diff --git "a/video_unshuffle/reorder/train/batch_000672.jsonl" "b/video_unshuffle/reorder/train/batch_000672.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000672.jsonl" @@ -0,0 +1,100 @@ +{"episode": 67200, "episode_seed": 2220774239, "split": "train", "timestamp": "2025-10-13T03:34:17.402244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2220774239, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'fork falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "69920", "label": "fork falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "69920", "label": "fork falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "08afe5c2ae55e648bb9f4d1cfb1506125d73f4f0b9ad9e0367e4a31fbefa19ce"} +{"episode": 67201, "episode_seed": 3293342393, "split": "train", "timestamp": "2025-10-13T03:34:18.567933", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3293342393, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 brush up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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L+BqwdeJG6S3mB9MVdgdmb9zeK8qc84OaWKUZ61w19qc1zcbo/MiCjjnk0+11jUImwD5nbDDn86GyLHoKSAitTTYi0u89q5bRnu7sqZYgCfSu1tlEEY9a5q87Kx1YenrzM00ZY0LE9KxL++G6Tngin6hfiOLCnrXI6lqZgtppepUEgVywhzM6qk+VGHqFnNL4osJ0J8sEN9CCa7DfgAk9a86HifUCwdbVSR3wTVqPxNq7jAsN3pwRXoRi7WZ511fU7kzYzzSCXKk1xQ1nWnOfsAx6bqtRa1f7Ns1kw9dr5qrA7M6Zb0IjZ6dqoW97FIAVcN9DXP3mtTtCypbshx1Y1jxWd2p3RBlPqrYpslpHoguUxyRTxcoccj864ELrKj5ZZSPrmnb9d2j7xA9hU2A7tpguc1XOGJHXNcYtz4i5GXIPqo4rr/Bui6jPP9v1ORvKUfJGT1PqayqWirsuEXOVkZHilXXRZkdSCrKQT35qz4ZulfQbfnlMp+RpvjzUbeaG6to1+ZZEGR+tchpVtqNzG32SdkRWwRuPX6VVLWGo5xUJWPSTcpj7wFLHOpJ+YYrixpOrvjffuPpmrEVhqsOT9vZvYqK1RLkjqGuishZSMCs3UNahgeEzPjfnBxnGMVjzyaki4My49krLjtbi8do5ZSQhyMj1/wD1UdCXY66PW7M4xcRnj+9U66xblSRMnHoRXKL4edxnzMfhT/8AhFnP/Lb8lqbCOq/tW2cD9+gbHQsKpz6vZoxD3MefrWAfCMh/5bfpSnwgQP8AXtn/AHaTimO5DrGszKXFhfhYpceYkfDEjoc9cVX8P31taXsl3dy5lAwhbJPPU1abwptU5mYkDsKq6FpEWpRytJuzGwGAfWrSSVhXOn/4SjTwv/Hwv60J4osHb/XKOe/FRReGLNAP3IP15qx/wj9qoyIEGPYUtCudk7a1azKCJ4to/wBoVRk161iudnnKcqcHPFJPo8ABxGo/CsO/sFRDgDj2p3FcljO5hW1bWSPEvmKCT2IrP0y1M0mccCulihbA4qEipsqrpduf+WK/lS/2JaHkwL+VakUR9KsRwNnpVGdzHXQ7XGPITH+6Kkj0K0T7sCD/AICK3ktWParCWLHtSC5gjSYu0YH4Uh09QcBR+VdQmnkgYXPrUw0lsZKYPuKLhc42TTwB92qFzZAA5Wu5nsAgI281ytrYNqvi2fS59SmtY8SGLy037mVCwX0A4PJ9Pemguc0lopuW+Wuh0vSEZgzJ+lZXh6OW7mleVixAUjPbOa7q0hWFB61nUny6G9KnzasmtoI7ZOABiorm72g80y5uNuaxru5yMA81y25mdt1FDbq9aZ8ZqL7GJF/eKCD2qO1iaa5A9630sycdK6IRscdabMaPTougQD6Cpf7PUD7v6VvxWBPG3Jq7FpLt1Q/lWtzA5P7AMH5ary2OP4a7aTTNg5H4YrnPEsctrpTywsUcOoyOvNCYrnJ39qu0/KKnt4QAOKt67pttFoEWpWGqX04a5+zZuYljWchNzPEBztU4U7vUe4EtvatgcdqoBEhU9QKsLbrjpViO0Jq0tqQBwaQrlJbVSfuiunsFKaciLx8vFYNypijXHBLAGugtWxbr9K5cQ9kd2FW7PI/EUa+TelgTIJic/jU3gSMym8jKngIwyPqK7SbQIbi8lkuFUoWLFfWtKzsLKXxU0NkqIq6epYD2kwP51rTqJqxnWpte8ZyWBJ+7TJbAgZIxXaHS1QdjVKfTpCcbD+FXc5mzgb21IBFZdpDtuZcjsK6W0s4L/wAYyaVqN7dWtu8uxJI5I0WPuSxfjGM8DknArOttOmg1nUrWUTj7PMYws4AdQCR82OM9M44qgJIo+B1q2kWR0q1FZHjg1disjjpSuIoLEPSmyRY7Vr/ZMDpTFtDJMI+hPPNDaSuxxTk7IyDYyvF5ojOz1rkfAgEmpX1uDnKBh+DY/rXc+JNQfT4ra1tnjjlZshpG2rgDoT26jrXEfDjbH47W2nxmVJYztYEEgZ4I6/dqKc3NNs2q04wskegxaYx/hOKkk07av3a7BbaALtRRn+VMk01ZBkHFO5izz+7sjg4Wua1CwYgjBr0LxZZSWOitPDMySCRBkdcGub13w/q+j6Lpt7d3VwJrsyeZEUwIQApQE4+8Q2cdvzqkxIp6LbRixRsctya3Y4UCjiiihFz3LMUKHqKv29tGz4IoooINSOwg44PTPWrsNlAOdmT70UUhlsRonCqMVFJzgevWiikBG9vE6fMgNeYardPpHjC7vLVUEsMrbdwyOV2nj6MaKKcREHhyJI3nCjoFH866RmITiiiuat8R30PgRl3Ttk81lyk76KKUC5nSeG7KGU7nUk49a6qOxt1x+7zx3ooroicNTcvRxRoDtRR+FOkYr0A6UUUyRqKHwWHUZrnPG0Ma+H5CEXiZO3vRRQtyTitZ13+24IIpdL0+3MCLHG9ujqUQZwgBYgDnPA5PNdBbQR4Hy9qKKpjNFLWLAODVv7FDtHB596KKRJi65GqLbhRgbz/KtG0/1C/SiiuWvuejhfhI7wBUYj0rm/h9PJN4313e5OyMRr7APRRTodRYn4UeoBQATk56091G0/SiitzhZ5hq2rHTfEOqIbGxvIpZwxS7h3gMo4IIII6nIzg9waseHpH1bUtQvL1jJPM6yO3TJOc0UVT2BHVx2cC9Eq4lrCFOEFFFSxMqyQooJHc1kyDbqaAf88yf1ooqKvwM3ofxEcv4vme21OykjxlgwORkdq4rwU234g6YQBzdYx7HIoop0PhNMRufSMKgIvHUVKwFFFBys5jxyMeHHx/z2j/ma8/vNa1C+06GwubqaWCB2kXfIzElsZzk84xx6ZPrRRWkdhI//9k=", 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", 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", "info": {"video_id": "218687", "label": "moving brush up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "218687", "label": "moving brush up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "052e5875e33a1700f335d0db7dd7d3b09a3fe19b706a585bb10d8d6d48d2e0e4"} +{"episode": 67202, "episode_seed": 1453380800, "split": "train", "timestamp": "2025-10-13T03:34:20.626196", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1453380800, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring sugar onto handkerchief'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70669", "label": "pouring sugar onto handkerchief", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "70669", "label": "pouring sugar onto handkerchief", "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": "9c92cfceb5b7e238f5baff0de43b5c363e99cea1b65778a201a5462fa0c8c78d"} +{"episode": 67203, "episode_seed": 215087958, "split": "train", "timestamp": "2025-10-13T03:34:22.375167", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 215087958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 box of crayons underneath glass with pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78593", "label": "putting box of crayons underneath glass with pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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R7xCm2ZXOQ5JyT9a4uKNmQHtjNXLJWkmC7SQxwc1rKjHm5kRGq+TkPY9P1CHUrFLqE8MMlc8qfQ1ZjuApOewrkPBsnlHUbTOTE64PtyK6KRtqO2f4T/KoloyUjvfABluYcm4kG2zh4AHAZ5Tjp/nNdXbxM2mRyyXE5/d7iQ+PfsK5T4ewN9kmK3Dri2tlO0Lx8rHHT3rpJImTQHf7bP8AJbFiBs4+XP8AdoCx88eJr601CFWjdJHjgYqecpll/pnrVH4oMP8AhKYgTgHTbQk/9slrKlDSwyFN8bRK5kIXiQZX5T9OtXvimWOtae4PD6LZO3P+xisU+aN2bpKGiOEkZdx+Y4qGI4nU+9DFd3TimxcyqACee1UkOTOi1a3iXUxOjvJlj5uexPT8+aqmckEhQOfU10Wq6V5jBWYxscMpHR8Vi3OlXNrbGVtrKrcgdcetbUqq5eWe5lUpO/NDYswTyLpNyoOPMaNM+gJz/Su5gAsoILZJ/OREG2QDG4EZzj8a4/w5aSa3dxaVCo/0gxqzHsAxOfriu21lrYaq0Vod1vCqQo394KAM/pU1Ze9ZBCPu3Z0ngxpZdfiKgMftUQwWx0R29PavTLrULq21O3QQhTPOsZCuGyoUn0GO1ec/D2NzrMciGMn7SSFYkdIWHX8a9QEbT3jSS2ayGGcMjLL907AO+PWpTugkrM868X6zFaarIbg+T5l0+C3ONqRggkVxfhFon8SXrwhcS6Vetlc/OSG5/ICp/iTds+oRnyzt8+5kIIB/5a7R/wCg1n+A4mXxawLOFuLC9KxsP9WNrfKMduOlS23JoqMEkn3ueZTupRSxIOOBSWKiRZiD0Tn86qzHHllyCCgIwc8VpeGJQmqNxn902f0pRfI+bsaNcy5SpbIDJMpzhcGpo4CzDnC5P1pt5cD+1JygXDr6UxJGKA8DjsK7ISc43OSceVtF7TreR71GjjLlCueOAc17LNIYH8qTAkQBWCnIzivNNEt/J0EXHRp5X59lAA/XNdzd3DSyec3WRVc/ioNYTqPm5TVU1yqRPc3A+yzEH+Bv5V6J4KFzFod8UWE42KdzkdIEPHB9a8mklLwSrnquK9h8NCeHw5f+W0DAyuDuyvRFXj8qlMHHQXUNRu20HxBGyZSBPJXDfd+QdOOeTXl2sXtrqWjeV5oaN5Ywdr7W6/pXrXidHt9Au1W0jRrmeFWZHzuJdB6Cvm+SZZpSUIjnZx5LYLBW3gZI/OplKzSGqaknLsaniJ8/DTw43db+8X/0E151OQHxvr0DW/Mb4V6Nt+aRdYuUwvf92pNeasQQOvXmptqbJ7l/Tk3zTkHJEfGO/Ipgi23YBzhgTVnw3IE1jcO0T4/KrXiWUx3lntAB8ksSO+WNbU6rTVOxlUpXTncrhFyhHHFdPpdmLnVdKhjnWLbulBYZ3EHgD34xXIrIzbcsTXUoHi1TQWXKjsf+Bj/Gtal1G5lTSbsz0F7sfnUUZe4vG2FeLSXOc98D+tUJpNsjD0JFX9DHm6kV3qMwqvIznMij+tc9zRRPXtduryxspLhRErQwOUZGJIOVHQj3rlfHeri1v9Niu2WJntyyndkHke3BrtbqOe4uvJlhtpkMDgoWIByy+x9K8g+MlzI3iO0gaLaEs+gJYAbj6Upu0W0EIKb5WZ3hhoJPiZbSwbT57XQZlbO4+W+K8lumX+JiME4Fei+BG2eP9EmVmWCW6MaRFcBSY+SPrnNeZX4KXTq5Bw7qBn0Yik9TSGmhUkZdvXmtX7EbjQhemQKQSuzHYHFYxYYxjvW+oP8AYNmuSImDFseuT/WmpOFrDcVK9yDzI49qqSQBir+jOz6jbgdPNRTn3NZGa1NF+aViPvKFcfgwrtcTiR2nhlLSOLUJYmY3QuGVyW/gJ44+orVkuCY35/hP8q5/QojBrGsRngAOcewcEfzrSaT91L/umuJt3Z02Wh674FjYaReMs0ibUhGQF7Qg9x71LcfaYtM8RyNI6ologUlR8w8r/PSm+EIVj8OXzefLHhgvBBBxBH6itLxRDND4RvlNyWV40iAZAPvFV6j61aZDXQ8c8UW0baXFZaZZmSZd6SHC/wAWM4C88EDk+lcV8TZJZNT0dZrd4ZIdHtoGDEHcVBBPHT/61fSFn4TElvFJPGIZWQF0GOGxz0968R+Omkiw8UWIVgQ1iuPXh2rNc2lzRON3Y8hJrf0Jxok1tql3jyJwVRV5bg9T7cVhq5hlDqRuU8cZqW41C5vAizSs4Tpn/PvWiJlqdpq+r/2lpyyRnEbtvCg8qee9Y8+rtJaKsqk5wGI7jpWro+j21zpUgl37QRt2tjnvVW60H5CIZMjgAHqOa1ShKOpmpyhLQt+HHlNxbz2p2rCWZTjbjBBP6n9a3JH/AHtL4Z0b7Hod/O8gZo2TaAP7xwf5CqOoxzPNF5E7RNu28DIP+cVjOCi9DRTctzptD17VtEuUmsbe2nCu7bZWIyGUKRjj88967bT/AIqS2iMNQ8O3S7n3s9s4cDp2P09a8mhu9RtvMYm2kSIfNlSueM9q1Y/ExteLvTrhHxndAwdSPXB5H50kU1c3bTUINZ1qS/O42dtEPMR9qv5jSO4wD2+YjNQaXHfp46bU4dOzaJFchQGx/rEbgsRzgnOcV0vgKaHxQtwbIFkSRBcrKgVkG1tpz359Pxrvl8LW6KxU4bBHH0pNSu7BeN1c+KpQVYj04q7oDldagABIclDgdiMVHqMHk3Mi5BwxBx9ar299cWn+omePkN8pxyKdrqwc1nc09Ytfs115ijg5BH61TicMqgVvz41PR47lkw7rg/Uen45rmrRWa4WIA5zjFa4eXu2fQmvFc3Mup3qMI9DtLZVYbFY5xwSzHpXSXT4bb/dVV/IAf0rHhRZZtPif7qklgPYbj+tXbmXLE55PNZVP4jKT/dpEbs7oyIQGI4J6V0+meNPEWn20tsLGxuraSRpNu4hgWOSA2f6VwAiuonupYb1gsfOxwGB4z+FaMN9qdtIkZS2uWZS2OUJAx3GPWhID0bVvie+oWUMF3oN3alJ45S8bCRTtOcdB3xXPLpH2HQbltUs9mqbNqJ5WOhBDE54B46c8Vjw+LIo9hn068iUnG5SHXrjrxXs0XhtdRupZXsTbqu0Rl1OSCuTyepzmlJO6aDRRaZ4N4ikdfhjbwSWs0T/21LcKWXgK0QGM9znP5V5oxr6Q+Mvh37H4FhkVgQt6nU9Mqwr5wkXaxzQr9Rtq2hraBBILtL87BbxSCNyT1LDGAK0vEdtnToJx9+CUwsPYjcp/QisB9Uuntjb+ZiLg7VUADH0FdjcQy3OjCKZFEt1Cj5HZhyv+B+tJ+7NSHH3ouJyFtJukUGvQnhWXSdGuBjMUqDPoCcfzArzyON4b3y3VlZWwysMEH0Nd/cSLb+HtNO/KzSAkY9CeP0FdNV+4YU176Ne6k/evn+8f5060ub+Cbz7Ew78KP3meCrhx9fu4rM1Z/NjnaKRoxkspHBqO3bU4JI4kvI3+UtmSMeo6n8a50anpln8SfEFtcefe6Bb3JKbSbaUrkZz0Oay7++n8Z+I31Q6fNa2kKJFdRzhWKrhsFc4zyOgrl4PEN7CivPp0c8bNsVreTa2ckdDn09K7nwNet4ih1KGDSpRLC0If7Qq5VSxzjJ4yAefaiabi0hxtF3MB0lbx7pV5p2nubW2uo5m27c8AKRkfKAQOnavG9dBXW78FdmLmX5c5x854r7Gh8KW8bK2cEHIxXyd46sPsXjHWIcg7b2UcdvmNGt9RRaSsjnLeCS6uEhiUlnYAYBOM9+K6pbQQ6ZJaCQSfZ2ZS2MZ/irlI7iWDcIpGXPXaSM10vhhHu4rpppDtaQFmPpg5/SieiuVTu5WMZjgunoa0dHcozsDjCkUmqaQ9rcv5REsbYIYHmpNCQLfRJOPkeRFOD2J5rt50cji9juQgh1eSXOPPtjn/AHgB/hUYKzl4g2cjDbTyKs6q8Nn4pe0JyiLKi+3UA/yrBNlBJc3UvzK6qGyrEdQf8K4erOlfCjr7G41y1Ehs9fuoUk5dGAKMcAdOnQDtWpeeJPGdzZC2murC+h3o5V49jNtYMORjuBXDW6XFu1utrqF1AXQsTuz2HbvVg65rsVs04msp0RiDvh2s2DjPGAc1aCyPqWvnz9oaEnXdHkVSS1q6fk//ANevX9Q8W26ZSxKznoZeqj6eteF/GO8mvNS0yaeVnJiccn/aHQUSdiYRbZwa+DbmG4t11S5js1nVmUKPMc4xwAO5zxUd/wCHTp+i2+pBHCPMYw0j8tgn+ED5enc5zXb2bwQeIbIWBF5e+VIJZppCVyduMt7c/KvrWD4me1OhWsDXrXGo/aZC8QPyQpubIA6DJ55yaw53c6PZoj0x9S1PT5HsQFCOqMoIXLHOMZ+lVZp721vZIHuN0kTYbbgjNW/Du23t7iGKYFd4cgnGSOmPeqWrSbteviBgG4f+dZLET9pKHRBGjF6nRaVrFxJbS2x+ZHwXbp06VNNayXBQxYJWRWIJxx3rJ0xuUiQZZyBXV6Ym+ZYyMnofatFUk2W6MUtjJu7WWC1v2eJ03bShZSN2QBwe9WRCv9qynJVY7dTx25P+Fe66ZoUMugGyv7OOeGSBMJIoYDqfwPNeR6n4X87x1q2mwapcWtu4kSNFXeSVjJCgnt15Ndit1ONvU7H4KIRp+ozNjdN5chx15LmvVa8R+DetLpllrDancMAq26xI3Xo/AH5V3F54kuLx9iZhiz0U8n6mploJJyPme58P3Wr+Jr+ytTGnlzSFmkbAChyM0lp4UtpEhCyzXdw115DKi7Ih8xHL88nGRir+nmyXxTqIvnIhV5MpuP7w7+FwOT9K3YJj/YsBnlXTtOj1Ik4ysoBdvwXb0wMmueU2tjpjTVtTFt7f7He3ekTFNtq2AqZIAOD1PJ696zdTsI4tUuLyz8pDEwzHnk5xtbH0PNF1fWUfia7nslZbGVise8nOOME556jv61NcXBTT51YgtIUJ/BuhrN1JQkmupfKnHlZu+GkEzyLcSb7j7LMyEc/vMbh+gNWQBMMk89sVz2kR3CXbTy8B0DJhunUf410NpkvnotNzfQfs4vcQaTdSJeLChmaaP5ETliQpHSgxGPVlWRCpW1yykYIOfSu88G2D3mpxFFAKAuCeOg//AFfnXR/EvS4JfCKTtCI7qMxxCdQA4B4IDentXVT1V2c1S0ZWR41FGfsGlxj708ibgfT7xr6pX7o+lfMus6D9g0qw1HTdWvrhYp/sw86JUEnyZZ48c7QcKd3qPcV9B3/iC0sD5AYS3IUExqfu/X0qnYybucn8bIvM+HFwcZ2XETD/AL6x/WvmqHwpfXdiupSPDb2bSKnmO3PLbc4HYe/pXufxS1W41HwVdmSQhVkjYIvAHzDtXl2mtZp4dtHlke5uvOXybffkRgSjPy9Bnnk+tYznbY3pw01MiTwjCtpqU9s8tzHaRq/nv+6XBGThcEt7dBU+larJdyfZpyGKRfIAMDiuo8QyxC11s6neCKeSGL7PZ27na7bTt3Hq2PwWvOrRzbXcc/Uqent3rPm5k7mqgk00dxrDW+sTpeRxE3UVplyiLtOxcYc9e24H6j6U7S4drO2hlEcnz8Bl6E9cU/SkMljqE4VtzWkrrzxt2nt+NU7Rv9IgH93pWEKzfNG+xp7OLd7G5LZG4ikjjbl1IG73HrUsVjcpcQyyQOYlhKtIFyobI4z+dWbEcKpGSewr1zwTprxWaztGGikkYEevy46emSa66Tb3MKsYxV0eIWyK9ppQ53PMSxHcAMf8K9U+D2W1LxJzlIzbxjPsHP8AWua1LQrC8+Id1ZSXc+nW6XLLD9maONI8gZJ3jAGM8DqTWv8ACqZvDl54rj1SSdBHcpsSYAyNy46LwTgDOOK30Odu57JXyl4/0ZtU+Kmq2MMscZluWbe3IHyhj0r3i88Sy3wxAfLgYcbTyfqa8E8TfZU+J9z9sJFu0gZ8Z6FB6cnJ4x3rGcjSnDXUyV8KWEMN+sf2i/mt5FUSp8sKj5ckkdeSRgHNW9UtE0G61CySS3jdYlZlhXCoSOnUn2yeea25JXOm62T/AMS6zBjbyvLCu/yLgf7IIGcDmuV8TXGmajrbyadCYbJIhGoPBcjPzHvk+/NYcze50KKWxDos9nqeuOdQg3QfZmG3ceWAAB9qs6raC11W0W0RIohBG4VckKSSep5NUNBRY78sCgKpuO/p1HWt/WVUapbvuVke0iYEdMc//XrF1Gq9k9LFKmmi1Cgn1HzJpWll2H5mPPNalvoRu52ED4knQRYcfLnnHP41j6VmSV5T0PSvSPBdj9s1i3jc4+fccdsc1vSk29RVIRUdjmrvw5q2jXNjNeWjrbLAy+evzRk/Lxn8D1rFEYfSNPhwAbi4GSOuNxY17p45e50vwYPs8xR0lRNw6lTkEEHINeSeIPCuoabpul3y3M8MzmQ/ZyuFh4XaM44Yhs4/+vXYrHFzG99okgljZDje4Vh2Pv8AWuI+KkjM+mknkLJ/MUUVzyN4bmf4kv59PTTIbIi3XyWGYxg4YDI/Ssw6dbr4OfUirNcvdiIEnhR1OPc++aKKzRqxfDz4Nz8qna6EZ/Gq16xfVL1z1M7n/wAeNFFctv3rNobGtovyTFx94ISK67RGPnRf7XJ9+aKK2huOWx9FQf8AHtH/ALg/lXhviW9l0/x3qV1Bt8yO4bG4ZHKbT+hNFFdx5RQ0X5DKB3Cg+/Wtq0uZVuXhDZRVDLntnt9KKKiW5rDY8s0mUxeNtUlAUsnnMu4Zwd1ZdtPNrWrW8F3M5ilufuKcBN7ZO0dutFFYHR0IvF8EVj4lu7O2jWOG3bykA6kAdT6k9zT9VunDQqFQAoGPHU7R/jRRVwinWgmTNtRLOkTyyGNncsSvOfc11FscPEO3WiilXSVWSXc1pu8EepfDFi+oyEn/AJYn+Yrofib/AMie/wD13i/nRRWtP4Uclb42eValrbapHCj2NnCYlVEeBWBVR/CAWIA79OtbfmuyF9x3gEhu+aKKciYGT40uHn8B3bPjLLGTj/eFcJY3L2XgB5oFRZXn+Z9vJw4I/LFFFYzOmGxHo1qmsy6teagzzywWrTDc3DN0GfYdcDFcvJxGP92iipLRsaTqdxGrRrt2mFoe/ClTnvir+nDN4pPoP5UUUVYqL0RrDY6nT5G83P8At1714P8A+RZtv+Bfzooq6PU5sR8KPKvEupmw8X6yhtLS6jkuNxS5i3AFQMEcgjr06HvVXTLye7u7u6nffNMwd2x1JzRRWz2OWO5pfaJIZ4yhwJG2sOx46/WvNvE8rRfE1JVxuBjbn12UUVlI6YbmIbufXNcQXkjYnmRGCcAD7vA9cd6t+LoorPWpbK2hSKC1URxqvU9yST1JJ60UVkzVbnLrNJGJpEcqygdO/NdDbySXKwtPI0reUOW9OuP1oorpqRX1dO2tyIN+1aN+wURrDt7816Z8N+fEEWefkbr/ALv/ANeiiuWjujWt8DOv+Jv/ACJ7/wDXxF/OvI7jVr67sorK4uJJIYXZ13uWJLY65POMcemT60UV2HnH/9k=", 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", 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", "info": {"video_id": "78593", "label": "putting box of crayons underneath glass with pencils", "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": "3a19ed31fce6a577161648110f7fbb284fbabe9dfe6d9d809cd3bbf00b4a927f"} +{"episode": 67204, "episode_seed": 561004979, "split": "train", "timestamp": "2025-10-13T03:34:23.251778", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 561004979, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a brush, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "130656", "label": "lifting up one end of a brush, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "130656", "label": "lifting up one end of a brush, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dbe2adb611a214f4d2d55808a5ee9f6d6cfda88d19821f3bd9afeed834d8e8dc"} +{"episode": 67205, "episode_seed": 1543783455, "split": "train", "timestamp": "2025-10-13T03:34:24.962380", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1543783455, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding frame next to frame'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "32864", "label": "holding frame next to frame", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "32864", "label": "holding frame next to frame", "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": "9cd21b972e930b3ed827d4ba46da4f326b429f35896c18a58469968f31b5863b"} +{"episode": 67206, "episode_seed": 1994921148, "split": "train", "timestamp": "2025-10-13T03:34:27.681863", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1994921148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 binder clip from behind of wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "88326", "label": "pulling binder clip from behind of wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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vlqGKAjLHlsYzViOJnIKp06c1ztlJF+3BG3cVBI6DmtRNgtpsjgIeapWsOQA6L14xWjDAWjZGUnIxms76miR2Vr4m1WcS21jI6mEtEqiCPAYdOv8ADjHNZGm+J/GT6jp51C+jW2muYomCJH82W6cDPY10enadbz2VncvZRl2hQCRAVYDA7jk9+tWptJ0qwj+3TWkEMNtiXznB+TGcN+GevvXarWscjkdaLS0SWaYQRCSYYlbYMuB6+tZPiAKNHFvawE7ZE2pEn3QDnoOg4rCfxpoe759cgkbHIj3sOuPTFVbnUoLtbKSKVpoNm9V2EF23EZHoeOp7c0PQV5Sdkht8JoJYHeF9oO1RxknsAM+wPt3rNa7EaZBjZiVkZguVdhwpx3Rew/jbnpS3l3JdTNLKwcvwABldp5AAPY4yBxuxubC4FZcsrM3UkseMcliR+BJI+hI/ur15Zz5z1KFD2K13ZNYam1xdXcZyI4CFQMcsSSSzE5wSTyT/AIU69vo1GSwAHU5rnNbvJNH8plAM1wMHB4AXGM44zz247DpXIXmrTTuEkmZs9QOlc1Wjz1Obbb8iI1Uo6O+/5nTanrYvX8i3kIQHBYd/YVTttoJwvPvWPbzDIIk4HoK3LIi4UHd0PGe9aJRirIm7lua9lcTw3BNrE0s/lfcVipYBlJGR7ZP4Va1Nby/srZ4dZkgIfaxSaXLZXIypII6frUmhDytZtd8iIZN0YbOOq8D9K7uG3dichGOMBuK66T905a2kjH+FzSWlxrMU95LdbPJAkkZiDkMeMn3rvptUiQcEEnpz1rgtc8R6f4buYra9NwHlTzFMEakEZIweRjofyrPsPG+l6jf2tta293vlkATeFAB554JrVmLuzd1Jpb7XZ5YjEQsaIR5gyPXI6jqa5uWQxtIkjI6ZJYo+BJ1BGey8/M34DJpz3ji3ZFZlWQEuznkjPIBHIXJ57k4Ucms+eQgcEjB9gQRx27jpxwv3VBbJrCpP7J3YXDWSqS+Qmo6lNHBLLHl5gd4O3HzgYDY/2V+6vYcnHFeZFTGjyEk55OWr0QQvOpYZWMZBcjI47Dsee3QHqWNeY390ynYEJHQ1C0Q67Tla5RupDNIeGI7VZsrZXZcgg+5qCIDOcGrttKA+QrCplIiKNKRw1q8OcFlOQB7V6voumwvY2N9DNPBNLbxO+CGV22ryQe/HX0ryq2YSjeykDryK9P8AC+szjSLGB7X7THFAoJjK+Yo7ZXPTAwPXitsO7toiutEy7J4Yjm2RPe3JRJVlKhR94MW/LmutfUrlzkRMAevynrXO+JNVs4/C2qGC4txKtu4Ty5BuDYxxjnIzXji69qcjktqF2VA73D+v1/Cuq6Ry2cj2zVr6Z4EgaIOZych0JUAEYyMg8nvWJqd3bSjyYIohEAAZAMbu3B6hcjGRy2ML61maOz3WnadC8heR4WeVmc/xksM98YA49+1JPI0bsr5DA884OemeOnpkdB8qdzWVWTWx2YKjCTcpbroMmnPzZPAGD8oHC9sdAB6fdHVizcVzWqwj7es5kbLjlCx6+pzz+fJ64GRWuLq3Mih5to+0JbbUxuMhGQFHQYBznkKOmTk1U15URrdEKxqu7A9eRzWNny3Nq9WN1Dqc3qNojwu6JmUdCBzWRY6M15dqkgGxTlsr0xXRCA+cpMrHqMAcGriRbDmNlVyOeOazbsYo0ETzQQcZ9a0LSMpPBIwA2yoQe3DCsxPNWIguM56gdKnvpXitlQFTuYZ78ZB6UKVmXbQ9PfT0mlJuLWKUk8uUBPT19KgnTTdDZL65W0sWJ2RzMu3BIPGcccA/lXPaP4lSNJplubmWOPLPbvCCwH3eG9zg47ANWP8AELxHHqei2sEcM0JFwCfNwu7MZ6ev3sGvQbtuefyts7J/FekMHH9uWrNgj5ZG4P5VHdakU1Hf5xeONR5cauVLfLkk84285JPQV4xYZuLyCEyE+fOE+90yQK9VfbIl7cTyRxqTvXLKQoXPXBwRgA89wMg1DlpoVCEOdc+xBdXctw7SStvZhjHOMHkKB1weu3gsOWIHFZks/BYkdju3dPQ5xj6HH+4v8VQ3Wq2kKEyXEagg/eYEnPOOeuepzyx5bAwtQabrFtcX0UQUGVrZpnZyW8uTIGxSOrYOWbr2GAMDmScmetVqwpR0+454mYKAkf8A30a0IAQu4ICR6GqiIFRVkmyR1461aUK0YKykfRa55M5Ei9bu5OTEAMYyDV+GaSO2MrAHHPB96pWpQoWMjZBxwBSajNBFahBOy85PIFZ8xokdJ4a8QyxQ21suoCOVUC+RLEzKSScYI5z68YGTWh4n8YW1/wCFdSt4oLtDLA4DyIFAwV688Hnp7H0rziPUYlVBHIzMOM4Bqi+qTPO8aqzRgHcx7c+n1rojiLrRGMqGt7lSGVyTJljtUEbc816lpV3YxWdlHc3tsI4bRYjEZM9Rk5H1P6VwgaIQx5ciTGcbSOKR5oUPzTCplivIPY9bnR6l4n0y1Z83JcFmA+QsXGeTjvnAPvxngBay7TxYJL60SIEb7v8AePyCYjkKmT6thmPfgdq56/kgkA2OCUPU96oSSwxsziUrxwfelGfU2qTnOPKzofiBcvHJaICFOXHXOTxnmuGiEnmbixOa6zxzdJdjSnfA/clgvpuC/rXLxSxAgBRyeeauo7MxpxsrIuRb84EgGfaul0pX2xgucbuSBXOwIjPlY8muospba3A3InA981g5HQkXbi7a3vrfH7wREsyA43HBGPaug0/xV9iska3WQ8qhhuZ/lXjJK98A8fjnmuHuLgPdl4rVnOc8DFVru4nSIkxFCTwN3T361dOs17qRnUpqWrZqeN9Wm1vVbSbylBSFk/dHeMbmxz6kEH2zVTw3LHZatFPOTFGkTfPs3EOVIHA+tZ9pJMZI/tJydu7ggcdhirUskUT/AL1Hi3dAw61pKvJdCFRidlc+ItJh09IoXlkkDgghCuM9Tz7Z9/TFcre+L4pMxW8VwnIBk2gbQOwH0yB2GeO5Oa2oWvIBJYdBms6WSLzXPJD9vQ1n7Ryd2jSLlTjyxZ22ia3LqX9pOwVSXSSOLkBF27VRQOwx+tedylpJPmcGug8L3qwawyxkgmB9xP8ACOuf8+tcqBuY/Pjnn5s1q23FMxUUmXURsDay464FaNrGSOqGs2FlCjLrwe7Vcjvo4dwBj+X0brWMkzaLRvJbvDaIqshJ5IzmrEFx9jminUp5gIPDcZHQ4rA/tVJeHPt948/lT3vbNYyY0BYDjLN1/OnFzjs7FPlktUaU+rRPHJZlI0Z0ZRsXBAOMgHsMAflVUWKiFWAkIYYOWNZYuLYbyELO2PX5RnJrRN9ZC2/10nmquAq52itHKXczUF2NyHXdVgiSKK5kWNFCKu0YAAwO1YurX+pONzXs672JfB5JPXms+bUpT92bkdTtNVJ9URciWb5m7bc1MXN9R2S1WhZW4uYpkZ5JH8thINx9Dn8+K6/V3tmeKVth3r5ioP4QcYFcJ5k00avD8xfhSRxV7xJdrazWtpJucwQhCQe/Ga0i24tGbWqN77ZAp+6vXH1q0skDMGVRntg1wEeoxnrExPuauxamqhf3THH+1WTTRoj0WKSAKu5cZHPznis/Ubu3acFfM46BSTXIJqUhAAVs9cl+1WYdTnQgk5K88saiXmzRJ9jem1D5XZRKq4zyKoRX0t0QsiYXfhSRnJqjcalM4XceM5xvPNQx6lISjEDanRQSOtOLSW4nFvobzCPzcRyL/hTSFwV3oPWsm61oTxqhgjjAP8HGazpLsFt3fngE0uujFyvsX7u3ie6DgKQw+9VrQJjZ6zbuHVFZ/KZl/utxXNnUy9wIRCSSQAQ3Wug0vTm/tSG4mOIocy4Hcr0/XFarSSVzNrRlD+1pDlWuIl9xViLV9q4+1DA6YXJrlY1GQcfrVtDgcDn3NKUUUjqP7ekG5VuHIAGMJ1NC6tMxy24+hOM1gR7wp+X360+GfzCFz36YrJrsi0jpH1iZ4WAyoxt4fFUhqMr7oxtUEDcRyTVDzsttJZR07U5mREOCo5/ifikroq0TWbXpktmgCRhCMZxk1my3wf8AhUDsMVUe5gAwzxY+tVJbyDj94voMCqUZMT5ETXmq3EQXytgXODlc1uafp322G3M7As+3cuODnnH5VyhlW5k8lWypIwOnORXZ+GbdtR8TnT5dSmtF8uQxeWm7LKhIX0A4PPt71bg3aKM20rsz/GV/G2qrwQqjCBegFYMd7EeRG2fUmodTuprqdZZnLFhn5veoI2A7it5xW5EdjYXUBg4izxjJapBeSNgDC4HXJPNZSsCfvgD3p7ShcbXz64rBx7GqNmK/mU5Vl3dOmabNeS5BDDIGBhazlnUJ94AnsTSrdQY5ZM+4zU8srl+6aEd9PC/mCQiT1OOKbPqtzMwMkpZsYzWe19AHJEo57BelQtfxHoxz6gYqlCQrxLbXjYyDzUNhLcXGpeVLKxQZJB9KpPdoQQN1WLJ2Ecs6MVcYX3PJ/wDrVbi1FkOSb0OxtIorCxvZ0xvdBGGxyO5x+lcCqjOefyr0DXLW2tvCUN9purX08b3Jt/8ASYVjW4ITc7xDrtU4U7vUe4Hnay465rWEHGCTM+ZNtl1cADqamRsDOD69KzxckHpT/tsjcAcd6hwbKU0a0cpbGOBUglJG1SMf71Y6XDo2VA+ppftk2cggfQVDpGiqI1fuAsWGSeoJP9KaxyMbxn6Gstr+fpvH5VGbydush/KmqLF7U0XbB4J6elVLj95gDO8GqxuJT1c1LYlpLyME5GcnNWocupDqc2h2+jQ5aKJQAqDJyOoArnPEEhfU2LNXSeFFttQ8TDT76/ubOGc+Wk0UsUax9yWMnGMZ4HJOBXKeI4JLLXLyzcTqYJ3j23AAkGDj5scZ9ccelFGFoepM5+8V0Iz1H5VZVs9GAFZQkcDg8U4PITgE03TuPnNguUXIYH2FTwy5UsM59+Kw0Dg5JJP1p53Ack5PvWbpItVDc3q4O5jn03D/AApGYAjptx3bFYRyBubNREljQqKH7Vm47pnOVyO26qzyKM/MPzrKptWqSIdVmzpyefqUcgUfKDnHqOB/Ou3iXy9JuZ2Yg8IOe1cHpzPBbvMjlWJCgj9a7XX9B1bw94X0m7vZ7hZbwyGS3KECDAUoGOPvMGzjt9QaUYXqc3RClL3bdzgIyc08yuvQ0UVT3GRm7mJA3Y+lT+Y+4fOaKKbSsTdjWZixBYkfWo5eCBRRSW4EeAaYepooq0ItaWA2oRZ9c10ljqU+la2b+22edEx27xkfMpU8fRjRRUf8vPkD+E5rUOJFA6Diqgdh3oorUhMXe39405OOe9FFJjQ48J9aOgzRRUlEfekPSiirEJWtaADTCfVxmiis6myHHqdB4i8UPrtjbxSaVptsYEWKJ7ZJFKRqDhAC5UDnJwOTzXE0UVqQhUAZgDVlo1U4A9KKKiRSDHy0hAC0UVJRBQetFFWIaetXNPOJXI64oopT+FiXxHRWWuNpBnjOnaffRTMrtHeweYAyg4IIII6nIzg9wawdav7nVNSnv7yQyXNw7SSPjGWPsOn0ooqo7Il7lBauQADbjueTRRUyGiRgMZx2zTRzmiisyyGU/NjtUY4FFFWthDT1pnaiirQmb2i2q3dlMXZ18lkKhSOck9a0NS8Q6pqGlwaZd3k01vbSvInmSMxLPjOSTzjbx6ZPrRRREmR//9k=", "info": {"video_id": "88326", "label": "pulling binder clip from behind of wallet", "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": "567ae66268e6afa06bbc099ade867292aecba977abba899f22629f621d73923c"} +{"episode": 67207, "episode_seed": 991784383, "split": "train", "timestamp": "2025-10-13T03:34:28.692774", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 991784383, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "123590", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "123590", "label": "squeezing paper", "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": "062a5bbdf4f4b6b5e339f92136f112518cc16c937c7cd7fec1a18b9d23ee9ae3"} +{"episode": 67208, "episode_seed": 639185899, "split": "train", "timestamp": "2025-10-13T03:34:32.443201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 639185899, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 school bag onto 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "183214", "label": "putting school bag onto