKzzM28kli3XPfNaKEZr30mcGMk6dnBtXOiv7i4S1jj+0vcxvhzMzlvmKj5OuOOv41uaH45vdOt/sl/GL60xgK5+dR6ZPUexri43RABuyOvWtC0e1LlZ45SuOCh5BraVKlO65Ul27Hmxr1YNPmbZ1d//wAIbfD7RK9zYvP84EHzgZz95ecHr0rCuNG8M7dy+JZQucDdZscflUeqWOnQwwta6pDcO0YZl2lCjH+E54yKxLoQLbo6zMZicNGV6e4PepVBwVlJ/gbyxCk7uCOgtfCWi31o11HrkskKkhittt5/E0XvhvTNKfakU1xKp5aW42Khxnnauf8AI9RWRY3fh6LTVS+gu3u97ElCdhXtxuHv+dVLu/0BjJstLgEykqSxICbeARu5Oe9aKmtG5G0KitpFXMKw06e9n22gYupyWHAH41fl8P6hbzJG1vNJLKcIEXO4/nXceHbRYIUgsrYbe7sOv+Nd/pPh8r/pMq7pD1Yj9KydSx2+xTOQ8NfDpbYWl5fxiadCHeN2yhPpj2q98ShY3upafBBGfMtodsmwqNoJ+VT+uPyruJpXVGitgpmC8FugPavONRtLs3Vz9qUeZ5bSRSjGTjAdD6jnPPb9KoXm9RVoRUOW25zq21hASXgd3IwFMp5/LFNltYZRsSxigXGdyszMfxJ4qzDbrLGZBkZI4PpV+K0ZQVYEtjjngVq5rojGOFprVoq6baabHOEvbX7RCQQoZmXDfUc1Zn0KzlYCGxtij52OjswJxwOvc8c0skKjJGVkDcFf0pySLfRiVZfKuU5kaJcEHPfnGPrVwfNoxVKME72MW40a28lZUtV2H1zwehB+as280zT1thLFtVwdrwybgxI6gHp05HrXSzSNC7Ru0T3TkOYYkY5Yeo+mc49vSsO/LyTNgBA4Abe6sB6d/wBfwq2kSoR7GZFEllfW7wgrDOoKv0OOhz+Ne+2Qi1Dwzp9w+JHaJfm77uhr5/1C68yZUSEwwoThdxODxnH5dq9Z8OeJbe08N2sVw6qYSWKjsAd1cteGqZ20ZfunHs/z/wCGPQLW2iaC5RsYaQrj8qhnk0jTopnnmt4Rk8uQD29a83vvF95qJaHTXZIiudysBI5PXr0GOn9K5+1tzeTSsC1y0QJMUufMB9CDz3xnnrg9qUaLe4nVSPRvFXxB0ufQrnS9MbzJpo2iaYoQiKRgnpzXkv8AZtpGuJL2TeBllihyT+bVo3i+XDC0RYLOm5C33hg42n3HI9e3TpHFaujkAcdCcZrW0Y6HNUpe2fNIzVs2MmYpXEYxgPgE+/HSt0eHLKXT1uRqV7I+cMiwqQv1Oeue2KBaqMYyBkDdjoams3EU32f7pIJSVH2Eeq++fSnBpuzRMsNBLRGLPoMWRtnuTuUsgKqNwBIP8qz10NJpTEty6vztDAfNjsPf2rq3N6zKjIHKOZEljwNnTIboDnuBWbqDwsJVGPNDBgU+fbxkYx3HT3rXkj2JVOJy8+kPE0qu0glhG5ozjJX1GOor3XSbxJbSCYNlXUFTXjUckFsXuTGySH5UjVcq2c7hg9B7flXo/g27kuvDLNDtUwSYXcOCp5x+prjxMdrHZh4JRk15Hbi4i2ZcgfWs57kzyhYE8xev3u3tRa6f9rt5fPYuQoCg8AEj/wCvUn9juJWlWVUZMKNi49Kw5TZMydW03SrzSb66v402CLKM/BDjOMH68V5rC0eAkVpargZy8e7n8TXrnifStngm8jnudyqu+Pt8wYYFeYRWSMWYYAHIGM59q6aT5Y2MK1GM5XaKK2u9/MlRd3GCAF2/lXS6bPGLLBggQquwy/Z1kx6E8ZHHfmq4tuhAGRjjtj0qJXe1uklCPsJKsiNtz6ZrWE3fUzlSjy6ItTqrQrOZYjEH2SNGq4UEDDcDtznNZs8LWszNJGs0aHEi9wO5HuP1rRuI4YJTMzyLISQVibc0p9O44zzWffPJFGVkIh3Lnyid7DHGT0wen/1q3sZKK7GTJHC980CrIkEq/wCskIOw44YMP4Tkda7jwgU/sQSRWkTXEZCTBRjcR3zXBee8CSLBLh3+ViVAG3OeOuD1rs/h1ORa6gskgIDIRgYHQj+lYV1eDNKaSkrHW2lo9/PF9o+4VJCfjjn1qzHoKSFEkZRHksqqoz14yTWdd+IrTQbWKe4kAIQIozyzHnFcxceMdT1Te1nIiIox5cTfvNp9Mjr1/oa5oU3LY6XNR3PRYjo2g273FzKI3UZUlssxHQAdz7V4pqEdvqGq3d+3nQxXE7yhVUYUMSev0rQiSS4tJLh2a82uBciUnzI17nB6EcHjg4PvVW6t2/tKa3ZifKYjOOp9fxroVNQV2c9VKtZFN7ey2kxW07FuheXA/ICn2Wn2wmT7SJHhJ+cAkEfStG2s2XbuyVboM9ana3VVO5STxhl/Wlza6ImOGppbEsuhaV5SmCydgBh3+1M2D7gYIx6Vm3GhW6iTFrho2KuN7HB6j+LkYrTgk+1xNFI+25jyN6JhggHXOR+vFNmLo5SWXzbiVdirHGTI4/h3Y4znB+n1rdKLV0jL2UU7WOem0rTzauw2QzIeVlLbTnpg+h9fwpmm6Np15fWgliZbWcshKnBVx2J9Ku6hK7ShsRxnBVhvBAHcY549u1UXunjliWGAIqFQXV+Gb+96dz+dJpFciPa9H0WK2VQEHHU4rpJZo7azcn5VVc1VgdUUVn6pcJfbrHd+7YEyEH9M15aVz0DPfS57s/bLTUJIZXP3Tyoz7Vj3mkz6dNGLpprgyb3Msk4SNSRg8Y9CeMGtKPS7pbUS2N/InQKrHcvWqOtwa0Ps0mo+W0SKVWTHyhz1DY/hYcZ6iuqi7Mzqq8Tl4YWijYsmArFR17ZrTtIUlkAbncAD61c0fTUuY5xMwt4YJG803Df6tuuD6nnH4UXGtaXpSeXYR+fPg5mmGB9QvX860VNtuxm5pLUiurBVtWlYiPYeS5wMVi2stqLueNJiwYZQpjmTsRnGccnPvVO81C51a4LTedcOM/KBwv0A4H5Uyys7kXZleBIBt27WBywP1/Wto0uXVsylU5tLE1wRbRFIFEQIKsx5Y+xJxz/s8cnvXOzxbt33iV4bOflz78Yzz1x3OTXX39oqhmhkMyxEo7KNsiY4wwPbr1yM96564SI72V9gQ4VmJCZ9PWMk/Lz8uAaoEc/cW8jywIjBmdioTkEdD0PrmrWlXk1xBcWQjEhnlVpFLbRsAwRn3IA4rQtoNuoJNKxzGpIVhjGeremDg4I447VT0qC2EE7qkryTyMq4OxRnmNSeuG9uvAqJK7RSdk0XrK2tIJ9rXLPMHAWG3Vjj/gXX8q3pYRHPBdG9W3kjfCyu+7I7qABz6YzVPS5YkByFt7dlMjCNMMwUHepHUspB7981age1E8k4RJJFCnz5QGEaEfK6qOAmcA9SPrVLQlk2qpHPbW9xGzTAzvhhEUUlhztz15Ge/WiGP70fQkYNTN5xWI3LSCQTKGyc7TkfKfboVP4fTbfSbSzSO41G4WEOpYRqMyN9F7D61lOLctDSDSjqUEsVkVSScHg8ZxWXqditsQJdoZX+Vepbn061c1HxIFi8jT0W2i6GT7zn8eg/DNcvOROThJpppMfOSRyehPerjRe7JlVWyN29RJQA8zPGUDvHHxk+hOOFB44/SsS+lZgI02wxhPljXgY9f/r88dxW7aWk0lmikIGUbRAHwxIUZK47+uPXoayLqJCBlgCDnJjzjvuKjtx95cYwMitCUjAkjlkfavzluQGwc+4BPP8A+rk113gHVYrbR72KaQKrlcZPTqD+lc/NFIhwQuT8yncG38ZyCOGIB7YbJ71T06SSGzaPeYkZRvdRkqj/AHZAfQEYIrGpDnSRrTny381+qPSbnxddrK8dhHGiFtxkmJH/AHyvU/oKrDxVqkszQWyy3EgbMuCFRP8AeYcA+3b1NcvZTtbTn93H9oZ2Ty5D8iT4/Pa3BB6A1et5JplQKmUdyIoeFBYDDQkD7rDqpHX3PQVOKJc5M09V1C61W3tYri6TJnwqIxZR68nqeR0H402KBxLjYSDkDHeooAgFuFuflLq2ZV/1qhscjtIucH1Hr1rUufFFnZIsemQjzAu03Eqgt+A6L+PNDp3egKfKtS8bZLK0jnvZEgUcgP1b6Dqa5rUdShkaQWtrJ5ecl2649h2/H8qGN9qUrTFJZHzhpJQQOfc8n8OKnl8PXTSiCa8iQhQ2A21WHsehrSNKK3M3Uk9iUTPLFC6qEk8oABBliOvrz15Awc1iXi4VWyhXO3JfjPpn/HaevrXSx2a2dm0b2hZFznJ+dUA6qehxzn8OlZt1byqqSxuHjf7shALEZxgg8EdMg+gweaoaOceBN4aUZTPzZJUj8+h6dfYZNLb3d1olvfy22M7FJ3cg4J9MdOeoq7cWpyNsKI0mFTL/ACM3oGP3CeWIORWRckW1hPCw2yTYhRHG0qx4AIPA9eOOaznG6sNOzuNW9m1eD7TqMyBFDJuZcsTnJ2+hxgfQVraZbQFUaOymWNlI86fkufRVHr/k1n28qxwwrBbqnljKgf6wqoxIuT0cH5uOtasFzFHaSLKpnYou+bJ2+WfuyEDkg8BsEd/enFWVgepbtDZi9le2+1St5ZR/soAQg/3mYn889qku7ffqcroq7PLViA27px179KjVp2hW3kCwqjKjRMMRo+Putjja4OVYe3PrpWS2w1BpLqZI4dmDIRlyVONjKOrjOPcYNKavHQcdGMsofMdV2kt6YrRvba2srZmu2SDcMoM5Y+wHU1Wu/E1ramSPS4lhwx3TyEF/z6L+GTWRHb32pzPLHbvMcb2lkJxt9eeTSVHuEqvYdbX1q2pbVVzER8wII3Y557ADjrT5gYlKRrtZ8lyPmZgfU9xn0yM9RTYtHv1ZL2Y/ugP3ZiAI9CDjpV+7tomPk26kNnIic7hIMcMhH49MHr1rWyWiITb1Zyc0O5sBT7c9e/Hr+GeOcc1TktCIvMRnDKTxt6dOeM/l24zW7Pbl3kDQurtyCoDN0yC3Zx37NgAVlzxspjdGYK/Afd8pOM4yf4sZO1ucng0mM9dfUpJHWCA5djjJ7e5rVS0tUgVJAGCjexbqTjqa5qApp1pLPK4DA7mY/Ssn+2j4gFwsN2UQKyPCTtYAjCuD3GcE+mea4IU3LY65SUdzuy+kQxQ+b5CbiAMsBWV4o1Gyube2tdOmSUFmBVmzG7DrGW/hJB/SuMtVN7ootLvzRNbTGFwUxJGOo/EEN+dXnhSHa8rsIzsF15SkbTn5ZhjHIOBjueTXRClZ3MpVLqxTezvZ54YLZ3MEhPls7EMpAAKEHowA+uO9SR+Hbe1haeSH7fExDiZXIA9mXqD7nNalvEZJ3imVHnYqkkaEnzj1SRCP4vXnk1dhMkVwwsIjcXasWe5T7it1OCeCf9o++PWuhMwkjPtb+zidoTAIraTAZUORgdPlGPzHNLdI/knyriG4t413IsxHT0B4z+GD7VZi0kzTzNdSRKqkyStC/mOB3y5+Uc9z/wDWprrpUahFdTGuOIYc7295GHJOeuMD8qBGQHt9S/e2siw30QyEk+YMOmD/AHh2z1A65HIqzQQST72PkuVMe04by5V/gOf4eeD3BFbk+gWxDG9kiLwBpJliO2OAZ6EgbnbPbI/nXI2AbW/FEui/bprC2/evAghDncqEgHsOBkk54GPShtIpGJq2+JhZWwQNOxUKrgKoHUDuBgdD3PFWG0/7JbKJVPkogSYHlliblW+qEgj2NZkEq3lxHJfX8buihYjINuO/HHT69PaujmlmsnIuYVlspvmCt96Js/MoPTBzkZ4OeKkCW1sLiaKWRyyXSsJfkIwZFH+sUHrkckfnVqCLaECqsW6QiLeAVhlP3o2x/wAs34I478c5NOliFrY2eoadMZEtpfMWVBkqhwvzA9MEAEejDsa0ZLOCbUZpsEwunzoBgMhGRjuGGeD2H1pjRB5TtCqWu5T92KNm5ypBMLD+8pHyn8BVaPR9Q1ZRPNKQXJbyjJ88mD82M8Ej0P5Vo7dscyzyPJtK+eQdpkTGI50Bzhh6dhz1rTWGFYvOuXUx+YN3k5xO44BRexweT07nrTTsKSuYiWWm2jur2twZlIyJmBZcex4H5VrkQ3EZns3hL4xJA6AAemF/hP049xUt5b3t7DF5tokNshygncKSCBnJPzN/L0FNbSrGxwbieLz8cK6sAuf7qD5jkd2x9KZJmSpbpKbK8ia1kLblOcqD2Kk9D9Tg+o61UvLRtrpcxg3MXzLKP+Wyg8kE8hhxkdcY9K1n0i1uUaVWhFsNytMYwXkf+6iZ6jjk/wD1qwfFAXQrRooJJmuYiAxeTcIsggrnpuwcEAcetDGZ+o2C227yVjmRwCQM7Jh1G4dQckHd7d6zmtUS2S5tl86NCVAUcSI330I7HvjrkfSruvWNvD4bttRsdXvXR7n7OPtMITziqBmkhwdwUH5SG65H0FdoZbSVr6wYNGwV5I8/u5D/AHgp6g9x1BzUXuM0dPs4Jo4tPaUvJcIRDI4A3hcAAnrk9B6YHrUgA8yWOcM/C/a128so4SZcfxDoccnHYZpW2ahpMWo2a7HtJNzQNlsdCwB9Bww9iw7Vv/ZHFzeXCIjiF+GA4wxwQT1KkcfQ+9MaM9kWaKY3Dk4IM7Rn8FuE4+gbHXoKuWWlWtsqxzQStcKR+8RvmQ/wuh6Mp7+h4pkEbRSRQxcFC8lq3QAfxwt26dB2HPetyGI29tAIytn5g3RSNltiFsBYlznJ65PT86adhNFC+gvbUqFu3mMh+VQdkikDjcP4Sc+tS21zPd2zQz2qypGeZcgBSfU9Mn259c1aSxsdjPJ5jpGR5s1y5wD6BByxPPcmifVS8iw2sSALhYk8kO4HoFHyrz6An3PdkmVK9xZTia0QJbHlYZJc7iOPlwOvpjmkMBmE3l2slrFIrPIkuECsBlSo7E9DwAQc9q6ASpDMRPNGt1sJu50PzRIP4E7AgcHHc4rnbo3GtXzRwIIl2lgnWOCPuT6n1Y8mgaMfV7iCVHeZYTKQBJGkgy+fRRx+HB965q5tYLu8hDyNHEobdHPG2AD1OTyAPxroNMFjJ4xk0eXULmxspJfLiuFMMRB4JZ2cYAxnCjvgVjTXMsXiO7sr+W7BhneELeAbk5wRJtOORjJXgVDaYySW1kguEzK0RlYNvIz5cq/dfjghh8p9a1oLFHjLWqRie05liKcbXHT3U5wfQ4qhGZtJYK8Ulzpu9lWN2+aMHsPQjsehrcitcataXsDLJBeQtEWOQwwh2k/UDGP7ymgCta7DsEaiRFjZIfMO3zIxy8D5/iXqp7Yz1xU8tiLwRmOWRyyBg6qM3EQ6g9R5i8ZHoMnmrosANPUvH5azkt5iLja69HAz94HnrzkmprZJJp2zCPM8wLJGjEBJ/wCGSM9cN9eTk+lMbCz0q1RgbBwbgrgF496yjsVOMofUdu+KGu72zumV40cwna+0KVGPRl6fga15YmzLD9oFvFkiYbd0spB5LDoq56An60iwWFltuZEdyy7oVnYO0no237qj3bPsDVXIsUZPKuEa6jhubZpBlfLwAzE9RyMj3H5VSe581RbahBIkxO6OaEfOpzycDofwwe/qNuG7kvboiJLeNQMyzkFjEo6kue/pgdTgeyXF3bWVgWt4URXJSBM53Y+9JIf4j2weM544oGYU0ZMaz3FsSJkYMwXGCpH7wDtkckH39q5nUJIYrmRGuDHI4BOWDK/fnHBPTngjFX9dhmbR21GeR/L8xViLZ3TH+LnsB7ewqpr2k6x4Y8P6XfTzTQvfb/NiEGFt8bDGrnH3iGzjtjHrUyaQ7Gx4m1Oe2nSNApX53wc9QVA6GuY0rUpZNYtLsRxRySTLvEa7VYFsEY9CCR+NFFY0vhLnud/OgXUNQi5KssMjEnJZssmT74rSvY0F/ayKoQzoGcL05LKQPYgUUVqSiroe0X0lqUDQ2jXKRhiSdqbtoJznikjvZ54pImfEcKqI0UYVBg9B0oopiH6tO6TXFmmFgtm2qgHDHpub1NN0nI0671RmL3NttWLdyqk/xY9R2oopiM3U72cadCu7PmzSM+f4igG3P5k/U5rjBezaJqj6jabftCzSKDINwwV2n9GNFFTLYo51wY2RAzFdoODz/npWyms3UMBt1ERTYUy6bjs3fd54x/KiikhM6PwbKbiPU7eQAwm28zZ2zkqR9CP5D0rrNDUXawrMAxnso9zHqP3ecj3yoooqgKdy3kWtrdoB5i3PlAHpsdW3LjuDgVdubyWysrCS3CxytCN0gHzHdIQee3TtiiimNk0sr21tNdJgz+asaOw3GMEE5Ge/uc1koz3GqJbPI4WWQK7A/M2TySe5oopoRo3d09pqVxFCqLHYJL5C7fulBkH3OeSe5ArhtVUXEJ83LBAXwT1I9fr3oopPYDJ8TeKpdctoUm0vTYGiVIkkt0dSsYz8gBcgDnPABzzWrZ6XYjULeye1SVC8a73JLDcOSDng89qKKziDINDDS395YpI8FtMxjeOI8FeRjnPbjPWu4mnfT2vXhwTHIqfOM7l3rGQfqrH9PSiirGTzWsUj3Nqy5WPe6N/EpXkEHtnGD6ioZGDX0MTorrLakndztKsQCPTAFFFAFx4Rda1p1gzMkQgR8pw25xlj9eg+gFLdyDT557W0jSJUbHmKMyNzjljz+WKKKoghlRX0KaXADy3ccTkf3cbsfnj8hVbVSNLeaws1EUS8serSYUEbievJ6dKKKOgzz2+199K1G7Dadp97Ddy+Y8N7D5iqyD5SvII6nIzg9wazZbq41jxEZb6d5ZbqZWkkOAcuecdgPQdsCiisupXQ61NLsHN0j2qsYYpSrl33fKOMnPT2p3hJpbtYLeSaQQwOZo0XGAwBPpnHJ4ooqxI6e3mYxWtscGKaOZmBHRkVWUj0PzMPofYVKI1MkF2o2zRuIty9SCMjPuO3pmiigY7SoYri9WORBxeyQlsnLJknBNJpNumry39zdlmK5k2KcKx7A98D0BoopoTIZr6RwYVjijgIz5Ua7VBzjP146mrF3p9vNrU8MilorS0Vo1zjPyhucdcliaKKZJyXie7lu9PaNyFRWRUVOAgDcBfQVyV/4k1fUdKgsru+nmitJJJU8yRmLM2B82ScgbePTJ9aKKzluWj/2Q==", "info": {"video_id": "39342", "label": "pretending to pick wallet up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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kN6jFcZFeKuMMuc9MVqRazpjK4vLUO5TarQPs2n1IIwamVKlVVpDo1qlKV4s0p/E2kXjE3XhfT92eWRmT+VUItY8OyXkaTeG7eCFiQ0n2iRtvHpWUb7T47lnMYlhP/LN3wR9CKqWGsHS9QjvI44ZXjzhJOVOQRz+dT7OCf/BZrGtN7/kjsH1bwpBHIba1tEdWCxkW5YEd2yQfp9aveFLmLV5Lwi4afyio+6FUAlvugKMdBXGXHje7kaMra2qGOQSLtDYyAR0z711fw11WTUJNRE0caBChG0EZyWPc/wAqKsIRg2jtoVJSmkzt47BEwQmfUGlvNOtJRGfLX6Yq79pjjX5jgD19KzLmZb3bi58tGfAVGAOB3NcyTO45nUvAMeoakJbGZrWZkO11/vZ745/GuKk1XWLK4ltG1G53ROyNiUkZU4P8q9eWCSOzv3jv382KImA8Fg23jHrzivD1DtKzzM28kli3XPfNaKEZr30mcGMk6dnBtXOiv7i4S1jj+0vcxvhzMzlvmKj5OuOOv41uaH45vdOt/sl/GL60xgK5+dR6ZPUexri43RABuyOvWtC0e1LlZ45SuOCh5BraVKlO65Ul27Hmxr1YNPmbZ1d//wAIbfD7RK9zYvP84EHzgZz95ecHr0rCuNG8M7dy+JZQucDdZscflUeqWOnQwwta6pDcO0YZl2lCjH+E54yKxLoQLbo6zMZicNGV6e4PepVBwVlJ/gbyxCk7uCOgtfCWi31o11HrkskKkhittt5/E0XvhvTNKfakU1xKp5aW42Khxnnauf8AI9RWRY3fh6LTVS+gu3u97ElCdhXtxuHv+dVLu/0BjJstLgEykqSxICbeARu5Oe9aKmtG5G0KitpFXMKw06e9n22gYupyWHAH41fl8P6hbzJG1vNJLKcIEXO4/nXceHbRYIUgsrYbe7sOv+Nd/pPh8r/pMq7pD1Yj9KydSx2+xTOQ8NfDpbYWl5fxiadCHeN2yhPpj2q98ShY3upafBBGfMtodsmwqNoJ+VT+uPyruJpXVGitgpmC8FugPavONRtLs3Vz9qUeZ5bSRSjGTjAdD6jnPPb9KoXm9RVoRUOW25zq21hASXgd3IwFMp5/LFNltYZRsSxigXGdyszMfxJ4qzDbrLGZBkZI4PpV+K0ZQVYEtjjngVq5rojGOFprVoq6baabHOEvbX7RCQQoZmXDfUc1Zn0KzlYCGxtij52OjswJxwOvc8c0skKjJGVkDcFf0pySLfRiVZfKuU5kaJcEHPfnGPrVwfNoxVKME72MW40a28lZUtV2H1zwehB+as280zT1thLFtVwdrwybgxI6gHp05HrXSzSNC7Ru0T3TkOYYkY5Yeo+mc49vSsO/LyTNgBA4Abe6sB6d/wBfwq2kSoR7GZFEllfW7wgrDOoKv0OOhz+Ne+2Qi1Dwzp9w+JHaJfm77uhr5/1C68yZUSEwwoThdxODxnH5dq9Z8OeJbe08N2sVw6qYSWKjsAd1cteGqZ20ZfunHs/z/wCGPQLW2iaC5RsYaQrj8qhnk0jTopnnmt4Rk8uQD29a83vvF95qJaHTXZIiudysBI5PXr0GOn9K5+1tzeTSsC1y0QJMUufMB9CDz3xnnrg9qUaLe4nVSPRvFXxB0ufQrnS9MbzJpo2iaYoQiKRgnpzXkv8AZtpGuJL2TeBllihyT+bVo3i+XDC0RYLOm5C33hg42n3HI9e3TpHFaujkAcdCcZrW0Y6HNUpe2fNIzVs2MmYpXEYxgPgE+/HSt0eHLKXT1uRqV7I+cMiwqQv1Oeue2KBaqMYyBkDdjoams3EU32f7pIJSVH2Eeq++fSnBpuzRMsNBLRGLPoMWRtnuTuUsgKqNwBIP8qz10NJpTEty6vztDAfNjsPf2rq3N6zKjIHKOZEljwNnTIboDnuBWbqDwsJVGPNDBgU+fbxkYx3HT3rXkj2JVOJy8+kPE0qu0glhG5ozjJX1GOor3XSbxJbSCYNlXUFTXjUckFsXuTGySH5UjVcq2c7hg9B7flXo/g27kuvDLNDtUwSYXcOCp5x+prjxMdrHZh4JRk15Hbi4i2ZcgfWs57kzyhYE8xev3u3tRa6f9rt5fPYuQoCg8AEj/wCvUn9juJWlWVUZMKNi49Kw5TZMydW03SrzSb66v402CLKM/BDjOMH68V5rC0eAkVpargZy8e7n8TXrnifStngm8jnudyqu+Pt8wYYFeYRWSMWYYAHIGM59q6aT5Y2MK1GM5XaKK2u9/MlRd3GCAF2/lXS6bPGLLBggQquwy/Z1kx6E8ZHHfmq4tuhAGRjjtj0qJXe1uklCPsJKsiNtz6ZrWE3fUzlSjy6ItTqrQrOZYjEH2SNGq4UEDDcDtznNZs8LWszNJGs0aHEi9wO5HuP1rRuI4YJTMzyLISQVibc0p9O44zzWffPJFGVkIh3Lnyid7DHGT0wen/1q3sZKK7GTJHC980CrIkEq/wCskIOw44YMP4Tkda7jwgU/sQSRWkTXEZCTBRjcR3zXBee8CSLBLh3+ViVAG3OeOuD1rs/h1ORa6gskgIDIRgYHQj+lYV1eDNKaSkrHW2lo9/PF9o+4VJCfjjn1qzHoKSFEkZRHksqqoz14yTWdd+IrTQbWKe4kAIQIozyzHnFcxceMdT1Te1nIiIox5cTfvNp9Mjr1/oa5oU3LY6XNR3PRYjo2g273FzKI3UZUlssxHQAdz7V4pqEdvqGq3d+3nQxXE7yhVUYUMSev0rQiSS4tJLh2a82uBciUnzI17nB6EcHjg4PvVW6t2/tKa3ZifKYjOOp9fxroVNQV2c9VKtZFN7ey2kxW07FuheXA/ICn2Wn2wmT7SJHhJ+cAkEfStG2s2XbuyVboM9ana3VVO5STxhl/Wlza6ImOGppbEsuhaV5SmCydgBh3+1M2D7gYIx6Vm3GhW6iTFrho2KuN7HB6j+LkYrTgk+1xNFI+25jyN6JhggHXOR+vFNmLo5SWXzbiVdirHGTI4/h3Y4znB+n1rdKLV0jL2UU7WOem0rTzauw2QzIeVlLbTnpg+h9fwpmm6Np15fWgliZbWcshKnBVx2J9Ku6hK7ShsRxnBVhvBAHcY549u1UXunjliWGAIqFQXV+Gb+96dz+dJpFciPa9H0WK2VQEHHU4rpJZo7azcn5VVc1VgdUUVn6pcJfbrHd+7YEyEH9M15aVz0DPfS57s/bLTUJIZXP3Tyoz7Vj3mkz6dNGLpprgyb3Msk4SNSRg8Y9CeMGtKPS7pbUS2N/InQKrHcvWqOtwa0Ps0mo+W0SKVWTHyhz1DY/hYcZ6iuqi7Mzqq8Tl4YWijYsmArFR17ZrTtIUlkAbncAD61c0fTUuY5xMwt4YJG803Df6tuuD6nnH4UXGtaXpSeXYR+fPg5mmGB9QvX860VNtuxm5pLUiurBVtWlYiPYeS5wMVi2stqLueNJiwYZQpjmTsRnGccnPvVO81C51a4LTedcOM/KBwv0A4H5Uyys7kXZleBIBt27WBywP1/Wto0uXVsylU5tLE1wRbRFIFEQIKsx5Y+xJxz/s8cnvXOzxbt33iV4bOflz78Yzz1x3OTXX39oqhmhkMyxEo7KNsiY4wwPbr1yM96564SI72V9gQ4VmJCZ9PWMk/Lz8uAaoEc/cW8jywIjBmdioTkEdD0PrmrWlXk1xBcWQjEhnlVpFLbRsAwRn3IA4rQtoNuoJNKxzGpIVhjGeremDg4I447VT0qC2EE7qkryTyMq4OxRnmNSeuG9uvAqJK7RSdk0XrK2tIJ9rXLPMHAWG3Vjj/gXX8q3pYRHPBdG9W3kjfCyu+7I7qABz6YzVPS5YkByFt7dlMjCNMMwUHepHUspB7981age1E8k4RJJFCnz5QGEaEfK6qOAmcA9SPrVLQlk2qpHPbW9xGzTAzvhhEUUlhztz15Ge/WiGP70fQkYNTN5xWI3LSCQTKGyc7TkfKfboVP4fTbfSbSzSO41G4WEOpYRqMyN9F7D61lOLctDSDSjqUEsVkVSScHg8ZxWXqditsQJdoZX+Vepbn061c1HxIFi8jT0W2i6GT7zn8eg/DNcvOROThJpppMfOSRyehPerjRe7JlVWyN29RJQA8zPGUDvHHxk+hOOFB44/SsS+lZgI02wxhPljXgY9f/r88dxW7aWk0lmikIGUbRAHwxIUZK47+uPXoayLqJCBlgCDnJjzjvuKjtx95cYwMitCUjAkjlkfavzluQGwc+4BPP8A+rk113gHVYrbR72KaQKrlcZPTqD+lc/NFIhwQuT8yncG38ZyCOGIB7YbJ71T06SSGzaPeYkZRvdRkqj/AHZAfQEYIrGpDnSRrTny381+qPSbnxddrK8dhHGiFtxkmJH/AHyvU/oKrDxVqkszQWyy3EgbMuCFRP8AeYcA+3b1NcvZTtbTn93H9oZ2Ty5D8iT4/Pa3BB6A1et5JplQKmUdyIoeFBYDDQkD7rDqpHX3PQVOKJc5M09V1C61W3tYri6TJnwqIxZR68nqeR0H402KBxLjYSDkDHeooAgFuFuflLq2ZV/1qhscjtIucH1Hr1rUufFFnZIsemQjzAu03Eqgt+A6L+PNDp3egKfKtS8bZLK0jnvZEgUcgP1b6Dqa5rUdShkaQWtrJ5ecl2649h2/H8qGN9qUrTFJZHzhpJQQOfc8n8OKnl8PXTSiCa8iQhQ2A21WHsehrSNKK3M3Uk9iUTPLFC6qEk8oABBliOvrz15Awc1iXi4VWyhXO3JfjPpn/HaevrXSx2a2dm0b2hZFznJ+dUA6qehxzn8OlZt1byqqSxuHjf7shALEZxgg8EdMg+gweaoaOceBN4aUZTPzZJUj8+h6dfYZNLb3d1olvfy22M7FJ3cg4J9MdOeoq7cWpyNsKI0mFTL/ACM3oGP3CeWIORWRckW1hPCw2yTYhRHG0qx4AIPA9eOOaznG6sNOzuNW9m1eD7TqMyBFDJuZcsTnJ2+hxgfQVraZbQFUaOymWNlI86fkufRVHr/k1n28qxwwrBbqnljKgf6wqoxIuT0cH5uOtasFzFHaSLKpnYou+bJ2+WfuyEDkg8BsEd/enFWVgepbtDZi9le2+1St5ZR/soAQg/3mYn889qku7ffqcroq7PLViA27px179KjVp2hW3kCwqjKjRMMRo+Putjja4OVYe3PrpWS2w1BpLqZI4dmDIRlyVONjKOrjOPcYNKavHQcdGMsofMdV2kt6YrRvba2srZmu2SDcMoM5Y+wHU1Wu/E1ramSPS4lhwx3TyEF/z6L+GTWRHb32pzPLHbvMcb2lkJxt9eeTSVHuEqvYdbX1q2pbVVzER8wII3Y557ADjrT5gYlKRrtZ8lyPmZgfU9xn0yM9RTYtHv1ZL2Y/ugP3ZiAI9CDjpV+7tomPk26kNnIic7hIMcMhH49MHr1rWyWiITb1Zyc0O5sBT7c9e/Hr+GeOcc1TktCIvMRnDKTxt6dOeM/l24zW7Pbl3kDQurtyCoDN0yC3Zx37NgAVlzxspjdGYK/Afd8pOM4yf4sZO1ucng0mM9dfUpJHWCA5djjJ7e5rVS0tUgVJAGCjexbqTjqa5qApp1pLPK4DA7mY/Ssn+2j4gFwsN2UQKyPCTtYAjCuD3GcE+mea4IU3LY65SUdzuy+kQxQ+b5CbiAMsBWV4o1Gyube2tdOmSUFmBVmzG7DrGW/hJB/SuMtVN7ootLvzRNbTGFwUxJGOo/EEN+dXnhSHa8rsIzsF15SkbTn5ZhjHIOBjueTXRClZ3MpVLqxTezvZ54YLZ3MEhPls7EMpAAKEHowA+uO9SR+Hbe1haeSH7fExDiZXIA9mXqD7nNalvEZJ3imVHnYqkkaEnzj1SRCP4vXnk1dhMkVwwsIjcXasWe5T7it1OCeCf9o++PWuhMwkjPtb+zidoTAIraTAZUORgdPlGPzHNLdI/knyriG4t413IsxHT0B4z+GD7VZi0kzTzNdSRKqkyStC/mOB3y5+Uc9z/wDWprrpUahFdTGuOIYc7295GHJOeuMD8qBGQHt9S/e2siw30QyEk+YMOmD/AHh2z1A65HIqzQQST72PkuVMe04by5V/gOf4eeD3BFbk+gWxDG9kiLwBpJliO2OAZ6EgbnbPbI/nXI2AbW/FEui/bprC2/evAghDncqEgHsOBkk54GPShtIpGJq2+JhZWwQNOxUKrgKoHUDuBgdD3PFWG0/7JbKJVPkogSYHlliblW+qEgj2NZkEq3lxHJfX8buihYjINuO/HHT69PaujmlmsnIuYVlspvmCt96Js/MoPTBzkZ4OeKkCW1sLiaKWRyyXSsJfkIwZFH+sUHrkckfnVqCLaECqsW6QiLeAVhlP3o2x/wAs34I478c5NOliFrY2eoadMZEtpfMWVBkqhwvzA9MEAEejDsa0ZLOCbUZpsEwunzoBgMhGRjuGGeD2H1pjRB5TtCqWu5T92KNm5ypBMLD+8pHyn8BVaPR9Q1ZRPNKQXJbyjJ88mD82M8Ej0P5Vo7dscyzyPJtK+eQdpkTGI50Bzhh6dhz1rTWGFYvOuXUx+YN3k5xO44BRexweT07nrTTsKSuYiWWm2jur2twZlIyJmBZcex4H5VrkQ3EZns3hL4xJA6AAemF/hP049xUt5b3t7DF5tokNshygncKSCBnJPzN/L0FNbSrGxwbieLz8cK6sAuf7qD5jkd2x9KZJmSpbpKbK8ia1kLblOcqD2Kk9D9Tg+o61UvLRtrpcxg3MXzLKP+Wyg8kE8hhxkdcY9K1n0i1uUaVWhFsNytMYwXkf+6iZ6jjk/wD1qwfFAXQrRooJJmuYiAxeTcIsggrnpuwcEAcetDGZ+o2C227yVjmRwCQM7Jh1G4dQckHd7d6zmtUS2S5tl86NCVAUcSI330I7HvjrkfSruvWNvD4bttRsdXvXR7n7OPtMITziqBmkhwdwUH5SG65H0FdoZbSVr6wYNGwV5I8/u5D/AHgp6g9x1BzUXuM0dPs4Jo4tPaUvJcIRDI4A3hcAAnrk9B6YHrUgA8yWOcM/C/a128so4SZcfxDoccnHYZpW2ahpMWo2a7HtJNzQNlsdCwB9Bww9iw7Vv/ZHFzeXCIjiF+GA4wxwQT1KkcfQ+9MaM9kWaKY3Dk4IM7Rn8FuE4+gbHXoKuWWlWtsqxzQStcKR+8RvmQ/wuh6Mp7+h4pkEbRSRQxcFC8lq3QAfxwt26dB2HPetyGI29tAIytn5g3RSNltiFsBYlznJ65PT86adhNFC+gvbUqFu3mMh+VQdkikDjcP4Sc+tS21zPd2zQz2qypGeZcgBSfU9Mn259c1aSxsdjPJ5jpGR5s1y5wD6BByxPPcmifVS8iw2sSALhYk8kO4HoFHyrz6An3PdkmVK9xZTia0QJbHlYZJc7iOPlwOvpjmkMBmE3l2slrFIrPIkuECsBlSo7E9DwAQc9q6ASpDMRPNGt1sJu50PzRIP4E7AgcHHc4rnbo3GtXzRwIIl2lgnWOCPuT6n1Y8mgaMfV7iCVHeZYTKQBJGkgy+fRRx+HB965q5tYLu8hDyNHEobdHPG2AD1OTyAPxroNMFjJ4xk0eXULmxspJfLiuFMMRB4JZ2cYAxnCjvgVjTXMsXiO7sr+W7BhneELeAbk5wRJtOORjJXgVDaYySW1kguEzK0RlYNvIz5cq/dfjghh8p9a1oLFHjLWqRie05liKcbXHT3U5wfQ4qhGZtJYK8Ulzpu9lWN2+aMHsPQjsehrcitcataXsDLJBeQtEWOQwwh2k/UDGP7ymgCta7DsEaiRFjZIfMO3zIxy8D5/iXqp7Yz1xU8tiLwRmOWRyyBg6qM3EQ6g9R5i8ZHoMnmrosANPUvH5azkt5iLja69HAz94HnrzkmprZJJp2zCPM8wLJGjEBJ/wCGSM9cN9eTk+lMbCz0q1RgbBwbgrgF496yjsVOMofUdu+KGu72zumV40cwna+0KVGPRl6fga15YmzLD9oFvFkiYbd0spB5LDoq56An60iwWFltuZEdyy7oVnYO0no237qj3bPsDVXIsUZPKuEa6jhubZpBlfLwAzE9RyMj3H5VSe581RbahBIkxO6OaEfOpzycDofwwe/qNuG7kvboiJLeNQMyzkFjEo6kue/pgdTgeyXF3bWVgWt4URXJSBM53Y+9JIf4j2weM544oGYU0ZMaz3FsSJkYMwXGCpH7wDtkckH39q5nUJIYrmRGuDHI4BOWDK/fnHBPTngjFX9dhmbR21GeR/L8xViLZ3TH+LnsB7ewqpr2k6x4Y8P6XfTzTQvfb/NiEGFt8bDGrnH3iGzjtjHrUyaQ7Gx4m1Oe2nSNApX53wc9QVA6GuY0rUpZNYtLsRxRySTLvEa7VYFsEY9CCR+NFFY0vhLnud/OgXUNQi5KssMjEnJZssmT74rSvY0F/ayKoQzoGcL05LKQPYgUUVqSiroe0X0lqUDQ2jXKRhiSdqbtoJznikjvZ54pImfEcKqI0UYVBg9B0oopiH6tO6TXFmmFgtm2qgHDHpub1NN0nI0671RmL3NttWLdyqk/xY9R2oopiM3U72cadCu7PmzSM+f4igG3P5k/U5rjBezaJqj6jabftCzSKDINwwV2n9GNFFTLYo51wY2RAzFdoODz/npWyms3UMBt1ERTYUy6bjs3fd54x/KiikhM6PwbKbiPU7eQAwm28zZ2zkqR9CP5D0rrNDUXawrMAxnso9zHqP3ecj3yoooqgKdy3kWtrdoB5i3PlAHpsdW3LjuDgVdubyWysrCS3CxytCN0gHzHdIQee3TtiiimNk0sr21tNdJgz+asaOw3GMEE5Ge/uc1koz3GqJbPI4WWQK7A/M2TySe5oopoRo3d09pqVxFCqLHYJL5C7fulBkH3OeSe5ArhtVUXEJ83LBAXwT1I9fr3oopPYDJ8TeKpdctoUm0vTYGiVIkkt0dSsYz8gBcgDnPABzzWrZ6XYjULeye1SVC8a73JLDcOSDng89qKKziDINDDS395YpI8FtMxjeOI8FeRjnPbjPWu4mnfT2vXhwTHIqfOM7l3rGQfqrH9PSiirGTzWsUj3Nqy5WPe6N/EpXkEHtnGD6ioZGDX0MTorrLakndztKsQCPTAFFFAFx4Rda1p1gzMkQgR8pw25xlj9eg+gFLdyDT557W0jSJUbHmKMyNzjljz+WKKKoghlRX0KaXADy3ccTkf3cbsfnj8hVbVSNLeaws1EUS8serSYUEbievJ6dKKKOgzz2+199K1G7Dadp97Ddy+Y8N7D5iqyD5SvII6nIzg9wazZbq41jxEZb6d5ZbqZWkkOAcuecdgPQdsCiisupXQ61NLsHN0j2qsYYpSrl33fKOMnPT2p3hJpbtYLeSaQQwOZo0XGAwBPpnHJ4ooqxI6e3mYxWtscGKaOZmBHRkVWUj0PzMPofYVKI1MkF2o2zRuIty9SCMjPuO3pmiigY7SoYri9WORBxeyQlsnLJknBNJpNumry39zdlmK5k2KcKx7A98D0BoopoTIZr6RwYVjijgIz5Ua7VBzjP146mrF3p9vNrU8MilorS0Vo1zjPyhucdcliaKKZJyXie7lu9PaNyFRWRUVOAgDcBfQVyV/4k1fUdKgsru+nmitJJJU8yRmLM2B82ScgbePTJ9aKKzluWj/2Q==", 