chair", "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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LK6gZsbkJT6njFcKdmatGbnB4pQeabSjrQNDw3NO8ymUtSWLG5EgOAfrXa3k7rpJuoxukkAEY9z3riB8rA1oHVrgpb2zsBDEe3Ug+tUnYm19x02nT6bJA0pUrMpwVqtdp8ob0rV1e8jl021VmJmSQlR2C9z+dUZRuQj1FZQba97cLdC14fuvs8N0q5Ej7efYZqRDJLK3JYk9KZ4espL1pooxzlckfjXrfhP4f5C3E8WW6gEdK2c7LUzaPO4tLu4lEgjYZ9qmkWZoDFLkA17fP4VjihOYh+VcjqXhKe6En2eBmC5+6KulVu7ESjpc4SVDeJY2rH/R4GDY960NPQWPiqZ4VD2mo/LNCeg3dT/M0t3pN5p/FxbvGR3IqmkzpKG5DYrs5TNTN3wVcTaFrOq6TDIZtNPmOknZSvQ/j0/CsnxrKp1WzjbO0RAtj0JJP6Vds1uIbV2ihfZLwWA61ia9FLdzCVs5QAD8KJxap8qKU03qe1y65ZRaZFdxyhoHQGMr/ABDHFeV+L/FttqiXfkMcxxeWgPcscVU0bUZpbD7E8h224by89g3+TXA3LyC4bnOw8/nU1Kz5VbqNR1O88ODyNElOP+PiQAn/AGE/+ua9As7do0HBOe1ebxzXWl6MsjLiMRqAD3J6fqa9ght1RVLMRgD8a4sY7KKNKK3LNtD5lsY3/iGB7UKciNiMSoxRx7irVuvzbhyF5rIurwRXkibsGR1cfU8H+VcsdzpTvFrsXIrOEajqULD93MscjAdiQQT+lQR2Flqli1lqEKzGIlBL/GhHcHqDRpUiXOr37bg2xEj3A8Z5JFY+ta82h66ypGjo6guM4Ocdfyr1qM4xopyOZ4epWxDjS33/AAOT8SaJeeHJz5uJbGc7UuQPkf8A2XHY1hXOlMNJlurXfJYk4uYerQN2Yeo9/wADXqK+KtH1S1e1vomWGVdrxyLuU/iK5Sz0j7Brnl6ZP9q0q6zEyMfmQHsfUVHLG94PQ6Kzq8lsRG0ls+/kzzrSpn028RZODEw3D1Vhn+RqTxfJHJqY2Pk+WN2Oe/WpfEVqbDUoTggFPJcHsV4GfwxWFeo7SeaWLDAHPYVi3y3gYLXU2/DCWwFyZr6GAowA8xsZB7ilOo/aby7u/M3iICOD6DIB/mfxrmYVUyhXcIPUjNX7fy44Z/Lk38Dtj1qZS9ywRj7x2NpP+7Qk5yBzVS4cX2tmLHywwkkg8k+lZej6gGtzHIeYx19qv6ErTXL3B5MpJ/CiU7RGo3Z01nbKlqp2/wANXdN09ZIXuCOThE/Dr/SrNvbZtwMcYxWpbw7CkKrgBeAOgrkU0rtnao6cqM/VdUWwa3yCxAPFMj8VWjriWNsHggjOaxvFMgNww/uHFYEbnHWuiOJmloejDK6E6act2dPJ4ZW8uJL2waS2hniJZVOAc9D9Pauc8La3daBqlxaqcB2MEik8Bgflb/PrXpekMRolt8p5jGM9Og4ry7xlZ/2d4qkdBtju1WVCP7w611VNEpo+eT99xI/Fupzrqa4d/lVXBJ6nPWqvh+f7Tqb3lwS5ZmeQ98tWbreotf3aMy8qgBOOp/wqTSNeXTI50+xRzeY25SzY2/41nzJyu2NrQxaWRg8hZVCg9AO1JSd6yLClAoFPQc0rgkAUkZpyoTUiDPFSKuDU3LK7JgUnls6M46IBn86sOMimRcean95D+nNFyWa2hWa3trfmTLSfZXEY9Cqlh/6DVCQ5td2eqZqzoF+tk8ju+1QDk4zxjH+NVYh5loqjkn5efrQJHqXwN0VNXvNVd1z5QhP57/8ACvo6z02C1iCqg4FeI/s2RFG8TI4IdGt1IPb/AFle+1LhzS1EZl/aKycLyeKfa6bDb2wjCA929zV10DFc9jmnCrprk2IlFS0ZgaxoFlf2jpLApB55Fee33gu15WG3UEDsK9cuCNmDXOnyxdOBz8jfyNehRm3F3OGpFRnZFDQ/DtpLpNvuhXOwZ471x/jnwEUR72xj5/jQDrXpWh3EbLJCOPL24HsVFXruJJ4WRsEEUvatSs9huNldHyTJDPbXTJF8kjAphvft+dcZOksEskUoKyKSGBr3fxz4VCXUtxb8OcsMeteXeK7VZks9UQczoY5x6SL/AI1nWhbVG9GpfQwkmvLqBFad2jUgBWbgY6V9QxxiSIbx0Ar5asLOS7uxBHjcRnk+lfVqxDYpDHoK8/EO9jqh1HwR7LWRz6V57q0UV/Lf3Ml3LBHZJhWjOMv/AJwK9B1K4Sy0maVuAqkmuBht1utGcyruLus8gPcFs4q6EOZinU5dzpvDNgum6DE0xxIyedKx9Tg/oMV5j4j1L7brDzdnckfTtXoHibWlt9H8mNsGccY7J3/wrx65nMt3u9WrfESStBdD1sqg7SxM95ben9fkaccpyMHFdPpM5jsIzlW24dDjkE9ea4+N8Ct/RJC2m7RknccUYX4mVncm6UF5lT4kJay2ceopERJeYXYP4ZF6n8q4BW82AZ6kYNd94xnSDSNOXcN4unyD/ug/zxXBnC3Myr90nev406/xniUvhM51wfcVsXWmrY2SypKZFnTcDjtj/wCvWZcLtk+vNaEt2J9FgjLHfCGQg9Mdj/n0rGWxpHcyoWcNhCQW4r0nw5ZbUiXHRRXnumwGe9iUD+KvY9As9u3joorKtKyNKa1N+zs90YGK0TbLGA5GCBV2ws/3YqvrUwt0Iz0FcfM3odsTyTxLPm/lGerVkI+DiptWdrrVJtvJ3cCq7QywybZEZT7iupJ2PXhUVlG/Q9W0mYSeH7Jl/wCeS/hXEfEK18+ztriIfNEGfPoAeldDoFxjw/HGeqpx+dcn44uUuZ7TTklKqF8x/UjP+NenJ/urs+Skv38ku7OLkCzwhu+ODVRGMUgYAHHYitKW3+yXEtuCSgwyE91NZ8y4ciuOLvqas1JNNtRMkQ3gsCQQaxT1rbtrtLq7jYDDLG2QaxKolbirUiDmmLU0YqWWiVBxUgHzChV+WlwQakdxjjC1DnbKrVYcZQVC656elAiK3CmcCQ4QHLZ74q2JY5Jp/JGIy5ZBjGAaz2ILEjp710Hg/RLfXdcWwuryS1EkErxmOPeXdVLBfQdOvtV2JPbP2e45Fu/Ek0hz9ojtJQxPXPm5/UGvcq8J/ZwuXng16ORi3lC3C57A+YcfnmvdqYENy5SL5fvE4FSKMKKpahciJ41zzmnfb484yKcU3sONOUtUiHUnZWAB4rEU4vAW6EEGtC9uw83BBFZkrqTuHDDkV2U2lGxlWwrXvFW0u/sOpSuTgNbp+eK011lZoCc4INcpq4kHzoxBAxXLvrN1azFSxINaWj1PPnFp6nV666zE7uR1FeKeLbTybq6tE/1Uw86Mejjr/n3r0mTUzdWmWPI4rzXx1IQkZBO4Hg1Fb4C8P8Zxmn3P2PU7a4HRJBn6Hg/pX1mkahARnpXzXregaRa+HrXVtL1C8mDXf2XNzAI1uCF3O8Qznapwp3f3h7gfSYfbAAT0UV5NfdHpI5H4g6g6aSllCf313IsCDPdjiqUF/a21l9hScSLGoRpQvMrDrgdAPesXxjrSDxdaxDaxtoZJVVum7GB/M1kWl0GYkcA849K7cNZRuctdOTsU/EeoyDWpIgzeVLErIGOcY7Vzys0t2iqCSTwBV7xRIBqFnIDyQVNM0uFY7aS+l6ltkf8AU/yrOpHmqHq4XEunhtemxMCRkEYI6j0rpvDzLHYYZfmwSDVUC3vl23EeW28SIcN/9enWsggtyueBwK2o03CTZjj8dHE0opKzTOZ8d3Lz3EEK/cgXc31Y/wD1q5mKSR5UkfoQUB+laWqXgvrvUTncDgqfYcf0rMhYG1A7rKD+BrGpLmkzngrRSH3AyAaYrEWsq54yK3fCun6XrPiSHTdXuZraGdtqTJLHGsZ6ksZOMYzx1JwKzdTsTp+qalYGOeMwXDRBLgASLhiMNgkZ9cEioexotzQ8JWJmvFkI4zxXtOiWXQ4rgvBmmBY0OBnFeuaPahVXPpXHWldm0FY04oxFCCewrgvFt/saQZ7V3OpTiCIjPavJfEd0LnUG3HKKOQO9RRhzM09py7mJbaaUsJtSnOJHceWncDPU10aG0vbVEuYFcEcMOorEE++Nouo4P5VcspNsYQ9VNexTSSscNavOU+e+pfslSGAxR/cTIGfSvM/FF4z+J55AchMIB7Yr0Iz+THOTwRXmF9It1JfTdW80HPtnFOs0opGVK7k5MW5u0nltyOXCbXP8qrTrnDU+JVOmSMB+8WQHPeug8SeDr7w54d0jUb3zlnvzJ5sDRkC3wEKBj/eZWzjt065xyJW0R0HJgkHIODSUUVYhy1ZiGTRRS6jLqKMUMgBoopAMcYFVmPzCiipGVXG1yBWtp+q3OjX1tqNps8+IsF3rkYZCp4+hNFFX1JPav2av+Zl/7dv/AGpXvtFFMDj9cnkFyPm/jqGN2aDcSc0UUUj2MGv3C9Ss08nmEZoaRiuc0UVrFmuKSsZ98d0DZriNSUeeOO4oorZPU+erpakF4TDE2wkcCuG8WuXso3bkh8UUU63wnJh/iMrXvFsniGG1hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1r6XuSRASP7v9KKK8uvuj0EfNfjK7mk8Y3Ehb5kcBcdq1rCZ3VSTziiiuqlsZVDN8QsWntc9m/pU0JIsUXJwMYH1PNFFV9s0X8D5m1YMcqM9Aaz9XupYNPuTG2DkgH0oorb7JyfaONsyfNYZ4KEGoUYgED1FFFcfVnWdBo+tHSpLyJtO06+hlXzDHeweYFZMlSCCCOpyM4PcGqy31zrOrXN/fSGW5uZfNlfGMsST07D2oool8I47nrXhSJBEmB2r0rTlAUYHaiivNqbnQYfiWZ1STDdq8hvpna/ly3eiiunC7mVXYjidg/XtWpGx3qe5UUUV6cDjmVdaneKwkdTgmM153ASRKM8FCaKKyrF0tmLCxEEwB44NaV/4m1fVdHt9Lvr6ee2tpHlQSSMxLMF6kn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"info": {"video_id": "183214", "label": "putting school bag onto chair", "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": "7273b012a95499f2257782931e2fe4152b0a29ff734661dbe236a340975249a2"} +{"episode": 67209, "episode_seed": 2393738213, "split": "train", "timestamp": "2025-10-13T03:34:33.777339", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2393738213, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of flash card, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "31435", "label": "lifting up one end of flash card, then 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": 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": "31435", "label": "lifting up one end of flash card, then 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": "90f6de823730c927b5a0fc5d285840440fbb624d4c1b9577439decae34e229b4"} +{"episode": 67210, "episode_seed": 2868827190, "split": "train", "timestamp": "2025-10-13T03:34:36.497382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2868827190, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 desktop computer to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "67771", "label": "showing desktop computer to the camera", "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": "67771", "label": "showing desktop computer to the camera", "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": "9f0a814ac175b8240ce8443c8da307dbb7b81b3e2eddeee401b2f7849e60b21e"} +{"episode": 67211, "episode_seed": 3239278546, "split": "train", "timestamp": "2025-10-13T03:34:38.682666", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3239278546, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming glasses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "177512", "label": "turning the camera left while filming glasses", "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": "177512", "label": "turning the camera left while filming glasses", "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": "ad9f85fa5aa488b3b939588d52acc50d6aec9c87dde143c06c4c444691c896e3"} +{"episode": 67212, "episode_seed": 1885825527, "split": "train", "timestamp": "2025-10-13T03:34:39.365918", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1885825527, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw thermocol'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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25MlQDGfapDyU9zUQcbDz0FOBxsNJnoFiM8sfelb+tMXhcetK54FIq4ooY4IxTQcClyKB3LEEm1uelbls4ZBzXOK3NaNndbBtJplxmjy22vFichzUz3Sk9Risgp5pG081J5EkEe+Q/QZqkkfN3Og0rR5/EVxsjOy2iI8xx1J9BXpmj6DbadCsUMIUD8ya5D4Y3O25u4HyElIIOOMgV6mYgh4FdtOKUTirSlzWY2GIKoAFSsgZSDQvA5p2QasyTs7owNRs2gYugJRj+VZbDJxmuvlRZEKsMgiuX1G0a0kLD/Vk8H0rkq07O6PosBjvaLkqb/mUX470xnA6/nTXkABJrmrKW41XxbPpkmrXFpGRIYhGm7LKhYL7Dg8n096zUbndWrRpRuyTxS+TaYPHz/0rm5n4qJNQurxA1zO8mACu49M9aaW3Hmoas7HkV589RyR0fgzR49R1B7q6jD21vjCtyHc9AfYdfyrW1XwJYvcGW0na3Rj/AKoLuUH25z+FaGhiHStHit9ylyA8n+8ev+FXvtkc5DBgQKG30PSpYen7JRmtTn9P+H8TJMJLjzHGCpVdu36+tZWraNe6bdKrqGhAxuUflXqvh+ISxTSYzuf+QAqbVdHju4GRkHTjFdMYXirnz2IqqFeSjsmeICLzJSrDIPG31rqvCztp9+1jMSN64XP5j+tV77SH0vVFdk+QNuBxxWm9tNdtFeWiB/sw3SMPQ8/0rOS6HTQqcklU6HTEjHWkDDtVZbhHQMp4IzWL4o1Cez0hpbWZopRIo3KecGskrs+hlNRjzHSCZed3Bx+deb6Dbi51MSNkpDz+Parmq3MsOhw6jYa7qMytcG3zcRqizkJuZ4u+1ThTu9R7gXvD1kbfSkdhiSb5zn9P0q3Bo41UjiJxaWiNuExlsgVeGwLkAVlqRCFyw65NSG7UgqGGalnai5A+GY5q1FMFbjvWUk6qvJ+tTLcr1BFSOWqsdVZXGQOa2IZBxXI2N0Mjmt62ucgV2U5aHzmNoas20kFRXBBU1AkuajuJ8A1s3oeT7NqRj6gwXOeleZ/EWQH+zMHIHmf+y1qzanLfeObnS7vV7y1tXm2RtFLGix9CSS4xjGeOpOBXBeIri9Gpz2l5Lct9mmeNVucb1wcc44zwM44rlqR6ntU669i4C6NALi8Zz0jHH1NdOkS4rK0S38nT1cj5pPmP9K1A4AGetYnoUI8sEOcBSAPxqbIyM9qqO/z5PSniUUG6Zc8wYo3ZqsJRmnebikPmJ8+4oJA71D5i9T3pDItA7k4O35l59RT451B44PcGuf12+lt9PZ4JGjbco3L1qHXNL13QtE0q/vLu6We9MnmQlMCAAKUDHH3iGzjt9QauMG1c56mKjTlys5KIkMuPUVdm+fywe5AoopdTyYnV6DM9veWqxYUBsACvZYj5tsjN1Ioorso/CZ5gvfXoMIxkUq0UVocAhqvdRJLC6uoIIooqWawdpHAX48q4eNSdobAzXDz6hPpPiWa/ttnnRSNt3jI+ZSp4+jGiiuaO59BidaSuZcJ2owHQACrMHM8Y/wBoUUVnL4jhj8SN63uJftGN5IOOtaVvK8d5IisdvXFFFSeqeo+GAP7Jhbuck1tSKCcEZFFFdkdkfK1/4kvUxNU0+2uARLGGHvU0WnWllo00NvAsaFSSB3OO9FFOwk3Y4O1JW2iUE48sVkeJju0Z93P71P50UVxrc+rn/B+Rg614jfWYIIpNM0+3MCLHG9ujqVQdEALEAc5OByea7BpnSMhcAKvAoorWZzYDaRzM+p3TzbjJ/FVk3EoSOQN827FFFZM676mrHM7RnJ7VKsjByM8YoopFmjZSOHGDXSWkjYHNFFbUzzcZua8bnHWqt5IwB5oorfoeSviPJdZ1htN8Q6ojWNjeRyz7il3DvAZRwQQQR15GcHuDXJane3GpajLd3cnmTzuZJGxjJJ5+lFFZT+E3h1OnnmeCBRGQABgVQF1LImWbnBoorA9ont55HiG45qVnbOc+lFFAyRZGz1p/mvnrRRSKFjdipGehpN7YbnoaKKAMzWvm01ieodf51kX/AIh1S+0yDTrq8mmt7eR5UEkjMSzYzkk8428emT60UVtDY8/E/wAQ/9k=", "info": {"video_id": "94037", "label": "pretending to throw thermocol", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "94037", "label": "pretending to throw thermocol", "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": "364bef31aa2b725708f82583121bab7cb9fd1154c75612c31c993948382eef11"} +{"episode": 67213, "episode_seed": 3968563868, "split": "train", "timestamp": "2025-10-13T03:34:40.146468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3968563868, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 memory stick 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": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "79158", "label": "hitting memory stick with pack of cigarettes", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "79158", "label": "hitting memory stick with pack of cigarettes", "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": "691202a169c30f35ca7260b489c25db61826aecb6a113c148796724a563fa661"} +{"episode": 67214, "episode_seed": 3041679493, "split": "train", "timestamp": "2025-10-13T03:34:41.213233", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3041679493, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166028", "label": "poking book so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166028", "label": "poking book so lightly that it doesn't or almost doesn't move", "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": "54424be26eaab9b6d21c747439a003007aa7635336b1974c5b766787dad3db09"} +{"episode": 67215, "episode_seed": 1445791938, "split": "train", "timestamp": "2025-10-13T03:34:42.674603", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1445791938, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a book with a mouse on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177190", "label": "lifting a book with a mouse on 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": "177190", "label": "lifting a book with a mouse on 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": "a96bd0b570e8c338300780098a3f7e22219f85a2f3e502caed06f23740de161a"} +{"episode": 67216, "episode_seed": 372905820, "split": "train", "timestamp": "2025-10-13T03:34:43.375422", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 372905820, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tooth 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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6KVtu8ZHK7Tx9GNFFNAzS8BfK18o6ARj/ANCr0OAkbaKKGCNaBjsPtVyB2IUk87aKKQy0rH5atKxJGTRRQIe5OAO1V0kZmOfU0UUMBjMWAJ64rjfH7k+FXz3nj/maKKSA861fX21iKGOTTrGAwqqRvbq6lUHRQCxAHOenXmvSbTqPoKKKphE3rU8VoxE4oopDLkTHKc1ZBzRRQIf0X8KaztuUbj09aKKQEDyOrghyCTUEs8gKjccHr70UVDGjxTxHrUmneKtXU2dldxy3G4pdRbwGUcEcgjqeM4PcVji4l1O7uLy7bzJ5m8x2xjJNFFWtkT1LMcCsWbJBBwMVq2kKrtC5HXmiigZ2Ok2VhLbo0+nWs0ijHmOmWP1OasPBpslyySaLp7YHBMbZ/PNFFaRbsBes/CGhXMU10bAJIIzt2SPhSR1AJPNcZBZQNqKIy5HmbTk9RRRSmCNTX9OttNitzbIVLsQxJzmsOOQyP82KKKzGznPFTsdHbLHiVf51yepa9qeoabb6bd3c01vbyPKgkkZiWbHUk8428emT60UVa2JZ/9k=", "info": {"video_id": "147642", "label": "turning the camera upwards while filming tooth brush", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "147642", "label": "turning the camera upwards while filming tooth brush", "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": "81439363ac00777ed62c47d8e8828f8cac17d1972e5621d64956a2b20dade8e8"} +{"episode": 67217, "episode_seed": 1762773566, "split": "train", "timestamp": "2025-10-13T03:34:46.372414", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1762773566, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a coin out of a coinpurse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18655", "label": "taking a coin out of a coinpurse", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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cMMg8GuI+JsjReHIcH71wP/QWqTQPGltqR8sqYZx9+In7w9RVL4qSKfD9nhshrjcPpsP+NTycs0ZxnzJ9zydrgMcMD7Yqa11W7sWD2l5NCV/uuR+lUD8zcD8qQqVwTXQSdJZ63d3jSPfXLTlQMFzkj/PFX1nMuCpwPSuRhfaXC8DitCzu5IWAJJFc1SOp1U5WikdVHNhcZoF0RndWbHdB0BBxTWlYjrzWdja5Yu9TMcbYP0rK0/UpP7UjEpIQnjPepHhLsCwypPNLq1pGIoZ0bDKQDj0rWEVYxnUakkdtPq8+n2kVzAA+18Oh/iQjmus8PX9te2pktCPLk+cL/dPQivLzceZp9vECSepJNa/hW8bS9W8vefLchtvbBOD/ADB/CrSvGxhXdql0Y/xMk3eLZV/uwxr+mf61xW9gOCa6n4gymbxhe8jgqv5KK537OEHzHJxnjsK0j8KIe5EJHYgYBxXZS3gUYBrj5EKMGB4PetEz55JqamtjSk7XNF7xiSa0vDuktq98HuiwtEPzY/iPpVDR9Jn1aXccpbKfmf19hXoNpBDZ26wwqFRegrCTS0Ro5FHTvDVvY6rLcFVkjB/dqegPrXWWMj+cMA4zzVG2iWTczttVeSafc6pFaRFmk8uP1A+ZvwqYRlNmdWokryOiUjHWlIPauFbxQIfmjsJ3T+8zAE/hW7oniO21UBY3IbOCr9QfStXSdrowVVXs0cP8Trox61aoSRi3B/NjXCx380UyzwXDRyKcqVOCK674pv8A8VJED2tk/m1cAcnIraHwop7nZwfEPW4FKzeRcg9GePn9MVNZeIW1K2ZJIRG8crOdp4O7Hb8P1rhgDnaT0rS0aUqZ/m/u/wBaU4q1zSm9Trm1LYMZ5qJ9TD4y1YdzPuGc81UknlhhSQowRyQrEcEjrWFjqTsdVHrOx9obge9adrqIlnVg/TrzWb4QS01CC6sry3RyQJFYjnHQ8/lVRtLubTWpLEzkRqcq3dlPSkt7FQd3Y9Hsb1GuY1EyszjpnnA610kUm8kg8CvOLfTTZz275DRFwzM7YwRz1rsrPWbR8JHNA2P4Y2GRVuEpaowxNSMJcrL+o3cllp9zdxkLNDC7I+OVO014qPGWtxKyJqdwxJ/jfcf1zXr+vyBvDOpOvINrJg/8BNfO0pw5PvV0tmmc7tud5p3xIvbaMx6hbi6weJA2xgPfjBq/J480m81CycJcQhJQWZwCAMEHofevMPNcHqSPekZ2Vd3HqKtwTGnZm4ZierUq3e08Gs+MyTyCOJS7k8AV1OlaRHar5tyqvMegPIWuWTS3OxSYy1if+z5byRRnG2AOONx/ix7VXjSOwdW8oO6jJYnlf/r1f1iZkEPln5uQMdhxWHFOxm2MBtNbUeVR5pO1zhxVVqdtzqrfxFDHbq5jlPOG2lQP61rSatpstqr7ZXDLlllhRh+BBz+lcUlp+/B48rOSK1UjAi24wmMYrrjTS0np/mcuKr01FOjq3r6Ls/MmuNOsZZEvtMk+zzKdy9dpPoQeRTfGmom68OWEUnEiTNlT1A25H8zVJn8mQqT+6U7utYOr36XtupQsRG+0E+hHH8q54xm1eatZlUKvO9CmgVbbcApYn06Cmbt6FWBx1Umkib92QSMA/kaZITuIoOkms9Pub1pfs6qdmN2Tj6Vbksry0jDzQny+RuHIqx4bcrJcZ7lf0zXUqQIRGwBGMEHms6r5WjSm27o42CcjvxWjBMsnGea0JdHsZCSIyhP91qw5o5Fu2FrC5hXgMx5JHWs172xtzqO5suyNCV6H+tYl41wh8uUHaTwexrVtbC7ulVmjZMH7x4rTWytmXyZz57f3FBY/pWkYSRnVq0n11MGGC4uvLiR2yo/gFallpepxXQllOEjVsMzck44GK0Fv7WxTywgjQfwJyx/Acfma5zV9bmuAQokVTwqA8A/hWqjZpHLOo5y0KGvX5v8AXbq7wRvkJAb24/pVaVhI4bPHUn1qmXZpCXOWPUnuamL4VfQjn60WNALAqE/KumtfD6/abZJ5fMLtllXgBF5P9B+NctxxXotqP3skpPYRr+HJ/U/pUVXaI43voa8AjhRUjUIi8BV6CrSyZI9KzA+cVI9yIIS7dFGa40ast6nq3lxrbxdEG5/6Csn7QZZPNlJZz3Pb2FZl3MzSrCCWlPzyAf3j0H4D+dXYIxGhaVkGwZZnOFT6+p9hzXdGNlZHDJ8zuSSQT3bAIRHGOrMcCiG2t9NvEvFvwjAfMAOGH1+vNQLqUc5YwguVOA8i8D6L0H45NUJ55Iy5nbcG+di/PT61coyik0r3MKlX2c3Tluit4/vl1DXIp1YENbRk4ORnnNc40SRKMj5iM/NTLq48+YtjaM5Vf7o9Kdu3ouewGR9KTVtDuV+oyUKyh147YpLKTy2lH0/rTS/J44zWn4ftIp5LqaRN7RBdinoWOQM/jilL4SouzKU1wScd66wzWus+DAmAs1ntJUdjnGfoRVbX/D6JbR3FquTEgWQf3sfxVi2olgyUJCuNjj1Fc/xK6OiN2dj4Ug8m7aQ8fuiP1FR61rCy61EyBdkI2hx1f/61U7e+ZIzFDwzoVz6DvWY+bu6VUUkDp/jVxh9pk1ans6mh1NxqCXdqqyAMqfNiseOyu7x/Ns4XRgfldRirtrAsa/PhtvDM5win0J9fbrVq6v3ii2ROznpu+6o+ij+v5VrGNotvoceJxKlLmfU24dUvP+EP1K11Bdk4tZMc5BwMHH4EfrXkQjM0rKCB9a6fVNQaKCR0nkAkBj2E5BBHNc1BJh3GfvA0J3XMuoUpKUdA8pMbcnJ6e9VZsqMHtVhsA7uc5yB6VBNh1PvTRod1o9nDa24dF+dlGWPU1olqq2LZtIxj+Ff5CrIwa8+XxM7I7FPUED2+ccg8Vi+QTPv4x3reu8eSQec1gS3SEujbhkbTgdK68OoTjyz6HHjINpOO/wCg9NRU6h9nABTswPU1rmUGPr26VyAhKt5SkYzkSYxW7b3UPyhnDYHPvXRK1Vpvoc1XDxpuPI91r/mSXkDS2rqOrqQOa5W6SS2/dOCueSD7V2Tzwxo37xW3cjnpXH61OJdQYqQVVQBVzlzRuzWMFSn7OO39fnuRxuCrAnrSBz0NQI1anhnSoNe8QHTrm+ktVaKVozHHvLuqFgvoBwTn296wvY2LWgNtuXz0Kn+RrrM571w3hqY/bBvb72AM+4NdwDlQfauetqyodRSPlyOawprp7ZWjELbl/i38eucVunpWPqEY8wMTwRVUGuawVYuUdCvFrl0VCBIsj+J03H8jx+lRtPd3DfvblyD2U7R+QqtO4hjLRKpfPSorNp1bkM4PPPaumyiveepyw9o4uUDUCHbtGeOtRXeyC3duAdpOD61PAk7HrsB7Dk1na9D5NvG2SWd+ST7VMayTte5aop07NamAGyetT78oFqrSyuyxEqcGkaFlWwR35r0qIBYUTuBz9e9cbrOjaZaeHbbVtL1K9mDXX2XNzAI1uCE3O8Qznapwp3f3h7gdiO1YVnexcCUexqG9mG2KInhmy30HP+FPDY6msnUbsfayoB3xrtHuTzUUY3mhVZWgyWOWO2Z3clpnJLEdc+g9PrWZcXV08oZwMcqiqOF+g/r1NV5Llt4QHqcE1dWeOOFXdgoPGSe9ehBQk3FPVHnxxMqUruN0y7awrHGMcDufU1DOhug6twpyuak80CHA65oaQWcDvIwCgd/WqhOSk10M6dL27dSb17+ZyOowra3xiDbgoHNR7j5SkdutM1G5W4v5JV+6cY/Ko1c7cZrGduZ2O+HNyrm3Hlh2610nhFd81xxwu1z9RnH8/wBKyvCljpureJYtN1W7ntYZztSaOaKNYz3LGTjGM8dScDvW54ft5LDWNbsnWeM28/lBLgASKAWGG25GfXGRWVWXuNGkdzpS3BB5B4INcrd2htrloFUlXP7v3zXS7zTHKgF2x8vOT2rlg2jeMuXU5+4QJK8EC4xiPI7nGWP9KkEsNlFkKzEjqDgsfr2H+RVfftT5jh2yzfiaIpllk2jkep716MIKyTdjzqldRldq5IZ31Boo2cgRgnHRV57D+taTSeXDuPQ8CqNvFHFISowSeasytvcL2HJrTmdOSj1e/oYYiccVJRh8K29XuY2q20siiRQTEikn2rEhILD3NdRrMqx6ZLztZk6VyKNzmpq20sdVFSinB9P+HLLsG4J5Hf1qNgCMGormQ7Sw4Oe1bniDwlqPhvw/pGoXjTLPfGTzYDGQLcAIUDH+8ytnHbp1BxlexsdJppJsICf7gq6KKK8+XxM6o7IgnOSKz2iQucqDRRQikOEEeD8oqSK2hYZMY/KiiquZvcdJY2zA5iX8q8+lOZGz6n+dFFb0XuRUGqeaksNVudF1VNRtNnnxbgu9cj5lKnj6MaKK1ZmLpZKzpgkbXUj8K9GT7ooorCr0KiPY8H6Vm3iq8TbhmiisyygkMe37gqdFCsMAUUVVxMuIBjpWH4pY7LVe3zGiinD4gexzVJKcRZ96KK6TI1td8WSeIYLaGbSNMtTbokcUlqkilI1zhAC5ULzk4GSea70dvpRRXPV6FxFNYd98182fQc0UVeF/iGOJ/hspTxqsuAO4NQasPlt07YY0UVrS+Op/XU48PrVp/wBdCxps8k1szO2SpwPpRfZl0u4kckkIcDsKKK0rt8qN6KSrTSOVPWnqaKKzOgsafrzaM88Z03Tr+KZlcx30HmBWXOCCCCOpyM4PcGuk8L39zqt/q2oXkplubl1llfGMsdxPA6D2oorKp8LKjudJVTURnT5x/sGiisIbop7HOSEmMk9zS2SjziPc0UV21P40PkeVP4ZDbK5lkv51ZyVGcD0wa14nKkng565oorqfwtmkEliYpeX5HMa3PJJcjc5wVzjt1rLXrRRXK3dnaLOT5X41avfEur6npVvpd7ezT21tI8qCSRmJZ8ZySecbePTJ9aKKl7gf/9k=", "info": {"video_id": "18655", "label": "taking a coin out of a coinpurse", "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": "2886d0977d3cc6dabb235973e6d4157248ad1b1e10ac1994dab3fb5e574fbc1a"} +{"episode": 67218, "episode_seed": 71497018, "split": "train", "timestamp": "2025-10-13T03:34:47.527630", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 71497018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a leaf so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8089", "label": "poking a leaf so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "8089", "label": "poking a leaf so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e4dc449fca5e1ccc7487c10832e15d0de141ad88a0a360a3f595241e1aac2ad3"} +{"episode": 67219, "episode_seed": 3828176120, "split": "train", "timestamp": "2025-10-13T03:34:49.309187", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3828176120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 comb and green toy on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199837", "label": "putting comb and green toy on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199837", "label": "putting comb and green toy on the 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": "16a30dc692bd95b15d26e482d944293eb4c16b7a7bb9c7386d2eab509538da48"} +{"episode": 67220, "episode_seed": 4114150530, "split": "train", "timestamp": "2025-10-13T03:34:51.415547", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4114150530, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 3 pencil onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "158096", "label": "putting 3 pencil onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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3Vsv1K9wWMjFXJCN8p24/Idqc3lSyCQqcuMt6ufX0GemR9OtQzyF5DkKFYn7ucAZ9+fStL5rC2aIoFklUEoQOB2yPXrx2znrUp2O6vTdSFOEd/wDgDLONF1C0RFOTdwgbRjA39+/0HbNdJ48iPmaev3ZALgxuOifMDnn8ee1ZluRM9n5aoFju4sAA5TLDj88+579K3PHkUmbAyqHg2XHmrjJYBl6e+ec1pHY86pBxtF73f6CaKEb4fK4C7ksySx7neMn9K7ma5hjuI4XlVZpMsieoHX+dcX4fjH/CFAJKoQWMoJPruY8/lTPFG5fFcM4MiiMIU+YjA9j2pufKrmHLzSMvTrG5g+JeoytEfLzIxP8Ast0NdRdeVNA/lOjryhxzg9wa1L6JE8yZQFkCH5senIrzzwvct9tmjeRyJQzlG6E+p96d1F27i+LUyfDMSjxHBHHnyoYZJg5H3j5ZO7/PpWj4kjC6haQEgGKwt0xuPpu/HqOtUPDW4XF6F3AW9nKinHOWwufxLVra8BL4nuotjM0LRoWRckhIwG+mPWueT0PUhLkipeX6mXZWhup0iT7xPTGc+3FXgHj1poLg4IJTY2SVYDr6k9cjvmtYKug2D3FlGPPkjAEkq7gST+gIJx3/ACrGhuds0ssdsCZ1kG2QAiIt3Prj/Cs0zpk/rU5Sitlp63/4JHfpHNdPJE+Ucghsg54HpXQeFEP/AAkOmOTnMc+3AJ42MP8AIqrJpkZSNrhbrccEuMMZMgbs9xjnj0x6mtrQY2TxLYRiFoVWKfbGQMD5DyOvHv36047mc8RGdONNdE/yZj+P2Emt3kcJzMtrECpXgpznHv0HP4V2CqUexbbtVrqDdt442ycH9K5T4l2pTV5zu2I1rCd6jG6T5vlPqMDPtXcRwhIrbjapuoMHPUndn+lb9TznsjVuFUp5igBnGCfX0rBvYvMheMjPHIrodSnt7O08yd0jiQqrOx4GSFGfxIrznSLyK113WoZrmT95cICkkm7MrOy4X0yAOPajyIsZvi2CG20C3tBtEZuQMHgMQrEc9hnFZXgoSz3UckoXeb2MHIPyiNHbHpgcVqePsGOxjYFuZJFjx94qBgfqTUfhRPL0OK7blv8ATJz74iC/+zUbG9NXucuUk2Kz7SJB5g2tnqe47Gp4beaeGRVRQqt94kAg47evuKiSMBVAfcAoGQ24f561rW9rNDpk94mSg4LD+HJAGfxwfqKy6nqVdMMuXdv9WOhsJbPT7h3RVLRHnd83A6e3rjv3qhZ+YbqMruLF/lCnBI+v0zWtbxNNocz5LkKQT1wdw5Hp7gdTzV+HQhE9jcIT99Vf6EGlJpGdGTUJqe7v+Rq+H0DeB79nQMWjvSQvAHA/SuY8Lc63eBs+Z9mBlTA2qwdeBn/IrvZ1itPDmpRAKqi2mI46lhz/ACFcn4bs3a8v7tk8y38hYkuAx+fkNnI78fh0rWLTSZ580+aRu69btc6TqJBJVL4tkD/pmuc1Y0GB4fD8KSDGCxHuCeDWvpyi6j1KCYZX7UUC46Dan/16dcoF2qOEUbafL7/MYX92x5V4ikNv4ulkYKwBUgY7Y/nVLxKTJqdyHXbFtiiQerqi8j6ZP513OoaZFcajFcOowoyw9c1wuolb3XrpXUgNelYAOpXO0/hwPxpJNXLhrKKOl1KM2OgyoFDbLq0iCseoSHJHPA5NctjfuZlAJycAcV2HiaRpbJRGQm7ULlxvGRtjRV6f571i2OkXN1OhSMrCxGZH6DPb6+340pHp4StCndzdtP1/4A2H7PbWsJlt15OzJH3h/tEc8Y5/TirOrgm3gVYhH+9JZAOUOORwMflUmvJbm5t4rF0dQjDzl6Od23GMcYIPXNF8spMka7ZFtCVcoMBSABjPQ+uOuc56UjmpRUZwqN7tmXFEps7lmVtwjO3H49fbtj/Cu98SwongSASrlSLMEL1I2rxj16cVxkMMken3E7IoieIqCeoPrjt6Zru/FbTweC7QwiMujWwO7oPkHX8Px9K0h1FjZKU7rv8Aoc14HhmjkvJJG84/bo13qcAjA7duv4V0U+kjU/DkPkvvaOZznHXMhycfnWJ4DjtzFdC3ZmQ3q7eOmAv867Pw/Gw0lEOCA0g+Xp99v8abSaszhk7O5SFoljaR20fSNcD88mvNNatZYvG1mpYeTcXSyYPT5cdf1r0zVb21sDF9qnSFp5PJiDnG9znAH5Vymtwg+KNIJPCrcSfTamappWCl8Rz+sQyNZaYP3Q22LTkMp6PKx49+nWsiEOJEKnncP4sY/HtW14iiRLuygyAYdPhTG485+Y/Xr3qjpdr9qvI4gSGLcY5I/KsZbns4aypTf9bX/U0rTSAb0NNdKCcfNtxknkYB789z096brJAuoVDFsQjr25J49uc/jU08bWniGO2lCgR7YynVMEZOR7E59sCk1RlluQ+HDbAuHB3dx+PY5HHPFGxz4RSVaPN1WgaXCDcae+9eb6IBc/7QGf17+3vXXfECA79LKnbMn2jyQ/QtleOPx9q5rSMb7MANvF/CR9Nw/Pp1rq/iLt87T4mTEUkdwry7seWMryD+GMd+lXDZmOLd6mnd/oUvDyMPBcSzbkV7O43OwyBy+a6TUtBS/vLW4PMRXD5HYcViaDD53giNFkDMLOfBPAwTIBXbJuezUkc7B/LNW4qWjOFtp3Ma7UMrADjkc1wemaJ9l1KSQl8ICF98jFdlf6rZwa3Dpbsy3My+YoK8cdifU4YgexqnMgV+B0PX1puKbT7CTscD4TgN+bh1OFeW3tuc5Klwev0Stays7i61K71NSSbi4keMqOcBmA5PGR1HpVPwfcxpCZ0jEavdSXAQHgLHEx/QsKZZ3UVho6TSkTSGPe0O77wLdB7/ADdBXHNnpy+Cy8vyJ9T1G6tvtGlOg2P5TDjlCDux+IrOWTar4Y529BUU9ws+oyyhmdXK4YNnPyjGT3qxNClq9rsRQ01ussjYzksW5/DAFSerhEqUIpfa/wAjstMu5tXtp98cEGJVSKN8BAu0Zyw53fxenGPre0exSHxjZ20WQBDc4QptJyv38+h9O2K53SLpGt3sV3vfXE+YU3bURQo+dz2zjb+vauo8ND/iqtNLmQs1nOxMkm4qcAY/AcZqo7o8ucFCrKK2Sf5Mw/iaoXU77K+YRawqVzjZwTv/AD4rtYFb7DZuXC7pbfORnOT2+v8ASuO+IuP7c1Hy2xKttE0pJ6x7QMD8cZ9a7pRGNLsXJJU/Z9u09W4xn8626s5ZbIp+NViPha9WWLzIiih0IzuG5eK8ftbaCLXdL3kloJo0wzHdnePmPqevze+Peu38e6vLaahPpz75Le9slUIp5WUSHaR6A/dJ9dtcM4khWPUpwfKinjdzjDBVYHO309qmT95Cjsa/xE/dvptwpJeIuUX0Py/Mfpj9aSz3QeEXfLcaa/ynu0s2B/KsHXtQnubWOe4BE81zPhD0RGSMhfwGB+db15ZTDSmsEcb5pba1XOSMJHvbj6mqbN6Giv5/kVdK0231CciSOVYid6oo25HQjI68gAken41NrF+SkelRwhbeIIwKLgq2SW3D0IxjPp71deGfT9LeaL5fKRnBPIU4xz34+79KwbvUH1bUGuCgjdwiFR/eCgGs7m2Eg6lSKey1O78H29teaC0OwA7jv46nJ5q6lsFtiMZAbI/CpfD+l/2OiIzZLrkn371bii85ZAOm4j9a5m7s2klzNoz762+3WBtwSBONmR2yKdDAllaW+lQrjbEJHA9u1XLizZdMcqSGQEg+mKqKWfxOQne0DD/vtf8AGtaUm7RMKsUouRsabCBdX5I4E+Tx/sLWB41ubi00svZ3YtpBKCX2b+gLbcds4A+ldLYpia/yqjMqng5LZjTk+9eb+NoxJ4luENw4ikgQS2wb5ZCFOw+xzke4rqbsjz1qzekfzYI5flDeWr4B6ErmvM9DVrjXNMebO8TbnDHGUU7gfbvXWeDkmGnXouJ3mn84eY0gA58tRjHYAAcVz2gLjXZ7wZx9jlnCE5KFlKgfmePbFDZpSXvGrq0puW0aEKQ/2aS6IB+YF3JyPfAH51uWK28CpZPK0e9tkTsfTJI5HPPQ9xVV3WPxBdwLEGW3SCBX4AQomT29/wCdZ/iiWItaxpGYnDFyyHIBAG0j88/pWTeps4OpUUI/1fUx4wpDMGIMnXB4GfT0/wDrV1uixRR2CSLKsf71/JG7DOyqMpjPIIznPtXHoJVXekZ8pCFeTsGOcDH4GtnSY2uxdWR2MbqB4lkZdxhGQfkx0LHr69KH5npYuCdC0FrHf8za1zxBDpGoz2f2bTZogib5pUdlJYBiMAH1qjceNJGhmhhTTZy8WwhbeZxH0AIyMZHY9qqy6BBp2nTyG5db2Llk8pVwDjBB2+v+Fdf4v8O6bpGhW9zCk7zG4iQ7pC/3lORt6HnBx+FbU6eHS0hqvN/5njvEYqS95pJ+n+RmeAFYx6gsqiF/twZ1CkYICnpXa6arRacylCH82TIOOPnNcj8PoZQNU89/MkF2pZweGO3t+VddaSRRWLcqi+fKOTnkyEdfrVIxlued+ONZtbiaexCg3VnKyvG6ZOwqGEinsOxPsRUN3qlvqtwl/ZsfJjgvI0f+9jamR7EniqviySNtc1bzApw3lEjk7WCEgg9QT2zUelwvLo8aQ7gRcG3xkA4Z4vT2FRe7ZpTspIZre1vEdxFtYvCIUDqmSdsY3Aenr9M+1bEcCaDpct5Y/u7gwvtnZd2GPTHoOePXufShYWs99rl/qAIxJdSGMg5yFJXkfgDjvik1jVpLVbjTimYri3AXK42MW6+mDg/iazvqavmlPkXlf5FGG8nGoG8igjSeRzlCPlUlSpbHp3xXUabosF1p1ukkTzJIqmRwTvEpJCg+uc8Y/LmuOjkxIPmIPX/P610UWsakNESTT2xPb+VGtqYwQI15MzHIBYt27Ad+aT95WPQxtONGMZxV7fki7Pf6NaXaRMt7JNZzDARNoRlPTntkVNrniO11Cw8uewSWUvmJ7i8jBCnlgEUknOB247Vz3/CL6jc3VrcamIgb26VQ+edzscsdgHPfk10OveFovCn2AWskRuJWcptj2KZFC7c8knOT1PXFbwpUYq95P1en4I8uWJqVEo8iin5a/ma/g5RL4NtlTosE6hepOTIMf/rrsIR/oUGBjKDJ/AVy3gKMyeEUZw2Q04YdO75/nXSwyxJY2il1XdGgTJ6/KD/jVxOeW55VqfihJr621JredEtZUS6gKcrL8wUL3bdkY9jXQWdw1/pVreSJseaFJGUdiRkiuYvZUmhQYV2MzKdrFeVJAz6gcfQit3Qr2J9F0uF3BllgJQdchTyf1H51EHdsqS0OS0ZWtPC7ybiANOnkxnu7hP5AVT1B4PLMdu/+qMSOvo20E4z0HH44q7cv9l8NXcCEFza2lqAM9WO8j61y7SSNdTM5YESMCM56cfpiuV9z16VP2k0l3v8ALT/MuW7uTtgUMxBITH3upIHuaveZcSyQsThFjjUkrgng/KB7cZPvWdpt0YbuNkBLLkYLFeo4zjnGa6LUb5BHCCHjDSBnBA+8FI6AcN7D2pfI3qVmsTCKemn/AASxoWF1eBipYDc77RliAh/TAx9M13Oi3Ud54t02eExtjTpzvTkHPI/n/KvMUaWZI40LoT3BwdpHP5g4r0nwmF/4SHS4V27Y9HbAUdCWz36n/wCsO1ENy8dB8/tOnK/yZj/EEFtd1KFxt/cQsHK53sE4T+ZHpXcM23Q7PgfetQO3HyDt3+tcN8RWzruoNMTsMcQjA6+ZsHP0A6+vFdU8ofQoSYnZFktGDKf9qMZx6DrWy3Z40vhRwRuJtcdRfSo8lhEYJJzwJAWJR/cYHI9VB9Kz7izKyNgxG23lYpZJM78Y52jv83Hrmu6AitbEswSNpPleZztyqkgZ456Y/KuAtopNV8RXOjSX0ljbNJcGKGKIOC2wPtGfug4ySfT3qF78mLZGRf3MU1xFp4jBlluUkIByEJAU4+uP5102oTpdTaeBJ5cb3Fzc784IUEIpH5VxOhyz33iS1mnkJeEF8seQFUt/Oulvniga2E82wwadFhtxzvd803ojeOkfv/HQk1LU4mtbmyj4YRI25W4dCRgYz1HB/GqmkxrNeo8kZKwo85HrsXI/x/Cse5Ki6lGFyr/LgYwQB/jViC5mt0nJXCm3kwVBOQflK+xznj3HrU2Oyn+5w7bfxHsEGqLeWMVwGBIwK0dOI8oE92NeaeH76ZLaa1lwrRyfdDZwM+teg6bLut0IPG6uaSs7CaSehrXWDBKmOCuK53Rx53itGJzt08Y/B1/wrduH/dMfaua8POZPEshA+eK1ZMnt++X+laUfiMsR8DOjnZre21OSKUCULv8Au/cYRDH16A15NresjWbtLlDh7i2jWWHHMbgsCPc5+mMg967/AMQ6x/Y94xdAbO4mENw5GNm6FQjH2zgH2PtXmOqWN1pHh77dEWgk3opwPm3HIx7tjv6Afj1T1Vjz49y1peqf2VFcWqZW4lvIU2kcouAHJH6Z/wBoVR8L27tfXqzOWeSeK3LDHzBpAx6/7K1DrlpbQaImt2GrX00klwLXfcwLGtwFXezRAchFOFO7nJXnsNfwSMR20srEtLfPM7NycRxnn82p7KzNIaXZYbUZo7rULpANk95K+TyrBTgAkc9On0rnEnd44YpW+VAdrk9d3OD9P6+1KdXZLeCPOY2ikYqF6F2OGFVUY79hIwMDHX0FZnoYamueU302/E3fNiXRSqvl2vFfk5G0Rnn9RUtjqd3p0nnWbYnMLIsuB+6z/Fj19Pc0/wDsBBDIFlV7eJpZvL6A4QYQnqMdQD1wPxpNuEXHIKDkdeRT22N8JKOIjOL2f6/8Md3qcLw+FJ50LskiRje7bnPIJHspIJ+oNdR8QGZfD9uIkDSNcxDb042Nk+3Gee1cTc6kupaRqiWx823jkhh84HCMpIwFU+44+hrsviEsv9h2wiwJGvFB3DjARs/XgHitKezPIkrQj6v8kYfw5EQtNXjjZjCt0oWQjG4beKueJH8/wfqwUeW6+dgIMsoWQ4YAd+M/WqXw6eBrbUXhTbE90rIrEkgeWeKx/FMtx9sSWAytDOJ7O42jgK07AHP95Tz9Aeaq9lcxa96xyk01xq+pfaLsRxPMy+YVOckKozjod2cj/exmtDw7diOY2LqpWO+E3mLyr/IWOPptGfrVa1tLWfxk2g397dWcUkhjVo2jiVONzFvMGMdTjrkj1qpYfaLPWNbgmeYjToJ1VLhVEkfBUZ28bsYzjNZpO9y0rmnpd0bTREu7h5HjCNKYlY5UFjluPXPH1rP1W6+06q0m9pFaNNrHklcZH6VBexmPTI48ghIox6Fc44OOvY1n27OZAtuA5bopPf0/wqFY78LH946z2VzZlto4rSznVNsk4lZn/vBWCgAeg5/M1t6Dqlvpv2lpFaaWby4oIg2A5J6t6KvX8hXNvNNd2doI1JSKBpCSCNitIR37n/PSrtmgN/AACXaVEyBlgNwxin6nXFKvQnFPq/zud7JCIbnSN8ShzqkWSrfInJ+7zyCefatf4jqpbS4wdrytMqyd4x8pJ/x9s1j3Gppfz6VCojzBqkSIqnLIoPKtkeuD7EmtL4jHB0/fkwSNP5rD+GP5cn8MD6/jWkPhZ48vhh8yf4fyRnwei4DBZZgePvYbt6iqfjG4lHhWxvLZhFPFNBMuAMRtg4B9ByAfYmp/h/t/4RtcuTsuJiM9cErzj8f6Vzt+s02swQZlNhexW5fA+VJUTKlfXIG0/VetW3ZXMGryMO3hWWSa4vnFsZMthByGO47c9DjH48VH4faeLX7EXBxhJoIRjAMYDNux7n+lXPHbGzTyrLzbMwqS6beWXcAAO2OT0549K57xHYeIvDei6RqU15efa7uSQmN1P+jHChctjhmV8kf4Gs4Xvcq10Xdb/dRNt/6Ca5z3CxcD6VyVs28BjjJBP9aKK55Hu5f8XyNjTSn2YN5MW7y1Tdt5IZ23Z9egFbNnsvbWMTxhlimdY13MAmFTBGD1+Y89eaKKFueZP4pfMz4nKoCOCAOfwr0nwYoHiS2PpoisPbcQTRRSj8R7eYfw4ej/ACM3x/Eh1/Wi43j7NFgE8A4HPHfr+ddbCPL0aMJ8p2WzZHU/NGPyoordbngS+FHL+IJ3czWsgEkP2eU7W7YRiMV5Yl5PomtiW1fdJa3s0aNL8xI8vbz68Giiij1Je6E8OjZPeNklks5VDE844H8ia0vFcjDVrtATtVbaPHYrszg0UUM6aW6/r7SMNHZ0R2JZueT9cV2WgKJ9PiR+dsUsitgZUoQRj655oorKR1Yz+FH+uhXspS2o3LhUTc7HagwBz0Ar0bRGJso8nvRRWNT4hvaPovyNe6JEDfSuV8Muw8W3uCRiAfrKmaKKqj8RhiPgLOuWsOpXt3b3SCSMtx6j/R1zj9R+Nc142t410iGRQytHcwx8McOOOo/wx0oorofx/d+ZwrY4rxL4jbXIoLeXStOt/JiCRyWyyKURQcIAXKhecnA5PNbOhzNHoluEAGzT7yUHH8ROM/kKKKuW5rDb+vM56aFYZYQuebaJufUjJ/nSROxmZdxAxnj6iiisz04O1D7zs0mlHh6/bzX+QBQpbIIkAZs+vJ4PUVjxSsxkUngMVA9sUUULYjK/tfL9TqrCFU8FTupYYvLYbc/Lz14/Cu3+JALaPZIGKh9QCkqf9lufrRRWsNmcmO+Ner/KJz3gqYpDqcqKif6b9xR8v3MdKuMR9omfYuPNuF29jiY4/Xn8aKKH8Bwy+JnmN74imtNfufNsNPvUuJy7JdwbwrKGwVOQR7jOD3BqLTL2fVLbxPqN4/mXU9qXkfGMktzwOBRRQvhRrD4l8jInuJPtjAYAlZUYY64UMD9c1c0jjVLQYBBcnBGRxn/CiioZ6FD/AHeXz/JHYXSo/h6aTYoLIj4A4DCTGR6Z/rWBdTSW8Mk0TFJIzvVh1BBGDRRUrZF4D+DU/rodr4dRY7DQQMky6yGkYnJYj1/Mn6muh+ITlm0RDgpJO8TDsVYqCKKK2Xws4cTpJJd2O8AIqaW0A5QXE4GeuBIgqtMwt9OeWNQDHFGyDnAI3Afp/KiinL4Tjl8RyHjO7mudOiWRgdkRAOOcHYev1rhL7xBqmqafbaZd3s8tvbyvKu+RmJZsDkknONvHpk+tFFTD4UaI/9k=", 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", 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", "info": {"video_id": "158096", "label": "putting 3 pencil onto towel", "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": "634a7710dcf7b9f5602e0bb86d327e47c0847f427b2b8e6b5acdad454ffb5a30"} +{"episode": 67221, "episode_seed": 1637148611, "split": "train", "timestamp": "2025-10-13T03:34:52.846950", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1637148611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 box, calculator and stamp ink on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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87+KbqqaYGON3m4/8drzIOgk8oSASOPlz0Jr0/wCJ2mx6j/Zm93Qp5uNvvt/wrx3WtI+zSBorlyU5AIp86UTSMWzZvYIVKjyGYBfvJ0/I1o2800CWj6JPNC6r+9V3JBb0weMV5X/wkWqwSEF3XH905H5GtvTvH9zEqxyKu4dWA2k/hSVRottM9ohv7hrOBr1lW4PG1eAffH5VehJSJd/ZcmvPdC8SHXdRtxIMuh2gkYwD/wDqruL2Vo7Kcr12ECk58zJkrHz9461H7d4ynmB+VAFWs6W7823wTnIq74k0S5XU5JYxu3nmuX85kJVuCODUSjdlJ2L1hK1pdiaM4OCPwIxTrbdFIrdxVeCUE1oQoHGRUyLijoLSX5o5V74zXvTEkg+3evnWyn2MI29RX0aVzGPpRQVmwqvY5vWX3fLiuJ1OxjmcllBru9RiBkOe9YF5aZHY1cgi9LHn95pa4JXIrHGnObgKO5xnHNdzeW20HgVn2dlvvUYr0OakppWMvxB4MvrQRS2qCW3dAWfIG0+9Ymp6Eun6RBcq5Zy+JPTnpj8q7TxVcX1xMltuYW4Awg4zVZdO/tLRprI8My/IT2btRJ2YoK61PP7a4aJuvFd54b1DzcITz2PevPHV4pWR1KupIYHsRWzot+be4Q7sDPNKcbodOep9c+E9bGsaLG7kfaIsRyj3Hf8AGuI+Ml2LZdIY5587p/wCsrwR4hWxv4ZWfFvMAko9B2P4Gug+Kbq9rpx4YHzMcZ/u0U56XZlVp2lpseWL4ktJLMRzphm+ZjGRnPrirmk6tYzNJFHqLCNlG+KXuAfeuP1rS/PuPMQYyMccVkPa3MA+V3+hrRT7C8j3DT7jTrOGSS2ZDdFSIxtIBNbNpJ52nPOxBaQ8kdOD2rwjRr66F2kTBx8wJwTg/WvcdMyNDgQ8HGTxTU25akSVo6HkHj3VbvTPFkr2pC741yxXNc7F4v1JG3N5LMe5j/8Ar12Hj7S5LjWmfDbWAPTg1xzaIQPukU7xvqifZ3Vz1D4R+I7zV9ZvYZkjEcdtuJUEHO4Y717AG4FeUfCDR10+3vrlh+9m2rn/AGRzXqO7mjS2hLVnYtRmpM8darxvxnFSF8jpWcmWidQMdKNgrmIfEs23ny2/CrK+JP70S/ga6ORhzI3vLB64NNaBDztFZSeIYWPMTD6GtPz43AKOpyAeD61Dg0Ckrj0AQ4AqdHAxVXdz1p6ucVKZTL4cVIr9Koh6xG8UAXLpHEGjVioJbriq1exDOxRiTUwbjrXLweJ4iPniYfQ1xEvijUdQ8b32nR65eWcG6TyERQ3KpuC9OBweTSaYrnV+PT8tifTzP/Za8m1UmSVuOPStjTNev9fhlN7fTXPlBSnmH7u7r/IVUubQyMfXNZyRvTehxN1YRsSdoyaybjSlckDrXbz2DFuFotdJXfudMmobsMZ4D02a2uUlkJAB4z1r064PmW7LnrXPaNbCM5wRW6WyMVUNiJs5PUdJEkxYoDXiXiG1Njrt3CRgbyw+hr6ReAOc14j8S7D7PrizgcOMH61oiLnGRuVNatpPjAzWOOtSrIy8g4pSjc0hI6Av86sPUV9O5OwcdhXzlrGk6Za+HbXVdM1O9nVrr7Lm5gEa3BC7neIZztU4U7v7w9wPodbiNowVkVhgdDRTg4inNMp3kCTZ4wfWsO6tCoIPIrfkfJOOagkCsMFRVtEqZxV7bjBrPij8p811GpW0ZyVGOK5i5IjbrWTVmaqV0LqVwrw5YDdjrVHSySGNR3UhkTAbNW9Pj2Qj1NZ1WaQ0Rw3jjTjZ639qRcRXi+aPTf0Yfnz+Nc7C5VxivXPFWjf2t4NuZI1zPZH7QmOpXo4/Ln8K8gU4NaRd4me0jv8Aw3qhVVjc8dOa9A1rVm1bRdOgclpLbepbPVTtx/KvKfBMNjqfiKHT9Svbi0imO1Jo5oo1jPcsZOMYzwOScDvXZ6FHcjUdWsp/tP8Aoc/lBLgDzEwWHzbeM8DOOPSs+RxdynNNWKtxBu7VSayZ2wFyTXXyWIk6qB+FPt9NjRs7R9TTM7mNougItwssqgtngYr0i3Xy7dUPpWRZWyhwccCtnIAwKuC6kTdyvcafbXbAzRBiO9QN4a06TGIcH25rQVhUynpitUkRdhpthDp0TJADhjzxWiG+YVVRqmU0noLqXozxUm4Yrl/Ft/dWHh157Sd4ZRKg3oecE81zWrz+J9G0jTru51W9WW6L74iuBDjaVBOPvENnH/16zauWjySHWdRhH7u8mGP9qr8Pi3WYiALst/vDNFFaxbHY2rHxfqzsoZ4257pXpuiarczaNLu25co2QDkEHt+dFFaozZ2ELF4kY9SATUy8iiiuc0Yy5kZLdmU8gV59ZHzYFLgNk55+poorWBnI0EtkH3S6/RjXnWq39xpPi+7vLZgZYpm2+YNw5Xac/gTRRTkJGp4BG5dQVuQBGB/49XRXUCBzgHpRRWEzensZzoAxp0aqCOKKKxkWbFqNsfFWlJNFFax2MpDwfmxXmvxItYZcF0yd2f0ooqkJHmGm2sVwZfMBO3pzVE/Kx7gHvRRVD6HQ674ul8QwW0M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+tetxzyFB8xHA6UUVtS6mUwe6nXG2Vx9Cab/aV4o4uH/E0UVo0Qi5dTOdPspGOWm37yfbGP51y2oE7moorlqbnTR2M1OZRW3b8RrRRXLM6UVvtU8mqTW5lcQhdmwHAII5/nXk0yCOeRF6K5A/A0UVvHYw+0aWj682jrNGdN02/imZXMd9b+YFZc4IIII6nIzg9wa9H+HGoXOrX+t317J5txcvHLK5GMsd2eBwPpRRTZPc9BaCJxygpptox0yPxoopPYksQxqg4H5049cUUUoiHCnKxA60UVoSWATxU0bGiilLYaMTxuT/wi0n/AF3j/ma8/udZ1C9sIbG5upZYYHaRd7sxJbHXJ5xjj0yfWiipRR//2Q==", 