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", "info": {"video_id": "39342", "label": "pretending to pick wallet up", "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": "7d820126bfa90617650275f9528e849d788976a5d47b1a90066a7a84639692fd"} +{"episode": 14473, "episode_seed": 485477091, "split": "train", "timestamp": "2025-10-13T02:58:52.200365", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 485477091, "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": 1, "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 water 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "188152", "label": "squeezing water bottle", "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": "dfb78c0e7fdb98472944ed8ac0cf82e3b2f24c3daa6ebc6371aa212aacc1c907"} +{"episode": 14474, "episode_seed": 1278273062, "split": "train", "timestamp": "2025-10-13T02:58:53.773312", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1278273062, "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": 4, "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 brush upright on the table, so it falls on its side'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "70935", "label": "putting brush upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "70935", "label": "putting brush upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "70935", "label": "putting brush upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "70935", "label": "putting brush upright on the table, so it falls on its side", "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": "b13ce94676883a7f815f5538ffad5493e9f414d97c9430dba90ccaef4742865c"} +{"episode": 14475, "episode_seed": 3562193976, "split": "train", "timestamp": "2025-10-13T02:58:55.170531", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3562193976, "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": 3, "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 baterry with pack of cigarettes'.\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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "133613", "label": "covering baterry with pack of cigarettes", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "133613", "label": "covering baterry with pack of cigarettes", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "133613", "label": "covering baterry with pack of cigarettes", "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": "c9f8157cd939f71aa0315d3952b2741aeec02f2571dc7c268b26174556149869"} +{"episode": 14476, "episode_seed": 3265930795, "split": "train", "timestamp": "2025-10-13T02:58:59.757094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3265930795, "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": 3, "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 samsung mobile from behind of dettol dishwash liquid'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38810", "label": "pulling samsung mobile from behind of dettol dishwash liquid", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38810", "label": "pulling samsung mobile from behind of dettol dishwash liquid", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "38810", "label": "pulling samsung mobile from behind of dettol dishwash liquid", "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": "3d47622106e6130e42fc2bd1a3ef9d45ea900fe7ab4b47bbb67e7eae7d5e0b41"} +{"episode": 14477, "episode_seed": 3096981720, "split": "train", "timestamp": "2025-10-13T02:59:01.935789", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3096981720, "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": 4, "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 bowl and cellphone 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "73750", "label": "moving bowl and cellphone away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "73750", "label": "moving bowl and cellphone away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "73750", "label": "moving bowl and cellphone away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "73750", "label": "moving bowl and cellphone away from each other", "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": "0b218e6cad972d9d5a57b076845f96b5836d964c9c5c0643fc7b51cd39c92d89"} +{"episode": 14478, "episode_seed": 2492055053, "split": "train", "timestamp": "2025-10-13T02:59:04.259705", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2492055053, "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 permanent marker 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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2W8YbLeI8hMfxn+lcvb20mqXxE0rDOZJpupVe5r6TDyfsYt6JI8Cul7Vpdyhqt7JqEkTyJGpSJYxsGMgdzWJIoWZckhScEr1x3rVmKqSM5GcA+tUZ0yOK6IO2iOaa6mdZWZvNUhtE53yBfwz/AIV6dqCeU0CYG1QQp9uK5fwZZrNrctysW1I1O0E5wfrXWarjfD7bv6Vyyneul2Nor922VElwK2LHxDp+mWzJ/ZUJldsu8fG8+rZz+nHtXPs2OlQua6uVS0ZF2tUdDL4njV91vo+nxt/eaPcf6VSn1rUr6PyXuG8rH+qiG1fxA6/jWQcYzXReHod65wPmYEn/AGawxE6eHjzWNqFOVaXLcr6Tod1rOqx2ESMh3ASOV/1YPt3OOgrJutNGmahfWonE4juXUSAY3AHA47cDpXpcOrNoemarqkbojQqEjXby0jjAOfw/nXCWFjGNNu7+8G9UzHGG/wCWkrdT+HWijWdSPtGhVaXs5chiXALuzsxYnqScms4kwXUU20HY4bDDIPtWlM4U7cZ96p3CbgRiuuEuhzVImTpFmdR1u3tQPlaUZ9hmvapowVwOCv3SO1eeeDLVpvEX2qQAtkngY6CvRJuhrzcZPnqW7HTQjaNzbtUESYyWYnLMerGtCPnFZ0ByATV2N8CsrGo+/v103Tprtl3CMDjOM5IH9a5rRNXbUbvUJpJHBuOUTd0AYYA/Ck+IEzx+G0VGIDzqrY78E1y+kTPCiunVcYrKU+WSOmlBSiz2u0lEZiB6SoD/AMCx/Ufyqa5AxmuH8N3F3qeo3V3JIQFjVVAPAbIwB+AP5117XAltw3TPb09q1i76mNRWlYzbw8EVzWoOI1Jxljwo9TW9ePyRXOznzZDJ/CMhf6mmzMx5U2Lt6k8k+prLuAEnSTPB/dn8en6/zrZuRWXcoHRlPcflQhGj4bXZLcr2G0j9eK6dTxXLeGpfM89jw3yhh6HnNdOp4qHuXHYwfE0IkuLEr98ll/lXW6FCIbZFPXHNczkalr6ovMVsCM+rd666yG3PpXl4qV5nrYWNqZF4gvEtLMEnG7gn2rjdI8K22oXEmpPB59w4ac7zwo5PA+gqLxlqkmqamNIsnBlIwfmwAPrWVp2qXNhGYldlWOF1+8fmz1Yn/PGK9bLMI5RdRu1zzcxxFmoLocz4k1u41W42MPKt4zhIVPH1PqaqaHam9vQknEEY8yVvRRVu502SbTpNScBYt5ROeWI6nHoPWi6U6J4cEWMXN8dz+qp6V61VKMVCPU82Du+ZlPU7t9SvZJI1zvO2NB6dhWTgruVh8ykgitbQGWW/81hlbeNpT9QOK56SdvNeTOdzE49a57WlyroW9rslSVIr6FnQsquCQDXovj+2/wBIsrgdGQpn9a8taZpJtxHcdK9q8Y25n8PiZR89uyyDis6rtOLKpr3WcTaOXtselXtJie41FFC/d5NZlurRXDRdc9Md88ivQ/DOjrEiM4G/7zfX0qcXWVOk11ZvhaTqVF2R1ejW32WJExg4yar+Kr6Kys/MZgOpP0Aq+ZFhQuxxgZ/CvJ/GWuyapePBG37hT8x9favDw2GliKqivmeviK6ow5mc4Z5Lm8aaRiWcljmtyT/iW6GE6XN98zeqxDoPxrM0SxF9qSrIcW8Q8yZvRRT9Q1D+0b6W56KeEX+6o6CvqKiTagtl/SPnot2cnuzNmXL5ZTg9Djg1XYcH0FaviR/sVvp1suNyRb3Hu3Nc5Pfs0ZVUAz1NRBuSuE9NDrfBl3Aq3EW3a45Yk9Rnr+Hf8K2NZOJrcZ4Ib+lcN4fldNQRoz8xOBXX665jkswe24fyrCpBKsmupdOTdNpldjgY646c0kVvcXVwlvbxh5n5C54A7k+gqOTLRnB6VqaPqlvpsD3H2eSS5fAL7xjaO3Suht8t47k6X1L0Phi3s4vtWtXQZF58peEz6eprQ0ZBGpO0KG6AdhXP/arvxDfiWUhYYm+VB0FdPBH9mgX1J/IV4+PcrpSd2engkrOSWhn61BPfsllAWJaVX2Z4J5GT9M1S1uaKPytOtmzb2g2ZH8b/AMTfnUmt6kbG9jkhbEn8J9Pese3ha7uIbdTkyuEB+prqy+/suaWyvY58bb2lluU7iCSPBljK71Drnup6Gqx2hCztgCr3ifU411mdIlBWM+UvoAowK5a8vpLg7SAqg5wK9CmnJJs4qjSdjq/B+o+VfyIVBODsA6kE8ge/GfwI713zMHQMpyCMg15J4fZxfqyE7sjGPWvVlTyokjz91QK4saoqSa3NcM21qbkDce1XI25rMgfirsb96xNjnviGxOi2qDPNwM/98muc075bfmtzxneQTQ29oG3SiTzCo7DBHP51z0cjO0dvCMySEIo9zxXLV1loduHfLFtnovg4bdHaXvLKx/Acf0rWDvDfSpt/cyjzAc9H6EfiMH86g022Sw0+C1Q8RIFz6nufzovpSlu8qtgoNw98dvx6V1JWVjklLmbZW1GXLrCjYd+vsvc/0rMmI6AYAHFWFl86I3BGHkGcHqo7D/PeqMsmc0iSjcDg1lTtya07hutclaF9U8Xz6RJqk9orJK0Rjj3bmVCwX0HQ5J9PeqRLdjpPDg23d2QeGCHGe/Pb8q3L+9+y23y/6x/lT6+tedfDm/mmk1SW4kLHERLMf96urilbUr/zW/1a8IPb1rnrz5Ezow8PaNG9oVqIYt2PmbqfWtDWtYi0zTJpSwBRTzmqouBa2+QecYH1rgfGV7NdWkkcZJiRgZMd/avOpwdWokenVqKlC5nx3H2qVp8sLmVuQOS2e1NlujNN5RdUJBRix4Ud6wre5IIPT6U9pnEyqSdnTFfWULQXKj52r77udop/teS3jVDFZwIu9P75HKj6d8fnmsbxeBI6SgZj5jj4646n8/5Vd0/V7ey00RqGMihmY9Oe39KqmxvvEWmyPYwPcGwjMkqr1C55NKKlKbnL5ENqMVFGJpkL2ejatM6lWaNYxn3rnAR5mwjrxXbaldNeeHJbgxCMyMqkDvtGM1wsoZX3AnOeKhWvKQ3skEltJC6mSNkBPGR1r3+8jW502W3IyHjI/SvJ9e0bTYvDdnqenanfXK/ajag3UIjW4IXc7xDO7apwp3f3h7gemy3RjhAH32GAP61w4mpszow8W3Y5TQNHdp1mmUgp8ig98HrXo9kq2sA7eprJ063CAOetWdRvBDbkA44rycRWlVldntUKSpQsjN8R62yQOkb/ADy/KoHYetedzAltnJOeg6k1c1PVTJeSHcvTC45I/wAK0fC1kt1M11MNxjI2A+pr28DTWGw/O93/AEjxsZUdaty9EE1r/Y3ho25wLy9ID46gelcpaQStq8FmG+/KFIHpmt/U7033iRUJwqP5agnoen86uR6BNpXjFIbhV8y3TzJMHO1ipOD7112cKbct9zm5rzsjlvFMwn1+7P8AChCL+AxWGYXeMyBGKL1bHAq7qsnm3ksndmJP51JFrN0mgyaQpRbaSQSvhfmYjpk+lVGNopETldljwnb+brEfooLn8K6jxIv7u3kB5ViCPY//AKqx/AFpaXuvC1vry4s45yI1niljjEZ6ksZOMY7DknAqbVEvF1K/tJ2uCtrM0RW4A3rgnGQvG7jtx+FcM5fvb9jeHwWCBw0ih87Dw2Kv/ZlluGgtSzQ5+VnGDj396oWSPdMqjr2ArsdL09YEBYZY9c062J9lHTc3pUPaPXYfpmmx2kKjHA/WnX955KFQMseFFXJ5AiYHauJ8R6r9nhlKt+9fMcft/eb8Bx+NePCMq9VR7npVJRo079jH1C/e8vpXLBlQ7VI6Vs+Dif7Vmu5DmO0geU57HGBXLWCNKm0DJJrr9Li+xeE9TuDw1xIsI+g6/wBa+jnCNOkqcfQ8NTc5uUjkbuUyzu78s5LH6mqMq89KtXBzIfSoyN6mujYxbub/AIOtRLqkb7dyQje3+frXokz/ALpipBJHFcPoyTaf4XuL+GRo5ZJURWXrtB5rW1/Ttc0DRdLvbq8ulkvGkMsJTAgxtKAnH3iGzjt+dePibzqPyOylaMUdjCTipL64e2024mjxvSMsM+tFFS9jRHnJlknlaWVy7sclj3re8HRJP4h3SDJijZ19jwP60UVyU/jO2r/DPSugqhesWngiP3DuYj1Ixj+dFFdrOIzNxE9wg+6GBH4jmqkxwTRRUAZ9wThq8+utRn0rxNLqFuEM8MjhN65HzKVPH0Y0UVSJkSeFkFtBdrGSBIUDc9QM16DpKKIxgUUV5+L+I9HBfAT6tIyJ8p7VgeQk3hu7eQZZlLE++T/hRRSwfxjxnwo87QlSQKttzEGPUUUV9Ejxy9phM6TJJyoTIqx4a1y/0DVvtdhKEk2lSGGQwI5BFFFbx2MJ7mrEiS6Zbo6KVdnJGO+DXnF18pPHQ0UVzr4JerNJbo2tX8WSeI/sUE+kaZamAJHFJapIpSNc4QAuVA5JOBknn1r0WBzNcFnOTnA+lFFeRjPhR6GB+JnRQDbFx6VzviKeRYHIPaiivLW6PWl8J5oXY8k8nmtS01O7t7U28UmxGOSQOfzoor7Cmk4o+Ym9WZ7SMJyQeQc13GlOZ45bmTmbyXBb1wBRRU4j+GxQ+NHnl7/rGquv+r+goorToTLc6DRdYOkWskf9n2F7FMwdo7yDeAy5wQQQR15GcHuDV7z5dXsda1C9cyXUs8crydPmJbPTp9KKK8mfxP1OqPwm14YtYvsUc23MjDkmupUYHFFFedXd5s9aivcRRvWIQ815Pq00kuozb2LbXKjPYZoorqyr+K/Q58x/ho0NAA2THAyBiur1IeX4LslXgPIWb3PNFFexX+KHqeVT2Zws/wB6pbZQ0hBHHNFFbSMzur6JYfBduqDAzGfxPNYN7r2p39jBp11dzTW9u7SoJJGYlnxnOTzjbx6ZPrRRXi9Wdr6H/9k=", "info": {"video_id": "4798", "label": "moving permanent marker up", "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": "4798", "label": "moving permanent marker up", "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": "e765c5ab30e5c0609a391a5563c8c0c6cd3123b4fd5b52fb18423a8c5872d358"} +{"episode": 14479, "episode_seed": 3252737602, "split": "train", "timestamp": "2025-10-13T02:59:07.262179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3252737602, "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": 3, "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 pick the remote 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162806", "label": "pretending to pick the remote up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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RD9rkjmOAizAdcZ9fYCuZguZ5JdohDlnyWPU8+taUuvLLAbYqI9xUrk/Kw7Mp7+//ANapDpzQ606xqZYxwwA+6cdD9D+dZQZhHfU53X5xdassStxndgsSASc/4VmsoaT2qxeWEkZM4VtvfnOKgjLY44+tW5Xd0bRWho2cbFwEGfavRfD2kQxRRz3K7nLcKR0P+Nc14OsftN005TIhwRkcFu1eoWenRiNCV4jGQPes5S6HfhqSfvM4zxPZ3Gva1HHajyba1XfI5B6ngADv3rNj06O4y0PzbH8th/dIrrdZuRplpNfOcAEoR/s1yXgrUZFtNRnNslwZ7hWRTJg56AAep/pV0gxiWj6k+o2YtJmSJkZBkKcEZ6VxmomaRv3eBk16hqtpfLdtHc20MEqqJFTeWyvqD7H9a57XPDpt/Dljq3mhvtRkBTbjYUIHXvnNaWOG5x+jr9nu1nuHJaLLxjPGQpx+uD+FVLSZopUtWdFjMnMpySoOMkflUkjujYBwRwKqsSQ3fNZk2OtTToJbTTJk8yNJFklU46HOAB+AFY+safDDC0Z2pOkxxI7Ebgf4T7981v6FqYg8JxwIsZnklkCM/OMEHH6g/hWf4qcXECTZUl2SRSn8QK5B+uDV21t5GSvzHIbSDgDkV2vhHQJLx4G4YXRaNV69OpNctDaSTXCRRIzu5wqqMk19F+A/DUGh2tilyge6Ee5mI+7nkipk7I7aNPnfkUb7wlpmm2VrpQsgftEZQopwTnua8+8QfDGHTrRprW93TO52QOO3pmvctKhOr67eXr8pGfKjPoBySK8l8fteXPil7W2lKxD52OfujoAPyqIXex21I00veWxwPhsPY65au5KBJRu+nQ13Gs64HVlgGMismx0Nri+VCmZHOfxqK9RoI2Do2SeCfStXHqebcG1Gy1OEw6jArPEv7uQnBx9aS1vLBEMPnhSUKxYBYRMORn8s9+1cpcyXTSnYmADirN07QWmnyR7d8e95MHGWJx/ICqnNyVmYygmbS6lJDdiF0FxvBZ1hYgAdz+PpVrUJBdaWS8KIB5iLt2jaMAgYPXIINZ/hlY7/AFAFjicpI2Fz8qgADPfnJP4VQkvGt9Ouo/mYTkFT2zjB/TH5VnGKTTYktbGXYWL315bW0aktLII+Pc19PaLax2sNtap/q4kBA7DjgV438MtHW71QajL9y0Xj3kP+Ar2ezPlR5JwXPeokz1MND3WzW0qNEvLi4bGTTdPkE2qXdyygLnaCfbNLEPkKKcZ6mppFgstLlLAEkH88VJ0yX4nhnxHuX1PW47dTlIgWx+NZ0D3MWnRWxJG0HaPbrW5JYNq2salPGMqjog46cZpur6c0WzbFt2oq8Hr2z+daKPunnYid6rOIv5DG5JcqQeoPelg1m5vZ4okaNuDuLgkKoGSx/AU3VNPfcTLyATyD1qlalLISbP8AlrGyEnrgjGKLtKxzyV0X31OS/sY7iWGGSYIVVym0jkgLuBG7jHHWtjRra5ktYvPuBJG+ARJgFSc9M/lxXFwyG1uBcRqpKE7QexIwD+FdrqF/Fa6LpV2sbH90si4HOVCjHoR1Pr+dJU7psykrOyOd1xPIkit5IlcfMRg4x9P5+hq34E0JdX8RRG4QtaWw82XI4OOin6n+VGrQ/bNVtbO1VnLE+SoJOQTx+n+eK9b8M+GYdK022sohmSVhJO/dj/gOgq5aHZhqfM7nX20ksdgzRpkyDjHGBV7Q7SG2sZZJGBkIMjn1NSTxpbW8MSj52ACjtisXxFqkeiWcrOcAx5K9OtZWtqenF8y5UeRfEvUnv9dSCGQ/ICTiuUsZZ4dVt7qUkvDgA+gHSumtNOk1SSTU5zta6bcgPZM8fnV+HQoo7ljcqdgRmyo79v1rdQ0PPr1eabS2MXUb24ulLOxbI7mobTUba5txp2pwrLEOY3J5Q/XtVjVrSSHftOE7GuNu/tPnEIrcGiMnB3RzStI6q2bTLSTyhJGluHDMjSFiPfHJ79v1pZtSm0+5M0hULu2ebDMG3gHj3zXPSBl0NnyDcPKgJwMhVBP8z+lWdPkGp38TGQxN5qBWdgfmJJ9OAACfyrOT5ncxcbai6PNJcSLZxhXWUhSu3qW4qk9sRJlASD29D3FXfCl2mlajBcyxEvDOs2T0wozjH1xXYaHpdpdaJaX0m4XW4syMvDZYnIP5VWh0Ri27I2vC+ljTdNhiZQJSN8n+8f8AOK7O2IaI5GOOawLYhQuByetahuPJhYnnjselYs9anZKyOE+Jd0V0Z448hSwB/OtDwZ9ks/CdhcLiQ2zxSToIzlclstnvgEH8KwfGrNqKRWcRG+WUKMnjrVJV1xZW0nQNPTUg8arKkVsS4x03AH16GtKbOPFJuXN0PQCqQLb6f9siuXjWSZrhfmAV8bV5PcAt7GsbxPCf+EVVWutz291NEYgwKj5VOQOxJ7+wrmZ/DvxD06Jrj/hHJrVCNpZYQOvbqa5u7XxCG2XokiQkbhgLx+FbJ23RwvUq3CFZC2cgnPWqjDb3q9OSzfQ1QmbnHfvWfUq5o6bdbrJ7c4GyXcDjn5sD+lO1CWQpZ2xXCQjr688fpVTS0Xz3kdsRpgk+vtXTaXaWurTpbydS4wuckjv+GBTvroCjdna/D7w8lnYxarcwL5l4SIi4+4gPb616It0EW7nYjKptFZbyqLWLykCQWsQRFHqetalnGg0GS5uMEPljn9Kyep61NKEbGhokv9m6IpP+seNi/sxOc/rXlU5g1LxRfySzIgUqoLHGepr0aS7CaRJK/CsCB+Vef6BpcWqWc91JuU3N6QrjrgHA7e386qmnzGOKa5G+5twaXpryOy31qMIW/wBYB09K5u/0q2ma4Amjby0DcMOSD2/OtqXT7TSd0stv9qFuoAilHJLOyljx0wOPciobixtrW4SPfHiC6AXIGdg5APuM4+oroPNPMNSt/IlJTHB6VjTuWGDjAruPiB5Fx4n1M2w8uN55CBt2kfNnp261wsidcmokrPYEavhWYReJbUkqA4dOemSpxUtvDDcOLXzMjbyWIAHvk1gw3UljdQ3MWN8TBhWh4btn1PWoLUjMbPuf2UcmplrFL+ug4xvI9a8JaUNI0SKJCC8jGVj9en6YrtrWQSxqsmPl4FYVljjAwBWvaDqw6ismj14aKyN2Dgc1geINTH2d41PbGKtXl55FuQD2ridWvSyyM3JAqDZdzP0W71K3GpS25YWvmF2YRq3zbQAPX0rVvP7Tku7cXkll5knzDyo+FkXkocdMCuX0fXvsy6hbYCun7+ORmwucrkEf8BrXh1nTZHRdPuhJ58jXcxbBMRKkBcd8ZOfwroi9Dxq3xsytc0aVvDx1ovGEkupIfKAIKkAN/WvOrhh5jKB0Neq+IDL/AMIk6/aQVivXQxAgrnywd317V5fdAFsjr64qakbWMk7lDdXUGdbnw9oyHadqyIxB6YIxXLy+1aXhvzZr77JGCZJWAX/ZHOTRCXLF+Yct2jvvBOjSNfTardEPI37qFsdFA5P9Pzr1fS0HniTnI6VzejxRwQLCF+VVCg4/Wus09AMLx/jSk76s9SnHlhY2xbpcHzJCOBg47ivJviXeJdalDYiTalxKsbk/wr3/AEzXp1/e/ZbUoD82M5rxTxC/n+J7Z5Vd1Xe2F9cUlq7Du4wcjo4LzQ4to8ydokUIojiJA9OuOa1pdc8Pup8qyv5ppspEqwAbm4z39Aa5nSPsF3Zy77cBGmQMrtzwfvdRgfyrWkjht7jy9JEa3TQyrZmJwdxDqTgnI3bc9a6L3PMOfv0hurOV1sn/AH7LtdscYJ4x/npXH+JtFuNC1OW0uFUSxn5gjZHQHg/iK9F1Dy5HvESJXdWVrgAjHmbBvI4PfP5GuU+IrXU+si4uHR2miikDKMDBiXHFJp2uRfWxwMsrFCnYnJpLOU29/azIQrJIpyvbkVG6sCQ3UVAxI5z0qE3cpo9Tn8O22r+JbmS0RV0xG2qUBAcd8V2UNokUSoEAVRjAHSrFrDFb4RFATHHHSm3cqxg81Dvc9VYd0Pde5SklSE8f/qrPv9U8uJvmHT1qjqup+UCSwHbNcLrHiJmcxxtn1qbXFzqO43W9YP2uOQMdyNkV7T+z9oztpeqeJrhsy383kRD0ROSfxY/+O182zzNPKWPU19L/AA51k6H4FsbL7pVNx+rHNaxiefVquT8js/HuqR2mleSHAZjn9K+dNfuBcXJYcBQeB3NejeMNYa+hZ9xyOleTXkrEvuFU9FYxMiRsuwqpLhgMY+tSyPycg+1X/C2kW3iDXv7Our2S2DQyvGUj3l3VSwX0A45PtUbsZjqzLG6rnBIJ+vNd38N7Uz3813N/q4F2j3J/+tWT4KsrK+W+F9yAYwpPbO7/AOtXo2h6VDpNkLaDklyzt/eND2OiguaXodNw1oEJ5c5NamoPt0qK1jHLkDA9KzbcAkZ6DitizRZJQ8n3V5Ge1ZnobGD4tvRa+HCinDAMT+WK8osfG9taaTHYrLPEVYMWVfTOR1716F8S7yOWylhiwNw28flXo40DwfdaVZW8+i6ZIJFVSTbqDwOTkDPatKZx4t6JHhEfxGiga0lt7gGeGNonaaNjvUkkA/QnP1FJF4709dPeKSRXmkJZnO77xIO7p7H8694h+GngO5bzY/Dti2OOhx+Wa4r4hfD7wXYQxfZdJitpTnPkuy5/WtU3scTeh5R4j8R23iLW7i8tQR5m53GOmSOPeucm4JPUHk1rXNha6ekgtlI3E9Tnisa7YrFuBwamTuwirbFGQ7j9a9V0LwxDpGqzXEMgkR4wIj6A9a4/XdB0i18OW+raZqF5MGuvsubmARrcEJud4hnO1ThTu/vD3A9M0+LyAifwhQM/hUnRQV5XNq2G2NQep61qwMUGRWRbvub6dKuy3Igix7ZqJHoIi1K5+XBPbFcVqbsVbB6itm+uzKTk4rmb25+9k1mzTmsjAtPDN1r2qlIb1bTLhWZicEH0x3r0TxX4asLPwxZ6T4eiQ6o3/LZzhm2jLEsfYGuJOsJp6I6kBy4Na3/CXC+1WzWMnfh847Dac043bS6HNKMFCUupw11beILV/st0dqMfmwRjHfpVe4wCQOcGui1S7E87kP7VzMzDexFaTPMRTmGOex4+ldd8OrZG1G8uCP3kaqq+27Of5VmeE7DS9a8Rw6brF1NbwznasyTRxrGe5YycYxnjqTgd66bwXYtp2veILNo54zbTiIJcACRcM4AbBIzxzgkelCWhtR+NHpFiq5APYV0FlIUUPn3rnrMYxjr61rGcw22Tj0qZHolbV74yMVzge5ryDxpfGFldTyH7HqK9C1S5yGJIya8+v7d9R1aODI2NuD55+XFQtHcKt3DlRzMPiGcWTWccbs0jg/L1zntWzFq+uvHHZ2+lan5sLeZ+6Rt6k9DwvHSvWdMXTrPSo5YILeKYYZnWNd2R3z1zT9D+J0NpqyG6lXyZGCSsTjjOB+PNaKo5OyRzSwrjG7lqeQNrniKxQwNpt9EWycyq4Y569hxyfzNZ8+q6pqMqfbgwSNNqhgc4AwBz6CvdfiDrKTXkg3jgbeDzXiupyb5ZHznnj/P1rVqyODdmLMOTzVJzyRnirU5OzI9a2vEngu+8OeHtH1G9Eqz35k82FoyBb4CFAx/vMrZx26dc4izKR7QGJBBNZmpzP5Wc80UUqh9Rj9onnPiS6lAIDcVw7uzMSTyaKKUDwa7CL/Wp9RXtlhK66ZFhjwgoorRbnJIoanPIQwz2P864W/ldnIJ4HFFFZTbuCMO5dlIAPXvUmkarc6JqcWoWmzz4wwXeu4fMpU8fQmiirjsM3PBUjfapo+xaNvxBNetaef3uPaiik+p2YbZmvaHGfrWkJGWByD2ooqTtZ5n4ymdwwY55H862tO1u+e+aNpflVeB6UUVtS2PPxm6PT/CV7O1jcSM2W461w3xGu5jISW/hz+tFFWt2cPRHkGoSs0bE44Nc/dMfLHA9cUUVEtzRGjr/AItk8RQW0M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+teuQ/dH0oopHVh92X42McZZepWqlxM7bgWyOlFFTI7EYN9Iw6GuavZXIbmiisQlscnqc8jXG0ngDitvwdAjNcXLZMgHlg+gIoorWJwVmS6gAGc+ozXPTfLJgd+tFFJmMSXSPED6QJ0bTdNv4pmVzHe2/mBWXOCCCCOpyM4PcGuy8B6jdarqmt6heymW5uZEkkcjGWJYngcAe1FFaGtH+Ij02z/AIfpUVzK7Myk8AZooqJHoo5vUZGLkZrmPNZZZnGAwGAaKKlCkVbrV72DR5RHLjcNp+lQ+CdLt9X1EyXpkkEDB1TdhSff1oorSG5zYhuyOq8WSv5jsTkkHr9a4S7Pyk+tFFayRxIyJydnXvVrUfE+r6ppFtpd7fTT21tK8qCSRmJZgo5JPONvHpk+tFFQxn//2Q==", 