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", 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prI8My/IT2btXnDq8UrI6lXUkMD2IpR95NMqWj0PQ/DeoebhCeex719H+E9bGsaLG7kfaIsRyj3Hf8a+RtFvzb3CHdgZ5r23wR4hWxv4ZWfFvMAko9B2P4Gs78khzXPDzR6prHzeT+P8ASuev1PlEV0d+VkERByOcfpWZc2xkTC10rY54s4m6tTyCDWVJZEnAHNdvJZOMhkOPpUSacm7O3ms3E1UzlbPw8JpFknHyg5216ToEAtrUBQFUDAArLjtgCBj9K3bTEcYHSnBa3FUldGorZFSIarI4x1qZWBHBrZHMywDTgcioVb1qRTUsEOb7p+lfOdzIjyM27IBPSvotvun6V87X3h6FIXZLmVevXmiMkikmxbcRXEUkw2yJtwo6EHuKXTVskvT58U8Z2HZtYj5u3IrhdRnvdIYLbyF1Ykk5INR2fjHULSVWlYuo/hkXP61KqG22jPZPDt9rccqxTzia255fkr+PX863bebzpcxvvRMjJOfQCvKNO+IUzDaQQGGDtANei+HJBJpQkUAAtgfSm6l9CGrK5kfFDUhZ+EpYgcSTArXhmn3PkJszxXsHxLtJNTgWIHhFzivFby1uLEgyrgEkA1EldWHElviJ5AafJK81tbQk5EIIH0JzVBZ9x5q9CytgVL0Vi1qamlyfKYm79K3Yb37NbkNk4rm0BiZXXtXV6JKstpdHAP3eoz61nHSaZU9YWLC+JLSSzEc6YZvmYxkZz64q5pOrWMzSRR6iwjZRvil7gH3rj9a0vz7jzEGMjHHFZD2tzAPld/oa3U+xl5HuGn3GnWcMklsyG6KkRjaQCa2bSTztOediC0h5I6cHtXhGjX10LtImDj5gTgnB+te46ZkaHAh4OMnimpty1IkrR0PIPHuq3emeLJXtSF3xrliua52LxfqSNubyWY9zH/8AXrsPH2lyXGtM+G2sAenBrjm0QgfdIp3jfVE+zurnqHwj8R3mr6zewzJGI47bcSoIOdwx3r2ANwK8o+EGjrp9vfXLD97NtXP+yOa9R3c0aW0Jas7FqM1JnjrVeN+M4qQvkdKzky0Z7EjtWZeQJNnjB9au/aI2GVkUj2NVZHyTjmtrBzGBdWhUEHkVhXtuMGu1kCsMFRWFqVtGclRjiolEuMzl4o/KfNO1K4V4csBux1pLkiNutZ11IZEwGzUXsjTd3JNLJIY1xvjjTjZ639qRcRXi+aPTf0Yfnz+Ndzp8eyEeppfFWjf2t4NuZI1zPZH7QmOpXo4/Ln8Kyg/eKqbHkcLlXGK7zw3qhVVjc8dOa4BTg10/gyyTWdeFhNqEtoGikeMxx7i7qhYL6AcHk+nvWk4cxMZ8p9I+E9YOqaUsMh3SW2FJ9VPT+Vb5UGvEPhb4iu44r8vNvyIiA/OPvV6aniWTukZrWlCXIjKclfQ6HYPWjykPVQaxU8RoR80P5GrtpqsF2H52FRn5j1+lU4MnmRa8pE5C1MjDioC+e9KrHNQUXY5BUyvz1qir1U1PVV02BHxud22qufzqlqQzfRyasIeM1x9v4oHG+H/vlqoeMPF0lr4beWxlmtrjzYwHQjOCeRSaYro9AduDz2rw7VH2wsAKsah4o1CHSIr+z8SanIrXBtwZkVFmIXLNH32g4Bz6j6CK/hLgc8VDVjWmcTf2yzfeGfrWFcabGc4XFdvcWJ5I5BrPOmM7AFeKjY0erORsdGka+QxA4J5x0r27w6jW+lxxFs4rlbHTkjKgJj3xXZWwEcCgcUR1dyZvQp6xa/aQ2QDXmPjvR/K0TzlTBjkDfhXrkiiQc1zni3TludAuIyOqmtDK588g81bt5iG5PSqrqUdkPVTg0qnFOSuiovU6GKbfHXReFsyR3ijoNn9awfBlppureIIdO1W7ntYZyFWaOaONYz3LGTjGM8dScCuq8JWMlrrGvWTR3CfZZxFsuFAkXBcfNjIzxzg49KycLamjn0JbiDd2qk1kztgLkmuvksRJ1UD8Kfb6bGjZ2j6mkTcxtF0BFuFllUFs8DFekW6+Xbqh9KyLK2UODjgVs5AGBVwXUibuV7jT7a7YGaIMR3qBvDWnSYxDg+3NaCsKmU9MVqkiLsNNsIdOiZIAcMeeK0Q3zCqqNUymk9BdS9GeKk3DFcv4tv7qw8OvPaTvDKJUG9Dzgnmua1efxPo2kadd3Oq3qy3RffEVwIcbSoJx94hs4/8Ar1m1ctECTybfvEfSh7qdcbZXH0Joorv6GHUb/aV4o4uH/E1cupnOn2UjHLTb95PtjH86KKyqLQuO5y2oE7mrNTmUUUVySO2Jt2/Ea1W+1TyapNbmVxCF2bAcAgjn+dFFZ0/iFU2PJpkEc8iL0VyB+Bq3pGrXOianHqFps8+LcF3ruHzKVPH0Y0UV0GT2LVhdT2q/uJnjOAPlOM1rxeJNXhPy3snHqc0UURYmaNr4x1kEAzq31Wuw8OeIr+8uAkpjx7Lj+tFFbpmckenWd5Lc6jcs+0B8NtHQHA6VpjqKKKxn8RS2JBxXJeKZnOoWceflG8/oKKKIbilsUY4I35K4PqDisjxjEE8OOQ7n97HwW96KK1lsZo5DWPEkmsRQRSadYW5hVUje3R1KoOigFiAOc8Dk816PcRI0WSOcUUVjM2huZM0SrnFQBFJ6UUVhI1Ltoo3jitYEjiiiqhsRIkz8tVNUUPpsgYZGKKK0Mz568QW8UOotsXG5zn86r6jaxW6QtGCCw55ooplIm0bXn0dZozpum38UrK5jvrfzArLnBBBBHU5GcHuDXofwy1C61fU9fv76Tzbm5kjllcjGWJcngcAe1FFD2EejtBE45QU020Y6ZH40UVL2AsQxqg4H5049cUUUoiHCnKxA60UVoSWATxU0bGiilLYaMTxuT/wi0n/XeP8Ama8/udZ1C9sIbG5upZYYHaRd7sxJbHXJ5xjj0yfWiipRR//Z", "info": {"video_id": "81907", "label": "putting box, calculator and stamp ink 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": 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": "81907", "label": "putting box, calculator and stamp ink 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": "3a7cd6e31f0acca1bf03f9e46a9d09f4ae90820b5ca479b094fe71a17bbb5d45"} +{"episode": 67222, "episode_seed": 3145211576, "split": "train", "timestamp": "2025-10-13T03:34:54.444572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3145211576, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a book from a shelf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "77199", "label": "taking a book from a shelf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "77199", "label": "taking a book from a shelf", "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": "03503bc36d947fa2ab4790320c2a76bc8cb75002180ef7bf3060e0c438100dc4"} +{"episode": 67223, "episode_seed": 614831358, "split": "train", "timestamp": "2025-10-13T03:34:56.952088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 614831358, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting remote into rack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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tlfI7Pk/zGK8vu7ea7bfKzeWCxXeeF5ol8O+IoHw9sd27Z8swJJB6YH0q9PpXiG506FX0loUhB2SsHDSZXJUZ+8eM8dK6KFOnR+F7ir1pVPdkrWM7T0i+2+UhaV8nb/Co/rUuoI5c4KpExGwHowHU1aHhPXYEFzBbeai7GYhSB8xGBk9Rk4JFSnStZv8AUokd7GNpY/kG75QuMkYzxgc1v7SG5zpNuyKN2VW+8+BdgkAGx1yMY6EVZtL64uryCa5kMjlvvN3weP5VCJPtUoZ1xhF6Dvj/AOtVa0mACeu39cmrspLQWx1PjUWg0dQkszEXCGVWP8HOcD8q8ufbvbbnbnjPpXrSRJq2mNb+QHkmiKNK/wDBxgmvJ5Y2hleNxhkYqfqKwGxWbBHTkA9K9it9fv8AUZEXT9PsmupGC7puABjOSQM9q8dYZjjb6ivR/D01xE03kFVkEbAM65UHtXbhowdGo27O2n4nJiG+eC3Vzv8AQTdTvLb6pbQJOoDhoW3I6HIyM8jkEYNJonhax0LWoby0tZlxvUzedkFTxyPwH5+1cVZ6xd6n4ltWBljKDIVnyrfPzyvUAd+hyK9QGq2aDzHZIlt93nsDgQgDcN34V5FedVySnKzRsowpc3ItGad2r3sEcMc7QQu5EsqH5goUnAPbJ4rLa58PXEktpYaxY2k8hRbeW2uQZS/oVzz9O+aempWWv6Wy6XfukuzzoxC/luDjKkg9icdRXLLY60YbOb7NFDeSPGjyQ2UaywA/61ic7RxnBHXNegq08PGEVJRu/Tfr5o54UqMudzV3bT+uh3sF9JFpls1yjNcvHllTnJA+Yj27/jXP6u1vd31vLcWscgVlIcDLx4Ocj07cita8iuH0Y2llfBJANj3U2JHVP4jjj5v0rLsNMOkreXOoXyXcZIaJ3jAMaDnn1J46eleVjIVFX5lKy3Lptws4+n/DGD4k1XSrC4mtrk3e9QGdoIGZEzyNx6CsTfrNpZefaNcpZsokBHCsp5Bwfaugv/GcCTT2QjiMcmVJD5OWHOR9MVy2oapqUTmzluGWHb9zjBXtj2r6vKMbXqqcJqPKuj/NHmV8PRjyyhe/X/JnO+Jb9orApkeZJwSBjk9a4uJj5q5JrR168NzfFQcqn86zYgDIMnFcWPr+1rabI9TC0+SmvM0PMZsDB4HXNOIMjRpjgcmmpGDExDDkgY5HFaOn2cl7KkcIyCoBIFc90kdSTI3lDQBVUZ34H5VLYqftUZ25ZWHH1r07w58OlnC3F2C4z8qkYrWvfhsgmElrmEH73ljBNcssbST5bnRHC1Grnkt/A3mtIxVScMB071Jcp59vDatFi6ijHlnON467SfXrXoGo/DK4kUsrElhtwf7o6Cue1rwvqluYmng8wgLuZR6DH+FbQrQnZJkSozjuhji3tbu0tYJxPBEAEYHoDyQT6gkj8K07y2hk0hbGMqyqBGo8sdB7/hXKWETC5ij2n5WO4fjXrmgaLJr8luzJi1imUO4Hr2qamm5mi78M/CJIh1W4jwkYxGCPvHPJr0S/iC2UoA+6ymtGJIreJYYlVEVRtVRgAVynjrxNbeG9Bu5pGBnkAESepzXBJtyKR2tFFFdxkFFFNLqOpqZSjFXkwBkVuooEar2pvnJ/eqJ72FM7nUY9655VMOnzO1y1GT0QzVrFNS0q6s5OFmjZc+hxwa+W7Saax1ieGYqJY3aN8+oP/wBavpLU/EtnaWUkhcDCnk8Yr5c1C8bUPEN3dQoxEtwzDjGMnitqU1Uk+XaxpKnKEPeG/ECyDRWWoeb5khJilYDA9VA+nNcRCMyFfUEfpXpvjOGK68JJOgGY3jkDA9QRgj9a8wibbOjejCtGY9TU0G1N1NMoxkKMZ+teo+CI4bKzvrh1uZpIYnZYoHC4beo3McHA57Vw3gm3eTVblREzKuAxC5A61oXpmstVnxb3ckJfBCxOFI47/WhxclZAmkz003elafrrDVBLBJvDmMR+YMbjkAAHOBXWaJY23ie4+0vDcRRwR7QzwsiqpXhUJPQfh615TaeMtMtJZJodNv8A7Q2T5lwm898fj0/KuhT4zxxpdG4s7qeSf5VH2fbHGvAA2lueBk+pPpWPs5xtdFXXRndappen6UrWFp9uW0dPnjilDrzzk7iTyM15p4tt7C2j87S7FbF/LaObGMNlh9zHQ/ez6ipf+Fz3RjBOgwuyxLGgJ29P4iPy4Fc3ceP9V1NXL2FjHCjbSZBv27umBjrwPyqlTne9gujn2i23IEZyu4Yx24OaoKpSGIgc8gn8a2vtOnPrs1xdSOGkcMywrhUY/wA+/FN1KxhiuBBlsKykDsAcZA/M11RvojN9zV8LyfaVljaQ4QAnJ469/WuE8TW5tvEeoRk5/fswOMZB5H8673S4F0/VobSM/O6OXVRjGADj3rk/Hdu0PiJmYg+ZEjcdj0x+lZS3H0OeX5rZv9lgfzrsNM1HymRigMZ+YsELfMOnA/zxXIWwLeYg/iQ/pzV21uv3iQKrM7NtUD+VXTjTmnTqbMyrQ5kjvLXUjBLG9iHRoQQm6PYpDHLZ4yfoa2z4ivWUqsxAJ+bMQ+Ye/NeYvqC28zRSqyupwQaeuswD1qZ5VgajvOb/AA/yOWpGtI9GF2JAxC+SxRlVkkICkrgnHvgZ+gxVqOaKKHkXUhCgErLs3D046jk+leeWWv2cM4MoBT1xnFdIniTSzBn7ZD06d/yr3MNRpyoeyWIaS9L2XTVbHFVpVYvZm1baglrKs0MU4aPB2sxIkCg7RycZBwfwq4PE8txGzywyqCNvlSMSGB6nHT8689vfEVjJMfLIC46lSCT9MVRbXbY/xH8K87GYLCYiSdWs5NK1/L7jojSrJKysdfqdnBdveXAtbJ7l5fOQlDgJgAqT1JOPwrL8QXsEahorYQEJg8k59B9K59tbgP8AE9Z97fi5XapYgdSazo4ahhZe0hUbtsvlY35Ks2lJaFCRizljySc1NYW8lzeJFGpLE9hUBNei/CXRk1XUr2R0DeSExkeu7/CuKrV5IubPRpw55qKE0fwVc6gQ0ykKT0xXrfhjwNBaRJiJc/Sul03QY4lUCMZFdXZ2iRIAAM+teVUxVSvLkidz5KC01ZVsNJjt1A2g+1aBtI2GCi4+lTgAClrrpYKCXv6s4p1pSd2ymdPhPBjFZt/oME/IQfQit0kAgHvTJccGorUIQg3F6oqFacXueAeIvD62PiYvHGAsi8ADHNen+GLWPTdHuYEABXypx+IFS6p4fj1DVo5nHyxncfzqzJClpf3VuvCPZEr/AMBNa0avNFRZdazlzLqS3urRWchklcLEkbFifavmz4meMj4jut8ZbyFkYIK6j4m+LW3SafAxCgfvCD1zzivGZ5jcW7sf4ZM/gRVwp68zMmz7sWYMOMGpA2a4uPWJY8Zziphr0xGBXTQweJaXMzOpOlB7mtrfiC10mBzLIqsPU1wFz8QGuwDabpPn2ZHTp/8Arrl/iIl/ql3HsclCxDqDUnhvSfI09UZcMp/XP/1zWEsC5VmqjubRrwjBOC+Z1EGravdRgo0anPQk/wCFUNafxW+/7AbU8fLvkx/StS0i8pKnJr2KeVYdJXRw1Mxqp+6zgbjTfFl5ZXEN+I5GGDFskXnnJzWNbeGtVt4rmSbT90u4GMAg9hk8GvUWqBxXVHL6VrLQ5njqrd2eZX2m3T+BpIJ7S4FwLb/V7DlWBz+fFeVS2lzExD28qH/aQivpl0NcfE1zqPjC60yTVrm1i/eeUI13ZZULBfYcHk+nvXPXwMKSvzGtPEym7WOb+GysJtScgjeIiOMf3q9MgZumT+dcd4Wvri7M5urkvgIV3kDGc5xXaWiI7BfNjGe+4V2YVRhTUbnNXblNs0bVS5DHPFXwiEcqp+oFRxrGqgLLH+DirSQhgMSxc+si1pOabMGmNEMLDmGM/VAaY+n2LHLWVsT/ANcV/wAKvJaOcASQn/tqv+NKbSYDop+jr/jWHNHuLlluYsujaU+S2mWZJ5OYF/wqvcaJpcx3SadbMeOTGO3StyS3lHVDVWSNx1U1ceVheS6mDL4f0lrhbg2MYmXIDjIIyMHvWNq/gnQtWlWS6tX3quwMkrLxnP8AU11rqcdDXN+LLq4stFea2laKQSIAy9eT0rR06Si24ouNSpeykznW+Gvh+J98a3QI5H77/wCtXI+GPDsVyk+qTSwxBFKwCRwpdgcEjPXHT867DVriWDQ4tQsdc1GUNcG3zcRqizkJlnj77VPynd6j3A8+g1oQIILyIXFptCoYgA8OO49e/X1rx8XKk3HkVtz0sOppPmdy1qekeezvKiyMD99eDWG+mGMAqgdc9QOa7bTbCO6svtdnepPCCq4xiTdjJyvoKmt9Dm1WCeewhZlg2iQsNvJrkcbGqbRymn6DNf6be30cSiKyUM5I657VG1s9uiNJCVSRd6EjG4V21slxZ6NfaW8DIl1jexGO4FbHi7R7XULC0ntV2x20Swpt6H1rNppnWlBxutzyuUREkBB+VU5I167BW9c2EcGd6yY7kAVnSrbgc+afyoMzIkVc52ioW44AxWhKIM8eZx7iqknldg5/EU7iZWJr2/8AZ3tRcS6+SPu/Z/8A2pXmPg/TNI1nxFDp2rXE1tDOdqzJNHGsZ7li/GMZ46k4HevZ/gHYHTtb8Y2PlTxfZ54YtlwAJFAaUYYAkZ9cEiscXFyotLy/MIScZXR7VFAFUACrSrtFKq4FLUYXCRoq/UmUmwprHGKdSEZrqmm1oSVrvzGhPlHDjkVAZZJYBgEMDzWhtFM8sbia4K2HqSd+5rGaStYrxRsyEt1Nct4vurmwuba5hhaQtFJE2PRhiu0CgZrlfFM8cpWID5ozg5rswmDc5pSZnVq8sXI+bPHum6lNqW+DTrpo3RSWWJmGeR2+lchBYXYWWJ7WdSy55jYcj8K998W3U9lojz20zxSCRBuTrgnmuc1238Q6JoumXt3qF4JbsyeZEVwIcbSgJx94hs47fnXp1cJTpvl5mc0MRKavY1LTxvq7oFYWxB9Yv/r1sW/iW9lA3xW34R4/rRRXZTMZjJLk3lxO0sUfBQgAHuPrWnpbIpbMMbfXP+NFFc0v4kjoX8NHQW0UEyfNAg+hb/GpTp9uyE7WH0Y0UVtGcr7nLOKtsUprOJBkbvzrPkjUGiiu2m2c8kV3UYNeZ6pfzaV4vu7222+bFK23eMjldp4+jGiis8Z8CLw3xHOtEG2jcw28DBqaNGQDEsn50UV5bep6EdiXzpVU4lk/76qSO6mx/rG/OiitYNiklYv288rEAyN19akmuJo1+WVx/wACNFFNyd9xJKxWOpXqn5bqYY9HNM/trVFY7b+5H/bQ0UUOcu4+Vdhv/CRawnC6jcfi5NZ2r+ItWn09opr6SRNyna3tRRUynKz1DkjfYg1zxxe63bwRSadptqYVVI5LaN1KoAfkALlQOcnA5PNYkQHmDjtmiiuCb0R001uaELPa7rq3keKQY+4cA/UV7v4MczeD7OVlUNdv5kuBjJ5oorKbfIzamk5o17rTLQ3SqYhhgCfwFQ+LbG3tpDBEgWNVwAPpRRTo/AiMR8bPKdXiRInwo6H+VchPEvPFFFRP4gp/CZU6DGfas+QUUU0DL2j682jLPGdN02/ilZWMd7b+YFZc4IIII6nIzg9wa9w/Z61C61bU/FuoXsplubiS3lkcjGWJkJ4HQe1FFOp8Jl1PeKKKK0EFFFFABRRRQAVxPiI/8TWYdsA/pRRXbgP4vyMMT/DPPvG3Hh9v+uqfzrgr7XNSv9Pg0+6u5poIHaRRJIzElsZzk8428emT60UV14v4znofCf/Z", 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", "info": {"video_id": "172516", "label": "putting