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", "info": {"video_id": "162806", "label": "pretending to pick the remote up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "162806", "label": "pretending to pick the remote up", "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": "6250212a9e3b14e43ae7554ced49d22dab20f5a7dc211b0cd10cf20df26912aa"} +{"episode": 14480, "episode_seed": 301528522, "split": "train", "timestamp": "2025-10-13T02:59:09.309795", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 301528522, "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": 3, "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 elastic band so that it gets stretched'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9029", "label": "pulling two ends of elastic band so that it gets stretched", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9029", "label": "pulling two ends of elastic band so that it gets stretched", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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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wGX86sRkegrlryxwS6j5q3NItXaKJIlLSSYVV9SaFN9jTkdtTWQe1TrgDkVjeOPDseiQ6dd2jyq8jMlw4kbDttBBxnA71yyXd1jC3Mw/4Ga2dNmE58rsz16yuY0swXHfFW1dJF3KteL2N1epOQdRuWUkYUynp69aje/1WDxOLRdVvRC0g+Xz2AwQDjrRytImM1J2R7O+3+7Vdiv8AcNc5YtLPbyI9/c+ai55k6isyIahJ1vrr/v4azcjdU2dgxHPyGuU1wFtbid8rFHD3HBJJq9Y6dd3MgYXE5UdS7kj+dSa/p5jtraNXd2UOST3HFTzaXFFe9YxhNEMfvI8HpzU8bqehU/Q1iyWu4cc1Y0mEojDGTuwB60lPUvk63NpXRcbmVfqcVYSVP7yfmK2rrwxDL4RvLR40e6lhd/MKgkPt42nt0xXj8YIC10Om7amFSXIer6bexRXHzSRgY7sK011e0LENPCnoWcD+teIy/ZzMGdgWjI3YPPtU2vW8TaPBNtG9ZSufqKXI0ZqrdpHtRv7Zh8tzAfpID/Wqk2qWcbbXvLdT6FxXB6FHHFpdlIIVI2jgjqCa072C2uL1XjRVBUDGMc1nKTudCgupvvrVhz/p0J/3Tn+VVriL+1Z7c27I7QvvwwI4IIqPT9E84hmULF646/Sulgt4reMJEgVR6ClqyJSUXoc7pWiR6XqIKOeYtnlhiVDZznk9f1rbNgAxbPB5xXF3mtDTtc09/N37pS0gLcjjbz+ddG+qSTggttHtWk7J3O2MGoozdZs3trtpFGUlb5WDd/QisC/8QJokSebaF8ttG18Z469K6a9ha7tNqt+8UhkJPcdq898bMwntLeSIqQpkIJ554/oaz5feMq2iNA+PIvI8xdPfk4AMo/wqzH4tle2EiWSglc7S5P8ASuHtIDLLFG64jOTj14rp7KJQ0KqvyKvP4dK15EefKo0zrNI8Q3ssAkjt4QH25yScHvW/YR3hvZLuQQbZgAwAIPHQiud0KLm4TgJHls49q7C0yLWLPXYM/lWajrY6pS5VoWhQaRTSnrVWOdsxNf0v+0pLU+ZIhiDkFXKgZA546n0/Gix04y6IlpJI0kgTa0jHJLepNTa2x+zogk2byQecZrC8PeIzLbXUed0iXDHJPY4/wNNpOJ24aLcG0Z91CVWSCVcSKdpXvmu58Ox/2faxQyYEkx3OPQ9h+VYcnl3F4t06KZQMBsVba4McXmZx5Y3Z9Mc1NNcr5jTkPIL+Z7bVLiEoCwndQM4/iNVURJNT8vqCTz+tRXt013fzXLDdJNIz47ZJyavaRbK832iQ4bcwA/T/ABrfqeXPR3L+pxebpkceOWmB/Q11OlWb2/hW1wCRMo3IBnHG7NZEa+ZYbyoyGyPpyK7jTxhLBemFY4/4CB/Ws5q7N6L5YXJdKgDRJJj5QOD61sr0qJcAAAACpQeKhRsTOXMwziuIM9kl5cWEtxGrCcoFJ7noPr7V2p6GsG8hsoys8xXzdwmHbbtHX69evWjkUtzXDzcXZdTnryzlt2MEsbb+2Bnd7iuk8M6fJatFcSph1GFQ9h3z71teTEyK7kdMg5pi3UKMFU5+lEIWdzqsUfiIiSeEjJwQk8bA/XI/rXj9yWNpIE6nA/WvUvGt2kng6/jc/deNlHr8w4rxpJSqTHuwwOfeuhu+pxYiNpGjo6u03mMeNm0fnVxITL46t94BDSIBn02//WNRaLG0cBaQbfnPX8v51uWVkz+J7eY7cI4YepGyolsZUdZs7GDR42uZgsrqFC9PcVbt9EjhbLTM656YxViz5muT/wBNAPyUVeFZuKNXOQ1EWNQqgADoBWD4luorWex82QJv3qOCSeh7V0JPFUNSit3RJbgjZHk47nI6f/WpcqejFTk4zTRy5003lst7YyRyQye/H1FX9I0f7O4aRt79eBwK1tHW3azMMRXyoW2YB6cA/wBatPPb25wpBPoKFBJndbqbFi26FY26gAfhXgN28cF/NEWC7JWXk+jEV7THf7JIpAOA3P0rwnWZA+uXcikeX9ocg9R94810c10cuIjoQLD5l+0Zblmzj3zWzq0Rm0qMDoJgcfhWbp0Mlxf/AGgfd3Ec/SuhaIXFkMHCrJ+eMj+dS9jkhrUSOt8NRLJ4Z0kSANuK8MO2CcV0y2sGAPJjwOnyisXRYhBp+lwLkhBwT7J/9eugFZ2Oib1FUADinUDpSUjI8X1VvK1y7E68lwyZHbrwa6uzuQ8KODkFQQfWsLxU6Wt952MTSRKVBHGRwaj8O33m25iLYZWOFz0FEtYpnrxd6cdDtYZzjNef+NW87xBzj5IUHX6muxglIGK4Xxjka67N/HGhH0xj+lOL1ObEP3DKS5lSQHjeE2jjNdZpqldO3Ny5YZP4VyliEe4xtyo53ZrqIZdtkw6ZIrRHmT3Ou0kj7JcOP4kP8q6qP5UA9BiuT0dCmnsh6kqv5kV1KtWZ1Td0iwpp2RmoQ3Fcgl3e33jK70w6xc2kWZPJEahssqbgvsODyaRmXPHMjroz+XneFLAj6iuJ0CaJLhljIBZBkL0OP8mtXTb671iyvFvbmWY+SQm7tkEn+Qrk/tkdpfQiHaQGB3qMexBprVNHoYN+40eiQz4xTtRuSulXZ9IX/wDQTWXBPuRWDZB6VJqUjPo94FHJgf8AlUxZcnoeaxM0DbsZGDnir2mzu7xQJhVA5Yday85LHdgAcc9a2NKVECuoYbj3FbHkzOrRUEhiAG3HArsLL/XQj+7Ex/Mj/CuHidpdQTHQYJruLH/XE/3YlH5kmolua0n+7NUGng4FQhqyPFN5cWOhPNazNFKJEAZTzgnpUslm7kHjPeuF8VXwgsWhKN9ocGNAoz0Yg/pS6le3EGjQ6hY69qMqtc/Z8zxqizkLlnj77VPynd6j3Az/ABnHKtwk+wnZcSAAnBIIznNOOjN8N/FRtaZq8l5YW8kjEnYAR7jj+laUMvOa4/RLsmFonG2RG5B469634Zs96nZnoT0bM3x9c7NEiQH/AFkwz+AJrzuOEPsdnBLOFA9Bmu08cSBtPtATx5p/9Brhc7jhMnLZINax2POxPxnU2bC4cIhyFYOcdMD/AOvXRaWu/VIHHZTn37VzmhJ5UTD+8hNdF4ek8y7A/un+tOWxz0HaZ2dgflmb1mY/0/pVwGqOnn/RQf7zMf8Ax41bBrPoXLcmJFZGuXCQW26QfuwCzH0AI/xrFh1CW68az6Zdatd2ls8uyN4pY0WPoSWLjGMZ46k4FZ0p1G7n1awupblxB5kIFyBvTrwwHGfl7ZFLbUIfEiv4f1iY3V7Ed6RSv5qA8cdP5YrpY59+M159pN08E8XmIVjPyZznBIrrop+nP60T0kevUtfQ22nCwOf7qk/kK8WUpNc7pSwBP5nrXrEsv+jyc4+Q/wAq8jZx02ZIHPPtVxZwYrZGrp1wiiONATIWLY7Dn/8AVXTRw+VH9nGD8veuW0qIq+9sE8DOa6aSY/bYQvcCq6HAnyzTO309dv2NR/DG38gK2AayLE/vY/aI/qf/AK1aqmszpnuTg8UE8Vg+Kby4stBaa2meGUSoNydcE81hayPEmiaNpt5dajeLLdl/MiK4EONpUE4+8Q2cf/XpGZieN4El1C13Z+4/T2IrK0eBLe+XZn5lbqaKKF8B6tH+EjqYid4rlvFyK99lhyEXBooop7nPX+AydPUEsSoyCADitqI5uIU/hLZx70UVotzzZbncaUc2kZPUyqT+ddGvaiis+p1TJR3rzXVb+bS/GF5e2+3zY5m27hkcrtPH0JoooRkWfCaj7Per2/dj9GrgJYxvc5PDEfqaKKcd2d+C6/I7LSiRp8QB7f1rSnJOm3P/AFyb+VFFQtzWp1PNGiUXTLzjNbVmgRFwT0B5NFFbM8iZu6P89xI56lwv4A13Vj/rJT/soP0ooqZbm1P+GaArD8Zn/inX/wCu0f8AOiipJZyGq+IW1mK3jk02wtzCqpG9urqVQdFALEAc54HXmuj8WsGiclF+WZMceq0UUdUa0P4sTg9AnkOpyRlsjBHPpXZQEg8cUUUpfEd7MPxoc6dbE9fNI/Na4yMkSxqCR82MjrRRVx2ODEfEdRp7Es5z0FdB4ZUCYN3JNFFN7HPQ+I7Cw/484v8Adq4KKKjoaS3PO9V1dtN8Q6mhsbK8jlnDFLuHeAyjggggjryM4PcGr3h69nv59Ru7p/MnuZ0aRyMZJDk49KKKHsI4fVpGju4wnAztwPrXYWjFoULckgc0UUVN0etPcv5PkuO20/yrycuwkOD2xRRTgcWJ6Gtph/dgYHHNdJa/PqB3fwouPxJooq+hxR/iI7qx/wBb9Il/ma1F6UUVmbT3MLxnx4cb/rtH/OuGu9b1G+0+GwubqWWCB2kXfIzElsdcnnGOPTJ9aKKaIR//2Q==", "info": {"video_id": "9029", "label": "pulling two ends of elastic band so that it gets stretched", "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": "0151109d16c21afa25583961fab22d5efba6d89b22b992affab51069e3c3a6e3"} +{"episode": 14481, "episode_seed": 3565693201, "split": "train", "timestamp": "2025-10-13T02:59:10.870983", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3565693201, "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": 3, "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 powder packet onto 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "84542", "label": "putting powder packet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "84542", "label": "putting powder packet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JKs2xth5UMO+AeD6VTm8P2N6JGew1EE/xRSI+O/pXmVIxcrSWx30alSCfK1ZnQ6VKtzpULnneAwNdVAu2xb021xfhsJFbG0Tzttu2xfOAD47ZArtIzizbPpXK1ZtHTe6TPN9aPk+I7CTpi7j/APQhXodxGDmvN/F5Md3byD+GdDn/AIEK9MlHJ9K78B/DZx4340ZEqkGiNARzViReajjANdxxliKOtGBeBVSJeBV+JcAUDOT+JVwYPDsEa9XnB/Af/rFeYzeZZWgt7kO48reJAvKj0NeveM7T7RpUE/lJN5Ew3RucBlb5Tz252ke9cnLYW91CEksLsdtqzqfzyPeuLEJc2qOrDynF80GUba/e5XTp4ZHEc2zzgp4fBBAP4jNejzEzaSB2rz61tI7Gc2cUc8cSShkWcAOAR7dutegWh3aYyk1xT3sdq1VzznVJfsniLTLkEjy50LH23CvVZEGCPevJ/Fq7JwR2yR9RzXq0T+baxSg/fjVvzANdmBfuNHJjV7yZn3Ee3OKzpgS61sTrms64UBl/Gu84SOOMGtCBMEVUhXpWlCg4oYFuAADPpXiF6893reo3kTHbFI7bccMCcgflivco/l6CvNnsBaahd2z2SyCOVlWRJtjFeq7h64I59K58R8N7G1G9/ddmc5Z+In0s+fCbuJ1Idki4OO4+h47dq7nwhrQ8Qak101zNI2fnilGCjYJGfWsY6FY3KSl9O1H5v4oZlb354rX8G2a2+rTNDHLHbxhcCbG9mY4LNjjoMD6Vz0Y+8rXOqvUlNXlY7m4iDQMPas3TziZlrZYfKRWDG/k6gV7E1ti43hcww796x0I4SuZ19/3b/SukDZhrk/ETHyn+leVPY76e5DAmcVbXiq0RxVuJSxr3TymXIVJFTXECTWjxSoHjdSrKehB6ilt0wAKtPHmPFAHLp4Us9w8u/vox2BKvj8xmtO68NpPaQxS61NPAp5iFukbEehYDOKvpHjtU3UYrPkj2K5n3M3y1S8YKAq+WuFAwABkf4Vn6Zm1128hwQjESJ+PX9a15oyLpG9UI/UGsjVD9l1O0m6CRWjJ9+v8AjWWIjem/I0oytNGhrS+bbkj0rhPDduYfEuqZ/ihQj/vo13M7edZHB5xXl2nyXNx8Qryw/tW4s1kWQR+Wm4sVXcF9hwTk+nvXFhP41zpxH8Jo76RRuWp41AGa47wfqd7qIujeXMk20IV3npnOa7GIk9K9g8xFqAEtWhGhFVbZMc1pIuRSKRh6hotjqNz5txHKsqjb5kMhRiPQ461Npvh2xt3LR6lqduSCMq6t/NTWg8eHzinLxxUOKetilJo5C906HRtaj8l5pFukJaSVslnB9uBwRwK3t3+inHcVW8TwbtOS6A+a1lWT/gJ4b9Dn8KZZz+bAOcivNxUeWpfud+HlzQt2PPfGhOCf7rBvyNeoE7o1PqAf0rzfx7BthZwOCDXU+Kb64tPCUV1ZztHIfJw6HnBFb4B+60ZY34kzWkUVDCua4rVL+6g0aG/ste1GUNcfZ8zxqizELlnj77VPynd6j6DtYTgD1xXccZbXjAFX4FLDNUoQWIrTgGFoAZdW8c9tJDMiyRSKVZG6EHtWMnhXTtw2XN/GM8ATBsfmDXQOM0ijHak0nuUm1scP4q037BqljJHdT3ELx7A0yqCrKc4+UDPB71r6c/8AopB/u0/xfCZNF88Dm3lSQ/7v3T/OqVhKDCOeorzMXHlmmup6GGlzQt2OP8XIGmX3yK9E0FzP4c02Q9WtY/8A0ECvP/FI+Yk/wtmu58IuH8HaW2c/uMfkSKvA7tE41aJl2VRWbdqN6fjXONqdxc+ObrS7nV7y0tmm2RtFLGix9CSS4xjGeOpOKNDub6TVNUtb2e5k+zS7FW5xvTlhzjjPAzjivRTPPOljUAZq5bklqpxZOBWjbJjmmxFtEOKzL7RbDULnzp45VlwF8yKQoSB0Bx1rXx8tRhfm6VLVyk7FTT/D9jb7jHqGpwEjHySKw/VTTodNttNtHjtw5y4kd3O5nORyT/StBc9hSyxb7eQHjKmhRS2G22ONYOoJ5V8r9jW8OUBHcZrK1pP9H3gcilUjzQaHB2kmXYZQ0Irn9fTdC59qo69qlzaeFmuLS4eGYSxrvTrgnkVy/ib/AISTS9E0+7vNSvPNu9/mRMuBDjaVBOPvENnH/wBevIVKU43R6HtFCVmdfFyBV6GiivXPOL8BOauqTRRQBItKRRRQBTuFHnRHHI3D9Kw/FCj+y0k/jjmQqfTJxRRUT+FlR+JFmwO+1O7n5a8d16+m0fx3PfWmzzorhgu8ZHzLtPH0Y0UV5uG+M7q/ws3/AAGMG9HYeWP513kIoor2DzDQjOAMVeiJ20UUikK1IBRRSAiu4kntJ4pBlHjZSPYiuS8OSNJpyljk4oorhxu0Ttwm7MrxoobTdx65qvczPP8ACmyeQ7isiIPoGIH6UUVGB+KQ8b8KOf1fX21iKCOTTrGAwqqRvbq6lUHRQCxAHOenXmvUIeg+lFFeijgNCGrsJOaKKYFoUYoopAVdRhSfTbuKQZR4XBH/AAE1weiSu1lExPO0UUVw474Ynbg92Z/iZQ0uDzlRXUeA2L+C7UHokkqD6BzRRU4H4maYz4UcPrmqnTfFGrIbKyu45LjcUuot4DKOCDkEdemcHuDV/wAI3c+oX2qXly/mTzuskjYxknNFFeitzzjtIRzWhGcAUUUMC7FyOal2gdqKKAJEHNSMAVI9RRRQMgQYiUe1Z+pfNZvmiimI4LXmP/CLTDPS4jx+ZrjtT1nUL3TorC5upZYIHaRQ8jMSWx1yecY49Mn1oorzaez9Ttnuj//Z", 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", 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", "info": {"video_id": "84542", "label": "putting powder packet onto box", "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": "810914fcef757283a1a809ced8cdedccaaf34808f83c3ed7e08045a0974e44b0"} +{"episode": 14482, "episode_seed": 4257183028, "split": "train", "timestamp": "2025-10-13T02:59:13.435305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4257183028, "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": 3, "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 lid 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "100100", "label": "lifting up one end of lid without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "100100", "label": "lifting up one end of lid without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "100100", "label": "lifting up one end of lid without letting it drop down", "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": "f8d8c140a11517704d4728fde0f5a4c78335bcc819fcf3208626cae81bced47d"} +{"episode": 14483, "episode_seed": 837475020, "split": "train", "timestamp": "2025-10-13T02:59:14.809800", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 837475020, "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": 3, "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 fidgetspinner'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "47910", "label": "throwing fidgetspinner", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "47910", "label": "throwing fidgetspinner", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "47910", "label": "throwing fidgetspinner", "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": "c17ff53384381ac2f5cf02ea38f4d4c303108bf96b387abc62556e3e10f1c93c"} +{"episode": 14484, "episode_seed": 468776516, "split": "train", "timestamp": "2025-10-13T02:59:16.067112", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 468776516, "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": 1, "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: 'paper 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213352", "label": "paper falling like a feather or paper", "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": "add6330fa60eee84e8dcc9b4d0df7003873a286e8824aca50e75ec27925cad44"} +{"episode": 14485, "episode_seed": 1697389860, "split": "train", "timestamp": "2025-10-13T02:59:17.110890", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1697389860, "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": 3, "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 headphone away from 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22482", "label": "moving headphone away from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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zbj0pV1e1F5axoJY0jm+dy/BU8Hiu6lBJe9sefWnJ3cVqZWqPPbytskkLRkSEZPQGvQUuBPbRzqciRAw/EV5/4muY49UlNmzqGG0+hHtXQeHL03GgW5Y/6sGM/gf8K4MfBRmmvQ7sDNyhqX5mKysFcoWBXI7qeCK1dK025vbCSW0bNzbyRqBnh1OQc/TrWJcEOD0JXnB710fhKeCytbxGljVpmjKhAQCBu9aKFTmpuL6BXp8tRSXU6+BRYW0dvE6syjlHGN57n8a53WLPULiXz9IvZEk/itpTwT7E9K0/tkVxEwEiyxg43KcmM/5/OqztK2VY5kTkMP4hVSaa0JitTAs/EU5hure6jaG9hzHLG4xn8KVZ8IAOy4Jqa7t01szLlTqVlyCOs0XXafUjt9D61jrNhAc1y1tzro2sQao//E1Q91tox+ZY/wBakhnxKpXJH8qbMbCTUrr7XLMsiwwCMRrkH5MnJxx1qvb3L212dkRljJKj3XP+FdmF1pRPPxP8Rsq3TBpwG5y2MZx3qtJrNvbSxQxJLGsU4aR/M+Ur0YYq7faddO25YJBgb8legFczdW8hmkaBGkikJ5C9Oeldl5wWiOf3J6NlvxVPDDq0psnJDLsJIBDDrxXR+H743fhu0f8AijBibn+7x/LFcHeXDMA0mMxhUweuBxW14Nvf9EvbbPEbLKo9jwf6Vw5h7z5/P8zswS5UoeRX1RnuZ0hXO0dT6CqE8m9wo4UcAVpXEqRQMf4mrIjhlml+QZJrkt0PTgxt5GZ0t7QPs89yM/QZ/nitRIE06wW1R9xA/eP6mktdPa1c3EziScZ2f3YweuPf3qtcTeZJtU5Hc1V7KwcvNLmJbaZ5JBHu2qeBXaaNrd1ptoLWAxiLJbBQHk156mJJhycD7uP51sDVFsrTzZDu29s81pSUnrEjEciSUj0aPxDeyLjzFT/cUCkN5JO+ZZGc+5rzVfH1pEny20zN74FVZ/HN9dxstvGtuPXqav3nucrUI7Hb61MPteVORtAP1FZouBnBPB4rK0G6e90eTzXZ5I5jyxyTuGf6VLbrIBh85HHNcj3dzqirxTLbSZeMOSeSCPXHSukg1ieWJFaVigGAM8YrmorZrm7XDYVVy5/lWrAqq3lgYVRgVU6zvcmNKKjY2BeA8DrQZmLgE1QQYIYd6k8zBrKU2zRRSLTyZt58HH7sjNZd9o8WnWInjv47ggL8qr6++aW7n22N4cZxHjHrmqFs9qY0EtsEP+yBjH6Vtg5tSlpfY5sVBStrYsW95BcWTQ7SJQeDWbJC7SSKMcqRknAFdbo0Vm7Forbf7Oua0NZ0mO60uSKK1VJh8wGOa9qlFVUnseNWqOhKzs0/M8njkNtMoK/OjZqDUJVlkeQrtL+vFWdRu5oQ8bLCrqdpAjGf1rDkneRcMePSs52h7tzeHve9Y9C8P3pl8Pw5OTGShrkZZCzGtPwncZsb23zyo3rWKSTXjW5ZSR7dN80UyaAF5Qo6108UP2OwMpIBxmud0xC1yTjpW7rU/laXIc4whH6VE3pY0uZdvo15HYi9kkh8tkMoG45I6njHvWjpd3btFJFICHI+U4zzWHpTI8e1pblQflwxYgjjPr6V2GlWdh525IzIewZCB/KvUo1I3SaPHrUpWbTX3mPIjC4UjB2nJ56VjTqYZZI35z3HTFeoXWmw3FnPELVY5HX5QRXmOozXNi8tq0gjaM4ChQDj/Gu2dFKPNc4aVdzk422IL24M375x0wufw61q+Err/Q7yDPCOsgH14NcnJKzA5Oec1reEp9urtCek8bJ+PUV5uLfNBs9PDLlkkdiLjkEnpVjT79E1EWc2PLuRsDEcA9h/MfiKxi7i6ePHAP6U64dI4DI/3lHy1xxk47HbOCktToxb6npd2ZbWQEoejdWH91h3rqbTU7e4sWvV/dvEP3kLnlT3FcjoXi23ngjtdY2iVMBJ2HDD0Y9j712B1a2Me6GHTsEY3rGhyPrXTGS3OSUWnax51o11rFz4sfXba2uBZ7zGsu3CMB0GTx6mtTU5RGskiD7ysQB0yT/9etXUtajuMq10JmTgKrAhfbA4FcprN0RaMc9SMVhUd9DpprqNvdRWHxDeskp2qUC7fmU4jUVqabrMUsiJ5sKKvGWUjB/H8ayY7a3a3i3QRMQi8lRnpTf7PtA24QKp9VJH9awpY+jCKg09P67kzwlWTbTPRvOiSLa1zvDDBA5AB6EGvKvEyQWeozR28rSRsvGCflPoa3Y7h44RED8gUrgnse1Ytxocc5ybqbP+0Af8K9L+1sO6fLdpnBHK60ajm9UcoznBGTWt4UuPK1sQkgLcRtEc+pGR+oqZ/C5YfJer/wACiP8AQ0238O3tpewXEVzbsYnDgZYE4/CuWpiqNSDSkdcKFSEk7FaeVnlAJ4rUsmSJMn7xrJUbpie1TCQgnk8UHUtSzqN07EJuPPUCqLEohA6nqaaZC8mTTtwkgLjuSPyqTVBawyTEsGChflzznPqKbe6XdXZG24jUY5Ug4z7VbtnaKAL5LE9c561OszMSPLIP161l9ZqQdo7EyoQm7yOdPhq6/wCfiD/x7/CpYtAu4x/rrf8A76P+Fb4ds/6s/nT+oyRip+t1ES8NAg0OKbTBcRzFHSYDBjbO1hzk5H4VreaD3rKeXbwKi0WNtY8TPps2pz2qMkhi8tNxZlQsF9hweT6e9bQTnq92Q2oKy2OghnKJIV+8cVes5uMHr3ridD1C4nSUzSs/CkZPTOa6XTZi0hzUyVnYpO5uhjgH1pd/WoUcMev4VFNKUjc1BRmXlzNcSXNpG6LHIBuJGTxWf9lvYh+6nTI7iRhUtqxe8marUj7E3bN3sKj6xOlK0CnhoVFeRc0bW9RsJFE2xozw3Ib8q29R8RyLaPJCfMkxjC5zj2Fch9qTPKsPqKcs8THqfyrqpZpWp9Djq5VRqdWc9qUstxcvPIkgZjkl0INZrMB1YfnXbecvaU/nWfrU8kWmtJGwDblAOAf5ij+0HOWsdx/UVCOjKfhW6EOsqhPyyqUNQlwW49avataWdrocGq6dqN1KTdG2Dz2yRCchNzPFj5gqnCnd6j3AyldccZzTnrLm7mlHSPKbmkKC2fU1L4jeSSxNvDE8kkgPC9qj0cjANTzzB7wD0U1hN21NUr6HN21vqcIH+jyZHbYldPousX9k6F7QYzhgyDp68VGWVRuI4FRfaoD3P5GnHH1E9EZywMJdTqr7xA32Z3iIkkUfKo7j0+ted6i93eXLTPBOWbqWQ5rZNxFnGefpSeahPWuiWaVJR5WjnjldOEuZPU5V7e4Gf9Hm/wC/Z/wqXSpJbTVracxSKqyAklCOO9dQHz91z+BpGlZP+Wj/AE3GsXi3P3eXc3WFUHe5qTMhmcqykZ4I7isvVHz5QB4Oc1V0J4NS8Vf2Zf6hc2lvK+xJIpYo1j7ksZOMYzwOScCqtwbmDVb+0uGuM20zRhLgAOuCR82OM9M44qvZtK4+dN2Jidyk9MVGwJj5A5pQcoAaRzgD64qLlo3NFCrY7QMEnNQa5IdioemRUWnz7WC5pNWYPLg9KXUaRqgbVA9ABVdkuNxKzHGemAf6VkpqF0gAE2QOBuUGnLq9wHKusRx7EVw+wmnc6eZM1Q90CMlSO/H+fen+dL6KfxrNGqtj5oQfo1OXVEPWKQfiKl0pfyj5kaiOx+8uPxqK4uxDwvX+VYuqa0EsT5DSxS7hg4o8Q6LrOhaHpV/e3NyJ74yebCyECDAQoGOPvENnHbp1BrXD4RyfPLoYVayXuldBio5SQSBRRXosygQ5xVlFCwKo6f4miipNTT6DikNFFeebir1pkxIQ4oopx+JESKecjmsePU7jR9ea/tdnnRM23euR8ylTx9GNFFelA4Zk2hfKkwHQBR/Ouo01iGPNFFZVPiNIbG5D9xjUNyT9naiioLRiaeT9rmFaLUUVxV/jOun8JGwHoKZsXrgUUVEWUw2gnoKztdAGktgD/WLRRWsfiRlU+FmVrnid9dht4pdK062MCLHFJbJIpRFzhAC5UDnJwOTzVdfvCiivUmcNI6TSgPKFQyMf7Rj9yRRRXNPZnRHcuCmlF/uiiiuBs6kMKL/dFIAPSiirWxLH1TmY+YRngUUVtQ+IxqbGKmuNpN9dxtp+n30U0gcx3sHmAMo4IIII6nIzg9wafDf3OpX15fXcnmXNw/myPjGWPXjt9KKK9CXwHHH4i4rHOKarFlGfU/zoorA3J7d2E4wadfMfOcZ4HT8qKKQ0VATmokY/a25/hFFFIssEkZoBoopIbM7VSRbA/wC2KZd+IdU1LS7fTby8mnt7eR5U8yRmJZ8ZySecbePTJ9aKK6aexy1dz//Z", 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", 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", "info": {"video_id": "22482", "label": "moving headphone away from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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eRYjgL3MxQJLg8Ex5zUGpR3lmgHnuvbqatG+s7CPDC4Esi/KY2AxT9ZmtpfD1rcicmcgHkZyR61v7KPK+bcydWcZxstGa/ha9afQ1WTO+MlWBrWg0y4vYp5rI4nhkjIXswbIOfp1rivBuqNPc3UEhAZgHGOBXoWiXkNvDdJJKEaR02++A1eFBclZxPab5qXMdDAosLaO3idWZRyjjG89z+Nc7rFnqFxL5+kXsiSfxW0p4J9ielaf2yK4iYCRZYwcblOTGf8/nVZ2lbKscyJyGH8Qrrk01oc0VqYFn4inMN1b3UbQ3sOY5Y3GM/hSrPhAB2XBNTXdumtmZcqdSsuQR1mi67T6kdvofWsdZsIDmuWtuddG1iDVH/wCJqh7rbRj8yx/rUkM+JVK5I/lTZjYSaldfa5ZlkWGARiNcg/Jk5OOOtV7e5e2uzsiMsZJUe65/wrswutKJ5+J/iNlW6YNOA3OWxjOO9VpNZt7aWKGJJY1inDSP5nylejDFXb7Trp23LBIMDfkr0Armbq3kM0jQI0kUhPIXpz0rsvOC0Rz+5PRst+Kp4YdWlNk5IZdhJAIYdeK6Pw/fG78N2j/xRgxNz/d4/liuDvLhmAaTGYwqYPXA4ra8G3v+iXttniNllUex4P8ASuHMPefP5/mdmCXKlDyK+qM9zOkK52jqfQVQnk3uFHCjgCtK4lSKBj/E1ZEcMs0vyDJNcluh6cGNvIzOlvaB9nnuRn6DP88VqJAmnWC2qPuIH7x/U0lrp7Wrm4mcSTjOz+7GD1x7+9VribzJNqnI7mqvZWDl5pcxLbTPJII921TwK7TRtbutNtBawGMRZLYKA8mvPUxJMOTgfdx/OtgaotlaebId23tnmtKSk9YkYjkSSkejR+Ib2RceYqf7igUhvJJ3zLIzn3Near4+tIk+W2mZvfAqrP45vruNlt41tx69TV+89zlahHY7fWph9rypyNoB+orNFwM4J4PFZWg3T3ujyea7PJHMeWOSdwz/AEqW3WQDD5yOOa5Hu7nVFXimM1WVhHFk/MCVP6Vjluea0NXODER1Oc/pWWcnHuauc3J3ZVKChGyNvSLUzuGPSp9SsrjUtRgs7Z03IrOQxwOwqfSB5duc9xWDqtxu1oLum+VR/qyR374+lRCX7xBW96DReMZ0y4SOZlfKhsocjBrUu3hnjWSDhdoyCMYNVLGG0nAM0krnhV3KzED06V2On2dr9mCpZhlwCWA5FetRlGfuni14yprn3+ZwV5E/2QHH3WJxnnB9qpLclVkVR/rQARn9a6zxfZPayLf2yKkeNpIXOP8AA1wd9eSyy8y7lHTGMVtUgqbvcyo1Paq9tBGuPs95FIvDRSBvyNegTXH7zIPDYYfQjNeXyMSa7qKcz6DaXK8nywp+o4rycUveUj1sNs0aLT4jJHVe3tUujajJaFmhch5OGPc1nRMxXJH/AOqrdnam3t0kkOZSOnpmsVNpWOhwTvc6JNQLjdIxY+pNP+0llyDxWYqghR6iplYhal1GwUEi2JflyT1qK402LU7z97epb+VCMBud2T2qvJMFjJ9BWbfzJ/a5WSBZAsagkjJFKjJqtHS+5FeKdNpuwPLHpupGFz5iIR8wGM8elGpbJiZIchG6A9as232B3CmJixPGAP8AGuvtLWBoV/0Jdi/xbcV7dFqp7rTR41dOkudNP5nlWpROvkzMOAuCN2cVW+07rJrfZkFt2cdK6jxbZSabem4jhiEMp7rkD+lcLdXsrTnlBjpsUD+Va1Iqm9yaU/apOxo6Bdi21+BlOA+UNdyL5E1GOzmI8u4DJk9A3GM+x6flXlkExiu45snKuGzXc6tLHtWc8gxhl+prxsR7tVSXU9eguam4s2hb6npd2ZbWQEoejdWH91h3rqbTU7e4sWvV/dvEP3kLnlT3FcjoXi23ngjtdY2iVMBJ2HDD0Y9j712B1a2Me6GHTsEY3rGhyPrWsZLcylFp2sedaNdaxc+LH122trgWe8xrLtwjAdBk8eprU1OURrJIg+8rEAdMk/8A161dS1qO4yrXQmZOAqsCF9sDgVyms3RFoxz1IxWFR30Ommuo291FYfEN6ySnapQLt+ZTiNRWppusxSyInmwoq8ZZSMH8fxrJjtrdreLdBExCLyVGelN/s+0DbhAqn1Ukf1rClj6MIqDT0/ruTPCVZNtM9G86JItrXO8MMEDkAHoQa8q8TJBZ6jNHbytJGy8YJ+U+hrdjuHjhEQPyBSuCex7Vi3GhxznJups/7QB/wr0v7Ww7p8t2mcEcrrRqOb1RyjOcEZNa3hS48rWxCSAtxG0Rz6kZH6ipn8Llh8l6v/Aoj/Q0238O3tpewXEVzbsYnDgZYE4/CuWpiqNSDSkdcKFSEk7FaeVnlAJ4rUsmSJMn7xrJUbpie1TCQgnk8UHUtSzqN07EJuPPUCqLEohA6nqaaZC8mTTtwkgLjuSPyqTVBawyTEsGChflzznPqKbe6XdXZG24jUY5Ug4z7VbtnaKAL5LE9c561OszMSPLIP161l9ZqQdo7EyoQm7yOdPhq6/5+IP/AB7/AAqWLQLuMf663/76P+Fb4ds/6s/nT+oyRip+t1ES8NAg0OKbTBcRzFHSYDBjbO1hzk5H4VreaD3rKeXbwKi0WNtY8TPps2pz2qMkhi8tNxZlQsF9hweT6e9bQTnq92Q2oKy2LOqyD91nrz/Ss+L5pFHvWdbXst0oa4lZ8AEZPTNX7VgZ1ptWLi7o6u1IS33dsZNcffQ311qT3ENtJsIABwp/nXUmUR2X1BqrEwaJDjtWLqOm+ZD9mqiszMspNStpBm1dl90Xiu203xHN9lKTosTLxwMbh/jXNvPHGQGJB+lMNzCRnP6VrTzCpHZGM8upyWrLXiXVrm6Bto45XhxwyAkH61x0lvcHP+jzf9+zXTefGRkHj6UokT+9irqZlObvJGdPLYU1aLOQeGcHmCYfWM/4V13hu4zojwSfK8cmQrDBKmn7mH8bD8TWfq17LDZF4pWEgYANnn6Vn7Z1tLGqoqlrc6DcAPap/tDNOM/cHSsDVY4bbQYNT07WL+ZWufs2biJY1uCE3M8QHO1SQp3eo9wLK3B3Dk0Ti47lRlzHURyblH0p+84OapW8v7lc/nU7N8orNlEOp3Hk2hI69qwrmK6vbg3bTRh3ABAyuB+FWdanJUJSx8RoD6VE6jpNSjuWqUaitIq28mp2koKyqy56eYTj867Gw8TTPahLlkVxwcDGfyrk5LgIxBjb6im/aYsc5H1FbU8xrR1sYVctpTVrsn8Vaxc3pNtskMQ6FFJU1xUmQ3IK/UYrsRLH2cjNL5m7o+fxzWs80lN3lEyp5ZGmrQZxG8E8MPzrqbm6+06LprZ5AZW/DFM0pLTU/Fp0zUruS3t5ZNiSoYUWPuSxkGMYzwOScCs+VZbTU76xcTILaZoxHMqqy4JHzBeAeBnHFFSftYqViqcPZyaLBO5SemKjYEx8gc0oOUANI5wB9cVlc3RuaKFWx2gYJOag1yQ7FQ9MiotPn2sFzSasweXB6Uuo0jVA2qB6ACq7JcbiVmOM9MA/0rJTULpAAJsgcDcoNOXV7gOVdYjj2Irh9hNO508yZqh7oEZKkd+P8+9P86X0U/jWaNVbHzQg/RqcuqIesUg/EVLpS/lHzI1Edj95cfjUVxdiHhev8qxdU1oJYnyGlil3DBxR4h0XWdC0PSr+9ubkT3xk82FkIEGAhQMcfeIbOO3TqDWuHwjk+eXQwq1kvdK6DFRykgkCiivRZlAhzirKKFgVR0/xNFFSamn0HFIaKK883FXrTJiQhxRRTj8SIkU85HNY8ep3Gj681/a7POiZtu9cj5lKnj6MaKK9KBwzIbLhCPQAVr6fzMM0UUpmlPY3rvi1GKr2RJtVz2JFFFclb4TenuTlQeoFMKL/AHRRRXJfU6BpVR0AFOUCiitGQxkxKx5FYmrk/YCT/eFFFdeG2OWsJrHid9dgt4pdK022MCLHE9skilI1zhAC5UDnJwOTzWmjHeOaKK3rboxpHQ2xJRQauSE5FFFYG5gaySHH1q5EcwoT6UUVzYnZHRREaoyoPYUUVzJmzE2qOgFAVfQflRRWvQh7HOXGttpGp30Z0/T76KWUMY72DzAGUcEEEEdTkZwe4NQQ39zqV9eX13J5lzcP5sj4xlj7Dp9KKK9KH8JHnP8AiFxWOcU1WLKM+p/nRRUmpPbuwnGDTr5j5zjPA6flRRSGioCc1EjH7W3P8IoopFlgkjNANFFJDZnaqSLYH/bFMu/EOqalpdvpt5eTT29vI8qeZIzEs+M5JPONvHpk+tFFdNPY5au5/9k=", 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", "info": {"video_id": "22482", "label": "moving headphone away from box", "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": "8ee2e113ef7043fa7996c9ffd080b2bfcd7a2c798f47892037678555fee377ae"} +{"episode": 14486, "episode_seed": 1805832063, "split": "train", "timestamp": "2025-10-13T02:59:21.186654", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1805832063, "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": 3, "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 tool out of plant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155746", "label": "taking tool out of plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155746", "label": "taking tool out of plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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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TRqpJ3FGTV2dhYl4ZruJzt/dsFYnjIHUe1esaWVnso24+ZQf0ryRpUuFDDKqVwByMrjAr0PwhqcdzpNsAwz5ScZ9qyqa6nfh5ucGWtYtv3ZYdq4K0zDq14h6CcOM+jKD/ADzXqN+qvC2fSvMb5Ps3iGb0lhUj6qSP6iqovobS1VzlTj/ConkKzogVirHkgZwO9SONyEc88cHFQSRuINsB+fohPO33rSVrXOaS0JNQ1h7iQQWsKraQcEMCpdsdfYY6VlOZjAAY1eILhQXOcHtjvT7jzI5vMTe8EoBG3JIfOD+IOfwqC8eWHEc8bIWAf8PWsKdkuVGNFJ6WMF53jv5oWiCfLuK44Ye/4V0PhHXG0a9BaRltZP8AWRHnB6ZH5flWXFAtzOWYKJI+Elkzgqf4T68898VHcaXLGikyrFCmS+x87ia0a7Gl3TfuntsWpRTJHIkq4fkc9a0orgsp5rxvQkiby/szmXHJjzg8dce9eh6JqImDRMSGQ9CeR9ayd0zppVVN2asdSj8DPeqeqaYt+gmQYuY1IRvUHqD+VTRvuwRVlHxwa6KU+jKmjz66ZgQjghlJBB7VTYjlQRvxwDXTeLbeOOe3mRcPKG3n1xj/ABrmHCGQEgFjwDj+tXLc57EE15PDprxJKkbTna5yQwHoPQd/zqmytvYNKwUcFsgkGprpYlWSB3IN1j5iSAGB4zjt2pptmhgnE0pWWMYjTb174z34/CuRNqWiOeN1Mx9aEzWcohuC5jBYRkDcQOuB9P5Vn2ZLLZTGQBnibaR245PPardzcLvQ7ysudylFyc1Zt4dPuC0iPNExOXUMCjHv8v8AD+FaNcy0NJxVroZZ6hbyXEIjk/1f3diZxk9jwOvNdT5iSWsEjbY5dwUbQQWJBHBHUnqPfFcraNb2mopaw2yyI38Rb8jmuqdoo9Mj3ygwl02lxho3J+XJ+tQ4uLMktbmnZTWptHtxNKgc/Mu8gFscHI6dc8d6vQGe60Fb2a7a5uYJXQseS6buOe+Bg/nWK8JmmWWLBxtLEEc+9SaZcGO0ljgbERkfGOh+Y11ezUlc6oVdEdHZXG9M57V5y3U8966rS7wrPPCx/wBXIVB9sZH6GuUlVXUhuh684rOmmm0zSs1JJiRSFbxNyMYwdzEAHj6VBe6jcX800joiw42RxEH5R357n/GnMGBQox2odzHPJX0H1qssc0d00aAvC77oWBwACOvPbnHPesqllO9jhnZSvYYwlij+5E/91c8/lxWJDNI15dW5j2yKCTzk5x/hWrfq0E7wzYUockg+o/zzVKGGK6Yv9pjS4x5fmFCwdPRunTPBHNXZSRrKCauXbaVZMPKA5MYRWz1Hv244x9K2tMdI7aK0X5EjGV2kMTzzn/PNcxdaakQSa4mHlouwLGSR14610OkxwyxrJbAyxhdxj6OvuPWs3FrUxs1sOa1M9wkMrLsQYVWGSfXP1HpWjZafqOm3iW8QDWswd13HhSBnCn8Dx7VVa3IXerHMUjbecnkkkfUEmta21JXWz8xm8xBKoGeCCM8/l+tdcG3FWN4We5TuJ3TVk/iMke08+h6/rTr198ESH/noo/XNQXJ/0yzlPUs6H8Rkfyp9x8zWwHd935A1cvhY+o9jgUtupknRFxuJwM9vemSNgZClvYVCH8u4DI8iSyAqgB74rmqX5XYJ/CzXuNWgsBJZ2yRTSwjEmTyCT0rm76SW9llnhupIN5BIV8Y9ajgSOWFznkM28kZKn3/xqK6aFU2+SOScleDWVOMUtDGnTj0KmmXL2zXLswcM4Y5HXAI5+uavR2qOZfsw+X/WocgFTnkH8On/AOusGKJbW7uZC3+jTqfIYtg7u6ezA/mKvDUJIZkijty7MoZjnAJ6dvSicXciVOzudzphLaXEJQzTBeQOdh9KittabTo4IYGZGByXiGCgBwOPaq2gmaS4CbVjYDDRjgnB/nTrqJhJMRGVCzMrB+ShPIwfQiqotN2ZrSm1sd/pXjKG5QWeoTqLhuI5FUqsnr9D7Vga80dvqNo6/Kp3p17Hn+lYdjMsVxaO0ZbbOMH+7/kZH41d8QXIuyjgfIkyjB9Dx/Wt1T5ZXOrnurGIpJ+9jPpTHdI43JO0AHoKcTxmq8p3AjtkH9aid2mkZtXQy22JHdwOquu/eFJx1xnnsayr24kllLOSduVBXnA/pViOcmaaYAczucH2OMfpULBmDMxyWOSahK0bPcIwSj5mVcKyBXjYhsjHNWQl3cxLHOT5TfK5HbI4P5ilniyh+oP61rW/zCSPAPHAx7GrTHJJkOmrJaIY8DCHOcd9v6c/yrb066aDU7i7TPzsrMg6E4wSPToKowrtOeecA/Wprc7L50GArRI6j3BYH+laOKkrshaao9OsLgSRhs5yM1eDc+1cn4fu8ReST9zp9Kzl1DUL3xleab/bV1aQ5k8lY1DZKpuC+w4PJrnimpWOtyTjc3fGDEixwcDD8flXMM2FFUrHVr/VATe3Us+wArvOduetWJGOK2bMHuUdQcsEfZtCTxhT79aTUJDOElywDEkDd/T0z/Oo7848hezXAY/UKf8ACoG3EgEnArKMeXcUIpXuUXVySHUDjGQ2c1nrbM077WIA44+n/wBetp0zUUMA8yYd/lP6VUdBtJKxJZ2IRAoyZozlWPcZ5rVeJ5LV7Z/nRgDgk44Of8++KqQfLID6cfhV6fK21wBnIjYj69a1Wt0ZWszVtZBg91yTj2PX9P5VJbxLaxiBBhU+UCq1pIJBFIOj4P59aq+Irqa10czW8jRyh0G5evpWkWHUuRfLql0oJyyRyD8iP6VgZ65o1Vvs2nW+q2Gt6hKzym0zcRKguNq7meLHO1Sdp3eo9wGEnA9al9ymIzqF2k/eIUAVBYygaaYvlLJM5XcM45IBH+e9SK+2aN/7jZx61mWkrx2yMhwWDc/UmudxfO29hKN5XZHeSNIf3o3EjBIXP51nXCMrJ5R2nOBg4xWmwJHPWoDEDJGT/fFUlrdF2GwRTz8XTkxMpUj0Pr+eK2bF5rRMdVjJUcdsj/69V0RlWVDxzwKuREeXn2wfyrRavUztqWLIlZZzuJV5WYDoFBAPHtnn86vFGN4k5b5RGUCjoGzyf8+tZ0UmbiVAeU28egI/xz+daUZ/dj8G/p/hVw0F5kd82II5MgeXMjHPpnB/nUj8XMK9lDH+VZFj5OqeKJdI1HUrq1tZpNiSRyxoseMHLGTjAA6dScCn2hu11nUbW5e4ItpGiCXGBIvzHrt4zwM449Kc3oykjWJ9KglO0eaB+9XlD1wc1J0HtULMzTRxBgAzZPvgZrlrO0GE/hZFaQQEJfqhEMjuXj3Ywc+ncZ4H61maowS4le3ClCcrn0PQGrFlMp0zynKgKXYZGep5qlcjfnYSq8YA9qXKlqOFPl1K1vqT2ZKSqhjfl12Ar+VT3F7FNCUs1VJFG4CMY47gfzqlPD5jICOCwHNX7a1S3AkQDcv8q1jYJw6m9oN6phjF24c7MK33WUg9j+XFaSXsdxc3EC7lZW2Z6q6kAqOfr+YrDiiXD4BG75h9D/8Aqq7GuHBJzvAJHoeh/PrQqaupIz5VYuTqsBgiUljJJuDAdAPWpL1d2nzY6hdw+o5rO8QXMsOiGeGQxyCRcMvXnhv6Gqet2GvaJoem3d3e3Sy3vmCWEpgQgBSoY4+8Q2cdvzra/Rlosv0qAn5qKK52WjKtf9Qx/wCmsn/oRqQiiipe5RBOP3Dn6fzq3Ads4x/ng0UVa2EXx95h7g1EnGrwn1g5/wC+v/r0UVpHYjqdDp0jJcjacc4rA1DUJ9N8W3d7b7fNjlbbuGRyu08fQmiis5/GaQ+EXQxhZgO20fzrQk60UUEvczb4/wCkWn/XU/8AoLU1utFFSykG0HGaRVAuJPdV/rRRVRBk8YGf8+tW3+aGbP8Acb+VFFaxIe5NpBJ022J/uL/IVD4p/wCQG/8A11X+ZooprYl7nN654ibWRYxyaZp9u0IEcb26OpRAD8gBYgDueOTzWi9FFSxkJ6ms61/48YP9yiis2MkIprKAqHv5in9aKKcQNG4UCc4GMg/yFKh/df8AAv6UUVaJYyI41WYdvKQ/qa2E+6PoaKKtbiZzFxrJ0vVNQjbT7C9illDGO8h3gMo4IIII6nIzg9wataDf3Opy3+oXcnmXNwUlkfGMsck8DoPaiipkUjdf7hqqxweOooorJloyLfm0j/3f605lG0cUUVD3KRBKBhP99avRgGJvrRRVxJZdh/1X0OKljc/bjH/D5Qb8ckUUVp0M0M8Qn/inz/12Wucudd1K/wBPg0+6u5poLeR5E8yRmJLYznJ5xt49Mn1ooqmM/9k=", "info": {"video_id": "155746", "label": "taking tool out of plant", "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": "884f49e95eca521ee21711d6f29a9130ec753ca59436c683f8cb5dd5b33d28d1"} +{"episode": 14487, "episode_seed": 3650472222, "split": "train", "timestamp": "2025-10-13T02:59:23.458980", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3650472222, "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": 4, "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 pen 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51310", "label": "showing a pen to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51310", "label": "showing a pen to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51310", "label": "showing a pen to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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6EjzJPlOOwrknZOxvTd0dd9l8Oqt0mqyXcMjMHinhAYYK9CO+DXn1xZvcsxDErk4PrWrZTC409rdpQZSxYBicngHApYtsWIiRuJx17/5FaV6UoSslsRGomrmVZ6csVyhddyk4INdEdJlgYPBKWiP8LdRWZNdwphsj6VqWesJMoUNzjoa54+YSdyOFXW8kR/4QMVrQDHNZ4kEt4zAc7QDWhCwGPfiuuHwgjTgPANampzLB4ptN20LDa26HJx7npz3rk73UHTNvFJsIXczgc9cYHpVWKQJcStI0siBmZmHO3C9/zzV8vMEqiR03xG1m3vNVijt3DKsAIcd+TXFWwkxukdUB5ULyT9fSn+IZGOoWztKGKoqfKOgIz+hqK1hkE5Lbdh5zWNZKL1FSlzI1RewmNLdVBu7dXlzIgKlWGCMHr1rBsrKPDFwDg9TSO5uta8wSCNF3gk9xtwB+dbmqiBrZLvS9ixyIgkHXDYwcenNOpR9xS6WQ/ae849SgkaQSo+RwQa3/ALRb3S54JHQ1yv2RpojvY574q7ptpIISYXIZDyD0Yf41yx0HIp62gTUXweCARit62HArndWLfbW3HkACujtzhVrrp7B0RpwdRWzC2zQNbcdfsmwfVmArnnuhbwNMeQoPHqayp55bkhpJ2JLptUcKM8gVolcTmo7nd6brFtYeDtWjdozMU+VVGcjaBya81lke4uQ0Rj2kZy56D1rWMoOmXKZeImEGRXHLBmrnLSOR4fLVvmjbac+1TUgoxTJhO82aNzqMumossUrtFnMi9N4Hat7wzc6JJoFzeXcF3JK5xGIyqgcdz65Nc3qkcP8AZhSaQrJgsAozk8cVe8OCyTSBZ3E772gEkaxn/lpnJB/A/pSjBVIKy11/Mc6nI9dirNDcyAP57jH93ite1NxFDCR8yMuc55U+hrNu5mgjXyG84FcsQOARnOKvaVeebEI3GCBx71zunKDtIrnTWhhXhImce5qbRRmWb8P61HqIAupvrUmh/wCtm/D+tbQLex0kAxWlD0BrNiYCkutSe2/cwhGmwCdx4UE/rWpKdjf1ZtvjO1TaWEVtaxnBIxnnqKyviNdW58SXK2xDHau/aerEdayJNSubu+kmv7stKSxDkYyFGAOOBj/CsrXWlGvhnCrujEZUHPIGRSlT91tmbqXkki1ayTbAWzGeyMck/wCFSasmyCPyHzMIgxVewyRn8/51X09XMn71SAOck9qp27tNr13IpxC0R8wZ6jeMfjWEKam2l/WprKajFNi22mIyieUlnbn5u1blnPYyQR20hRpU47Eiqmt6Zaw322GZpLcElFLZG3qPrwajtIrWK6TGza2QwHfIrJxcXZhzJq5JrACyqVbIKc/hxWDMc1uavGsYiCnjbjmsKatYlLVHUQniq17dKbkRn7sIBI/vFuKnEoihLt0UZNY7yJLc+eAxLoVAP97rXVGN2c1SVkat3HdrZ5KoCgh+X1GRVi4F007TFMxyhlZRzgKM4Hr3OKS6EJCo0+dzwrwasuYIJ4szkr9r2gexBFbR2Wnc5Zv9BmsWdu19aahbxpHHcQBJNn3WdQOfqR/KuZvgLi9SNmPlg84611RWKNIBBISkgk3RuMrkc8Z6Eis9dOghsb26Eu5JZVEEe35imR949hz071zvDOc1LudCxEYRa7EnhrTIV1JLuUeZBAkrLju+wYz9AKoanBAyJJCSh3Hj0zXRf6RpNrdRxQhY5J5fLLejR9K4y9nW3UKxLmR0d29Mrg4/Gt68HNbmNKpyttj1s0eHBHIqxp1pEd8TDBHzKR1BrKivpY5JYHx5kWM/7QPek0F5dW8UvYSapPaI6yGLy03FnVCwX2HB5Pp7157puMrM6lJSWhvWuRqFyufu7f61pSXC2tq87DhFyBXKeE7ye7nu5J5WkJWMgt75rc1GdGj+yliGZc8fkK6IK6SBy5Vcda+YRMEQSOqHzGPuQasxLcvNf2mwBpZFXePQgcVV0nababbJtURqCT/Ec4P8q0beONpJ5VuMMLpV/DFbpWvpt/mc0ne3n/kS6faxanaXlpe26/aJ7bERPBVg3ykH8MViTEwaep/ixg1u2iW87Kn2hlkSeVVdDyOciqFzaDU4rZFeMTyMpzjapTJDbvfP86zr0HU1XQqjWjBK/UxNKV5Z4rby1lYsXVSP4ug5/I1u6hZw2OjaJZQqfMbaJ3buWYgn861tHt7aDWbmWKLz3gmjVH2bRgjsOw9qx9euJLqaLzxsS3XIC99shP8AKt1TSioPbQzlUvLmXmYjXbRzXKxlWWGQxn396t6bfZk+YYD9K525lCSy3iKQiyMsqDuCcg/rUOoag9paMYJCrhhgrXFWpKMrx2N4TclZmzrXN6zeuDXRQ5wPpXIa9Dbjw/b6rYavf3Aa5Nrm5hWNbghNzPFjnapIU7vUe4HWCVYoDIx4VcmnBG19CvfXKtclD92EYI/vMwOKlu0ukhVjHGNkkIK+tZLOkl00wLMXTAz6jk/zrfuFiaaON587p4xx9K6Yxs0cs53TaGTi6M7zFMxSqwZRztCAY47jnNWNZtLb+1Yr+2jSOG6hG4IflLqACfxGDTiYILi33Tkqbl1x7FTSlYYo4BE7eXJG5ZGGR8p5xnpkUTpupG39aChNU5Ns5W5SO61FUmLeWvZe59K6fw7p8NvKL2aAGGC0lWMD+9kEk/gcVWi063t7CaYu0hnukMcQXkR7uC34dB+ddBq1xcWumGGGFYkKTRjPuAf6UUaThGz8wrVVN6eRxFzMbTS0AKq32mWBUPYHHJ/A020u0gdQ7YwDgVDqRhSNYCCwklLFz6soAP5isEyyJK0MhJeL5CfX3rPEwTXMh0Zbo6HUWDSB16MgNO0M4ln/AOA/1rJ8PmDVfEMel6lqFza28j7I5Y5Yo1i7ksZOMYzwOScDvV/QEmtta1izm+0A283lhLgASLgsPmxxnpnHFYQOu+ljpjMkELSucKozzWbGQ5kaZWkmKANj+E7qdqr77NoFZQxG7B/SnaXvMFyUIYkIzMfUmt0tLmMpapBETJFfW625EzTlcEdF4Jx+VW4rG21rTL93hZL8RpLARwQwySCO4IFTWcMxmadZVybsqfyp9lHujhdLvy50SRAw9FJwDWzV00v6uc8Xqm/6sY1wxgsFYHllrP063mumlHl7njjKRADGWIyCT3wT+lbs+n/2i9lHD5StIwLpnC+XjO7P1GDW1oltaW11dOqecUmkjXauFxt6gdhzWNChKnJtm1WtGcUkZ+p6fb2l7pFrATKXttrjsWwGyfyrlEaJ7gMiYCKqOc/eYAZP511OpXJutVt5yPIjhSIkdz+7INcLPKbXiMnyJBxns+eRWteHNB9zGlO0kv61sdHeSedaRtnJUY/OsK4OaozahPHYShJGUkqAR1FWvEOhavoGhaVf3k9ws96ZPMhaPAgACFAxx94hs47fUGuGOx3J2VjdvpWWywP4mCn6ZqnJK0flbcD/AEhu3T5cUUV109znqnRpbxCeH5Af9IhHNa2o20GyMiJAftw7fWiiqi3p8zKaVn6IhUKWiQou0GfjH+zT9QijttLkeJAC9jFIf97OP6UUVcG7R/rqRNay/roZviW8neC0y+N04Jx/umuM1yVg9tGMBfJXPHX56KKlDh/l+QmlxrdXOnmUZLu6sfUYNc8uq3OieIJL602edBI4TzF3DkFDkfRjRRXPV2R0R3kbvgpiFufYIP51tPIWvy5xuWVAD9OaKKdPoOfwljSQJoJww4VsAD3c10+lWsBhmzGpxfY5+gooreTd2YpbDLaGKG7YpGoxeP2qW0tYZbOQsgBWydwRxyH4ooq03d+qMraR+f5k0Vw8Op3kceFXbC3A74rjZJ5JP7Qkc7mAuAM9utFFS/8AII7/AHnMWsjTXoSTlZCSw9cAVmal8lmuPXv7MRRRWVX4WdK+JehZ1nxTJr9rbRS6TptqbdUjie1SRSkag4QAuVA5ycDk812d7Iws1XPDMqn6ZoorGBq9ik8rIYQoA/eydvUYrpobeIX1t8oP+lxjnntRRXVf4Tla3NS9t4f9EPlJn7YecexqAMCsSFV2iOfjHtRRRFvT0ZM1v6os6oq2ljK0KhS1vbyH/e4rM8T3MshsVZzhpWyP+A0UVT6f10Rm9/u/M4rX53M9ugwFWCM8D/erNuDm1tZP42B3H1oorKt8B1w/Uq22uPpUt2jafp99FK6uY72DzAGXoQQQR1ORnB7g1ueFtQudT1HVL+7k8y5uXWWV8Yyxz2HT6UUVzwNjUl/eaojNz+9RMdsU7TyRZ7QSAQM4PX5jRRXXH4Dnl8Z02k2MLwru3HN446+1N062ihZNq5/fTDk/Wiiqk3Z/IyW69GWLa1hNkZNuGS1hYY93xWjaTG3ur+ONVVVuMjj/AGBRRVVHo/66kR2X9dDjbeVri0vZZTudbYkZ7YYCuSlY3DTQv9wM8gA7EZxRRUS6+ppS2+RnTOTZN/vLUd/4i1XUdNt9Mu7yaa3tpHlQSSMxLPjOSTzjbx6ZPrRRXBA7T//Z", 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", "info": {"video_id": "51310", "label": "showing a pen to the camera", "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": "4822d16b8c80c0b6c9a976994876a42cfce9d7be707844f9cad1ff3b4dc0b301"} +{"episode": 14488, "episode_seed": 2528706204, "split": "train", "timestamp": "2025-10-13T02:59:25.195047", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2528706204, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a doll up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193249", "label": "lifting a doll up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193249", "label": "lifting a doll up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "193249", "label": "lifting a doll up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "aac473d864acbe4a198f0fd877e430070e9aac8e5b2fd7313d16202410a30cd8"} +{"episode": 14489, "episode_seed": 63301495, "split": "train", "timestamp": "2025-10-13T02:59:26.204284", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 63301495, "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": 3, "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 pair of scissors that can't roll onto a slanted surface, so it slides 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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x3QYG4Y9c0BYQRqeNoJ6dKaY0zjYufpThOijG8c/pTfNjBJDrj60gHiFCAdi/lU1oEQvtUckVB58aR53qT6A1LbSo+4ofTNMC6cAY9qjQfKTmgHIzzRj5SB370AIxVlwRyMc1A6YJPapW2oMlgOPWoXuYgSA4PPSgLCYGOmRUEuVA6ge1PNxEAeeaiedCMYb8qE7EyimrMiWKAfO0pz/dC5p0WHk9u1V2JJ4zipIWMTZ25P1qm7kxhZ3uXmyBwOKhiZg5OzYM5ODUYuZAegIppuHY4AAzU2NBlvCJcg1cS3WPBxyPWqsQdB8rY/CpSzk/NIfwpsEi8ANuTQR8oXoKzyWIwHfH1o2E4y7Ee5pDsXztGcsOp6monlQgjcDVYRIe1P8AKTb0pASNJGMfMPzpvnoo++OetRlYx1xUTbO1MCfzo9xIYU77RGqHDAselVMccVs+E9GtvEGu/wBnXV5JahoZXjKR7i7qhYL7Djr7UWJbsUVugDlF3Z69sUv2iUngKKoxuQevWp15B3P2ziiw0yZrid8DKj6CmMZWbJfH0FW7TTprmNWQZyobJIHFWv7Hk/idV/HNIehk7WPBdiPrTvJAHU/nWwujKoy85x/sio3sYhwCx9OaAujJMaY5xUTIoNbBs4VxlCT7mopLaIKcIuaLiuZRx2prP0xWioURM7BQBzwKzZHDMW7mmtQYuTkADk1JErLyrkV0ms6DpFp4cttX0vULyYNdfZc3MAjW4ITc8kQznapwp3f3h7gc9ewNZ3stuTnY2M+tMSdxxYk5aRj+NNPzDAZsfWmIVBHGea1tP05LmMO0gXcW7ZwR2/KkO5m7MgZY49zR5SHtW+dKgXALsfpilGmWqDJDt9WxSC6MLyUC9BSbI++K13tIeyfmTUbW0agfuwaAuY7qgpnHatOWCLacKmaiRR5bMwUAc9KLgZ5bA461Lbs652nb68Vs+EtO0jXPEkWn6vcTW0NwdqTJLHGsZ7ljJxjGeOpOBWfqVmdN1q/snSeIW87xBJwBIuGIwwBIz64JFXYSeowyy4IErUmHZcGRiPTNLCqNcBCQAw4LHAzWzHoyGNXMowwyMCpKuYflrnkZNPSJc9K3V0q2Dcl2x7057O1jXCxDPqTmkHMjBIUHpTG+YcKfyrbMKE8Iox6Co5PkBz0HpSFcxfLcnAjP5UjxSRqWIwPrV+XD4IDDnuKqXsykrGvQdapBcqDqSTVi2jB+c/hVYksa6zxB4Pv/AA14d0fULzzknvjJ5sBjIFuAEKKx/vMrZx26dc4qxNzmbhRHcyRLnarkDP1p0agkZHeiikMtWkSSKdw7mtBLGFgM7vzooqWUWP7Ntk/gJ+pqu9vCpwEFFFBHUiaKNSMIv5VE6KB90dPSiigGQwfNnPYCm6fq1zousLqFps8+LcF3ruHzKVPH0JoopxCRnqTUsbHP4UUVTGje0F2+zE5PEpQfQjP8xWwVGMnJIHeiipYmQyE4HNVjyaKKQhkhqgwG9jgZ9aKKQzPvHZVRAeDyfeqecHOM0UVcdhSOi17xbJ4igtoZtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ59apeIP+QmT3KDNFFNiRmx/eFdFoefsUxzysuQfwoopMo1+4GBUDnMhHoOKKKQEDevvUcpODRRUgUMDLHaM+uKo3bFY1UHAPX3oopoZZ0bXm0dZozpum38UrI5jvbfzArLnBBBBHU5GcHuDVS/1G61XUrnUL2Uy3NzIZJXxjLE5PA6fSiitCFuQyE5BrtLf/Vbey4I9sjNFFSymSMMA47VUY5i3dzmiipEQFyOlQyEnr6UUUhlO4O2MsOo5rGJJJJ60UVURMAcdK2L3xNq+q6TbaXfX009tbSvKgkkZiWYKOSTzjbx6ZPrRRVkn//Z", "info": {"video_id": "137373", "label": "putting a pair of scissors that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137373", "label": "putting a pair of scissors that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "137373", "label": "putting a pair of scissors that can't roll onto a slanted surface, so it slides down", "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": "c28266c244299156ba9e1440952cc5dbd37d0bda0ffcc0871e2131b66ffd0e22"} +{"episode": 14490, "episode_seed": 1787146017, "split": "train", "timestamp": "2025-10-13T02:59:32.352110", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1787146017, "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": 3, "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 hole into a leaf'.\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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92334", "label": "poking a hole into a leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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pyDwKxJPD0k7NJbFY2YBkhYEFvofzqoQe7OitVTdoHZeF7dvE1s95cloHVihlgIG/jqR/D1xnp7CvYPCFk1rYbLeLy5FxHGXYEE92IAH1/rXm/wAOYNPj0+PTtdX7AJC3k3Yk2tu6kZ/yK7azvZIPFUelw6nFq9l8u97UeXLAd2BIGHyt23Af0OeevUcrwNIYenON762Kd/4Mtda1O9udLnMqREySSXDklZCeV55wexrJ17wzJodltd9xVsSo+BhiM5UjgjrXseoW8dmqXFvEsJ3CNxGoG9TzjHfn+ZqrqGiWGovONSskugWLIrsQOn+cVl9Y9nZPY5FzHg141wrASCTaXAVtoIPHX6/Snadf2rZI8xFyVfK5IPXGR0Pv9a0/HNnF4f8AEUkULym2ZY5Y42fJiZh0/Q9+9c+J5JjISp812L5CYIPOTge1daSnFNdSXOVzQuoVmxcDBBGQzc7jz8uOuT649arC4lSXZDGRLGQyFG2lfcg9KS1uZbF1mlt1uoUcZTlQ3PIJ7Z9fWq+ralpc2oTS6N9rgiKny47k5KdOM5IIHPBPSjk7k873RBo+k6W+oWSRXv2Ty9oe5PBJ3csM8dPWuiu7WKNI/MCXVjNP5LXVvGHcnOUJ6BTg/wAP3hXntvqTiF1kkYxEYPfPPFdLpniI+XAkpd445PNweBu6YA7dvr3qp3WppGz0Ztz2j+YbFIlggd1hmmKtIo24IbgZ554rvvCPh7Q77wzcW8Msf2u9geGWdUw3XOQD2HynHtXAaZrTXWsLCQWhJCyKjsoZcEgZ6fl3Jru/BDNqGg6pdW91Lb6vCJEXCLhB5Y2KRyDjGeMdfeuHFXlG17GtkndGxrmrW3hTw3JYwCK31Dy1kMYyscrkgE59GPb6/WuR8NfEmObWZkvGaOB1Ux2vLAOFwwGBnnGQMcYpzwDxHoo1fVrmT7PBYuJWuBkuxYGN1IG3Cspyvcg+ua8rl0O8F032ctMxPnG5GQW5wR2OMke9KnThUi0yZRaSaPT9Z18a/OLRjItnueaIXDDeuflPQ9ATXAQajJpV24eHbCXaMnGVOD0z6YxWo8/2i0t1ggMlzFGwaPap3Kc7iD1+nIPWm2Fj/b2lS2NtFJ5rXCskbH/U4G1hzyeOcHnsCa6qX7uNnsYtaajvKe6xNbnOEyOCDImccAjORz0qlJZ2k1oHRlIJKB3BOGxgdunFXbGyu9O1Zd0skSWQwsQBaQgcEhPf3xnHWp/Mg1SIx2BkEoUh4EfygXIyCvfPH8u1U6y5iE0jkBNFHEUdkVoxtIwAc9/5VRjhtbp980h6gbdpwAe5xz+FW9et7iS2SaOIidRtmLYyMeprG8i48k+SCyogaU9Mdua33Rai1oj0jRYLCwe0fTpZYgYpGuQ5AWRTgAEDqOM88/Sr8dtb3gjjikdlt8ucY27Q2ckg8AdCPT68ed6ffSQRl3kIdcbgMnqOM10uhtHMXhMkslxdR7VCDBOSPlGO4/XiueSkbwkmuU9k+G9jFptncXT/ALqK6K+QdoCMoZhw3qTnjPTHWsv4jeK7nSP7QttJKRoYhHqNwqfPE7LmPBHdlBH+GKzE8QCfwHJoV07meP5I7gg7EKEMAcDIOABjvzzUmuXCrod1ZRW4Vo3X7RLdRDdPhcrHn+IhRnceMCuJc3tE2i1DueeaF4pvFiOnuzRpcfvI8BWO7OM5J+Ucc9e3rXQXl7LIl3ZzI9wCihFjfc2GUc49s+/TB7ViyaLY2oFzKzxSyvviMmditt5Ut/Cwbj2BB7067ae8OJ5LpZQgaKdI96HA3FWIHJGB09jXSoRlPmRz8ltTMZbnSks7uKQXENwnTacAg4I9+n+etb9vHBftNDFMGu4lLRliVDEDlOeevuadpN7pV1bQQahPudAfLMZVljLDG8g8EDg+vU80x7WHSbq8sYpIkuxgLNKC4lRh1HZQfxPAxxzWjqu1uv8AwTKXdFS/VGtCt08KuU2TIzHMbduvHXn8cZrk9P0S8ighuNmftJ/1aj5yBjH0zmvQLmK8u7CQ6jmF2DRxzW/zKdo3L0zxjI5+lcZp+rPDJujaVJQMKQ3HHbHpV0puSv2GpXWpuS+HUS8ZMXFteA7FtXwzq/BG7nG0g43DuOlSyWEVmry3O2W88shRjLLJkkKfy6VMNYTWdJkt9Qbzp5JUZZZCAUI+8QBwOMDPt071pS3GnXOpJEyhnZ0RWLshRgSFIPoOM49c9qlzezN+RNM6Xwzo3iDW9MuRqGoTy2ZWRI7eYFWZ1BABIIwuSOO+K7Dw6z6B4Ma8mKiMBrgwNH5QtmJzInfgMWPqBxzWF4Ie9DXckD3FzbW8uJ8uGMjbXJ2E8EZ2+5z17VQ1/VbzxZDYNpUclm11FPGSXD7SqqwMm3gd1GTzv7YrzrydR326GjlKSUWzZ0TxPpt5ejToZBLGY1uUudwyM/eBXsR8px2B9qo+N9Qtr2zk0ZQv2g3SyqySBgy7TyPTnjFeIte3+l6rJPH5sDJJlIGJVimcHJByPcD1OOldbFNssbO/R9iMzCQKBgBsYzk5HOe/vW3sOSopp3OeV9jFs4rSK7e3uXYlSV3KcHPvx0/Cr80cULr8geIZDLjp74PQGqt1YJfWF9eOY2ukkSUTq21Xz94AHvkjggcn3qbS7me2ubWymt2klPyzg5yQx6EHpx3471386s2jOSM+bRmlIl4Rj028ngHvVCBA08Elx5jwgl5Exg7ug/xPriuwudP+yW7iMu0ckrMryTFGiIP3cde3XGOK4bWjHGIrpH/1275UcMA3fBHY0Qkp7FKz1idPp8OmSXrzyO9osokKLHlSJONmMDDc5z0xW8tu/wDacdrd2yvIkQuLaVABFg8kFOoye2euexrzFdSktCitI6yKcjD4Kiuo0/xDNsYglVKqgZedqg8df1qKl1qjWm19o1ri0u5WjS5863tQmFMaeZsLfeAHH8QAxXry6Fp3iPwpYQWaGzFs6PCNoyNp5VsfwtzkZ715HpWoXjWF1OsOJcKId3yshzyRjjOMfXOa73Ubm3HgnS9T0maeCUywLcIk5Uyjbs+cDv0J6e9cOJTbSuacut11E8bfEA6dNb2+mxqqWrSLcW0wI3hflIGOwPX6elZXhn4iRp4dltGWS9ljGxhISQUPCktnOQMjHsKq+MdH0/8AseVp5JI7q8uWlKoAxgTCgxlgTlCVzuOMkfhXB2WjXdhcrfyJGsUO6MhemBjn24Zcmq5YVYczJnFqzR1GtXH9o6deSzPE93CNgG7d90YC/XHT1x7VhWmrSW5FldRvGHAeLK53Z6Ec856Vb1O6knNxdRWvnw790iOQzRtjqMYPQjkemcHNWxoi6za2U8W1pLeDCqzjzZ2XlQAcA8enPHQ10xl7OKUv+GMGtCvNaNHbzzvuW3Rv3sa/eTnr0zg/4Vmanp8KW+5I+cLIp8snevcZPX/AVraeJtMtrqWZ5LhmfyZYok3hTkEhtx59MdqS9QX1k95pZlZFIkVGmIKKDg9sY4zj0/On7X3iYyWzOCSziaIrOGMcMZKhByx9AfrTbIPGSI0YNtPCrkk/0qtHc+ZIoG6OJOQF7nqOf1FWN2cS+Y+2PhcnkVva5rK1rI3rDUZrNFAlHmq3Kr3HVgT7f0rrdN1ISLLJZSyxAqo2q4zwASWbA3LhTxiuGjWOaV4Vk/d5BJ6bvfB/lV5Lj7MI/KO4lQjkLxjkdD7GolTTWpdOfLozvbfVYFtEea4aJoLXeuz545JWIJKKOGwGxx0BycYqnaWEV5pita3DRySHzAqH50Jb5huB2nKgfL13YPvXP3+p3MtpbQWrxBI1OQeSFzxgjoRtPIPQ4p/hu8NlfCczb7wPlIB8hYnry2VPHJ7/AErF01CNypVFfU0I9DkmuGTUbi3VoW3NPFLs8t27uPqApx0JH40303UJb66NjfwG2MjeXG7bnlUY4BH3iTwv4ZxXSeI77R9RUO2mPFeysuyZ5AX2dWVgBgnHPqAR1rl3cXbSXVrBJEkMjANnLZcEouQBn1/XpRC848y+4iUb7G/r9hqK2sNxIt0L20YwSykbQycYBGTyCVzg4yQccmofttsgVpVjlV5BExQhXXachvMHY88YyPxqtPfB721trZ72dfJKfNGCXLnBWXnk4UYOe/tUWo+HI7fTBJYTLb2KPKZrq6lZA/AKhU5ORnHT396xTXLGM92ZSs9tzD16OBbORogA4ulxLIpBKsrt8wzg9Mg1z3near26xl1YhnwcAsOn64NdDq89nfeFwyPJ9o+1QqAWDyFREwJJ7joOnHFcw1g9vOYgDhu+d2fx6V2xT5RxbSsWbTYZhEIXZDjAJPUeoHWr6yTL5Z3FmQnJx8qHPJGP/wBQrMWQxuojLeZEN/y9fzHateINbwuyuzHO4EptOOvXnHH1q+XULpO50VtfySxizmVJZVcbFkyQRuBPA9h/k1c1bWWtY5LFdRDK7eexIxIdwBGT2X0IOeSDkVzEIaWTzd4DbSxbHB45H16/U0l3NFMxnaISOxyxC4IH4dR096h0k3dm7qNo9D0OSDxaHjmtU+7u2rHlXPGV+UEnO1eThiBVd4b3w6wg/sUxNMXaJzIfLIXLB0ABO5eR9AMjNcvoGqTyTRJ5sq+Xlt0P7l4x/GxwPnwO3WtG+1Oe6u3it7iSSFFKCSNzsiZsbgDnpjC54zk5rmUW5uEloSpOSsxmmRaBbXcMd7YG3RAj+fGvmOQ24YweDksAcg/d6c1oau9oPIdJpJrjTol/chQD5ZyQEwcYGR+BGRxWTpRmuroJpv2ia8tYnuJpwmR8meBkkdODx39Oamt726g1+UX0ckcvmNKlpJaqQGC5wRxgYzkcdeKcouMnNPRIzl7o1tba2WCcF7dZocSq64Em77rsMYbPPbB4rgIbW4kAjj5uXYjt09c9q9N8S2Qi0+11CG0ubm/uIYxFO8hUxIp6pGOoHC8j1+tebi6KHauJJXBUsvA2+/0/rVYeSlFyQqcVfUXT5pI5ApbJ5xs5PvznjvXQ6TfxC4W8lEjmJlHXhQDwfY/0rm8LE6hYBwcspbII/D2rSxIDsCkZVSkXRcehHp3962cbjTaeh6d4Y1mbw7c3U9nFFMtxGJDGrjy859R0J4468Y4q9pF0IdOaLTY90d4JzI6t+88sEnAUcbvvBcjivOtOvnsdjzkuh+8rjJyD6f5FalzqcVhpsUklzN9rlVrd3Q/fXhsHHQZPLD5gQOea5p4dN6bnSpK11uWJNOZo57owC6MRkETOd25Pu/fwRvBIIHfPbFZ0aPcXTRWUCNLvbda3IwCuCCvT5iOcH0q34b1mczLCQwsY3LEvlQi9+ThCc9257DrXV67Yy2sUt7puoWQjihTbbMys6jqpiHTIJzjk8nqOKbkoz5b69CHaV7HDR36eHdRni+wsy4V/LK+ZGFZQR9Rz909xW5qkxW2i1aKy8pZWaO8gLFNzMCdwz8xUgE8Eg8+nNW4v76zvWJvIpJnm2zFCpL5TBIK+xYevPtWndXivawpNokFt9rjDPFEMbIgvDIScNyVOPXqeamd1JKS3MXG+jKFhaQ2+Z4Lh4t6DCzHdCHzuALDpxng/hXLeKoEt7wxTQogMrFFVThF4Pyn0PStjUE1OwsmfUDEEluFSBBndnaGVtuOmMAE1z3iCSd4rG5jQGWWJjIqOHAbPUnoDjtV0rc109CI3TM+SNHtNm1HuGflmOdqj0+uQKfAjOjRu6rsfc4DZIGOQq/h61nQuyl/MjVpG65549PbFaFr5cE6M8JbcACBxgnp9fp3ros2aSd9jc07VGtLmCQoZFZQCkvO89iAD29fWumtL2No7WSOZlzKsT7izMwLcpgdBhevv+XGW6qsayzrIHBA5+XBB9Tx2q7bXUi3W5QfLbOFAPBz6fQmplTua06nLodfqOqQ/YZIprR4Z55zJdoT8iKSuNx53DHIAyASc44qWbSY9UQSaddSJ5S4MuMkJwQSozuAUYHG4g8jjFcXqc811dPO94wjdiyIcfKO5B56459a6PwrrS6e8aWsKM0g2yJdMYy+ehXb8rY5Prx1rnqR9nBS3B1Few2G00hbaWe7uoGu2iZVMbMrMQCNrYJ27flIOMY+mBHoeiX09zEINZE06LlkRVQxkKTuBb5eDgY5yfyq7rerQXN23/Ett450gKfu1Mfml/uuQO+05/HBrHTaLiG6uYjiULK8UcuxlUZAJJ6HOD6nHPam4ycHKL3IlHqjZ1a3e31WPUj+5imjVpwJflMgXOSQSFyCpxnjkdqZc3tvKPs8sQuVkiZ45VG1gzY3KMcNyByRyD61UgmtdUv7yO4SV7R3JkYSIdyLwhVT0Ye2O5qHX9Oh00xXc0kFumIBBYQFyxO3ks4+70Jx6ms7x5owe5i7N6HGz2Ak5R9xUfMDyfcgDtTY7eWa48uNQYkOWZsccdvzrUMMb+Y0e3bg4Hf8A+tWVDG0TyRhlaSU8jPYH9a9HpoN36F+1QRwLE5TzB+7IKctyR268dzzViOIwr8437Mn5eSw64Pf2qsUu7F0kYhUIXHI4J9B9P881dsrjBlBQK4Ynbk8qe5/CpvbVkxbTbI28yZpE24QNt2jnB7D2OD1qmsr2dwqGOSdGxuhPyhh3BPY/41Z09S91PE/mlRGS80YyYyCME/gPxzVh9PiSS4nMpfyiZURgBu78Z68EH86lyjezHz62ZbvL6Se4gikzJbqdsUZO3afQsMZI4XPoB7VK8MtvNbapcbbqzhkQm2WQx88D5hnOCeMj1zgViWzpKjfvWMpUMARg5JwQRmryXVukiQ3Ns00iMoDlMeWO/wBT2NS4KOiH7VrQt+IHt0u4Lm0tBawy7mP7/e+7duIIHTAOMDqB71pXerxXekW9ppenNexy3I8xnI3srA5A54XJB+uemK56NbFZLjcXMaSFPM8zBBBGfl7jGf0q/okKzeMmsrXULjTFcS/Z/JTfvwrMoBPQYzz6D1NY1KXNbq0G5Nr8LW99BpFutr5djEP3sOG3F8k5PU4AA59K5+SORLaQ8uqEMuR0PtTI7y41O6iF1O5dUxliFAzz+JzmnXF+kKvboWZlXcZMjA+me3vW9G6gubcaWhVtJjFAQ8aCR2JzsyduDVy0uV8zyiXBjyFBPAPr9P8A69VrRjHKPtStCdu9vMXjbwQQPxFadzElwReb0WIFyWZNqE5HGe/PH4VUrdTOSTdhymEWInba2MMoU4B9fyz+lR2kbS2RcRFzGSrhOCp25BI/DFXLW0Q2K+Z5qRO+BI3RIzkg4/3cce1SaVp5SKWGAiS/3NJI3zAOo6D6EfzrOVSybKknbQxYInhujessiKgLpuyAG6Yx35NXYJkW4Wcqdj42ggEAg8n+fFLqX2htIgCRuyKVfgHcrdwG79vpVW2vFFwIJXVyP3mE4IJPII46ccfWrupRu0EpSSv1NuWV4JYbuyga1jiDZe3lx5mMdF9eTnsQfaqUs14+ojULC0lWRsOEl3PuYKd2Cfaoo/tFuGuBcOw2smT2GDzgdsms59YltbRfIkeOUFQ5B5Zuh9ceg9ank02BXe52dnEbzWFv9VuphJZIyS2rOFM+cELx0ByCMfgRXnElk0O2dVb5uQzHJ79h0rtNajWDSrXU7PW9RmTzjZBrmBFWbagZnjA52qwVTuHcc9hkvFIJ3ViGDZ3KFxU0abi320GkYgURKImJUuQPu5/StKxVtomd5AwBVgU3Y2n179vTvVW3mC3M00kaEKuFLDPzf5/pVpLpRKQ+8CT5js4D84xj/Pet27ClJ20J13TqUlySpKlQc49wT754qzJcFS0IkMhTOMcqSeScf1p8LRzzSh3UovBx1C44J9etVbf99dSwpEu4ofLT+9sByAff/wCtSuraj57IbbX8ttPiQvHGcblz+7IH95e4/Wuivr1FgtrSPy0nU7mZP9QRkHgjOQzEn22DpXNXljNcXTJ9lZQh6EEgDgn64zU+/wA47VjOyE7kwMYUcDHbFZukm+ZDjJJXReM/kTGGGNGe5Cl55GYKg3HJU45zjqM8e+ata/ZJpN1CpuLC7iUubeOKbOV4O7I6A8DJ6gHimLcTXelyW2YY0PLiZCcHPGw+vXH4jHNVbkXUq/2c6W6JAxZFJCuQAScd+ev+cUrNy1B1FI7E3q2Ghz3s1xDZzMyfZ5QpMgUjaNpb7gXf+orir/R0tLS0lnu2nuXMjMirlSARhu2c5PbtTtE0u3vvEP8AYuu6hOtpO4jMqTRoIyMHLtJxgAkcckjFP1K8vV1a4tbj7Q5tN1rGlyqq8CKSFUheM49MisKNJ02rPcSVjElhhUGfbtwSCDwM+oqK2tYpbUytMzPJ9xAvCkf/AF+K1L6GMacWdXXccn1H1/GqdhbpcTRRkvHGcBQBkFe5wP612dNCpXLoCXEbeYCqBcsd276YFTCKQW7yiQbSu2R26kHpx9QKpGye3uvLidysit8zLgLlscD8ufyrQ8q4udKXKsQwwAGGXIz+uUP0qHLl1M4XSuU1iWe2WRnByN/ORjGOB9M9vpTNJuZbW+ZAieQFO4E7mx6p6H39zV6wh2aKZ7tYzBM7GMOp3QrjaT9OBx+NQ6gILWyi8uMRu7L5mWOCh5GG/wAfalzxk+VjUnzNFm3nklv3adxI7OHM7BWdiTkgHpnnp0xVvT5bbQ9RPlm1vhdQtFcGcEMgPX6exHuKyLZop9sa7ldCTz8pK9V/HrirA1CSRHiurUGMRvxn5mbryR15ApSgtuge0b0Jbm8trfX5LuWOCW0LZAtYysYDjAGDnHv1IrfjnufEWq2UTw20OjQ25WV2AfyAG+8ccs3Qf4Vxk91DHpyFFiV22sGVeVBHQnnPr7Vua3pmueHdK0y7muLmKbUjK89uq7UiKhGUE4xuZWJK/wBQcZVaN9VuOzOe1m5exkhhgChXDM2VznnFZ1nIx1BYDgozZPHPFFFdnUJbM6P5JpgjxJgbDkDB78fT6UWrFPtiodoBWPA9MYz9cMRRRXO3qzOk9GaKusWqBY4o1F00ay4zzhsetVtRijtmvLaNf3STOVBJOOMY+lFFZr+IatLnOYWYwG1iRVOZASxHzYOARn05robdfNBEhLkqq7m5P1z60UV0/aRl9sxJmcXpUSMNx7Hv6/XipYNQm0TV4ru1CNPEwKtIucl1Ktn8GNFFE+hqtypMWjhtirH5iysCfvYI6/nVixVftlmSoYNtjcNyGVjgg/gaKKKeyB/CLIRBdL8iyLC4UI4yCAe9WPMMtskBAVPNEXyjnaWOaKKJ7kr40dDoqLNp1peSjfLLfSQ4JO1Ujj3KAOg5HWsOTVryPUhcJKVl81vmHbnB/MUUVlLc6Y/CW4ryb+0JrYMViH8IJ5O489evFR6rZ29nq5EUfzNj52YlhnJ9aKKuPwmNUk08fLfBiW+zuiRluu1gSQfXoPyrn9XjW3QyR5DOpkPPcPj+VFFarYiOxf1fxQ+v29uk2labbPBCqRSWqSKURc4QAuVC85OByeaswu3lyksSQvf3FFFTHcoyoZWmudzY4IOAODmtG7KtaQARopKY3BeeGPeiiq7Ez6FnTYFe7dMsF+UEA9ckjJ9+BS6Xbxz67ceau/ybdZUyejMQD/M0UVz1PtegVdPuLLSvFbzSBiWyIm3c7hgjn34HPtXO288kXkop+RgVKnkYOc/yFFFFLZkRXuM17+1jWRWGcbRhc8DgHgduTUMkri4ufmzvljQ57Ar29On86KK1ZdNe6imPEUum/axJp+nX6yShmW9g8z5kHysCCCOvTOD3Bqa51W6n1C61KZ1kubkebIzLwWYZOB2HsKKKnsX1M+YmS5vC53NlPmPXnjFWJD9hvnjtv3akp0JOMsemaKKtbEs0p7qaLRoZY3KyyRZeTJJPJ9a3TGkMtvHCvlHzdgdOGXK8ke/fPrRRXM/1Kpbr5k2nKF1lrU5aGWKdSpJwAB29Kzo7SC+0xfPj3bdq8MRkce/uaKKdP42bSSuzmw8h1iVGkZkVOFY5AAPA/StpR5kccTfdaMufXPHOaKK6F8RyPSRys3M0kfIUTYGDj3q9f+JtW1K0t9MvLuWe3tmaVPMkZjufGcknnG3j0yfWiiiZZ//Z", 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", "info": {"video_id": "92334", "label": "poking a hole into a leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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UZBfOB61hp4hurWTbZOsQBPzqgDH6HqK6CWaPUJnihTfHyMY6jpyDwKxJPD0k7NJbFY2YBkhYEFvofzohB7s661VN2gdl4Xt28TWz3lyWgdWKGWAgb+OpH8PXGensK9g8IWTWthst4vLkXEcZdgQT3YgAfX+teb/DmDT49Pj07XV+wCQt5N2JNrbupGf8iu2s72SDxVHpcOpxavZfLve1HlywHdgSBh8rdtwH9Dnnr1HK8DSGHpzje+tinf8Agy11rU7250ucypETJJJcOSVkJ5XnnB7GsnXvDMmh2W133FWxKj4GGIzlSOCOtex6hbx2apcW8SwncI3Eagb1POMd+f5mquoaJYai841KyS6BYsiuxA6f5xWX1j2dk9jkXMeDXjXCsBIJNpcBW2gg8dfr9Kdp1/atkjzEXJV8rkg9cZHQ+/1rT8c2cXh/xFJFC8ptmWOWONnyYmYdP0PfvXPieSYyEqfNdi+QmCDzk4HtXWkpxTXUlzlc0LqFZsXAwQRkM3O48/Ljrk+uPWqwuJUl2QxkSxkMhRtpX3IPSktbmWxdZpbdbqFHGU5UNzyCe2fX1qvq2paXNqE0ujfa4Iip8uO5OSnTjOSCBzwT0o5O5PO90QaPpOlvqFkkV79k8vaHuTwSd3LDPHT1roru1ijSPzAl1YzT+S11bxh3JzlCegU4P8P3hXntvqTiF1kkYxEYPfPPFdLpniI+XAkpd445PNweBu6YA7dvr3qp3WppGz0Ztz2j+YbFIlggd1hmmKtIo24IbgZ554rvvCPh7Q77wzcW8Msf2u9geGWdUw3XOQD2HynHtXAaZrTXWsLCQWhJCyKjsoZcEgZ6fl3Jru/BDNqGg6pdW91Lb6vCJEXCLhB5Y2KRyDjGeMdfeuHFXlG17GtkndGxrmrW3hTw3JYwCK31Dy1kMYyscrkgE59GPb6/WuR8NfEmObWZkvGaOB1Ux2vLAOFwwGBnnGQMcYpzwDxHoo1fVrmT7PBYuJWuBkuxYGN1IG3Cspyvcg+ua8rl0O8F032ctMxPnG5GQW5wR2OMke9KnThUi0yZRaSaPT9Z18a/OLRjItnueaIXDDeuflPQ9ATXAQajJpV24eHbCXaMnGVOD0z6YxWo8/2i0t1ggMlzFGwaPap3Kc7iD1+nIPWm2Fj/AG9pUtjbRSea1wrJGx/1OBtYc8njnB57Amuql+7jZ7GLWmo7ynusTW5zhMjggyJnHAIzkc9KpSWdpNaB0ZSCSgdwThsYHbpxV2xsrvTtWXdLJElkMLEAWkIHBIT398Zx1qfzINUiMdgZBKFIeBH8oFyMgr3zx/LtVOsuYhNI4abT5NVu7SwhChk3eYcYC4wOfxra0rRJbmyne7hmWEMsZu14iizkDI6+hyO2aq385t3hd43Err5cvOCSMcE4+laml+JLqHy4Y7mcWzYOzcuSQeOeoA/pWrckrouKSdieHQ9sJKTH7EVIZpcBTJtPy5HUHtnGQRWlo8eojU4rTw9cT2m8pGzxrhd/zZ3H0GOlPW501pNUukRYorpwPLjJxjBPb1Pf9B0q5ZSQbEubN5Yy9xsEMEx/eTEYB2/3ee3POOK56k24myhy2aep3Nv4cvYfE2l3Es4+0uhma9MJb96pIMWC3yKyOwwP7uc8Yq94r8UWemagIpXQXNpCbmGBnx5544z2OeAO/PYVYutbm0qWz0jULRp573zAJmlRIiA2Bz16EcY44+teJeLoNXbTLK/l89xOuEMgKmLYSrFs8jdgMO2CfTFcVBSlpN6lTcp3bPbhrdl/YyamgXyiySmMyBWC/wB4evHUe1eNeMVhu9Um1WNh9nnuHZV7HP8AL17dazPDOoS3d3Fp9zL5kMbbopGJxtPUAE7QOpx1PParV5LLJaJYzOJTE43QsoDuQRt2npnBPBxnpziujD0/Yza/qxz6sS2is5LZZIGbdjBLE4X3HHA7VVntRdxiEQrvAIckgZHb60k9j/ZOuXLwDdYx/vCoZio3DKgkf1/WtmyhOr2FtI6ywTxzYjcZVXUDO0njHfk+ldcqkVFPoRonqcpPYNZyonmP5blmyF4BB4+hqjeTQsRGJRjHJHOBXSarGss3kuFhMhLKvnhijqPQjkdjg1xEltNHeSrMu0KMxjsfTpVxaauWl1R03h/TtFa9LXfmyCPLcDBIHOTnIGeBxz9a662ljjsrEXV00kkcZUHcC+wg4HJ5A7D+VeXRG6trk/aAUBUMck8Ang4rehuzPMtvJM4VOWG3lv8AZ9vWspp3NYSUdGd7Y6CtzeW8EaPJNMTMDs3Ps2fMyqeowvHck9a9j1zUNOs/D9zcXMkZt4VAO4A7XyAuR2OcfSvHPDmqHTNWsdYt3k+zMot2ByFkGB8o64OccV0LalZ3Wv6jrBgnltZDCXtDFuJb7u11PAJKqR6Ee9cNfnb1V7GnJ2PP/FvjDXrvxKkl8PLvbVMNAnyrbshJ79zjJ69ce1aVt4gutQsptSSY9EZl4jGcgNgDPHOfU9eOad4ksG1nXZxcqpl3CQNAMHg48v8A2mADAdiVwKyoNljHPFpUjPEwJaED5ic4wUIyTjBB/Ct3FTSvuZ1KfvOw7VrZtX1VBEXt5GhYKzDcJio3cY6+hx6Zqlpuos1u63Z2eWQowp/eZ6jIPse34ip7W4j03Uop1uZEt3Uuq3K7WTBx+PTHHOOK1L6x0i40r7fZGRo7U/voXYbmyx/eFhyR25weOueuym4e69tDGQya1WAo8bxjTpo9wlLk7Cc/ISP88+1c7exwtqkUsuxkT/XrETkt/D15xzn3x1rqIZryW52af9lms3KxMirsZU5455PUc9e9cn4zVLa5t5vNnLOpUowI2MOCAffGfSlSm5OzFGT6mrp8OmSXrzyO9osokKLHlSJONmMDDc5z0xW8tu/9px2t3bK8iRC4tpUAEWDyQU6jJ7Z657GvMV1KS0KK0jrIpyMPgqK6jT/EM2xiCVUqqBl52qDx1/WqqXWqNqbX2jWuLS7laNLnzre1CYUxp5mwt94AcfxADFevLoWneI/ClhBZobMWzo8I2jI2nlWx/C3ORnvXkelaheNYXU6w4lwoh3fKyHPJGOM4x9c5rvdRubceCdL1PSZp4JTLAtwiTlTKNuz5wO/Qnp71w4lNtK5py63XUTxt8QDp01vb6bGqpatItxbTAjeF+UgY7A9fp6VleGfiJGnh2W0ZZL2WMbGEhJBQ8KS2c5AyMewqr4x0fT/7HlaeSSO6vLlpSqAMYEwoMZYE5Qlc7jjJH4Vwdlo13YXK38iRrFDujIXpgY59uGXJquWFWHMyZxas0dRrVx/aOnXkszxPdwjYBu3fdGAv1x09ce1YVpq0luRZXUbxhwHiyud2ehHPOelW9TupJzcXUVr58O/dIjkM0bY6jGD0I5HpnBzVsaIus2tlPFtaS3gwqs482dl5UAHAPHpzx0NdMZezilL/AIYwa0K81o0dvPO+5bdG/exr95OevTOD/hWZqenwpb7kj5wsinyyd69xk9f8BWtp4m0y2upZnkuGZ/JliiTeFOQSG3Hn0x2pL1BfWT3mlmVkUiRUaYgooOD2xjjOPT86ftfeJjJbM4JLOJois4YxwxkqEHLH0B+tNsg8ZIjRg208KuST/Sq0dz5kigbo4k5AXueo5/UVY3ZxL5j7Y+FyeRW9rmsrWsjesNRms0UCUearcqvcdWBPt/Sut03UhIssllLLECqjarjPABJZsDcuFPGK4aNY5pXhWT93kEnpu98H+VXkuPswj8o7iVCOQvGOR0PsaiVNNal058ujO9t9VgW0R5rhomgtd67PnjklYgkoo4bAbHHQHJxiqdpYRXmmK1rcNHJIfMCofnQlvmG4HacqB8vXdg+9c/f6ncy2ltBavEEjU5B5IXPGCOhG08g9Din+G7w2V8JzNvvA+UgHyFievLZU8cnv9KxdNQjcqVRX1NCPQ5Jrhk1G4t1aFtzTxS7PLdu7j6gKcdCR+NN9N1CW+ujY38BtjI3lxu255VGOAR94k8L+GcV0niO+0fUVDtpjxXsrLsmeQF9nVlYAYJxz6gEda5d3F20l1awSRJDIwDZy2XBKLkAZ9f16UQvOPMvuIlG+xv6/YaitrDcSLdC9tGMEspG0MnGARk8glc4OMkHHJqH7bbIFaVY5VeQRMUIV12nIbzB2PPGMj8arT3we9tba2e9nXySnzRgly5wVl55OFGDnv7VFqPhyO30wSWEy29ijyma6upWQPwCoVOTkZx09/esU1yxjPdmUrPbc5XxHGh1GJIgfKDMzMVIdgTkZ5we/I9fpWQ0VxE0U25ViYlUJ4zjrxnpz1rY1a7guEtZkc42eXIsrbnYAL/FxnvWZ5n2kLI8RKINqncAdvrj612xvZFR+G73L9ve7YY0YyKkgwdvy4HfFdTZtBc2ZtFAjktyZlZnUPnAwVz1OcfrXG2hZopNsQVlBPmDOQuemf0rQtzK0+5WcI2fnJ5JxkZPYD/PNJwuVCTT12PV7vXRrt1pFtfwRobclo9zYDqUO4P1K4ABxnOcGqPiGW91b7BNKjebIAqQeYSjRgnjJ5Z+Mk9tw4rm9O1BbuaKKdtsYyk4UAb92AOevHPT8xk1QuPEBN7DJaSzvJb4jiLDcEAyNoGORjgN1PvXPHDqMly9DdySWhcvreGw2Qm1McQ2lJ1Q/MDlsOpHykgj6ECq11ZzDTWvpraJ44SJI7iFv3hTfghv7xBYAiu40Yx6rpFwtzMltd+WcO0vKxscchvnOehzycZFY2qLqNtLNaXGoWU0EbRMxtymyZicbueS2Bz0IwD6kuE76Rd31MpJNaEOi6zBqoOn3Gmny12/vjGQyNyEZjyNvJHIIH5iqTQC7uXsNQWRLi13RGaKUZOCQMD7vXPA960tH1G5vXmt57OG+UBgZ9pJhQOCWVR6seR1qvdC+1aVLjTbWK3kd1805zH5e/CPnnAxtz9BjrUXXNJS0t5mTihdQtjLYxqrpKI5IxI7IfOjz8rgr1xx+h9jXAak0dtqd6o2hEuXCIMlgQxA+vSuoiujNq1xA5j2b38xzIVHmJxkZALHp0rl9asYrjWtVltyXiW6kKDIA27z09RXRRVlYUG0VZT5jNPJE4lkyc7u/p+AxWhbs21JUDQ7idzfeYtjtn+VZsamIedJnA9RV2xDyYXe4VCJFBTIOeD9Ofr+Fa8o3rrI2dJvbizJkX5FVhlc44Oec101peJHDNerNHBHFIkykg7ZAu1f3h6lQT25wevAFciZWaRoS2U4IUjG7twOx61YDiG2EEjhkcBsFc8Ang59z+gqZU1I2jU0sb1n4pf8AtCUyOt085V8lVypHTap4HXO4DPtnNdNfeFxJFa3tjpL3e75nEW5JVQDGFJx93r3II7g15lBfNZXatAiwsDwTF5i+xwR7npzXWwatJa6OrrczQytg20bTs+4ngFORgE7s85G0dM1z1U4SXKtBKbejItUuk1FYri90tCkEUjIoYkE52tJ0xn5R09CMVp2E+hWlhNPamW1CRyLcRRxjCJJjCKxO4j5h3PJHFc3NchDFLfPciEJtFvkl3O3IwAeMtzn3Per10usWuiQEw3CWsoju1lEK4iDE9z/eI6E+vFOdLZRZMlbUFmisbiSwWJ54FR5RMEJjwcYcY6EZHPGCcVzviPUxqFvaRXUgmkhJRmYZdT1/L+VdvoqprNi1l+/eOa3laQxRLG0pz8wLHjaCu7864DxKZor0raWL21oGIgjDmRSMAbtzdcgDNKlNTqNNaoyVua5nyRo9ps2o9wz8sxztUen1yBT4EZ0aN3Vdj7nAbJAxyFX8PWs6F2Uv5katI3XPPHp7YrQtfLgnRnhLbgAQOME9Pr9O9dNmzSTvsbmnao1pcwSFDIrKAUl53nsQAe3r6101pextHayRzMuZVifcWZmBblMDoML19/y4y3VVjWWdZA4IHPy4IPqeO1Xba6kW63KD5bZwoB4OfT6E1MqdzWnU5dDr9R1SH7DJFNaPDPPOZLtCfkRSVxuPO4Y5AGQCTnHFSzaTHqiCTTrqRPKXBlxkhOCCVGdwCjA43EHkcYri9Tnmurp53vGEbsWRDj5R3IPPXHPrXR+FdaXT3jS1hRmkG2RLpjGXz0K7flbHJ9eOtc9SPs4KW4Oor2Gw2mkLbSz3d1A120TKpjZlZiARtbBO3b8pBxjH0wI9D0S+nuYhBrImnRcsiKqGMhSdwLfLwcDHOT+VXdb1aC5u2/4ltvHOkBT92pj80v8Adcgd9pz+ODWOm0XEN1cxHEoWV4o5djKoyAST0OcH1OOe1Nxk4OUXuRKPVGzq1u9vqsepH9zFNGrTgS/KZAuckgkLkFTjPHI7Uy5vbeUfZ5YhcrJEzxyqNrBmxuUY4bkDkjkH1qpBNa6pf3kdwkr2juTIwkQ7kXhCqnow9sdzUOv6dDppiu5pILdMQCCwgLlidvJZx93oTj1NZ3jzRg9zF2b0ONnsBJyj7io+YHk+5AHamx28s1x5cagxIcszY447fnWoYY38xo9u3BwO/wD9asqGNonkjDK0kp5GewP616PTQbv0L9qgjgWJynmD92QU5bkjt147nmrEcRhX5xv2ZPy8lh1we/tVYpd2LpIxCoQuORwT6D6f55q7ZXGDKCgVwxO3J5U9z+FTe2rJi2m2Rt5kzSJtwgbbtHOD2HscHrVNZXs7hUMck6NjdCflDDuCex/xqzp6l7qeJ/NKiMl5oxkxkEYJ/AfjmrD6fEklxOZS/lEyojADd34z14IP51LlG9mPn1sy3eX0k9xBFJmS3U7Yoydu0+hYYyRwufQD2qV4Zbea21S423VnDIhNsshj54HzDOcE8ZHrnArEtnSVG/esZSoYAjByTggjNXkurdJEhubZppEZQHKY8sd/qexqXBR0Q/ataFvxA9ul3Bc2loLWGXcx/f733btxBA6YBxgdQPetK71eK70i3tNL05r2OW5HmM5G9lYHIHPC5IP1z0xXPRrYrJcbi5jSQp5nmYIIIz8vcYz+lX9EhWbxk1la6hcaYriX7P5Kb9+FZlAJ6DGefQeprGpS5rdWg3KnjO0C3tpokSwGOxh3Brdx87Pyck8nAwP/ANdctFbsCVIwqdvT8TW3HeXWpRsbmZmeNVBDqOM5Pp1zmquomRbdDjc8gxnB5regnyLm3BbFeD99P8rPtlJjYqvTjI4yAen4c4rULvCkQEjY6M23bjPf34B4qt56iJYkjjARQSEX+IZP+etWoruN4GfedxKhjKcgD0PuKu5Lk7qxND/owacPsYEDA79Rke3P61BczyEBo0Zlx97+Ifjn9amvwkcC7VzM/wAuQc47j8/0pZI3ezWeG3EiSKCrp05JUrihtFSkupqaHqSMWmuZAwiHzMwD3CA8bl/vKBu9Tkj61XlmW6hmeTiMhpFiUkyJ8vCnjoBgZ7d6ybaFrBWk8kh5MY+U5KYycnrjpWhYzNaXAIjIVz5m4Akc9Pw9R+OKyVPlfNEpTUdzY0yCXV4rm9WewsZoWVYo5ZipSPGCxz6YGepzUXhhhK8lrbW8LL8rMQ7AOmcFevA46HqaguHvIbuTU4/sr3Hy7iiYCk9S3bd2Pr+NZF9a3Zgku4p4og75PlyfIQzEbcAdjn8iaznTc4tdyZSU9Trtbji1zxEtpDq0YsbSQiRYI9qJvG4uq+nOMnsK5GS3mRYzvKkfdCjpzWzdQ2+laLJq2lapf+deTGxuJZ7dYxdKE3O0Q6hQcKd3qPcDBiaO1sxcSSNhVOUVssfaqoRcPdeysNIqXqut8qGJdgbe4I496ma7HmCYDaMlQUG3aCT+nFRXFxLdz7lilKBdzhMEoCcZyPetOwlhlhSAOpklKsFWPcQNpx+nP4d63dtyZ2QsEkczQop+8pIDfeJ+vb1ptw8KX8aKF2bsl3yRlsYP4HPHtS2tmFuIYVcmVeZAhwyKR39sleO/NW7rT4JLqGSdisKTETW7Alto6Hj3yKjntogUbKyKOoWswIgEEySc89SSCR+vWkj+S3SxAbdt3AA5IY8nk+3Yf41tyR3MNxBKoOySJpLdgC3PGEKkcjI6e9c7NLNbXtzI22ILJ5o352MfQE0qc+dbBFy5dTd0+S3li8r7GlxIflVSwRskYLK3Vf6GoZLm5bTjps0d1O5XzIsSMVRs5GAP1Hr0qnGwu4YxBM6b/vYPDAgc56gY7Uy6vJIJIEnZnWKMqFJP3t2VJPp/gKFBMUZOW5q6fc6pBZSW8nmR6ex2+YqhQdxIyxPP3uPTnBput6da2WmaXaLPLdTW6uzzk7g2duEI6AL+Oc9aj8LXo1fxCdOvdUvLWCU+Us0UsUax55JYyDGMAkAck49aqSSXNnf3dlMtwWt5HgCXSqskQUkAHbxnaAeCR6Vn7O001oUk7mbLDCoM+3bgkEHgZ9RUVtaxS2plaZmeT7iBeFI/+vxWpfQxjTizq67jk+o+v41TsLdLiaKMl44zgKAMgr3OB/WujpoVK5dAS4jbzAVQLlju3fTAqYRSC3eUSDaV2yO3Ug9OPqBVI2T2915cTuVkVvmZcBctjgflz+VaHlXFzpS5ViGGAAwy5Gf1yh+lQ5cupnC6VymsSz2yyM4ORv5yMYxwPpnt9KZpNzLa3zIETyAp3Anc2PVPQ+/uavWEOzRTPdrGYJnYxh1O6FcbSfpwOPxqHUBBa2UXlxiN3ZfMyxwUPIw3+PtS54yfKxqT5mizbzyS37tO4kdnDmdgrOxJyQD0zz06Yq3p8ttoeonyza3wuoWiuDOCGQHr9PYj3FZFs0U+2NdyuhJ5+Uleq/j1xVgahJIjxXVqDGI34z8zN15I68gUpQW3QPaN6EtzeW1vr8l3LHBLaFsgWsZWMBxgDBzj36kVvxz3PiLVbKJ4baHRobcrK7AP5ADfeOOWboP8K4ye6hj05CixK7bWDKvKgjoTzn19q3Nb0zXPDulaZdzXFzFNqRlee3VdqRFQjKCcY3MrElf6g4yq0b6rcdmc9rNy9jJDDAFCuGZsrnPOKzrORjqCwHBRmyeOeKKK7OoS2Z0fyTTBHiTA2HIGD34+n0otWKfbFQ7QCseB6Yxn64YiiiudvVmdJ6M0VdYtUCxxRqLpo1lxnnDY9arajFHbNeW0a/ukmcqCSccYx9KKKzX8Q1aXOcwsxgNrEiqcyAliPmwcAjPpzXQ26+aCJCXJVV3Nyfrn1oorp+0jL7ZiTM4vSokYbj2Pf1+vFSwahNomrxXdqEaeJgVaRc5LqVbP4MaKKJ9DVbj7YFLZHVmByVPPXBGCffml1adotqqARtzyKKKKfwgiTTcBirKr5Vxlhn+H8qhO1lnk2KDjIVRgLxkYH4UUVTJXxmjqsXk6XJIrsWVWOWOc4I6/mautbx2mn2qQgqskSlhk8kgNn65oorllsvUzq7sytamf+0EXPMO9EccEAdPrTtM/0y1m83qi7FZeCFzjGfoaKK2h8CHPZEci+VZXARmXJTPPX5hUeo3EgWQHBQ3HllMYBAPHT6UUU2bJE2p+J38QKYZtK062NpEiQyWqyKUQEjYAXKgc5OByeaxrV2lP7w7iVYZP4UUULdgtzQRFGkxvj50doQ3fYVBwfpk/nTbW4MJXZHHuVyN+OTuHf8uKKKuWxjLY0NMX7RrltbszLHdXi28mw4Plgg4B7Zz161parcNb2EUcICLJcyhsZ/gYqOfoo/WiisZbHXDdmRFqd0dJYs+4QMfKUk4TcCTj8ea0pIV1HSLiW6LSMig8scHgjkUUU4EzMcsYLMzQ/uzGwQKDlSCccg1pazaRGR7fBEcW/Zg8jAJHP4UUVpAwh1OesNfk0me4gOn6ffQTBZTFeQbwrqMgqQQR1ORnB7g1a/ti8ub681K4cS3VxmWRmUcsevHYewoopPc0RVmJkubwudzZT5j154xViQ/Yb547b92pKdCTjLHpmiimtiWaU91NFo0MsblZZIsvJkknk+tbpjSGW3jhXyj5uwOnDLleSPfvn1oormf6lUt18ybTlC6y1qctDLFOpUk4AA7elZ0dpBfaYvnx7tu1eGIyOPf3NFFOn8bNpJXZzYeQ6xKjSMyKnCscgAHgfpW0o8yOOJvutGXPrnjnNFFdC+I5HpI5WbmaSPkKJsDBx71ev/E2ralaW+mXl3LPb2zNKnmSMx3PjOSTzjbx6ZPrRRRMs//Z", 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", "info": {"video_id": "92334", "label": "poking a hole into a leaf", "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": "ae32d48e8f422c6c75637eb6349e1e7e23cd3ded33ee26f68d50d953817eda35"} +{"episode": 14491, "episode_seed": 756982431, "split": "train", "timestamp": "2025-10-13T02:59:33.803893", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 756982431, "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 squeeze a toy'.\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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "80703", "label": "pretending to squeeze a toy", "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": "80703", "label": "pretending to squeeze a toy", "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": "204435a93d26f10caa58dca3eda9d0f3ca2b5e6222ef6a3243f1665d424840ab"} +{"episode": 14492, "episode_seed": 3974150155, "split": "train", "timestamp": "2025-10-13T02:59:36.398112", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3974150155, "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 smartphone 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "207685", "label": "pretending to put smartphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "207685", "label": "pretending to put smartphone on a surface", "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": "13028329cf27cd63250418ec29a9f539ca4e36785ac6aa3a7c17992c14ad16c1"} +{"episode": 14493, "episode_seed": 2113618730, "split": "train", "timestamp": "2025-10-13T02:59:38.977645", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2113618730, "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": 3, "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) panel of blinds'.\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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97786", "label": "touching (without moving) panel of blinds", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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SQnzSOBzXV+EY/st0ZmkB3Js29O//ANaq5U9GJHoP/CQXE6sC9y4YEECFuc9ewqrqPix7OWFJxc7ps8vhfb1rM8Q6m1hp8c8J2kyBScZwKwdevINX0BboFUuLdskFsFgeuB+tHs4rZFo7pby9uo1kWOPa3RnuM5/IGmSRXpRm822XgnhWb/CvKI/EN9GkAjnZRA25VB4P1rvbXX2vLBLiOF9rcEkqoB7jkirQNEGqNfQzRBZt5d/mCRY4AznqfWq95bTy2EUtnLcPMx+dcqNv6Utxq0hm2jy9rBjkShgDwP4c1AXu5FJhZmbsFhfH5nFAjp/Ai3lnb6vFd72FyiKpZ8lSN3Ndlda6yhnCxKSyt8x7iuJ8LWH2lbk6grZG3aGYAd88Kf510B0/SYuTbxE/9c8/zqXQhN3aEeb+LpYrnVp7pnj3ytuYI3GawLR7UTAyMMZ9TXS+NoIH1FZrVQiCIKw2heQT6Vy1tatJOAZMDPWnZLRCO2h8dXWk/ZbS2y1mkaleSDjJ+79Oaz/H2q/2tp1hdI0rRjcoZhwM4OAc1fuNGW98KJbQ4e6txuhbHJ5yV/H/AArz26vZWtBaOT5aMWAI5B6VHIlrYtGNIeTTA3NOemDrQM39C1m40u7W4t2ww4IPRh6H2r0vS7yXUbolrt1tmChJI4gB0yc5z3NeQ2xCnJrsNE8Ttp9m1tjdGTuUE/dPemmKx013Z6y17KkMl00QfCt8oyPXIFerW+k6ZHJMrafbnZd45jU8MoIHPbmvJrPVrm/cC0cTLj5xHGSV/Miuxaa9YHbYS/8AAnQf1onT5+pI/wAc2FinhOYxW9qkqFcbEUMf3mO3PQ14hMuHPyDr6V6h4ghv10ye4ktURI03H96M/oK8unuW81jsHX1qY0+RWEdr8OJFtvEcctwFSHy2BZwMZyPWvRvEuvxafoM09n9nlcEBxjopk5x79K8k8LXc9xqKW8axqWBOWJ7fSu7uLG6vLWS2ma2MUilWGxv8amVFSlzDR5P4y1BNU8R3t9HtxO+87BgZIGcfjXNAZNdD4k0S70W9MVwhKNzHLjhx7f4VgkYq7WKN/RCsEkVwmVljYOrg4IIORXoz+Ljq9tJbyiO1maJkQqxCEkAc+nSvIEu3iACtirUWqsOGOaVle4z2jUna60O2sIZCCioGZjwcCpfDUVxpYuiqG5Mu3/VsBtxnrn615Ta+IZtix/aJgi9FWQj+Vej/AA+v43jv3WV5CfLyHZmK/e9auNtkTJHUSz6hMuFskXP9+b/Ba4Pxit1azxrMsQ8xCw2knvj0FegT6sIwfnVfqAP51wfi3UYb0qZZkcoCFyw4z9Ktx0JOOhvJYpQQU6/3f/r16R4Ua6vtN843JXDlNqxr2+ua83hnt1lBOPyzXo3hq9aW0za200iIdrFEwAfxIqUho2b3RY9Ttjb3s80sROduFGD6ggZFcdffC+43O1jqELx9VWdSrfTI4rtm1F0GHSOP/rpcxr/U1nQa6100ihFi2HGXZn3fQKpp8o7ni9/aT2N1Jb3EbRyxttZWHINUyxFepeMNDk1e1N9BHI91CvIS2dQ6jrkt6duK8slGGrOSsUncVZmFWYbph/FVEU4HBqCj1ttReSNZGuLOIMuQJLjJ/wC+VBNZepzxy2z/AOml22nAitZCM9uWwK0zfWiErFsJ9Ixn9FqhqT3E0DbLK4Ix1MRH88V1GJ59KZfMOTg9+K3/AA7HP9oDsRImMeW8jKCfX5eawrouLhspgg4OTW5oDxKcz6hbWq+rnP8AUVCA6TVdPe40e4Hl2ylU3jy0Ytxz95mNcNZagIrxFlLeXna204O0jB/Q13j614bgTE+vTT8crbxf12/1rzW+e3W/me0LG33nyy4wdueM0pFxG3UYs7+aHduVHwp9R2P5Vt+HNTW31MRyKskM3y8ruKntiuZuJDJIHz1AFSW0rxtlc5HIxUJ2Kseiajq72UaERMwLEEsm3Izk/lxV+KK7ZN/7mNCMgyTAcfhmuCh1C61Sfyrqd5ERCVDH7vrWZcPK0rKrMyjjBOcVakiGtD1/S7/7JM8QvrJ2kGWIlICY9eCTnPp2q9LfM4/4/Q3/AFxtZZP1OBXF/DW4jtBqfnsqlvK2+p+90rvXu5Jl/c2tzL6bYWx+ZwK1jqiTh/EvmPs8trk8Hf50Kp9MDJPr1rmoEneYBJCPxxXX+JVvBEXks3jXOMuVH8ia5G1dvPALxx4PVjUSWoHf6JYzGxRJFtpG6mSXe5P4bgK5zxp4YltN2pwBGhc/vliTaIz6geh/nXRaZqOkWtsrXfiS3jOPuRRhj/WpbnxT4UWNklvdRvFIIZVUqrD/AMdp2TQ72PGJODikX1rU8Qf2ZJqckujxzxWjciKYglD6Agnj681lqRismi0SIxq3DJxyapA04PipA27HUJrK6SaCQo4PUd69ufVSFyCOn92vnuOY5Fewf2dLsHz2gwByLbcf/Hia1pkyH65rRlspYWnGx1KspwMivNLh4fOblMdua7bUbOSO3YG6JGDkJFGgP5LXCXEKJOVGaciTpPDV1bx3KiMBpecBFJb36c13cepbUAaKcfWJh/OvPvD9rbs+WQk+xP8ASu1htNNjUFre3Hu6j+tCAh1TUtOvU+w30LSq/O1woA987uDXF6r4XsjAz6Y7iUc+W8ofcPQYyc16ELiwjGI2t1PogU/yqZLpiP3STv8A9c4HP9KbVx3PApVKOVYEEHBB7VEWINegePfDswZtagsp44m/4+S8e0BjwG69+9efNxWTVikyRZSD1r0X4Zwy3kl+6mJli8vcku4hs7uwrzPNem/CRJHXWCtzbQKPJ3NOxH9/pTgveB7HoTWkqHKfYYv9yyUn82JrmvEqTSwBJ7t5VU5VcKoB+igVv3N3pcGftXiWzUjqIlUn+ZrkPEGsaA0LLbandXUvYBSF/kK1aMznIYkaYAjvXc6JFp6QL5qQf8DI/rXmv9oW6S58p3Gf4m610mmePl02ILBo1mWHR36/oKhWGelwTWCAeSkRP/TKPP8AIVZE0r8RWt2w9oiB+uK84l+K+tsuIRaQD/Yiz/M1mT/EHxHck/8AEznUekQC/wAhVXQHrwh1BhlbFx7ySKv9TXkXjrwzJo18LtViW3umJCRybvLbqQeB16isu413V7wHzry7kz/flY/1rLkW5kbcyk/U1MmmiluVsUopzKVbBGDTTWDNDrrj4m6oQVtreztl/wBlCf5msK98Z65eBg+oSAHtGAv8hWb9nX0pphHpWzkzEqSTSysWcsxPcmlUOe2Kn8r2qRIiT0pXAhWN26tTpFKx4JzWnFYTOMiM49TUN7AkMQBljL5+6GBNJjjuUItrDa1WfKxhk7VSztarCT7e9SaF21ZVl3rwcEGmAKt0VOBuPWokkG/cvQ1f0HTIfEPiFtOur6W2V45DEY495Z1QsF9AODyfT3oW4PY1NE8UXfhlbkWBtnefbvL/ADbcZx0PvUt38RfENwCPt4jH/TKNR/Q1xujoZfO384Cnn3zWqbcf3f0rVSsjIZfa3qOoH/Sby4mHo7kj8qzwHLZ2/nWgYcdqRYjnpSbArpHKehAqYWzt1c/hV23tHlbCox+grSTS5FXdKBGvq5x/OlcZiDTlbqSac2kK8ZCfK/Y1sNNplscS3sWfRDu/lUEviLSoBiOOaU/QKKARy7o8LsjjDKcEGkLZq3qmqRajKrx2wiK8E7slh71mzMVjJU4NS0VcmBww+te4zKkKD7RremQ8dm3H9WFeUa3oul2nhu31bS9SvZw10bXNzAI1uCE3O8Qznapwp3f3h7gZReQ9quDsS3c9N1S90RY2DeIVkbH3Yox/ga4C6vLczsUkldc8cY4rNYSt3qMxuTyablcR1Gk+IdOsHDTac90R2eTA/rW+vxKghGLXw7p8ZH8Tncf5CvO0hPcmrCQDvzS5gO6k+KuskYgisrcf7EP+JrNufiN4juMj+0WUf9M41H9K59YFHYVIIR2WjmYD73xJrN/E8VxqF3LG4wyNIcEe4rEcHuCK2fJ9qguLJnjO1fmHIqXqUjJrR0tnUTBBnOM/rU/hPT9M1fxJFpur3M9rDOdizJLHGsZ7ljJxjGeOpOBVmzsGstY1axaOdPs05i2XAAkUAsMMBkZ9cEj0oQNjD53sKhaGQ9WrYMB9KjNq/XFO4jJFsSeSamjtVHbNXBbtnpVqCG2Xme5iiH+0aAKsVsvZf0q3Hbg9F/SpW1LRLbrcySkdo4/6mq8niqyj4gsWY+sj/wBBQBcS1Y9FqUafI3RPyFYkvjG+biGG3iHsmT+tZ0/iDVLjIe8kA9FO0fpSsFzc1bTHhg88gDbwwJwcVhHrWdPPKw3NK5bPUnJro/EHhXUvDvh7R9RvWnWe+MnmwmMgW+AhQMf7zK2cdunUHCcSlIrkCjYCuaKKZBDIdgJAFU2vZkf5CF9wKKKBlea8uZf9ZM7fVjUcDEzrzRRTBbllutNPSiioNCWJjnrTrDVbnRtYXULXZ58RbbvXI+ZSp4+jGiimhMvaCi4nGOgUfzrXESmiiqRAssCLGWAOayrmdoT8oX8RRRQwKbaxfopWO4aNfROKoyXU8xzJKzn1Y5oooAZknvSGiimCG5okP7nPXmiipYzW17xbJ4hgtoZtI0y1MCLHFJapIpSNc4QAuVA5JOBknmnMoFFFMSImAqPFFFAEkagkVcjRfSiikMtRxKccVdjtoz6/nRRQIzdQu2tCRHHH9WBP9ayX1a8ccShP9xQKKKAG6Z4gk0o3AfTtO1BJ3V2S+g8wBlzggggjqcjOD3BroPDV5PrOoatqF+/nXNxIssjkYyx3E8DoPaiimhGlqF01nnyo4z/vDNc/PrV7Jkb1QeiqBRRTGZkt3O5O6Vj+NQh2PUmiikgA96aSaKKBDSxpMmiigBkpwn41o3fibV9U0u20u9vpp7a2keVBJIzEswXqSecbePTJ9aKKQH//2Q==", 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", 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"info": {"video_id": "97786", "label": "touching (without moving) panel of blinds", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "97786", "label": "touching (without moving) panel of blinds", "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": "43a16f43e291fed17252050657f2118d0d6da4446cb517545ff52d3377d66ed1"} +{"episode": 14494, "episode_seed": 3139650919, "split": "train", "timestamp": "2025-10-13T02:59:44.274830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3139650919, "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": 1, "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 pencil'.\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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "162757", "label": "turning the camera right while filming pencil", "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": "492378c4daddd3e0c4cc8da8301450f9283ecc7ff2f5da2539594c94df9868d1"} +{"episode": 14495, "episode_seed": 628830632, "split": "train", "timestamp": "2025-10-13T02:59:47.669231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 628830632, "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": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding turkish 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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cirsHiDVrcDyngXnI/dKcZ+orHtZWmQsygYwoA9BVntXjYqop1HbVHoUadoJvc7DwlqF5qHiywS58vYrST4RAvzBTzx9a9Umf5a8t+H0fmeKC5/5Z2rn8yBXplw2BXoYNv2d2c1ZJSscZ4ut5b26sooevz5/SuU1tIdGQ2+/dcsoO3FdX4i1+10GZLqaPzZxG628fYvxyfYV5hcXcuoXEt5cybpZSWdjV4qtTp07L4mZQi3LyI45mW6V2OS3U1qJJkc1z4m8yc46AYFbED7ogc9RXjTep30WJPhmmX1ArHd/s90rnopFbE5Mk0pIAyg6fSsG9VvMwa2oy5VdGVaN2X57qGa0kiQ/OWUj8+asIMAD2rMto8To5GQGBx681qk5ckDvVYzESrzUplYWmoJ2HRjMi+1eveBIvK8IWrHrI0kn5sf8ACvJowFjZ/rXs/huH7P4W02LoRbqT+Iz/AFq8AvfbHidEiW8fCt9K82vL7UFeSziuXSydhIyBvlLYxnHc8V6DqL7Y3+leaQXP2hQqx4OMFgcn8K9Nzs0k9TglDmJkcoxVP3j9AT29zWbd3MdlLIWAaZ26Z6e9dJqbWnhvRo/kWS9ucGKM8kL3Y+3b3rgLmVpHklkOWdv1rkxkuX3W7s1oJbo3t6yDOBzVaVQHQAcE4NQ2kpMa8+1STFh5THozEA/SvJu7npcqcblUai0TSQyljCxwQOxzxVeW4+yKWdvn52r/AI1DfldxI6huaymLSSFySST1NetRxkqUWlu/wPMnSUnqacMsl4C0jEkHrU/krt6n86js4zHbg4xu5HvVntXlzk+Y7YwXKavhe2EniTS15P77cfwBNd3451G103TY7ifa9wdyQRkcsTjJ+grlPAsPm+J4Gx/qoZH/AKf1qx8WW+bSR/11/wDZa9DDVHToua3OarHmlynCTzy3Vw085G4jJwMAfhUthLxtz7is64nzGsY/4EfWprGTaUPbOK4pyb1ZrDc3SS8b45whJ+lVEOTIPoanPKH6VXhwJW/2kFelk0l7ZryM8cvcQp4VvyqXPl26g+mPzqM5dcAdTRK3mThB0Xk/gK+hqS5KbZ5sFeSQ6L76/WtXRof+Km01lGds+/8A75BP9Kyo+XUe9dV4Nt1ufFcAYZVIZXP5Y/rXxNJXqJH0NT4GeprMJoA47iuK8e3otvD1yCeZAI1HqSf/ANddMJPsUjQOflPKmuA+JbsdPtgPumfn8jivbnO0GebJamHrfiE6sqWVuDHp8GNo6GQj+Jv6Cueu5RH8inluvsPSkhO2BpCeAKz5XLyEk85ry6lWVWfNIuMVFWRtWL5yPUZq9M37gjA5IOayLOTaUOfatSU5h/EVzvc6Y/CUr9WyxHtxWZFGWJJHOa1r5sRsfb+lU1QJLt/2F/lXQnokc8lqy5bALbIuBkE5PrVjgkVDFwgqRT8wrmludcdEjvvhtFnU9Ql/uwIn5sT/AErvLs4Q1x3w2TFrqU396VE/Jc/1rqr2TjFezhdKKOGrrJnlHxHmL6lZRZ6I7fqP8K46WQpbhM8nk12HxDjVb2zmJ52MuPxH+NcJJITnPeuHE61WOHwjoH/fCtuzfKFfQ1z0bbXBrTtrpUcZYc8VzzTZtTko7mo3Mkn+5WZcIHuWB7Ix/Srf2qPeW3DkYqC6X7LNI0uBuXAFOKaixykpSTGQchDV0VUljay2h8bTyp9RQt4pIXIpTTb0HTkoxszQUlrdlHU8D8a93gTyLKGIdI41X8hivBtOuYXvreOV1WNpk3MegG4Zr3Jte8OFMnWIM46bhXdgVyqTZlXmnYz9QfcrivM4tSi0gtO6BzghI/7x/wAK9CvtY0AxOF1WIkg45rxa/mkec7yfata9Xkaa3MYrmui1calcalqD3V1KZJXPJPQDsB6AelZ1zcCScY4UHAFKzhF4GCf5VT3Zk/GvObcpOTNtEkkdBYvwR+NWZOWjH+1WbaPh19+K0JG+eP61g9zri/dM7UUHzN7nNUYocgj0NaN/8xCD+JsfrVYf6+Uf7XFdSZyNdfMuR/6lAf4RgVKozn2FQqflFO3c8VzPVnTeysdp8OYt2qXk3/POBV/Nv/rVD8WCAdKY9hL/AOy1pfDePFnqM/8AelVB+C5/rWP8WTk6V/21/wDZa9FK2Gt/W5xt/vDzVjk1ZtmwKrEEU5WKdutcrV0WnZnRQvuhBzziowMeUw7jFZcF3Io2hQfqTWxERcJEI2BYclRwR68V6GVJQqtyfT9UZ4qfPFJCqfLTc3FRQA4kkI6jNPR0uJltkcNI38NTXCW8WkPdNeR7xMbcwj74IXOcenavZqVqUk1zrZ9TihGSadiGNgHBNdp8PWj/ALau7hmACW4UfVm/+tXl4uXA7ZzWzoXi3UfD7yyWJtw8mAWkiDnj0z0618tSXLNSZ606vNGx7Tq8iTIpjyW6Hg9K5Hxmu/SIIZBnew6j0Fc8Piv4o5Hn2mD2NstVZvFmseIwo1GaN1hJ2BIlTGevSuypWi4uxzpXZzTyYjMangVWJySanETHjHWp205hukzhF6j2riRTYyCZVQZYDFaf2yN4gN69qntPBWpXMSSo0SrIMjcSOK1bX4d6pIhPnW4wcdTRaIc7WhhXANzbl0wVHBPpxUaobkvPFyqEKwHYetdQ/hG9sIvsMksTPdthCucLj1qK08LXdh51u00TtdDZGVzgH3/OquF/xOZW9QDGRU0d0hIJI6Z61p/8IBqOQPtFtn6mrKfDzVCoP2i2HGMkt/hU2iP2kjsfAOt6BY6HKmoaxbWszzs+xslsYAHb2rfuvEnhRjlfEVsQB/dP+FeYN8PNWRSfPtuP97/CoNE8Gf2h4kk0q/vzb4STYYoy5d1QsF56DjqfT3rrhiXGKilsZNXZN4/vtP1C9tDpt6l3EqNuZQQAcjjmuSitTIWH+zTxBJBsDnIIyPxqxAyqzc9q5qk3KTkVayC10KW6uktojlpOhx0A9a3o/AF4cnz0yO2Ku+GZ7eEGWVwHkP5DtXa2VzDNNHtlU5PI9ahyYHIr8NrvaM3SD8Kr3XhObVC5EwXyG8np1PrXpN3fwQKOdx9B2rmNPv0F3c7jkNKZAoHXPejme40c3c+FJ9ThhRJVX7OPLYkdT/kVBF8P7tn+W5Xg+ldlow8++nDHALGQL684/wAK3DAFYFeAaHJobPOP+Fc3w/5brke1RyfD+/TOZ1I9cV6jDkPgnIxVDxNcyWuitJbSNHIHUBl64PammyWeZT+CL2DEhkVtnzYx1rGvgBdg/wAOK9H1tRFoMWo2Gs6hMrXJts3ESos5CbmeIDnapwp3eo9wPObzDlT1xTd2OJnyMzk4HPaocNvIxzWlFCplXPqK1LTTFvp0gjADk/M2OgzzU3sDephRXDKAcCrovWIB2dPevRI/CGjnbmAYxWhH4F0b7OpaA5IyeanngPmZ5jOubGK8Pr933zUccQk01r0HBUkOP5V3114XsDfnT8MLZIjKADyTmqZ8L2qB9NV2SF18wsetVzoZwYvsdz+VSC8HHPbPSuubwBbM+EupBnpkU4/DnIBW9OOn3aXuC52angXxL4f0vRpItRvWjmklZ9qoePxrJ+JGraRrTaadKujMIvM8zIxtztx/I1X0Pwfp8/in+yNWvJ4oXfy1mjkjjCHqWYvxjGeByTgVz2t6W+i6td2jLMoineMJOAJFCnHzYyM4xnHFdDrP2fISl71yKG2hMQLjIC11ug+FbOazMt/CskjnKrz8q9h9a4yOZy0ar0B6V2Fhqt5Go/efgRxXO27DsdVYeEtCaTd/Z8RCryDk1JrGhaVZ6XPLa2MMMqjh1XB60mkalcyW8knyZLY6VFqstzcR7GlJDnGO2BzUrmuhogudM09bBrq3tYFaNVxIqAHJx3qaPS9MltvOXT7cggfM0YyxxWdH5sumxtK2flBwOAAK37QGa2SGMZEX93uD60a2uWZy6dppOW0+3/CIcfpV6DQ9PuNoFnBgjnES/wCFWRaSDPykDPpWjZxGGLkbWP8AKiLJZRbw/YQoAtrCRjH+rH+Fczr2ixGJ57aFVkjHIVcbl/xrpfE1zPa6M0tvM0cgkQbl64NYmu6brmiaLpl9d3l0JrwyeZEUwIcBSgJx94hs47fnV7ko8xTsa2tNUSalCjcruJx9BRRS6ie56JCSI1A7DituzObNG7nOfzoopPckw/EErRXunsuMhyRn8B/Wq+qMY00+RThi2c/lRRTXQtGrHEn2VGx82M5p6sy4AJweCKKKkDSQ5jBPpXn2pX82keLLm+tdnnRSNt3jI+Zdp4+jGiitEStzi9RG0Rgdsj+VZ4JoopMs39PAWFceldPoXzX6Z7KT+lFFIGb9x9xv901k2yKLqQgc+Wn9aKKb2YIXzXgvITGdp8zqK7I8hDRRSl0Bjh0zWJ4r/wCQC/H/AC1T+dFFNEnL614ibWoIIpdM0+3MCLHG9ujqVRc4QAsQBzngcnmuGfkDPpRRWn2WPqCsQykVuaDcPHJJIMbtwGSO3WiisQ6na2d7LIMNtP4V1EszR2u8AZHTNFFYsDk5Z5JdcLsefK/OmPM9zrUe89guBxxiiitP8ijoZUVVAA6dKiJKKCCaKKgk5e81htM1nUENhYXkUsoYx3cO8BlHBBBBHU5GcHuDXIeKbyfUb0Xt1J5lxcO0kjYxljjt2ooro6AjNsFDXAz2FdNaIHkRTnBbFFFSUdtaQJb2qxJnb1561T1jK2oKOysG6qaKKFuhIlso1/0YY4wvHrXT2VjBaRyCJSN7ljmiisu5ZYCjf07Zpzgc/WiiqiQznfF3Ghtjj96lcdd67qV/p8Gn3V3NNBbyPInmSMxJbGc5PONvHpk+tFFaISP/2Q==", 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", 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", "info": {"video_id": "149750", "label": "folding turkish towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149750", "label": "folding turkish towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "149750", "label": "folding turkish towel", "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": "4a93ca6775b901c2504c400de53fed2064e024361387937583af27bc3e9b5cce"} +{"episode": 14496, "episode_seed": 2078418021, "split": "train", "timestamp": "2025-10-13T02:59:48.887070", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2078418021, "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": 4, "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 bath soap from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "170255", "label": "pushing bath soap from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "170255", "label": "pushing bath soap from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "170255", "label": "pushing bath soap from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "170255", "label": "pushing bath soap from right to left", "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": "e58fc06438379fb8eaa3b55bdd1f4c1e11ed3252176f02d25959dbac47633544"} +{"episode": 14497, "episode_seed": 2887202547, "split": "train", "timestamp": "2025-10-13T02:59:50.882577", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2887202547, "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 white foam cup out of hope decorative 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105547", "label": "pulling white foam cup out of hope decorative box", "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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y9zMwGVAQH68n+VdP0qDzMbiairWhJqxQXRbDI3RMe3LmsHWvs1nrIs4UVFEKvjOdxJOevtiutB5FeeeJJfN8ayKP4Ci/kooUbiweKq+2V5N/MyLyRkupR/tEgenNQeYCMngEZp2qvsv2yPvKDVTJwc8gjqO1bJaEVlapKK6M0YtTuok2JOzRj/lnJ8y/kaWXV28gRRW8MOX3sYwQGOMdO1ZmQTnp70wtl6fKjKMnGV0ayXyyDD8cdKe7ArkEEHpWQDUqzMvQ8VPJ2PQhjG1aZvaVhjKCwB4xmu30vw5HfWMVzLcSKXB4UAgjOO9cFoshdpDtyFx0/GvYrK3FrY28AGPLjVce+OaiS1KxOKlCjF03ZszB4XsgoUyzkfUVHqOh6dp+k3d2oldoYWYbn4yBxW9msbxdKIvCWoN3KBfzYCpscCxuIbXvs4LUpBJp6OhB+YHcPTBrHEuWwR2Bqzb5Hh2ZgM4JYfgRWQkzTZ2gAgfnWsFodeOfNUjPukemfCe6tx4nlhLYd4sp/tY5/lXr+pXQCnmvl+w1GfTbyO8tXMVzEwZMHoRXr9t44tdb01ZUdY7jGJYieQ3t7VM4s86S1LeqX3J5rjNT1AbioNTavrKIjFn+lcSb57y/HzHbnipUL6nRhoXmrlqVy8rHNXtKsW1C68nzNgKk7gM4x7VSYdea6LwjFmSecjlVCD8Tn+lB69ebpUpSRch8LwqQWvJCcdkAqwnhmyJ+aaf6DArWzgUoPNKx4317EfznFanHb2mry2UOdsSqfmOScjJrj5pHSSQHqGOfzrZ1uQt44uiP4ZAPyUVh6k/lX8q7epzz71cVqdlao6uGhOe6dhxmG3DCp4NSubUEQXMiL3UHK/l0rPzxg4PfdSAjcT2rTlOB6F+61m8urhGmkVvLQIoVQoAHsK95+Hlp5Ph+KZxh3XJr5zR8SBj0BzX0v4Tu4Z/Dlq8JBVkB4pSignVk6fLfQ2rqbaDg15546kaaSxVQDjf/AErsL65Cr96uI1ZxqGtadbhvvSY/UE/oKzKwjUaqb8/yH2/g65dVLXUSLwcBDmr8fhBcgS3bE/7KD+tdIgx0p4PNJor6/X/mOI8R6Za6FYwSLJK7zTiPLEYHBPT8K4rVZDHeBh0YD8+ldZ8WJtul6bGOrTO35L/9euH1Z3g02zlK5AUKc/TP9KqKs0dKrTrYaSnq1qMS4JALf3tp+tN+0xuVJyG6g9KzUkkl/eptxnIU+tSCRCECnJU/MO9a2OBmje6rd/Y1g+2TvGWBCvIWHA96jtNTmZ0jdS+eAF6k9qzryX50VeAB0rqvhfZR6j490yOVdyROZiD3KjI/XFDirG1OrKCumeg2HwsvLjTo5b67W3uGXPkKudnsT61zOp+DtS0jU4be4jzHK+FlX7uO/wBOK+gtoZsetc/4sEixpEyAxYznbWL0Kp4upKVpHjfh6ERaSkneZmc/ToP5VqbqitYVt7SCFeNkar+OOf1zTwO9SclWfPUcu48SAHpXmF/N9p8W3kmcDzmGfpx/SvTNoLDnjNeUQyCTWJ5DzudyM+5NXHZmuE/jR9SbULT7QA6HDKMAHvWMxkQ7TkY7GuhdgxCg85qncQJMuTgN604Ttoz0sXhfaNzhozIEhH+FCnNSSW7RtgimYxW10zx3GcXaQ8U6mKa2/Cmi23iDXf7Pur2S1DQyvGUj3l3VCwX0A4PPtSsac1lct+EIBdamLfrvkQEe2ST+gr2HfmvLfhnEJdankfOIot4+pBA/nXp+0msZ/EOtV5oxXZfqLuFcx4/uNnhR4/8AnpOi/wAz/Sum24riviTJs0a0jB+9cZ/JT/jSjuYxepzNgqvpKRtnDKQQPQ1h3dhNZPlTuTswrcsnRdNiOOg5NEihhjqpPeq5rM+iqYeNalG+6RyzTOeG/OnJcSqysrkEdCDzWjdadyWjH4VnNEyHBUitU0zxatCpTl7xaa8nmAEkhb61LZYFwtUV4qeN2U7kOCKGtDajLld2dIQgiyCGLDGPT3/nXW+GovK0rze8shP4Dgf1rmtZ0zT7Pw7b6rpmp3swa6Ntm5hEa3BCbneIZztUkKd394e4HZ6fD9n021iGfliXP1PJ/nWM1YvF4qNSnZdy0XGaA4DCmEZOSaMDrmpPNPLbib7R4rvJc9ZpDn8TUWpWXn4mQ/OBjB74qG1lD6tLI3O5mPPuavSMHYAcGrbsz3MNTjVw7jLuc8xkj+U5HsaaHYHINbM8AmXlRurNltWjPI4rRTuefXws4PTVES13ngLxedIc6fdSMLeQ/ISeFPpXCYI7U4dRQ1cyS6M9u1TW0MeVfIPTms3wy/2/xKshOVgjZ8+54H8647wgttq2uQaXquo3VtbzEKkqTRxrGe5YycYxngck4Heuv8BWr2mueIreUTq9tMsIS4AEigM/3sZGeBnBxWbjZXF8DZ6CHApQwzmojyRTwKkxPNPivPuutMhz0R2/Mgf0rCvLZb2wFuWI4UgjnaRV34pS58R2cWeFtx+rGoAyJCuOARxVvZHrYBJwkmcjc2t1YuVOdufvL0NVGmc4BOMV2EkfmDZIMhh3rFudJ4Z4hwOoq1PuY1sI46w2MzzGdtzHNelfB6Ip4ma9I+WNCufr1rzl4Hj+Ugg1698MIEg8OSXRI3vIyn8KcnoczTSsz3O2lWR42HQmtC9s4byBo5UDDHGa8p1XxPNZaK6Wl20FwsqbXU84zyKi1bU/FekaTYXdzrF6slzv3xkACIDaVBOOpDZx/wDXrNRuYS0Z4b/wmWtDn7Qn/ftf8KU+NNbbGbhOPSJf8KKKuyLsM/4THWun2hP+/YrNsSTNIT125oopNWTNsL/GiXkYlsnrSElm570UVl1PaewjYOQQDVKaNRkgYooq4nLiknEr1c0vVbnRNRj1C02efFuC713D5lKnj6MaKK0R5Uti34f1+90L7QbMRZmChi6bjgZxj861z8RNeTo1t07wCiik0rk9CE/EDxAxOZ4uvaEVmat4h1HW440vpVdYiSuFAwTRRRZFIuRMfs0KcYKDNS7ibcg9MUUVk9z6OHwr0EVj5RbjNQOizBdyjn0ooprcU1dGZNGqucDpTFOATRRWx5E1aTN7XfFcniCC2hm0nTLY26rHFJapIpSNc4QAuVA5ycDk81py+MdSj+7HbDA/uH/GiiomjllsijP481gsAq2qf7sX+Jqs3jfWiMeZDg/9MhRRSSQjJ0/mSQ99v9avIfnzRRUz3PawX8JBISJfqKQsSQCAR9KKKk3ZVuIkGSBiqhGDRRWy2PMxCSloa2la62jiaM6dp19FMyuY72DzArLnBBBBHU5GcHuDXd/DzUrrUbzXtRu5PNuriSOSRyMZYluw6fSiilP4Tkn1OyutSlgtmkRIyV6Zz/jXNXvjHUrdSY0t/u55Qn+tFFZxMrao898R6tca1rcdzdiPzAqp8i4GAf8A69aR5kCfwjtRRWkuh6eB2kLPwgbuORSElYVI6nrRRUs7ZFeeNJFG4A1ueENQuLW2vbSNh5QcOAexPX+VFFPocVdKxV8S39wbYnzCCHBBFc/qHjHXtV0yHTLzUZ5baB3kAZ2JYtj7xJ5A28emT60UVcNjy6nxH//Z", "info": {"video_id": "105547", "label": "pulling white foam cup out of hope decorative box", "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": "dac72ee3ef14fadd86e12e38de9ffbb749707dede5f9da2483a0b4c0da814644"} +{"episode": 14498, "episode_seed": 2366637491, "split": "train", "timestamp": "2025-10-13T02:59:52.229797", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2366637491, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing remote into hatt'.\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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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aRtlt4eDjscn/AAr2yGCL7RqdgLfAkxKA33W3D9ORXzt8NLprPUm2ttMFysgOOxPNfRd3IlvrthcGYhJ0aHHYnqKyYHJ+PdPOqeFLO9NrmW0kBkVzkqBw31H/AOuvIryyW68KqvlgkGRFfHX5jj+Yr36S3triPV9HkeRwR5wTPzAMM/KfrXktrAf+EXkhC7/JuJY8498/1rKotLlxZ4gylT05Br0L4Z2bSPqWpSElyRErHuT8zfzFcdqkQi1G4TbgBzgex5r1rwDok1v4PtpMKDcs8pyexOB+gFPnTSYW1KXipzDYSENyFJryNV9eteseNrO5FhMAF5G0fNXnUej3pGQiHPo4pU5x5mOS0KkcYxU4jGKuJot9/wA8c/RhVhdEv+0Gc/7Qrfnj3I5WNEf/ABSTEY+W9b9VP+FWvDlve30Vrpunqsl6t8s8cZOAoCnLMey+tEVtJFo+p2M67ZEljnA6/KQQT+ZrQ8BeIIfDepXF1PbtcQyILeaNfvMjMMlf9oEg9eelSndhLYyPFenXtgkVjqFssM9rK4yjZR0k+dSvqOvNO8PEvpt4ucfu4QeP9vH9a634mXOmXken2FjMtw1qGnFyUCBUYgeUOByM7iO341y3hoOtrqcAyWIjQqOckSDH64pTWgRNTx9pPloZAQdjZz+n9a85ufMVFgXo75x79B/Ovd/Gnhq6uLGQAAMU6E98f/WryG10e4l17S4JFB8yYcA9QME/yrCE1qi2juYrYWenw269IYgv5CvPfEzk3ioTyM16ldWFwInO0DPvXmHiCznfUyAAcD19TT5lzJDtoYSrmrCpViPS7k9Av/fVTnS7tYWcIOAT1zWvOieVlUJgV6R4R+FF/wCNvDltfi6js7ZFMce5SWl5ySPQA8e+DXTaH8OfD/iGw0RzG0SSReY/lNtaVQOjH3J5PWva9I0u30jT4bK1jEcEShERRwoFcdXFX0gbOnyK8j56s/hyfD3iKfTNaEV07Rb9NDsfJmfGGBHZiB09vpXEeNdITSrmz8nzPs0m5oUbP7oZ5j554bOPUEV9Y+I9MF/ZrIqp58B3xsyg7TXzP4/s9XuJ5bvUwrmH5VWMYEeG6477h1PtWlHEKXuy3IlTuuZGXocQlGnq+dj3bg8ccKD/AOzVQ8VWaw3Cuvc4rY8KW8l3c6Vbpk5vXOOw+VSf0FbHjHw0fIldScp833ff/wCvTnNRd2JK6PT/AAPpSaj49vdYkQEKJZFJA43Hav8A46DXo2qafFJZuFjHQ9hXP/DqKCPSLm6Eke6WbZkEdEGP5k11F/dQR20haaMYUnlxSnFchPU8dm8Nwz6lcTNDks7HmNfWrcPhO3IGbcf9+lrorZYWckSIe/3hWrCqAjDL09RWsaVkkS5HLQ+ELfnbar/36FWo/B8PX7Mv/fpa7CJI9o+ZfzFWAYgM+Yn/AH0Kfsxcx4XrmlNZ6je2CqUMcpUFRyFdfMQ49mVh/wACrnoLiXy2ZHKShQzMpHzDdjnHHcGvTPH9okPiGy1BMsl1A8DbDn96nzp+gIrgnijgmnkLL5Khtp7kHa68e4reGisQyr4beOfxgkrLszIgwg4O4kc/hX0B4atI7nwTp8JHAhx+OSK8C0OA2et2TS/61pEcqO2H6V9DeEyqeFLHJAUIeSe241nVipaMuJ5pf+Eoz8RbOXZlI0mnPU4OFA/nWtqWkxrbv8g/WuvultJNUea3eOSXytjbGBK5Pt9KydWO2Eg9R1rzpXSsjZHh+oeHYbjVp3ZF+9j+LsKkg8KWzY/dJ+TV10UPmTMx6kk1pRQgYrphBqKVyW0cbD4Ptf8Ankp/76q1H4Ptyf8AUJ+Iau6ghGM4q2kWOcU+V9wujymysRofjs2gAWO4t1kVRkD0PX3Fe361Ps8J2M+wtsaM7v7vvXlvjqD7L4h8OaoBgCdrWQ+zdP1r1PT1GoeD5bNsFthCbvXrW8FoZyEu9QMetaTd4XZNH5RmHc+h/wA96h/sOESalGEH7yZphgdc4/wqK+8P3Y8J+WCzyRrvVf4lYdCP5Uug65HqBtZJ2IlZfKmHo49amrG8XYIbnl/ifwtH/abSLEPmTHKjqOK9XsdKj07SLSzXpBAqcewFY/i60ijmR1Yfexyfx/pVufxVAsDH7JNkDGdwOa46atE3e5zHi22WSNU/vPjpnpzWDBpKEDkfigpPEXjnTvtyRvbXYwu7hAf6+1VYfHOjKo3Q3g9cw5/rW9KC5bkyZtw6QmMZX/vgVdTRYzjJX/vgVjQePdDBz/pYHoYP/r1cHxB0AHOLs/8Abv8A/XrTkRPMZXirSFsLuyvgCYZlezuML0DDKH8wa4fR4fNvbqyLFXkikU/KDyACBz05Fd14j8Z6Nqmg3drCl35zKGiLQYAdSGXv6jH41yOnvJa62NSsVSXfCHjDx7gd3ynI9ecfWtIWRMncv3OjzTCQsIzvLnIiwPnjHTHTBX86reCEZ5Xidd0jTR53dSfNTgn8DVsah4i0+Mo2jM8YaMlZtPY/cJIGduRnPPrTfh/N53iC33pgPdxlgBnpIGOKKmqJhdM+g/ENgs0JbB5yTgV5Fb6Co8W2suCFtUmY5HckKP5mvXNV8R2kNq37i4fPon+NeYL4rspdVvsWtypUqclR3/GuGSSm7HQnoXr+3QQsa831CyWTU5TnoQOg7Cux1XxTYxxfPFPj2Uf415+fFumNdPIy3HzMT/q//r06cbzBvQ04NNUc7v8Ax0V1/wANdK0u48Tarb6pCk1x5Uf2MSqCojx8xUeu7qfpXEJ4w0kDGLn/AL9f/XqU+NNPhkivLJrlL61O+BzFwT3U8/dI4Na1IXi0gjKzPd9N0CDRLxlsl8u3j4ijHRQeSB7Z7V1Ubh0DDvXKeGvEtr4p0S11G3IHmr8655Rh1U/Q1u2k3lSGJz8p6V5b0Z0VIuUb9jRIDDB5BrjPF3gu01qzljZP9apUkdRXXLMNwXNSOAy4PSqbur9TGEnBnzj4S0K60rxzY6XcJ+9guZADjG5BCPm/Ku28TaassMgKE5XFa/iG3t9M8a6PqoiZ2AnRlXHP7s4/nWJ4k8UFI2K2DkEZ5cD+ldKl7SF2OSSeh0XgPw1dWPgnTYj5Ad0MrYJ6sSf8Ko+MvDmozWE3lLayhxtB37SMkDv+Nd1DPDYaVDbof9TEqD8BiuX13VQ8UVuDkls9fT/65rWTUmkYHlcfgfWwCRZ2uP8Ar4q6vgXXwBiytz/u3f8A9eu/il2xAccCtK0nzHnIrsuZM84j8DeINv8AyD4j/wBvn/16f/wgmvn/AJh1v/4F/wD169TWb5B0qVJA3FO4jx298H6/p1tLqH2KKP7Ev2nelxuxs56Z5qvHoL+I0S/0lmW4ijDqrDCsvYH3GWUH27V7S5iaG4SZQ0TxOrg9wVOR+Vct4G0Y6dE8SE/u0IVh/EMY/UYNCfvB0PMdH0i5s9bjfUImUYLgtgZAyc/mMV7voOnn/hFLCJgu9oAx3f7XP9a4LU9EvHuJbmCAtG4ESNj19B9aYmt6pc+KJ9Mj1u6s4FVlhSNQ3Kx52jjgcHmiaKiaWtaNqOnXpeMBhLz+4JGMetcT4oOsxWkrKt+PlO1o3Jz27Vt6D4j1G/S7a/vZbgqqbN5B25znFQavqg+yrEGIZm/+vXnSVpcputjzCKXxEpOxtYB9t1XUuPE6qDv1wD/dP+FdzBN+6XnnHPNatpOWj6/rXWZnnkVz4nK/6zXceytUofxO5Gf7eOf94V6ck22PcTx9a09EsZdTZmOVjHQ+tJzUdWUo3PC9fTXV09ZrqPVTHBKkp8/cVGDnNfQPhCdZhGhOY5YxKn1wD/KpdR8HQ6hYz2krExzRlGGexqjoGnTaTZ2lsxJmsv3OT/EE4H5rinTqqTshSjpc72vPfHGkDS0bV7OMiFji5ROMHs1egI6yIrqcqwyK474n38tj4OnMErRvJIiEr3BPIqyTy3xZoWo32nxXMVvvQ7XBMw6Z+voa7u90fThti2yEEZP7w151qN5Nb+FopbDXdSmhS4Nqv2mNUWfCgs0QHO1ThTu9R9B1t9q4BaTceFrjmuS6NU7nJap4R0671WU/a7tdvy8MOg/CmR+A9OL4F/fKPZh/hU9pqccs7yNISScnitGPUYfM/wBYOK6INJWId7lNPh9ZNwNTv8f7y/4VOPh3ZjH/ABNb/wDDbWzBfwcfvB+dXBew8YlT86vmRNmc6fh5ZEY/tTUCf95f8Kw7vSm8N3M2mrJJIjwmS0lbAONwLrx3DDI9jXoYvYT/AMto/wDvqszxDpH/AAkHh2Y2bg6hZSfaLcqeSQDuX8V/UCk5qOo1Fs80uPF+uxLiLV71GHAkWdw+PTOentXWfCHThca/aGZWH+snLcgk4wv65NcZ/Yqagkl4l3DDHlf3OxsknGcHoBj1OfavU/h9JDYSWVzIwVriZQgI/wCWZBVP8fxpyqJoErHpepeH7O5t33vMOOz15beeFbG21O4dJZx5gGcsD0zWrqGu30njq90qfWry0tWn8uMxSxosYwCSS46Yz7k1ySavepquqW9/cXLtBL5ai5wHXBPXHGemccVzVI2lzIuL6EGr6LZy2szi4nQoOoIIOB6VxMXhG3c5+3T4/wB0V0mqavttHjDffODVC1u4xGMyLk89adLqxyKsPgy1df8AkIXIPsFq5F4Gtz11G6x9Fq5a3ce85cY+tacN1EePMX866LkajNCF14Gl+1WdxNdWLvuuoXAyn+2uPTuO4r2Gz1a11XTILy2lV1kwVZTkGvJxcx/89F/OmeHtXOh+IX0yF1azu43uY0B/1Lg4YD2PXHrmuLE0k1zI6qFTaLPa7e5EsyAHJHWtWVtqE1y/h3fMPNcYya6iUZjNcPQddJTSMG+sLfUtTt1uM7VSQjacEHiuU8QeHdMZWVo3btzIam+IWrz6LY2ktndPb3MkpQMh5xjJ/lXEeJ5vEul6Pp97e6ne+bdl/MiZcCHG0qCcfeIbOP8A69deGi3TM6rtI9DuLiQpjNcVrd3L/a8CcYIJP5miirXxoy6FkTyGFTuIyR0NaVrLJtxvPp1oorqMzUSRwnDt+dSLLKDxK/8A31RRTEQ311OltLiV+Y26n2Na/wAOnafw1ayyHc5jALH8KKKIfExM6oW0IRQIxhWyPavCfFF7LpXj7Ubm1CB45X2grkcrtPH0JoorRjiZOjSPHFdBCRwg/nWfql1N9sjG84/+vRRXDP8AiI3j8Jb+3XCLw/6VftL+4VeH/SiityC/Hf3ElxDEzAozDIxXs+jRRxafGEUAY7UUVz1fiRf2WaNZOrKIysijDFlJP44ooraj8SMnsV9Ju5hq1xabswjkKe30rmfjQxTwUSOv2iP+Zoorqe5J4nrPiWTWhbwyabp9sYo1SOS2V1KoucIAXKgc54HJ5ra1q7njs5yshB2Hp9KKK4MUbQ2OYsLy4CKPNONob8TWnBdTFyS560UVQmasF3OCPn/SrIv7jON/H+6KKKllrYcdQuFONwP1UVveFb2d7x8sByvQfWiisKrfKOJWn0Cxbx7ZWCq8dtqREk8aNtGSTkD0B5OPc4xV3xdMdP8AGP2e0VYYYVtvLRRgKAAAB+FFFdC+FGfUyPFesvp/i3WlazsruOS53FLqLeAVHBGCCOvTOD3BrkX1C5vbu9vLiTfPcN5kjY6k5ooq5/CC3MDXbub5V3DG709qqx3s2AuRj6UUVNL4S2Xra5k+XmtCK9mUcbfyooq2SPXUJt3RPyqxoUhufFrySY3RWqBMdBubmiis5fCzSl8SPonw4o+yJ9K3ZuIjRRXn/ZLr/wAQ8E+Ll7P/AG/ZQb/3asCB9TXI6nr2pX2nQ6fc3cssEDtIu+RmJLY65POMcemT60UV3YX+GRX+I//Z", 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", 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5P+Fe2QwRfaNTsBb4EmJQG+624fpyK+dvhpdNZ6k21tpguVkBx2J5r6Lu5Et9dsLgzEJOjQ47E9RWTA5Px7p51TwpZ3ptcy2kgMiuclQOG+o//XXkV5ZLdeFVXywSDIivjr8xx/MV79Jb21xHq+jyPI4I84Jn5gGGflP1ryW1gP8Awi8kIXf5NxLHnHvn+tZVFpcuLPEGUqeRyDW/4Hha41C+v5OWVdufdjk/yqjqkQh1G4TbgByQPY811XgXS5v+EfedU/107HPsOP8AGnzJpMLaia+xS2PPAHNeafeYn1Nem+KLOdLOXIXAU9/avPk064J+6v4mohJNsprQgRKnRKtR6VdZHyqc/wC1XX/D7QLW/wDEkllqkCSBoCyBuQBn5j9en51pKrGMbhGDk7HP+GNMudW8SWun2kYe4nDIgPAGRgknsAMk/SvQNW+BOs6PpkuoWOpR3VxAofYilCcHOV969K8A/DvR9CxqtsjvdTA/vJGzsQnhV9BjH1r0YgFcVwzxMpSvDYtxUNGfNd74V0t9HtZdHj2fumaOdc+ZIwH72GTjAOM4z3x2NeY6Im7VLaNc/NOqjjnnivob4gaZqmn20sGktDBbXBbe3l8xk9wR3z39/pXg1vbSWHieGIxtC6zRtjOSDx0/HNdcK0akdNyJU3F+Rux2cdx4faVidzSyE5+tchaQSy3RsYyf3kyoB/tZ2j+Zr1HQtEe78Kec4IDTyY4zkZx/OsTw/wCGZD8QrWADKK32g5GBhVz/ADxUKaUrA1oekG2S0so4I+I4owij2AxXkvi5i+qKuchQT/T+lezX9jOLZiAvp1rx3XtOu59al2hDtAH3/wDPrVqa5khW0MBEyRVhYxVtNFvv+eQ/77FWU0W/P/LD/wAeFdHPHuRysr6cgXV7BumLhOtPugbXxO0oIXybonce3zZ/pU0mmX1oi3bw7VhdXJDA8A8/pTvEMSjW7iQDKSvuAHcMM/1NS5JvQdrI6CHStYjsDryWaS6Ut5JNkMfMMb/KzgY+5yOetcEkRtbuaMjBUOhx7GvdND8W6Vc6OGvC0FzpMAjG2PcLyLYMKuR97nBUYz16dPFryBVuWmiVEilfcsanOwONwX8On4U2tCFueiWdl9sXVDu5AhHT1TP+FeZ6pZm31GdBjAbIH15r2Xw1Yz6kdVkUEjy4BuPAzs4/SuA8W+Hru21fcoUrIvr6GuZSUZm1ro9e8D6Umo+Pb3WJEBCiWRSQONx2r/46DXo2qafFJZuFjHQ9hXP/AA6igj0i5uhJHulm2ZBHRBj+ZNdRf3UEdtIWmjGFJ5cVM4rkJ6njs3huGfUriZoclnY8xr61bh8J25Azbj/v0tdFbLCzkiRD3+8K1YVQEYZenqK1jSskiXI5aHwhb87bVf8Av0KtR+D4ev2Zf+/S12ESR7R8y/mKsAxAZ8xP++hT9mLmPC9c0prPUb2wVShjlKgqOQrr5iHHsysP+BVz0FxL5bMjlJQoZmUj5huxzjjuDXpnj+0SHxDZagmWS6geBthz+9T50/QEVwTxRwTTyFl8lQ209yDtdePcVvDRWIZV8NvHP4wSVl2ZkQYQcHcSOfwr6A8NWkdz4J0+EjgQ4/HJFeBaHAbPW7Jpf9a0iOVHbD9K+hvCZVPCljkgKEPJPbcazqxUtGXE80v/AAlGfiLZy7MpGk056nBwoH861tS0mNbd/kH61190tpJqjzW7xyS+VsbYwJXJ9vpWTqx2wkHqOtedK6VkbI8P1Dw7DcatO7Iv3sfxdhUkHhS2bH7pPyauuih8yZmPUkmtKKEDFdMINRSuS2jjYfB9r/zyU/8AfVWo/B9uT/qE/ENXdQQjGcVbSLHOKfK+4XR5TZWI0Px2bQALHcW6yKoyB6Hr7ivb9an2eE7GfYW2NGd3933ry3x1B9l8Q+HNUAwBO1rIfZun616np6jUPB8tm2C2whN3r1reC0M5CXeoGPWtJu8Lsmj8ozDufQ/571D/AGHCJNSjCD95M0wwOucf4VFfeH7seE/LBZ5I13qv8SsOhH8qXQdcj1A2sk7ESsvlTD0cetTVjeLsENzy7xR4WjGpNKIhgpyNo7Vt+HNJGn+GLC2bhhEGYe7cn+ddJ4utIo5UcMOSRyfWuefxJZqhxDMABx8origrROjqYPim3Q2rj1IHT3/+tXLwaapxzx/uir/iTxdpxKxtHcA7ufk9B9fesqDxbpSqMi4/79f/AF61oxVrkyZcv7Bo9MlaJnyu3cUA3BMjdj325r2yPwvoFzo1jfaRawxGONfs8sQwdpwDkjrkdc14nH4y0gHJFz/36/8Ar11/w38e2UOsnw+jyCxuMva+au3Y/Vox7HqPxFTiINxujSlKzPYtKX7NCtuTwowtaYNY+7KrKh6c1oR3CvGrg89xXAnZl1oNvmGahp8WoW7RyKDkV4f4+8CNp2oQ61ZplRKkc6Y6LvBDfhXvSOHXIrO1ixhvbKSGVcq4INXzcrU4k05X9yWx5r4Osi3gK1Yp8rvKV+nmGrfhXQ0/4SS7vmXHk24jH1Zs/wAhTND1dNM8IWtgtpK7QiQbsgA/vGpfDfipftmoCWxkH+r6SDnrXXa7TIfY6HVbdRCR/OvMpdPWe/mf+85/hFdf4g8Z2lvBIz2txhVJ4APTn1rz+DxxpO7L296M/wDTIH+tXTinJtkt2Ruw6QnHK/8AfAq/Fo6E5yv/AH7FYcXjzQx1S8U/9cP/AK9aEXj/AEILhjd/hB/9et+RE8xpN4fgnheGTHlyKVb5R0Iwa8m1eF4La2iuVYT2bm1m467G+X9P6V6YPiFoIGAl5+Fv/wDXrhPEl9Y63quoPY+aomhWcLLGVLOo2t+gU/nVRSTJcrk9pZyXNpbXMbK2Y4XKtEucoxXHX0/OsTV9PksLuxLAbASpAUgEoxxkHg8fpWzDLrB0yC3tLFpYoIym+O1LkB8N8xAPPpVDX9W1K8uok1DTUtnadpARbGEsSAMYIHAwPzrV7Gdnc9u+GFuJNM1MleGeEZ9xEuazvF+kKZI3Ktwx7eorS+GuoQ2nhueSVZC0k/GxOwRRVLxv4us4rVybO6OCDwo7H61wVUrpnRFmn4D8NXVj4J02I+QHdDK2CerEn/CqPjLw5qM1hN5S2socbQd+0jJA7/jXdQzw2GlQ26H/AFMSoPwGK5fXdVDxRW4OSWz19P8A65ok1JpEHlcfgfWwCRZ2uP8Ar4q6vgXXwBiytz/u3f8A9eu/il2xAccCtK0nzHnIrsuZM84j8DeINv8AyD4j/wBvn/16f/wgmvn/AJh1v/4F/wD169TWb5B0qVJA3FO4jx298H6/p1tLqH2KKP7Ev2nelxuxs56Z5qvHoL+I0S/0lmW4ijDqrDCsvYH3GWUH27V7S5iaG4SZQ0TxOrg9wVOR+Vct4G0Y6dE8SE/u0IVh/EMY/UYNCfvB0PMdH0i5s9bjfUImUYLgtgZAyc/mMV7voOnn/hFLCJgu9oAx3f7XP9a4LU9EvHuJbmCAtG4ESNj19B9aYmt6pc+KJ9Mj1u6s4FVlhSNQ3Kx52jjgcHmiaKiaWtaNqOnXpeMBhLz+4JGMetcT4oOsxWkrKt+PlO1o3Jz27Vt6D4j1G/S7a/vZbgqqbN5B25znFQavqg+yrEGIZm/+vXnSVpcputjzCKXxEpOxtYB9t1XUuPE6qDv1wD/dP+FdzBN+6XnnHPNatpOWj6/rXWZnnkVz4nK/6zXceytUofxO5Gf7eOf94V6ck22PcTx9a09EsZdTZmOVjHQ+tJzUdWUo3PC9fTXV09ZrqPVTHBKkp8/cVGDnNfQPhCdZhGhOY5YxKn1wD/KpdR8HQ6hYz2krExzRlGGexqjoGnTaTZ2lsxJmsv3OT/EE4H5rinTqqTshSjpc72vPfHGkDS0bV7OMiFji5ROMHs1egI6yIrqcqwyK474n38tj4OnMErRvJIiEr3BPIqyTyzxZoWo32nR3MVvvQ7XBMw6fn6GrtzotnHEAZZiG4+8BWRqN5Nb+FYpbDXdSmhS4Nqv2mNUWfCgs0QHO1ThTu9R7gWL7VQdvzdBnrXHJcl0bRdzlvEHhq2lv1Rb24HBIBAPU/wD1qpR+Drclc39xz1woq9PqK3OpO7OAAcflVkXcfGJFz9a2p6RRMiqngi2J41G6/Jatx+B4EdJF1O8WRGDI67cqw6EVoQ3cWwHzB+dXhcx4H7xfzrXQnU6/wX4uklnOjauyrfxjKsOFmXs6/wBR2Ndmt0sTvhvkzx9a8S1LbLbieCdYry1Pn28oPKuvOPoehFdp4a16TXtPsZwm0yxqzKDnBPX9a8zEUuR3Wx6FGamrM9OsW3QZpt0+Qy07T02W4FMuwA2ScDFc0tjBW9ozmW8P6cdIgkIk3MmWAfA5rF0zQNMimvXEbqfl6Oeetc9Z+I7nUPEkmlza3eW1k0zRRNFLGixgHqS4xjAPuTimaFqt7FqGuWt7Pcs0MojVbjG9cFhzjjPTOOK9JJqKZk37zRd8SaFp1zp7nfPGz/KSj9c/WuSj8C6cy7vtt6M9MMOP0rZ1vVxuihLlVBzSRahCsQzJ0HU1dFq1yJFSHwDYMuRqV+D/ALy/4VZj+Hdmf+Yrfg/Va0bXUISMGQVpxX0GOJFH1Nb8yIszBX4e2eOdV1D8CtVNQ8BLZ2z31he3c11bKZI45dpDjHzL+K5H1xXXpew95U/76qQXkPmIRMnBH8VDkgszy261y6svKm067nhgliTCpIQHAAHzAHn0rI/tTUtd1S0W+vLi6it3MipI7MsY77Qeg6V0XjLw6NL1ya0iZUsb1zcWbYyIyTh1+gY/kRVXQdEW01kWrXMdwHIMrxqQBGuC3XnGcCj2qcdB8tme7eC9HgPgywEm9XkRncBuhJP/ANasXxn4Q0+5tpFMlxlh2k/+tTtR1ue1+H0k2nXTQzQXgjLx8EAnOPyNcZ4qvPE+m6NYXV7qt75l1v3xMuBFjaVBOPvENnH/ANesKkeaOhUXZnc3FxIUxmuK1u7l/teBOMEEn8zRRWK+ND6FkTyGFTuIyR0NaVrLJtxvPp1oorqMzUSRwnDt+dSLLKDxK/8A31RRTEQ311OltLiV+Y26n2Na/wAOnafw1ayyHc5jALH8KKKIfExM6oW0IRQIxhWyPavCfFF7LpXj7Ubm1CB45X2grkcrtPH0JoorRjiZOjSPHFdBCRwg/nWfql1N9sjG84/+vRRXDP8AiI3j8Jb+3XCLw/6VftL+4VeH/SiityC/Hf3ElxDEzAozDIxXs+jRRxafGEUAY7UUVz1fiRf2WaNZOrKIysijDFlJP44ooraj8SMnsV9Ju5hq1xabswjkKe30rmfjQxTwUSOv2iP+Zoorqe5J4nrXiaTWVghk03T7YxRKkclsrqVRc4QAuVA5zwOTzSXlzKqsQR0HaiiuKvubQOUjvZhcStuGdx7e9XIbuV2Ukj8BRRVrYZpQ3UoVeR+IqydQnAH3fyoopMRDf6hONKuiNoPlNyByK9T+HMSRWttEgwiRIAP+Aiiiuev8COnD/Ez2C3/1IrC8WXEltot3LE2HWMkH8KKK457EU/4h85aTr0tjHdiSzsb1JZt5S7h3gMoyCMEEdTkZwe4Naej6jdX13qd7cSl57h1kkbGMk57UUV6cv4Zi/jZkave3H9rL+9b5YtwHvmpUu5/LUGQnOKKKyp/AgkaVtdTD+M1oJe3AQEP+gooqmOJIL64wW3jj/ZFL/aFwTgsv/fIooqJNjW51usWMOs+GZFuwSYFaaJ1wCjAdvYjgjuKg0Kwt4/hlqet7C1/MhjMjnO1FZSFXPQZ5ooooP3CZ7mYLyaXwNq6s3Avbcj6kHP8AKuQ1bXNRvdPisLm6llggdpFDuzElsdcnnGOPTJ9aKK3j8Inuf//Z", "info": {"video_id": "151656", "label": "stuffing remote into hatt", "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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5P+Fe2QwRfaNTsBb4EmJQG+624fpyK+dvhpdNZ6k21tpguVkBx2J5r6Lu5Et9dsLgzEJOjQ47E9RWTA5Px7p51TwpZ3ptcy2kgMiuclQOG+o//XXkV5ZLdeFVXywSDIivjr8xx/MV79Jb21xHq+jyPI4I84Jn5gGGflP1ryW1gP8Awi8kIXf5NxLHnHvn+tZVFpcuLPEGUqeRyDW/4Hha41C+v5OWVdufdjk/yqjqkQh1G4TbgByQPY811XgXS5v+EfedU/107HPsOP8AGnzJpMLaia+xS2PPAHNeafeYn1Nem+KLOdLOXIXAU9/avPk064J+6v4mohJNsprQgRKnRKtR6VdZHyqc/wC1XX/D7QLW/wDEkllqkCSBoCyBuQBn5j9en51pKrGMbhGDk7HP+GNMudW8SWun2kYe4nDIgPAGRgknsAMk/SvQNW+BOs6PpkuoWOpR3VxAofYilCcHOV969K8A/DvR9CxqtsjvdTA/vJGzsQnhV9BjH1r0YgFcVwzxMpSvDYtxUNGfNd74V0t9HtZdHj2fumaOdc+ZIwH72GTjAOM4z3x2NeY6Im7VLaNc/NOqjjnnivob4gaZqmn20sGktDBbXBbe3l8xk9wR3z39/pXg1vbSWHieGIxtC6zRtjOSDx0/HNdcK0akdNyJU3F+Rux2cdx4faVidzSyE5+tchaQSy3RsYyf3kyoB/tZ2j+Zr1HQtEe78Kec4IDTyY4zkZx/OsTw/wCGZD8QrWADKK32g5GBhVz/ADxUKaUrA1oekG2S0so4I+I4owij2AxXkvi5i+qKuchQT/T+lezX9jOLZiAvp1rx3XtOu59al2hDtAH3/wDPrVqa5khW0MBEyRVhYxVtNFvv+eQ/77FWU0W/P/LD/wAeFdHPHuRysr6cgXV7BumLhOtPugbXxO0oIXybonce3zZ/pU0mmX1oi3bw7VhdXJDA8A8/pTvEMSjW7iQDKSvuAHcMM/1NS5JvQdrI6CHStYjsDryWaS6Ut5JNkMfMMb/KzgY+5yOetcEkRtbuaMjBUOhx7GvdND8W6Vc6OGvC0FzpMAjG2PcLyLYMKuR97nBUYz16dPFryBVuWmiVEilfcsanOwONwX8On4U2tCFueiWdl9sXVDu5AhHT1TP+FeZ6pZm31GdBjAbIH15r2Xw1Yz6kdVkUEjy4BuPAzs4/SuA8W+Hru21fcoUrIvr6GuZSUZm1ro9e8D6Umo+Pb3WJEBCiWRSQONx2r/46DXo2qafFJZuFjHQ9hXP/AA6igj0i5uhJHulm2ZBHRBj+ZNdRf3UEdtIWmjGFJ5cVM4rkJ6njs3huGfUriZoclnY8xr61bh8J25Azbj/v0tdFbLCzkiRD3+8K1YVQEYZenqK1jSskiXI5aHwhb87bVf8Av0KtR+D4ev2Zf+/S12ESR7R8y/mKsAxAZ8xP++hT9mLmPC9c0prPUb2wVShjlKgqOQrr5iHHsysP+BVz0FxL5bMjlJQoZmUj5huxzjjuDXpnj+0SHxDZagmWS6geBthz+9T50/QEVwTxRwTTyFl8lQ209yDtdePcVvDRWIZV8NvHP4wSVl2ZkQYQcHcSOfwr6A8NWkdz4J0+EjgQ4/HJFeBaHAbPW7Jpf9a0iOVHbD9K+hvCZVPCljkgKEPJPbcazqxUtGXE80v/AAlGfiLZy7MpGk056nBwoH861tS0mNbd/kH61190tpJqjzW7xyS+VsbYwJXJ9vpWTqx2wkHqOtedK6VkbI8P1Dw7DcatO7Iv3sfxdhUkHhS2bH7pPyauuih8yZmPUkmtKKEDFdMINRSuS2jjYfB9r/zyU/8AfVWo/B9uT/qE/ENXdQQjGcVbSLHOKfK+4XR5TZWI0Px2bQALHcW6yKoyB6Hr7ivb9an2eE7GfYW2NGd3933ry3x1B9l8Q+HNUAwBO1rIfZun616np6jUPB8tm2C2whN3r1reC0M5CXeoGPWtJu8Lsmj8ozDufQ/571D/AGHCJNSjCD95M0wwOucf4VFfeH7seE/LBZ5I13qv8SsOhH8qXQdcj1A2sk7ESsvlTD0cetTVjeLsENzy7xR4WjGpNKIhgpyNo7Vt+HNJGn+GLC2bhhEGYe7cn+ddJ4utIo5UcMOSRyfWuefxJZqhxDMABx8origrROjqYPim3Q2rj1IHT3/+tXLwaapxzx/uir/iTxdpxKxtHcA7ufk9B9fesqDxbpSqMi4/79f/AF61oxVrkyZcv7Bo9MlaJnyu3cUA3BMjdj325r2yPwvoFzo1jfaRawxGONfs8sQwdpwDkjrkdc14nH4y0gHJFz/36/8Ar11/w38e2UOsnw+jyCxuMva+au3Y/Vox7HqPxFTiINxujSlKzPYtKX7NCtuTwowtaYNY+7KrKh6c1oR3CvGrg89xXAnZl1oNvmGahp8WoW7RyKDkV4f4+8CNp2oQ61ZplRKkc6Y6LvBDfhXvSOHXIrO1ixhvbKSGVcq4INXzcrU4k05X9yWx5r4Osi3gK1Yp8rvKV+nmGrfhXQ0/4SS7vmXHk24jH1Zs/wAhTND1dNM8IWtgtpK7QiQbsgA/vGpfDfipftmoCWxkH+r6SDnrXXa7TIfY6HVbdRCR/OvMpdPWe/mf+85/hFdf4g8Z2lvBIz2txhVJ4APTn1rz+DxxpO7L296M/wDTIH+tXTinJtkt2Ruw6QnHK/8AfAq/Fo6E5yv/AH7FYcXjzQx1S8U/9cP/AK9aEXj/AEILhjd/hB/9et+RE8xpN4fgnheGTHlyKVb5R0Iwa8m1eF4La2iuVYT2bm1m467G+X9P6V6YPiFoIGAl5+Fv/wDXrhPEl9Y63quoPY+aomhWcLLGVLOo2t+gU/nVRSTJcrk9pZyXNpbXMbK2Y4XKtEucoxXHX0/OsTV9PksLuxLAbASpAUgEoxxkHg8fpWzDLrB0yC3tLFpYoIym+O1LkB8N8xAPPpVDX9W1K8uok1DTUtnadpARbGEsSAMYIHAwPzrV7Gdnc9u+GFuJNM1MleGeEZ9xEuazvF+kKZI3Ktwx7eorS+GuoQ2nhueSVZC0k/GxOwRRVLxv4us4rVybO6OCDwo7H61wVUrpnRFmn4D8NXVj4J02I+QHdDK2CerEn/CqPjLw5qM1hN5S2socbQd+0jJA7/jXdQzw2GlQ26H/AFMSoPwGK5fXdVDxRW4OSWz19P8A65ok1JpEHlcfgfWwCRZ2uP8Ar4q6vgXXwBiytz/u3f8A9eu/il2xAccCtK0nzHnIrsuZM84j8DeINv8AyD4j/wBvn/16f/wgmvn/AJh1v/4F/wD169TWb5B0qVJA3FO4jx298H6/p1tLqH2KKP7Ev2nelxuxs56Z5qvHoL+I0S/0lmW4ijDqrDCsvYH3GWUH27V7S5iaG4SZQ0TxOrg9wVOR+Vct4G0Y6dE8SE/u0IVh/EMY/UYNCfvB0PMdH0i5s9bjfUImUYLgtgZAyc/mMV7voOnn/hFLCJgu9oAx3f7XP9a4LU9EvHuJbmCAtG4ESNj19B9aYmt6pc+KJ9Mj1u6s4FVlhSNQ3Kx52jjgcHmiaKiaWtaNqOnXpeMBhLz+4JGMetcT4oOsxWkrKt+PlO1o3Jz27Vt6D4j1G/S7a/vZbgqqbN5B25znFQavqg+yrEGIZm/+vXnSVpcputjzCKXxEpOxtYB9t1XUuPE6qDv1wD/dP+FdzBN+6XnnHPNatpOWj6/rXWZnnkVz4nK/6zXceytUofxO5Gf7eOf94V6ck22PcTx9a09EsZdTZmOVjHQ+tJzUdWUo3PC9fTXV09ZrqPVTHBKkp8/cVGDnNfQPhCdZhGhOY5YxKn1wD/KpdR8HQ6hYz2krExzRlGGexqjoGnTaTZ2lsxJmsv3OT/EE4H5rinTqqTshSjpc72vPfHGkDS0bV7OMiFji5ROMHs1egI6yIrqcqwyK474n38tj4OnMErRvJIiEr3BPIqyTyzxZoWo32nR3MVvvQ7XBMw6fn6GrtzotnHEAZZiG4+8BWRqN5Nb+FYpbDXdSmhS4Nqv2mNUWfCgs0QHO1ThTu9R7gWL7VQdvzdBnrXHJcl0bRdzlvEHhq2lv1Rb24HBIBAPU/wD1qpR+Drclc39xz1woq9PqK3OpO7OAAcflVkXcfGJFz9a2p6RRMiqngi2J41G6/Jatx+B4EdJF1O8WRGDI67cqw6EVoQ3cWwHzB+dXhcx4H7xfzrXQnU6/wX4uklnOjauyrfxjKsOFmXs6/wBR2Ndmt0sTvhvkzx9a8S1LbLbieCdYry1Pn28oPKuvOPoehFdp4a16TXtPsZwm0yxqzKDnBPX9a8zEUuR3Wx6FGamrM9OsW3QZpt0+Qy07T02W4FMuwA2ScDFc0tjBW9ozmW8P6cdIgkIk3MmWAfA5rF0zQNMimvXEbqfl6Oeetc9Z+I7nUPEkmlza3eW1k0zRRNFLGixgHqS4xjAPuTimaFqt7FqGuWt7Pcs0MojVbjG9cFhzjjPTOOK9JJqKZk37zRd8SaFp1zp7nfPGz/KSj9c/WuSj8C6cy7vtt6M9MMOP0rZ1vVxuihLlVBzSRahCsQzJ0HU1dFq1yJFSHwDYMuRqV+D/ALy/4VZj+Hdmf+Yrfg/Va0bXUISMGQVpxX0GOJFH1Nb8yIszBX4e2eOdV1D8CtVNQ8BLZ2z31he3c11bKZI45dpDjHzL+K5H1xXXpew95U/76qQXkPmIRMnBH8VDkgszy261y6svKm067nhgliTCpIQHAAHzAHn0rI/tTUtd1S0W+vLi6it3MipI7MsY77Qeg6V0XjLw6NL1ya0iZUsb1zcWbYyIyTh1+gY/kRVXQdEW01kWrXMdwHIMrxqQBGuC3XnGcCj2qcdB8tme7eC9HgPgywEm9XkRncBuhJP/ANasXxn4Q0+5tpFMlxlh2k/+tTtR1ue1+H0k2nXTQzQXgjLx8EAnOPyNcZ4qvPE+m6NYXV7qt75l1v3xMuBFjaVBOPvENnH/ANesKkeaOhUXZnc3FxIUxmuK1u7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5P+Fe2QwRfaNTsBb4EmJQG+624fpyK+dvhpdNZ6k21tpguVkBx2J5r6Lu5Et9dsLgzEJOjQ47E9RWTA5Px7p51TwpZ3ptcy2kgMiuclQOG+o//XXkV5ZLdeFVXywSDIivjr8xx/MV79Jb21xHq+jyPI4I84Jn5gGGflP1ryW1gP8Awi8kIXf5NxLHnHvn+tZVFpcuLPEGUqeRyDW/4Hha41C+v5OWVdufdjk/yqjqkQh1G4TbgByQPY811XgXS5v+EfedU/107HPsOP8AGnzJpMLaia+xS2PPAHNeafeYn1Nem+KLOdLOXIXAU9/avPk064J+6v4mohJNsprQgRKnRKtR6VdZHyqc/wC1XX/D7QLW/wDEkllqkCSBoCyBuQBn5j9en51pKrGMbhGDk7HP+GNMudW8SWun2kYe4nDIgPAGRgknsAMk/SvQNW+BOs6PpkuoWOpR3VxAofYilCcHOV969K8A/DvR9CxqtsjvdTA/vJGzsQnhV9BjH1r0YgFcVwzxMpSvDYtxUNGfNd74V0t9HtZdHj2fumaOdc+ZIwH72GTjAOM4z3x2NeY6Im7VLaNc/NOqjjnnivob4gaZqmn20sGktDBbXBbe3l8xk9wR3z39/pXg1vbSWHieGIxtC6zRtjOSDx0/HNdcK0akdNyJU3F+Rux2cdx4faVidzSyE5+tchaQSy3RsYyf3kyoB/tZ2j+Zr1HQtEe78Kec4IDTyY4zkZx/OsTw/wCGZD8QrWADKK32g5GBhVz/ADxUKaUrA1oekG2S0so4I+I4owij2AxXkvi5i+qKuchQT/T+lezX9jOLZiAvp1rx3XtOu59al2hDtAH3/wDPrVqa5khW0MBEyRVhYxVtNFvv+eQ/77FWU0W/P/LD/wAeFdHPHuRysr6cgXV7BumLhOtPugbXxO0oIXybonce3zZ/pU0mmX1oi3bw7VhdXJDA8A8/pTvEMSjW7iQDKSvuAHcMM/1NS5JvQdrI6CHStYjsDryWaS6Ut5JNkMfMMb/KzgY+5yOetcEkRtbuaMjBUOhx7GvdND8W6Vc6OGvC0FzpMAjG2PcLyLYMKuR97nBUYz16dPFryBVuWmiVEilfcsanOwONwX8On4U2tCFueiWdl9sXVDu5AhHT1TP+FeZ6pZm31GdBjAbIH15r2Xw1Yz6kdVkUEjy4BuPAzs4/SuA8W+Hru21fcoUrIvr6GuZSUZm1ro9e8D6Umo+Pb3WJEBCiWRSQONx2r/46DXo2qafFJZuFjHQ9hXP/AA6igj0i5uhJHulm2ZBHRBj+ZNdRf3UEdtIWmjGFJ5cVM4rkJ6njs3huGfUriZoclnY8xr61bh8J25Azbj/v0tdFbLCzkiRD3+8K1YVQEYZenqK1jSskiXI5aHwhb87bVf8Av0KtR+D4ev2Zf+/S12ESR7R8y/mKsAxAZ8xP++hT9mLmPC9c0prPUb2wVShjlKgqOQrr5iHHsysP+BVz0FxL5bMjlJQoZmUj5huxzjjuDXpnj+0SHxDZagmWS6geBthz+9T50/QEVwTxRwTTyFl8lQ209yDtdePcVvDRWIZV8NvHP4wSVl2ZkQYQcHcSOfwr6A8NWkdz4J0+EjgQ4/HJFeBaHAbPW7Jpf9a0iOVHbD9K+hvCZVPCljkgKEPJPbcazqxUtGXE80v/AAlGfiLZy7MpGk056nBwoH861tS0mNbd/kH61190tpJqjzW7xyS+VsbYwJXJ9vpWTqx2wkHqOtedK6VkbI8P1Dw7DcatO7Iv3sfxdhUkHhS2bH7pPyauuih8yZmPUkmtKKEDFdMINRSuS2jjYfB9r/zyU/8AfVWo/B9uT/qE/ENXdQQjGcVbSLHOKfK+4XR5TZWI0Px2bQALHcW6yKoyB6Hr7ivb9an2eE7GfYW2NGd3933ry3x1B9l8Q+HNUAwBO1rIfZun616np6jUPB8tm2C2whN3r1reC0M5CXeoGPWtJu8Lsmj8ozDufQ/571D/AGHCJNSjCD95M0wwOucf4VFfeH7seE/LBZ5I13qv8SsOhH8qXQdcj1A2sk7ESsvlTD0cetTVjeLsENzy7xR4WjGpNKIhgpyNo7Vt+HNJGn+GLC2bhhEGYe7cn+ddJ4utIo5UcMOSRyfWuefxJZqhxDMABx8origrROjqYPim3Q2rj1IHT3/+tXLwaapxzx/uir/iTxdpxKxtHcA7ufk9B9fesqDxbpSqMi4/79f/AF61oxVrkyZcv7Bo9MlaJnyu3cUA3BMjdj325r2yPwvoFzo1jfaRawxGONfs8sQwdpwDkjrkdc14nH4y0gHJFz/36/8Ar11/w38e2UOsnw+jyCxuMva+au3Y/Vox7HqPxFTiINxujSlKzPYtKX7NCtuTwowtaYNY+7KrKh6c1oR3CvGrg89xXAnZl1oNvmGahp8WoW7RyKDkV4f4+8CNp2oQ61ZplRKkc6Y6LvBDfhXvSOHXIrO1ixhvbKSGVcq4INXzcrU4k05X9yWx5r4Osi3gK1Yp8rvKV+nmGrfhXQ0/4SS7vmXHk24jH1Zs/wAhTND1dNM8IWtgtpK7QiQbsgA/vGpfDfipftmoCWxkH+r6SDnrXXa7TIfY6HVbdRCR/OvMpdPWe/mf+85/hFdf4g8Z2lvBIz2txhVJ4APTn1rz+DxxpO7L296M/wDTIH+tXTinJtkt2Ruw6QnHK/8AfAq/Fo6E5yv/AH7FYcXjzQx1S8U/9cP/AK9aEXj/AEILhjd/hB/9et+RE8xpN4fgnheGTHlyKVb5R0Iwa8m1eF4La2iuVYT2bm1m467G+X9P6V6YPiFoIGAl5+Fv/wDXrhPEl9Y63quoPY+aomhWcLLGVLOo2t+gU/nVRSTJcrk9pZyXNpbXMbK2Y4XKtEucoxXHX0/OsTV9PksLuxLAbASpAUgEoxxkHg8fpWzDLrB0yC3tLFpYoIym+O1LkB8N8xAPPpVDX9W1K8uok1DTUtnadpARbGEsSAMYIHAwPzrV7Gdnc9u+GFuJNM1MleGeEZ9xEuazvF+kKZI3Ktwx7eorS+GuoQ2nhueSVZC0k/GxOwRRVLxv4us4rVybO6OCDwo7H61wVUrpnRFmn4D8NXVj4J02I+QHdDK2CerEn/CqPjLw5qM1hN5S2socbQd+0jJA7/jXdQzw2GlQ26H/AFMSoPwGK5fXdVDxRW4OSWz19P8A65ok1JpEHlcfgfWwCRZ2uP8Ar4q6vgXXwBiytz/u3f8A9eu/il2xAccCtK0nzHnIrsuZM84j8DeINv8AyD4j/wBvn/16f/wgmvn/AJh1v/4F/wD169TWb5B0qVJA3FO4jx298H6/p1tLqH2KKP7Ev2nelxuxs56Z5qvHoL+I0S/0lmW4ijDqrDCsvYH3GWUH27V7S5iaG4SZQ0TxOrg9wVOR+Vct4G0Y6dE8SE/u0IVh/EMY/UYNCfvB0PMdH0i5s9bjfUImUYLgtgZAyc/mMV7voOnn/hFLCJgu9oAx3f7XP9a4LU9EvHuJbmCAtG4ESNj19B9aYmt6pc+KJ9Mj1u6s4FVlhSNQ3Kx52jjgcHmiaKiaWtaNqOnXpeMBhLz+4JGMetcT4oOsxWkrKt+PlO1o3Jz27Vt6D4j1G/S7a/vZbgqqbN5B25znFQavqg+yrEGIZm/+vXnSVpcputjzCKXxEpOxtYB9t1XUuPE6qDv1wD/dP+FdzBN+6XnnHPNatpOWj6/rXWZnnkVz4nK/6zXceytUofxO5Gf7eOf94V6ck22PcTx9a09EsZdTZmOVjHQ+tJzUdWUo3PC9fTXV09ZrqPVTHBKkp8/cVGDnNfQPhCdZhGhOY5YxKn1wD/KpdR8HQ6hYz2krExzRlGGexqjoGnTaTZ2lsxJmsv3OT/EE4H5rinTqqTshSjpc72vPfHGkDS0bV7OMiFji5ROMHs1egI6yIrqcqwyK474n38tj4OnMErRvJIiEr3BPIqyTyzxZoWo32nR3MVvvQ7XBMw6fn6GrtzotnHEAZZiG4+8BWRqN5Nb+FYpbDXdSmhS4Nqv2mNUWfCgs0QHO1ThTu9R7gWL7VQdvzdBnrXHJcl0bRdzlvEHhq2lv1Rb24HBIBAPU/wD1qpR+Drclc39xz1woq9PqK3OpO7OAAcflVkXcfGJFz9a2p6RRMiqngi2J41G6/Jatx+B4EdJF1O8WRGDI67cqw6EVoQ3cWwHzB+dXhcx4H7xfzrXQnU6/wX4uklnOjauyrfxjKsOFmXs6/wBR2Ndmt0sTvhvkzx9a8S1LbLbieCdYry1Pn28oPKuvOPoehFdp4a16TXtPsZwm0yxqzKDnBPX9a8zEUuR3Wx6FGamrM9OsW3QZpt0+Qy07T02W4FMuwA2ScDFc0tjBW9ozmW8P6cdIgkIk3MmWAfA5rF0zQNMimvXEbqfl6Oeetc9Z+I7nUPEkmlza3eW1k0zRRNFLGixgHqS4xjAPuTimaFqt7FqGuWt7Pcs0MojVbjG9cFhzjjPTOOK9JJqKZk37zRd8SaFp1zp7nfPGz/KSj9c/WuSj8C6cy7vtt6M9MMOP0rZ1vVxuihLlVBzSRahCsQzJ0HU1dFq1yJFSHwDYMuRqV+D/ALy/4VZj+Hdmf+Yrfg/Va0bXUISMGQVpxX0GOJFH1Nb8yIszBX4e2eOdV1D8CtVNQ8BLZ2z31he3c11bKZI45dpDjHzL+K5H1xXXpew95U/76qQXkPmIRMnBH8VDkgszy261y6svKm067nhgliTCpIQHAAHzAHn0rI/tTUtd1S0W+vLi6it3MipI7MsY77Qeg6V0XjLw6NL1ya0iZUsb1zcWbYyIyTh1+gY/kRVXQdEW01kWrXMdwHIMrxqQBGuC3XnGcCj2qcdB8tme7eC9HgPgywEm9XkRncBuhJP/ANasXxn4Q0+5tpFMlxlh2k/+tTtR1ue1+H0k2nXTQzQXgjLx8EAnOPyNcZ4qvPE+m6NYXV7qt75l1v3xMuBFjaVBOPvENnH/ANesKkeaOhUXZnc3FxIUxmuK1u7l/teBOMEEn8zRRWK+ND6FkTyGFTuIyR0NaVrLJtxvPp1oorqMzUSRwnDt+dSLLKDxK/8A31RRTEQ311OltLiV+Y26n2Na/wAOnafw1ayyHc5jALH8KKKIfExM6oW0IRQIxhWyPavCfFF7LpXj7Ubm1CB45X2grkcrtPH0JoorRjiZOjSPHFdBCRwg/nWfql1N9sjG84/+vRRXDP8AiI3j8Jb+3XCLw/6VftL+4VeH/SiityC/Hf3ElxDEzAozDIxXs+jRRxafGEUAY7UUVz1fiRf2WaNZOrKIysijDFlJP44ooraj8SMnsV9Ju5hq1xabswjkKe30rmfjQxTwUSOv2iP+Zoorqe5J4nrXiaTWVghk03T7YxRKkclsrqVRc4QAuVA5zwOTzSXlzKqsQR0HaiiuKvubQOUjvZhcStuGdx7e9XIbuV2Ukj8BRRVrYZpQ3UoVeR+IqydQnAH3fyoopMRDf6hONKuiNoPlNyByK9T+HMSRWttEgwiRIAP+Aiiiuev8COnD/Ez2C3/1IrC8WXEltot3LE2HWMkH8KKK457EU/4h85aTr0tjHdiSzsb1JZt5S7h3gMoyCMEEdTkZwe4Naej6jdX13qd7cSl57h1kkbGMk57UUV6cv4Zi/jZkave3H9rL+9b5YtwHvmpUu5/LUGQnOKKKyp/AgkaVtdTD+M1oJe3AQEP+gooqmOJIL64wW3jj/ZFL/aFwTgsv/fIooqJNjW51usWMOs+GZFuwSYFaaJ1wCjAdvYjgjuKg0Kwt4/hlqet7C1/MhjMjnO1FZSFXPQZ5ooooP3CZ7mYLyaXwNq6s3Avbcj6kHP8AKuQ1bXNRvdPisLm6llggdpFDuzElsdcnnGOPTJ9aKK3j8Inuf//Z", "info": {"video_id": "151656", "label": "stuffing remote into hatt", "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": "c1fbb375eb331c166d1a18e27025bc2f91cb48a3f3a6ce5924821ecceb3b3d7d"} +{"episode": 14499, "episode_seed": 2078492472, "split": "train", "timestamp": "2025-10-13T02:59:54.700004", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 186, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2078492472, "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": 3, "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 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172939", "label": "squeezing cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172939", "label": "squeezing cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 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": "172939", "label": "squeezing cloth", "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": "2e44d4d51a71fa1c6b1a52ebc4c4d4521a478f7196638a60c1a547b6abd8ab6a"}