remote into rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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hcTW1ybveoDO0EDMiZ5G49BW9YaYdJW8udQvku4yQ0TvGAY0HPPqTx09Kxr/xnAk09kI4jHJlSQ+TlhzkfTFcmX4jEYb4Zc0nYyqQp1VFV9l/X3nP79ZtLLz7RrlLNlEgI4VlPIOD7VyniW/aKwKZHmScEgY5PWui1DVNSic2ctwyw7fucYK9se1eda9eG5vioOVT+dfZ43FyjQ5ny3fWPU4sJQTqWV7LuZ0THzVyTV/zGbAweB1zWfEAZBk4rQSMGJiGHJAxyOK+bge4hxBkaNMcDk1beUNAFVRnfgflUmn2cl7KkcIyCoBIFen+HPh0s4W4uwXGflUjFKpXhSV5M1hSlN2SPMbFT9qjO3LKw4+tWr+BvNaRiqk4YDp3r1q9+GyCYSWuYQfveWME1k6j8MriRSysSWG3B/ujoKyhjKUne5o8NUWyuef3Kefbw2rRYuoox5ZzjeOu0n161uOLe1u7S1gnE8EQARgegPJBPqCSPwp+teF9UtzE08HmEBdzKPQY/wAKxLCJhcxR7T8rHcPxre6lG8XoYyi47o6u8toZNIWxjKsqgRqPLHQe/wCFd98M/CJIh1W4jwkYxGCPvHPJqloGiya/JbsyYtYplDuB69q9iiSK3iWGJVRFUbVUYAFcdaVlZAZ1/CBZTAD7rKah0vRorSNfkA46VmeOfE1t4c0O5lkYGeTCxJ6nNddEnyKT6V51WhKs4pbamiqOCaXUWKMKOlS0UHpXp0qSpQ5YmDdyN2wOPSoLW+iuUbY3KnBHoalkUkj6VzUlnd2GtzyRZNvcYYYH3W7ivOrVqkKjex0Uacaiab1NGbUUkjmRQd69B60mk6asEJuJEVp3zu9ge35VTtLKaS/acjbkY5/nWrcXH9mWLzTn5QDlh2OP8aeHe8jSsoxXLE5PxV4r+xwPpcZQuyFZHc8AHp+lfLfjCZZ/Et0yY2q2wEDg44yK9hvtZt7rWtQuEQTZkDBX5/KvG/EySQatcwyQ7N8zToSOdrYwP0r0oRsjll2M2CWWJcwsytnB29xXrHwY1oacNde5ckv5GNx9N/8AjXkaH5HA68Grmm3VxCZUhleMOBuKnrUVaKqxce5VOpyNM961f4mWtndIpYOhYBgvYZqjfeMYLXxJIiSCS1ntlfI7Pk/zGK8sg0TVNVhQ2aCYbWZt7hduOvWny+HfEUD4e2O7ds+WYEkg9MD6VlHBUI6XOlYuoldILu3mu23ys3lgsV3nheaZp6RfbfKQtK+Tt/hUf1rRn0rxDc6dCr6S0KQg7JWDhpMrkqM/ePGeOlNHhPXYEFzBbeai7GYhSB8xGBk9Rk4JFd/PG1rnG7t3KuoI5c4KpExGwHowHU0t2VW+8+BdgkAGx1yMY6EVeOlazf6lEjvYxtLH8g3fKFxkjGeMDmqgk+1ShnXGEXoO+P8A61VGUW7ITTtcmtL64uryCa5kMjlvvN3weP5VteNRaDR1CSzMRcIZVY/wc5wPyrlrSYAJ67f1ya7JIk1bTGt/IDyTRFGlf+DjBNRKII8lfbvbbnbnjPpT3OMdOQD0pJY2hleNxhkYqfqKGH7pG+oqBHZ6ZqPlMrFAYz8xYIW+btwP88VtWupGCWN7EOjQghN0exSGOWzxk/Q1wdrdfvEgVWZ2baoHr6VZfUFt5milVldTgg1vPDYas+aUmmzkcJx0ij04+Ir1lKrMQCfmzEPmHvzUQuxIGIXyWKMqskhAUlcE498DP0GK85XWYB61dstfs4ZwZQCnrjOKvBYHCYWpz0qrTfp+Omxyzo1mtdT0OOaKKHkXUhCgErLs3D046jk+lRW2oJayrNDFOGjwdrMSJAoO0cnGQcH8KxU8SaWYM/bIenTv+VYd74isZJj5ZAXHUqQSfpivWxNKmryliG+bppbXySMaNOq5fCehDxPLcRs8sMqgjb5UjEhgepx0/Oue1Ozgu3vLgWtk9y8vnIShwEwAVJ6knH4VyDa7bH+I/hUTa3Af4nrwllWDg706rR1wVeJ0HiC9gjUNFbCAhMHknPoPpXASMWcseSTmr97fi5XapYgdSazya0quMIRowd1Hr3OqhTcU5S3ZPYW8lzeJFGpLE9hXe6P4KudQIaZSFJ6YpfhLoyarqV7I6BvJCYyPXd/hXv8ApugxxKoEYyK8nEY10m4RPToUIuPPLY5rwx4GgtIkxEufpXo1hpMduoG0H2q1Z2iRIAAM+tXQABXPRozxD55PQVXEfZhoiA2kbDBRcfSozp8J4MYq5SEgEA967HhaK12OZVJLZmFf6DBPyEH0IrxrxF4fWx8TF44wFkXgAY5r3+XHBrlNU8Px6hq0czj5YzuP51zwfsazitjpjUdSDjIi8MWsem6PcwIACvlTj8QK073VorOQySuFiSNixPtUUkKWl/dW68I9kSv/AAE14z8TfFrbpNPgYhQP3hB655xXS17RKxhscz8SfGR8R3yvGW8hZmCD8RX1hH/q1+gr4ReY3EZY/wAMoI+hr7uj/wBWv0FbwioqxEncdRRRVkhTWRW6iguo6mm+cn96sZ1KT92TQ0n0HCNV7VV1axTUtKurOThZo2XPoccGnvewpnc6jHvWVqfiWztLKSQuBhTyeMVj7aiouMDWFKpJ6I+bbSaax1ieGYqJY3aN8+oP/wBasz4gWQaKy1DzfMkJMUrAYHqoH05p2oXjah4hu7qFGIluGYcYxk8VqeM4Yrrwkk6AZjeOQMD1BGCP1rtd+pErXdjzKEZkK+oI/StLQbU3U0yjGQoxn61lxNtnRvRhXWeCbd5NVuVETMq4DELkDrSW5PQ7nwRHDZWd9cOtzNJDE7LFA4XDb1G5jg4HPaukN3pWn66w1QSwSbw5jEfmDG45AABzgV5lemay1WfFvdyQl8ELE4Ujjv8AWujtPGWmWksk0Om3/wBobJ8y4Tee+Px6flUSpTb5kilJdz1bRLG28T3H2l4biKOCPaGeFkVVK8KhJ6D8PWpdU0vT9KVrC0+3LaOnzxxSh155ydxJ5Ga4VPjPHGl0bizup5J/lUfZ9sca8ADaW54GT6k+lU/+Fz3RjBOgwuyxLGgJ29P4iPy4FSoTa0QXRF4tt7C2j87S7FbF/LaObGMNlh9zHQ/ez6iuAaLbcgRnK7hjHbg5roLjx/qupq5ewsY4UbaTIN+3d0wMdeB+VZX2nTn12a4upHDSOGZYVwqMf59+K2pRlF6omTTMVVKQxEDnkE/jXW+F5PtKyxtIcIATk8de/rWVqVjDFcCDLYVlIHYA4yB+ZrX0uBdP1aG0jPzujl1UYxgA4960n8JK3OC8TW5tvEeoRk5/fswOMZB5H86zlG61f/ZYH866Lx3btD4iZmIPmRI3HY9MfpXP2wLean95D+nNZMZ2vhfw9Fcxz6pNLDEEUiASOFLsDgkZ646fnUOp6R57O8qLIwP314NVbfWhBGLe8hE9oECJ5QAeHHcev4+tdJpthHdWX2uzvUnhBVcYxJuxk5X0FCSaCV7nEvphjAKoHXPUDmtHT9Bmv9Nvb6OJRFZKGckdc9q6u30ObVYJ57CFmWDaJCw28mp7ZLiz0a+0t4GRLrG9iMdwKlpmlJxv7+xxLWz26I0kJVJF3oSMbhUMoiJICD8q9U8XaPa6hYWk9qu2O2iWFNvQ+tee3NhHBnesmO5AFQr9TSaSdkYMka9dgqrIq5ztFa8q24HPmn8qpSiDPHmce4qkyLGe3HAGKjJqzJ5XYOfxFavhPRLPxDrv9n3V3JbBoZXjKR7y7qhYL6AcHn2pohnqP7O9qLiXXyR937P/AO1K+g4oAqgAV4R+zWuW8R/9u3/tSvoJVwK82eE9tiJSlsv8i/aPlURFXaKdRRXpRioqyMhrHGKr3fmNCfKOHHIqyRmjaKxq05zur6FRdnczzLJLAMAhgealijZkJbqaseWNxNPCgZrlp4afNqW6itocX4vurmwuba5hhaQtFJE2PRhivnbx7pupTalvg066aN0UlliZhnkdvpX0n4pnjlKxAfNGcHNedeLbqey0N57WVopRIgDKcHBr3sNl8fY87Zx1cS4z5EjwO2sLsF4ntZ13YPMbDkH6V9yQzBol78CvnTVrmSDRYNQsdd1GZWufs+biNUWchdzPGOu1ThTu9R7geuQ6xLGq5zjFctbDTlJexfe5vTkmm56Hahs1j634gtdJgcyyKrD1NZI16YjAry74iJf6pdx7HJQsQ6g1NfBVlSvKVh0qtJztudRc/EBrsA2m6T59mR06f/rqSDVtXuowUaNTnoSf8K5fw3pPkaeqMuGU/rn/AOua620i8pKvB5ZTkryRVfGygvd0MvWn8Vvv+wG1PHy75Mf0rnLjTfFl5ZXEN+I5GGDFskXnnJzXfE1C1enDLcOlojglmNd7s8utvDWq28VzJNp+6XcDGAQewyeDTL7Tbp/A0kE9pcC4Ft/q9hyrA5/PivTXFVnQ1tLLoS1uzNY2XVHzNLaXMTEPbyof9pCK9F+GysJtScgjeIiOMf3q6a3nN74zm0u91S7tbZ5dkbxyxosfcli/GMZ46k4FJpL3EeranaXc03+jzeWq3O0OuCRzjjPTOOK5aNGNOutdvL/gmtSo5U3odPAzdMn861LVS5DHPFZ1oiOwXzYxnvuFbkaxqoCyx/g4r1XNWOBpkgRCOVU/UCpBDCw5hjP1QGnJCGAxLFz6yLVlLRzgCSE/9tV/xrmlKJPLJ7FF9PsWOWsrYn/riv8AhVSXRtKfJbTLMk8nMC/4VtG0mA6Kfo6/41DJbyjqhpJxFaSMO40TS5juk062Y8cmMdulU5fD+ktcLcGxjEy5AcZBGRg963pI3HVTVV1OOhrWMIPdIrnmtmzktX8E6Fq0qyXVq+9V2BklZeM5/qaxj8NfD8cgeNboEHgef/8AWro/Fl1cWWivNbSvFIJEG5euCea5/W7fxDomjabe3V/drNdmTzIiuBDjaVBOPvENnHb86yrfV4PlcDek60ldSPLIgPMHHbNaELPa7rq3keKQY+4cA/UUUV8+j22e7+DHM3g+zlZVDXb+ZLgYyea17rTLQ3SqYhhgCfwFFFZtv2xrZexIfFtjb20hgiQLGq4AH0rynV4kSJ8KOh/lRRW0/hOSPxHITxLzxWVOgxn2oorFG7M+QVNpWq3OiapHqFps8+IMF3ruHzKVPH0JoorWJnLY9v8A2aeviX/t2/8AalfQNFFTH4pEBRRRWggooooAKKKKAOJ8RH/iazDtgH9K8+8bHHh9/wDrqn86KK96l/u3yPNqfx/mcVrXiJ9Zht45NMsLcwKqRvbo6lUXogBYgDnPA5PNdbZ+NtWaNUYWxB9Yv/r0UVxUTpmbFv4lvZQN8Vt+EeP60yS5N5cTtLFHwUIAB7j60UVtX/hkUP4hp6WyKWzDG31z/jXQW0UEyfNAg+hb/Giis4tpaFVEm9SU6fbshO1h9GNUprOJBkbvzoorqpyb6nJJK5nyRqDVd1GDRRXbExZ5vqmrHTPEGpxmxsbyKWcMUu4d4DKOCCCCOpyM4PcGsC/uJ9Uvpb26mZriZzJIwwMk0UV4tX4pHpU9kJGjIBiWT86l86VVOJZP++qKKiLZq0rEkd1Nj/WN+dX7eeViAZG6+tFFbXdjOyuSTXE0a/LK4/4EarHUr1T8t1MMejmiikpS7lcq7DP7a1RWO2/uR/20NN/4SLWE4XUbj8XJoopc8u4csexnav4i1eewMUt9K6b1OGx1FZt54w12+06DTrq/lmgt5HkXzHLElsdSTzjbx6ZPrRRWFWTctWVGKWyP/9k=", "info": {"video_id": "172516", "label": "putting remote into rack", "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": "347bca97a4fb825595ffb0097429b558871e3cd9c67074342d5e4e7010a1c585"} +{"episode": 67224, "episode_seed": 1272413959, "split": "train", "timestamp": "2025-10-13T03:34:58.039941", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1272413959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing remote from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209731", "label": "pushing remote from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "209731", "label": "pushing remote from left to right", "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": "be306b43c0fafdcc82edeaef6d66f0a718e941923efce9d753e4d6d993972aa6"} +{"episode": 67225, "episode_seed": 3295585966, "split": "train", "timestamp": "2025-10-13T03:35:03.024875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3295585966, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach ring magnet to brandy bottle because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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M+O5cngE+gzjityfwhongeFU0n7ZKbjPnNK3mFtvTgAAdT0r0W/vsAhTXH6pqAF5Esx3R/Mcbcg47H612VaVqTkzz6NVyqpdDNE0Tt5YKMSvMRABK/Q0omjhhAaH7OBwMttGSemelPR5C7eZbyRqXKqu3nHQZPv2x6igzkQgztsCtl1JBIHPt/L0rg5WekpIkjeVYmbeC2MqDx+GQcVBEq28xuCzQzMu07JSfXHAP8qj82eS4doynl7sgMMsFo+zySXMdyt15LouMbMxtknr39OciovY0sLf22n36Z1Kyt7sjBEipsk+oIP61ltokdszDSNbuLZm+Yw3i+ahHoTwcfXNaVw80SBppbaOMsFOBjk/jzn096JEht4EymUPAxgHPb/P6U1UkhOlFmdP59vCDqejsezXWlv5oAHQlfvAfhVfV9Vs5fDzyrfwXthbMJSrIDJCT8vCt8wzuwQB+dakl0Y9iiRo2GShbj68j2PFcz4tu7afTN0kERn8wI0mwbsDJIyO3A9q3hX1OeeGW55vfXf8AaGuWRmVo7PzgQhyRwecD8McVNq13FcTPIBjccgen+cVJe6ZcX40+2022luL0j/VQAu7MQDwB25P0zXR2XwS8bXkAklitbLfggXE4LL9QucV1xlqcj0R6LJaLPBLA7kQn78eAAR6ZIyPwqW2ljsrMrHIG2t87GUs30zyTjjjiqkPnSAxvsRM5A37mx78VYkjh2CNWPBGSpwfzry02epZPcW51LEany/MycKitztxjOCcjnP5daal0JVVAHk3glXDYU/5FNmihnEiKoMp4IA+Y+wNLDHEHRVuBKWUMIQ34YK4424PApO7GkkKt41nbrtREPIH7vPQZ6024v2+yNK8joqEOzhBIQeoBGCP8KbfSQ/b5As/mRogjjO3G7qSB7/8A1qwb8S3UxmZp3Kx+Wu2cqME5yABg+mPrQ1qOOquM1yyuLnSETULjDxyBvMkPyfNgEt1JAB/SuWtbfTLgS2088bsHKKYz8u3p6DHIB+n0rT1eyukupI7GXEcjFBLcSEnYvB+UDPf0qBHsLVIre8treS5SPfiZTkklTk5H3iDz+GK1jNqPL0J5I83NbU9J+E+gWWiaNe6rbkyPdyiJHY5widQPbcT+Qrrr/VFVCzOQvr7Vznhq7ht/B9nBbqscSqzBEGAuWJIA+pqK+v4iFWZ9qnjd9a9jDxSijwsS3Ko2w1eZJHSWJpJMqdvlcg9DzyB2FVdMmYxZubS0txD/AM8ZDhjjtnhQOOM9ax9Oklsr++tpCPKj2vCPZs5/l+taaSXIjdm2beyhAM15uLlatL+uh6OEinRX9dS9J9mdB8qOyAsQWyMdMkY/+tUaSBnIQBsHPDYB/Os94JntgGkAUj5/N+Zh7Ajp2ORVeCAiPymidh/AEI+TptA5yeefbPeuZybOuMUjSV/Mmbz7jCq2QFUMef1qz9otyzsGdhg8u3U56D8qo3KLDb8t+9kIiXywdvPX8gKz7m5+wwM0ERmlZxhXcKrA8ZyOeBk+nepaKWpX1nxPFbMsVpFA1xENs6zoAVJHAC856+tX4L+01LSWurlDEEcx4lTZnAHIHpziuA0lLBfH7f2zd+XAZJbnJbcCVHygn0J5z3x70mp319f77qG5M0SyE+Wp4I7f/qrolCMbEwbmnct6xc3Oqaza6DBZwN9ulSGGRiX4YgZ7Yx1P0r6E020svD+j22lWCbLe1jEaD19SfUk5J9zXhPwv82/+IUV1qERBtIJJo93ZiAg4/wCBGvX7y+HnMA3Fd+GpqUb2PJxkmpctyXULxiGIPFcWfIjQyeWN543IBkj3Jp2ra5Pp0iSsc2znbJnnHoRUMEIiIErPIy9C5H6YFZZjpy28/wBDTLftfL9SZ7uQiEKGRycBXfj9O/Sqd3LcgxsqSBVwoD4IkPPU9hyevp1qy92oYM/yBTjJHAFIZllB3lIyPusRkdPT0PFeZc9XQSJjOdqTtKm0kKDjbjjPbg+tR3APnNGkqgRhQ0gXv1/QEf0q3o92dTvJWhtfIWIh1SZtwkOOg/2aoTSsZLjc0aO8jFu23IH6Hmm17twTvKxS1PUyUmtoVuGPCyPHESjhgcAEnPbqf8K4R5rySP7GqgRSTq0zJETIrdME9hXdiARzRXKynej+YpDH179jjpzms6bT7tQ/2LUpIEkwHVDuLN1JOT7AY61VOooppjlG7TTsce3h2e2smu7uZordnI2l9plxz06496+itMjg0fwrpVlbhUSK2ThRgZIyf1Jr58Ol3srN/aB+0MGI2P8ANwemO1exrqv2jS4JBwPLU49OOlduEacmcOPvyqxb1bVZreNpIl3lRnb/AHh6Vjfb11WNZreYxqwOdoBx9cgjNVNQ1j7MvnsvmW5+WQDkgdz+FYuiwGO+vxBMDaSlZYyOeuc4rsxX8F/11ODC/wAZf10Oj06MWSOEuJpVTlIzPvCZHJAPrk/0qd7y3aHcQmI+Q5AIGeAOvX2PrVXyoVjZUPzY5YAZApklrG0eAzFlHQNtB45yOnpXj87PY5EW4rhJcNEQyHBVtwUMD0P+feowzXDkyPCiq3DMcZB4xkcH/wCtVKGzkWJd0SyRyfOkpbvnkjjGB0x15qxqci2jqDdp9kt4fMmZBtxuPI/TH40krlreyNDZHEXXfGBjc3B4HuT16VRuEhuQAL634UbhIisvPrg8df8AOKytD8QXWt2V47x7fJbERKcbDkr+gqlDqmnxysZCy3MuRMEjwgA6Y9sUpRsi7WNa4sWt/MijcO2clEkU/kcniuX8TwahcWQghhaciWMqqp8+7kY/HIrUutds7TTLi6t5IJF3Mdm4IxbOOe4+vtVn4Z6ld+J/F6SXAiS10+Fp2VBne5O1OT7nP/Aa1o0Zyd0c9atGKsz0zwR4TtvCWiQLKsb6o8Src3A5OR/Ap/uj9etal9qAjBANVbu/KysCep4FYtzepLKYy4DHOATXrU6aWrPFnJyOVgu/NVN2304P86SZsIzBPMdhkY44HbPrVAypFAN8Kgj5skkYH4daWG4SQOkOxZQc5JJwAcHI+teHc91F2NHaIMJCjZ25cEN15z+tP0mL7NrH2uCPzJ5cqxUZdx1qMFh0bJ446e3NXtI0l72+8u31WW2eOIyC4ACNu4yAPTk/hTpq8kE2lHUqagJ2vJ3ETRxkF9rJtyRnHX8az7a5MlmGmkiMxJO2M5+X39ap6qt9b6tNFA7zQgsJuMMzHlsZJ7k5z7/SnaNEz24aa2jhYcKqjc2Bnv3I+nFTLdmitZE000cUbJIY1mXGYnUqwXPH8qybq0juJnRIuSANoIGWzkHP58mtS5s4ZyAV8zYcpjqCf6+9UromO62eQfMU4O0YHPYmhCZqeHtQWOxNmQVKfMoJzlW9/XOaLm4jkaW2umCRyDAZuQPr7H9OKwBLPCBI74dCxI6AjHIPvkj8qgu9Q+0RE5U8dz/OvWwdZNcr3R5OMou/Mtjd0F7pbq6trsB2t9gjkIBLIc45749e9bjyuX2DaQByOeK4/wALPeYvQUmZYthwRnYDnp7dK6TzXkRx5TKi5LFTgEen0rkxjvWl/XQ68IrUUv63LC3UgZcblC8MpHX3qGS/uVmhitBGLZnVpHlG5lJyG2/X0pts0UPCSbgeF3EHacnOO/pSSTx+Yy9SgC8L93I/nXMjpNTWsWy2afaSbdeUwACpI647jJ6Vikw3FwY2k3ThdxXHJz1/Mf096m1XVtIRInSe6eAIp3TYUK3dcYz+NZguidRle3EEIlKhWckFx3x78/rVVNJBTTUdRs+kafNJ88cZcj77JuwOmcdOOnpWff6eiKJIHCYwGKHJK9MYPAGOela87XESboGKTkfeBBVv9kAjgfrWcVnNuDN5YnBLFQPvY9qlMopeDIdQ0fxq88s8LQTRNDjOGwTkED6rivQr7UNh3lsKRyc9K4NyizKIgFuCu9fL4LEZPJ/nnsBWmdTju7NWYgMVDdehI6V6eDq/ZZ5eNpfbRJquoKPNsL7HkTj91J/dbsD7Hsa0IrrAUSb8svfrXIalqUclt9jvELRA/u5F5aP/ABFdGbmTygkcrOqEAqDxnuSPXmpzJ/D8/wBBZcrc3y/UuNJ5qhYnMacYJXP1z6ipgqCIb1UyLy2SQAeeme1UYfOmtkedcRBvlG8EFiORj0wBVuOISxnG1Vz7c15Z6qJNOntEvIzLfra71OJNpYMccLj/APVWVeXdk8NyEeSSZ15jK7Hz6YBNdJpuoaVBNfLqKW5aVMKuwFIyPQHPr+GMVxtxaQ391JegvFJLkKYyFOD/AAj0GD/LFaTVoIUGnJl+2eRoI4TEkcEY48pwW6Dt69qqTvdGSKJYo2gBA3YAKj0JHXnPPFW7CKLT7VYBkEjC8Zye3J9fU1ZvbdrCTZeqFZgGCKeGz2zxWVmaNowZUXdIJAGQqW3Bvy+pFXtM1NI4FtsnyyC0Z6DGeQPof5+1UrqCLzS7M7q3IXsM1n3jyJCfLUBuCSe3XmtaNRwldGNWCnGzNa61IWgkUxia3f76E/qD2NQeFZoY57tYbgPbEqyIww0ZOcgj/CuZfUfMQi4CODyCmcgHpn0NafhqeNHu2jBIJQESLkg/N0Pp1r069aM6DsebRouFZXO1kkARn2tI5GflA4Hp9aIjI0ZlQb2AwS3GTnp9R0qjbTiaECBVRlILEg8AjgY9avCV8kk78HoMnHvXlHpokspLyPXkuPOlZNzEW0Y+Xc3cAd+CcD1rz/xXf3Wt6xeCzidnjnCJbJGxZ/mI6D2BJz616XpGl6jdXrrZ3kUE9vH53mxncnXp05646VxWtai2j6pNFaOo1S6neS5ueW83IBC5IHT0wBya6KcuSF+5m4Kc99jpNCtItF0g20yok8772UfeGBgAnPXGfYZxXL+LoZYIvPhZ/JX5GXPCgng/0/KqlhJqF7MtxHqMbzgHcjkkA5xxjtjvzUGta5cw6RdWt9bhN+ULEnk9scfjRCpaS0NqkVKD1OQuZzIGBI5616Z8GL6O1OrruAlZYeO+0bv6mvIpbpOAY2JHO4PjP4Yre+H+tnTfFcYkfEV0hgOegJOV/UAfjXoc+p5Mo3R9CXWoZlOT9a5nXHkm0+WaBz5kJ3gA4IIqO91AqA6557etYup6hJpjx36DzLOZdkqjuPX2IrpicktC3cOtndlJSEeQDbCoBJ49O30q4kogi8kyF0Ztw2J1A78jIX64681iRWEdtfNPdXxn1CVPvsjMcHOCmBgdO+K05bKYafAI5/M80cL5+d3f5wOTyAeeK8CK6tHtyfRM0Le5+fYjouUDkBtxHufT6VBNdXKTrcW1w0eTg47DpUKQrZ4ikCbxu+dehbOM+npUSJGY2AdV7tvYqAR7/wBParjTtrexMql9EriwxykyEliS25nZepOf51K0zRI3lnyiozkt1HuOwxx+FKt4HgRlKvk5BHOcDGMZxx1z61M0aOh3hsgkgOcd/wCKlKCgrlQqOegy/wBX09ra2SxIhuhGVliXB7Z3HHY+vvjrWXLc+agChwwBUEdT+NOe2JuQqhRHjC5OwJ268/XPXvUblwCh38qdiHj9aXKnsPma3M65eGRSu4kMPmzx+Vc9cr5MpxsVjndIpyfYEdOP61r6ikqsWwVXnnIA9+Kx9B04a74hk0241Ga3WRJTGUTeWZULBT2XoTk+nvV04voTOS6m14WlaRbsM3I2EKSRzg9K6W1E0pkaRogir8wL4YjHQepz71594SvpI55ogolnkCFT1EYwSSa7yO4ijhDxSW0Ofk3NJmNSOvbLEkHAHrilO8p6sUWow0RrQkMwQFVUDGc9vQVYF1FZtamdkaGOXzFTHBOQSCfQ4rGhvjNszDMSHyWcjCg9AFHU88/SpJ5kkkeJkIyOMjp61Ki+bQqUly66F3xZqFjrt+i26KYNu9wFCgsememeBzn1rGs9OggujcxbmGwKHZs4HYfTqMVZt7ZZdjByqqxztTJAHU4/yKe0ZAB5BAyUBPH5d+nFXKEpNtijUjGKii2sUl3BNcQgPBCAXJ4bPoAB/nFZd2IJ4mWN2+X5i4OCfb27Ur3uoaekzWxSNJxtIkYhZDz24+YH9OtZqEkbnkkXABLY5Y4/z9KnkvsU523I2VIwVRCSBhiep46ism9u54rhinlKD8w3cAqOTz6+laN4zw7sOwB+8ADz/wDWrmdZvW+y7FHzkjqtOCaYp2aJ5byKf76kNnqpwee/vXYG+tm1Sa1t8ThOZ5idqqOMjPODnvXG63plhbeHrfVdN1S+uFN19kzcwiNbghNzPEM52qSFO7+8O+QOtSXTrGcadBFGuUB3GTAOR0KgfMc474z61riJSqcqZjQjGHM0apuo4o1MRiG4bgCcsc/3Rjt1JOBxU0NyJGZ/JkAKghnOSfU8cAen0pskdpPHbRKJ0yN0itgfljnH1470yR0ik8mLPl7eN3ZcnH+fasLX0ZtzW1Q12ScJKY8spwcrnPuanS1WJA2/crPgNgYwByR79OBVKS72xrGYDM5B2AEjGMkc/QHip4XDSQpLKsD5XcQCdpyMEcfXrjpVqMOhHNU69RZIJGiKxqXLcgtnGff/ACO1Z91eX95II7iczrCmxVXJYdOCT97HrwK2pAyJtIDEdjzn3OKpJDC8++bktxuZCwAx19Ov9DWXMrmttDMkC+WcSOcdSeinP8hWLd3TxswbdIcc5wc10E0GCWYfKOMM2Rx0INYeowIY3KDBzyQOp96a5W9A95LUwLiXzFErEKZSc9uM4PFbfhJt0t3EwcDCksgyRwcAj0JwM9qzfDQtNR8WRafqd5JbI+Io7mN4o1i7kkycYxnjqTx3q/4csiPE2rWV408bQ3ezN4QrqQWxvC5GeOxI9O1bOD5TLnTZ2YuQsaQu8jrGSAQBtDHtuI647egq3BKF8xdsRCH5sMGIPfJHGayLjT5p55BE6SJGpJYyll6fw54GRjgc8e1TbYoY3jiATadu0E4AHU/qaz5ObYrn5d9S8urXmn3Ye2jQq4IVRjof8a5m6iN48013GJJJXLOQD1PPJHbp+VbDKwRdreYin5mAzgH+9z8tEscLFBHGN0jEkBefQLnpg8HirdOVrX2JjVje9tzF0+K30pNnKJnJ2YOM9OvSrWs6YbrThBqGyJLhA6ODnaRyO3WmzWrGM+Uow3BzjGffkZ9aoXN5eSRR2kkiNBADhVyxXjOCSeR16fTNRy66GrnpqYkng+zWJiLgyFwf3knyhT34B4x75qrB4QtopPMuL9zt5xEu3GBkYPNb37xUwzqeOh6qOnP1qs92VwjJtAyD6mtOea0bM+SD1SNSHW1li8hpA74yeecdM1RudWeHzIGHnW0v34Tx+IPrXP6nKYU3QvjDZ3AHcnbAPpWl4i8Pat4f8O6RfX8k/nXxk82BoyBb4CFATjhmDZx26dQa7qFe0bSOGtQTldGobmWfxKyO7BUg4CsR3I/p/OtrT9QlmnZCsapEDgIuMnJ5NFFeZ9lHf9qRbRzLNIzAZjAC4FQXUSF4ww3DJyG6HjPP50UUPZDh1LVuzIx8timwgLtA459/90VpSnzOoA35JwO+aKKU3sEVoyqoMfzoxUg54A5weO1VpkB3yc5bDEZ4zRRWZZh3pLIy9v8A9VcK+p3Gg+ImvbLYJoWfbvXI+ZSpyPoxoorqobHPW3Oi+GlnHcyanud18tYwCpwSDuBFdYir9jiCqqeY+35QPl75HoaKKVRajpvRFiCFbaJRGW+Z8nJzk88/59BTm+R34BHmKMH3xz696KK1jsYz3JLiIWlxcRozMI1BBY5JyBkE+nOKS0kZt4OP3ZIXj3H+NFFRP4DSn8bI9SjXgY5cZJ79ar3dukEERjLA4xyc9yAeemABRRWMTdmZdQJLCrNuzIuWwfQf/WrjtWwqDA4Bzj360UVrH4jJ/CSeJPEzazYWiPpOm2zwokcclskilI1zhFBcqBzk4GSea2IpGTxJeEEnYAoBJ5G3P9aKKKn+YUv8v1Nrw9O08155gDeWpVck+3PXtk1qIqqs8oUZHQduDj+tFFZxLl8TGsiz39vE4+VmXOOOpGamWJTPMoyqoJSApxyoOD+lFFYr4jaXwlyFQ8KsepNNEYYgknnd39CKKKUuoLZFJxmLPfHUfWud1JiHaMfd3KMUUUR3Gzj111tGvbyI6dp1/FLIGKX0HmAMmdpBBBHU5GcHuDWjoWsXt3qWp6lcSCW6upVklZ1BBY7ug6D2x0wMUUV3T/hnHD+IdlbXMi2KSk7nYbiW9aVT+5Vu8mNx+tFFYR2ZrLcqySyT3bwtI6xoVIVGI6tityzs47l8ylmCKPlJ68Ofr/CKKK0j8LM5/EirK2y1DgA4wMEcVT+zRtN5rbmbp94jsfSiisVubvYx5eJZEBxhOuBk1iXjbbhlAGAB2ooreOxg92Z12oGm3Dd1lQA+mc0y98SatqelW+mXl7NNbWsjyoJJGYln253EnnG3j0yfWiitImcj/9k=", 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", 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", "info": {"video_id": "57992", "label": "trying but failing to attach ring magnet to brandy bottle because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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caJ8CdL8oXniK4uGu3bd5FrNtRF7KWxlj6kY56VsXOgeHfCMlvBo9gLeOYN5x3M/mbegYsT6mt6qfs2YU5x9ol1KgmidvLBRiV5iIAJX6GlE0cMIDQ/ZwOBltoyT0z0p6PIXbzLeSNS5VV2846DJ9+2PUUGciEGdtgVsupIJA59v5elcfKztUkSRvKsTNvBbGVB4/DIOKgiVbeY3BZoZmXadkpPrjgH+VR+bPJcO0ZTy92QGGWC0fZ5JLmO5W68l0XGNmY2yT17+nORUXsaWFv7bT79M6lZW92RgiRU2SfUEH9ay20SO2ZhpGt3FszfMYbxfNQj0J4OPrmtK4eaJA00ttHGWCnAxyfx5z6e9EiQ28CZTKHgYwDnt/n9KaqSQnSizOn8+3hB1PR2PZrrS380ADoSv3gPwqvq+q2cvh55Vv4L2wtmEpVkBkhJ+XhW+YZ3YIA/OtSS6MexRI0bDJQtx9eR7HiuZ8W3dtPpm6SCIz+YEaTYN2BkkZHbge1bwr6nPPDLc83vrv+0NcsjMrR2fnAhDkjg84H4Y4qbVruK4meQDG45A9P84qS90y4vxp9tpttLcXpH+qgBd2YgHgDtyfpmujsvgl42vIBJLFa2W/BAuJwWX6hc4rrjLU5Hoj0MiCKMyeWNx43IBkj3Jpz3chEIUMjk4Cu/H6d+lQwQiIqsrPI69C5GfwwKe92oYM/wAgU4yRwBXk3PVK13LcgxsqSBVwoD4IkPPU9hyevp1qeJjOdqTtKm0kKDjbjjPbg+tKZllB3lIyPusRkdPT0PFTaPdnU7yVobXyFiIdUmbcJDjoP9mmld2BuyuVLgHzmjSVQIwoaQL36/oCP6VnanqZKTW0K3DHhZHjiJRwwOACTnt1P+FXZpWMlxuaNHeRi3bbkD9DzVIQCOaK5WU70fzFIY+vfscdOc1L0ZcdjhHmvJI/saqBFJOrTMkRMit0wT2FQt4dntrJru7maK3ZyNpfaZcc9OuPeuwm0+7UP9i1KSBJMB1Q7izdSTk+wGOtcsdLvZWb+0D9oYMRsf5uD0x2rd1VPXYmMeWNtz6D0yODR/CulWVuFRIrZOFGBkjJ/UmsrVtVmt42kiXeVGdv94elVF1X7RpcEg4HlqcenHSsbUNY+zL57L5luflkA5IHc/hXtUrcqseBVvzO5cF9FqsSXUTBQOcgZK/56Uz7HDFfrczTZkYgNuk2hvQFRgH8c1zmiJJbahfNaOslvIySxMZMKAc5PQ+1dLHGnMszKfYDivKxbary+X5HqYRJ0V/XUtNqBErJuAOeSXPC9Sc8DpVJNQEk5UIykE4APMg9Ryfb8+9OxCokMh+UkZ3HIFRm2iEzuZBCpXIbOxW287Qex7kcZx7VzNtnUkkSrJ5skUwhJB4w53kdM8Uq6o7vtyNqjPC7QT06dTn0/nTneOPTJ5UuD5jLhHAyZc9Tn29PpWXdTGOBo7eRsFChKHHHT0zxntSa0Gndk0814+obYJ5MRNvmjKAck4HOBnpnOT0FcFrFlbWWoPI91FlpcFGbEpBG4kEDGDyBzW5Lp+60kjU3IkXZEim4yrDnJJPTpnGe9YtvFcLcm9vjE1ugO1Blgi5wDnGCeeOvetKc3HYU4RluTWHhbSPEGt2NtFMf38wjwrYJTqf/AB3NfQc10lsggiASNAFRVGAFAwBXjPgi40weJbKe2tbWN442dZIl5yyYIz+JPPrXoV7qOZWJPFejg4pxuzy8fJuaRNd6hFMzxmUCTGdpPUVyZmmhuIjFZpcIo27rpijA8AbSMnHTPHNVNflaS0N5Zvm4tmyR6D0/Krxnkk2pAVOAPmKbvx9KWYO3L8/0Fl6T5vl+pqB7dAkb+X8vLYbA9enUdMVWcww/dVR0bknc2cnOce9VpfPknClmGFOWQ4BPv3qjNbyC6WRim/PJjXGE9MdDnpnivOc7noqFjVnlkSIFHCfNncWBz9RTo5LeKIq00jMxztUbeeuM1TtYN5YiIpuA3Bvmy3opHXtUMvkyTO2ZGhiYKO5IXqcH3qWtLmitexcvtUstOh865B8kLtLABvmOMKe4/I/hWBpniZ7jURazW8RSR1jDW0e4AEnksB0AxWL4ynmvtOaHAihguFPmGbLOBySyjgAHI44HSoba/sbbwlpcWm34F5eFprsE4ZCWwBj2Hr9a1hCPJzPcSk+fl6HR6/dQ2MUzWcUc86jLJvK5H9fpV74PaXDqN1feLrq1iR0Y2trsUgA4BdsevIXP+9Xlt3c6pbebCVkk3NlpPUe9e8eDVh0z4eaPBEoUtAJnH+25Ln+ddWGipO1jixrcVudXe3vyfKa47WpJJ5UUStGQDkgAj9QRU9/eO0WEc7iD061y6arLqrPDKypPbkrJgdR2P44rrxMVGg7f1qefhda6/roXNOjFkjhLiaVU5SMz7wmRyQD65P8ASp3vLdodxCYj5DkAgZ4A69fY+tVfKhWNlQ/NjlgBkCmSWsbR4DMWUdA20HjnI6elePzs9vkRbiuElw0RDIcFW3BQwPQ/596jDNcOTI8KKrcMxxkHjGRwf/rVShs5FiXdEskcnzpKW755I4xgdMdeasanIto6g3afZLeHzJmQbcbjyP0x+NJK5a3sjQ2RxF13xgY3NweB7k9elUbhIbkAC+t+FG4SIrLz64PHX/OKytD8QXWt2V47x7fJbERKcbDkr+gqlDqmnxysZCy3MuRMEjwgA6Y9sUpRsi7WNa4sWt/MijcO2clEkU/kcniuX8TwahcWQghhaciWMqqp8+7kY/HIrUutds7TTLi6t5IJF3Mdm4IxbOOe4+vtVn4Z6ld+J/F6SXAiS10+Fp2VBne5O1OT7nP/AAGtaNGcndHPWrRirM9M8EeE7bwlokCyrG+qPEq3NwOTkfwKf7o/XrWpfagIwQDVW7vysrAnqeBWLc3qSymMuAxzgE161OmlqzxZycjjY7r7vmb8sM89aGk81QsTmNOMErn659RVQ3Mvl7I5WdUbBUHjPckevNPh86a2R51xEG+UbwQWI5GPTAFeCe8i8FQRDeqmReWySADz0z2pdOntEvIzLfra71OJNpYMccLj/wDVUccQljONqrn25rT03UNKgmvl1FLctKmFXYCkZHoDn1/DGKumryCbtHU5u8u7J4bkI8kkzrzGV2Pn0wCaW2eRoI4TEkcEY48pwW6Dt69qoXFpDf3Ul6C8UkuQpjIU4P8ACPQYP8sVfsIotPtVgGQSMLxnJ7cn19TWb1ehrdJFSd7oyRRLFG0AIG7ABUehI68554qrKi7pBIAyFS24N+X1IrevbdrCTZeqFZgGCKeGz2zxWFdQReaXZndW5C9hmhXFdF3TNTSOBbbJ8sgtGegxnkD6H+ftUF1qQtBIpjE1u/30J/UHsaybx5EhPlqA3BJPbrzWQ+o+YhFwEcHkFM5APTPoa9PC4hJcsjzcVh23zROn8JXKQXF4lvOsls20oj5DRk5yCK6zeJY9uRt5znnI9K4Xwe0ZubxkV2UbCQ4yV69K6V7qFXG6ONMkEKGYgce/0Nc+Lleq/wCuhthVamkXtzSXOFjdUbgHsc+uOh4pt3bLcQmCZ1ljY8J26dT7DNIjFyzqyiNsFB1wDzn61IY/NyWlddoyihQd546+nFcx0l92nfw9HALaQqmRG6xkrgehHTFYk81xFeQLI0Sq4LytIRye/H59a1db0qey8PW8/wDaks6uFkig6rFIRjAOcdM9feuPQ38s9st1bJLIQVaR+U29eF7n/DvV1VZoKdmrpm5NJGCZM4t1+9Ky7gq+/wDhWfetDMsoKxuB0KdORjoen1rSkijWJSCF6kYGAfX8az3tI7OKV44B5e7LAjOT/Wsyija403UIr3yyQpyzBuuAAxx1JwR9a6m9vS8IkiOcd81ymZh5YjRkQNg7x8x9vY4pg1BraPyGkyMEqXbkKeQD9K7sJV5HyvqcOLpOauty5q08ip/aNiwZlG24g7lfcdx6GumR/KiJXaoAxwMD9K83vp5xN5sBdWU/ejPIHuPSu88yaBtslucjBAIxkf4Gt8wd+X5/oYYBW5vkWTPIm1mU5I5Yc4560jXjLFlmYzployOm4dOOhHt71VkUNKplkeObHyEsMjIOOvGP8amkuY1gZwVVQMDAyeSP16V5h6RoaHLdXS3NxPLDBcxsxjWJflUH3/OsiSdFjk8yYhVZmk7gNnIP0579KtW15Y24nWeS4ik8s+SIV4cjsSeBnPesa61CyuLe4t7aMyzZBMchyR9cY960krRQoJ8zZPNZ2s0CkqHiZflyOCOuPXqM/gKoNpFgiN5SRASLgrjbuGM5J6nJq9DLJcR5d4pYl4VYWwcccZxx6mqczXr3Eal1e1H98cp2x0zgep5rNMs5nWtJvJraSO3uAGVv4xxtI7HqMc9fSvSPDd/MfCljBPIjSwwiJjGcg7eOPwxXJyIoEglCPGVLBiOh/qRx9Kk07URbPtBPkTKXUscLkHBA9BXXhavJLU5MXT54+h0d5fzGKRoHAli5wen4+3as3T761u7yW7iwjyBVlRhyjjPX86o3WoNbyme2YBh2PQ+oPtVPTLy3kubq4hhEbOyiSMrkKfm5U+nX9K9HFv8AcS+X5nm4WL9uv66HUSSAIz7WkcjPygcD0+tERkaMyoN7AYJbjJz0+o6VRtpxNCBAqoykFiQeARwMetXhK+SSd+D0GTj3rwz20SWUl5HryXHnSsm5iLaMfLubuAO/BOB615/4rv7rW9YvBZxOzxzhEtkjYs/zEdB7Ak59a9L0jS9Rur11s7yKCe3j87zYzuTr06c9cdK4rWtRbR9UmitHUapdTvJc3PLebkAhckDp6YA5NdFOXJC/czcFOe+x0mhWkWi6QbaZUSed97KPvDAwATnrjPsM4rl/F0MsEXnws/kr8jLnhQTwf6flVSwk1C9mW4j1GN5wDuRySAc44x2x35qDWtcuYdIurW+twm/KFiTye2OPxohUtJaG1SKlB6nIXM5kDAkc9a9M+DF9HanV13ASssPHfaN39TXkUt0nAMbEjncHxn8MVvfD/WzpviuMSPiK6QwHPQEnK/qAPxr0OfU8mUbo+hLrUMynJ+tczrjyTafLNA58yE7wAcEEVHe6gVAdc89vWsXU9Qk0x479B5lnMuyVR3Hr7EV0xOSWgNfWzatNa2+JwnM8xO1VGRkZ5wc96vm6jijUxGIbhuAJyxz/AHRjt1JOBxWUsmnWFwNOt4o1yg+YyYBB7FQPmOcd8Z9a2ZI7SeO2iUTpkbpFbA/LHOPrx3rwIqy5j3JNN8o6G5EjM/kyAFQQznJPqeOAPT6VA7JOElMeWU4OVzn3NOkdIpPJiz5e3jd2XJx/n2qvJd7Y1jMBmcg7ACRjGSOfoDxVKMFqyXKbdkXUtViQNv3Kz4DYGMAcke/TgVFJBI0RWNS5bkFs4z7/AOR2pIXDSQpLKsD5XcQCdpyMEcfXrjpVuQMibSAxHY859ziido2SHBuWsjFury/vJBHcTmdYU2Kq5LDpwSfvY9eBUMgXyziRzjqT0U5/kK00hheffNyW43MhYAY6+nX+hqlNBglmHyjjDNkcdCDUc0bWZVpX0Ofu7p42YNukOOc4OaxLiXzFErEKZSc9uM4PFb+owIY3KDBzyQOp96x/D1sdY8TmwnvzbEQyeTIkAYllQsFA6AHBOT6Hua0pxutCZzs9Ta8IRtLBqfAwgjJYnG0c/wCcd66e1mjucPDMH2HG7ZgP6nPTA6V5/wCD47jVotTNzfyJbgJLcAHl/vHk9cD+td9ptpHJJFDaXCCOKMhBkxxnHU/MBk/hSlF81hRkuW5eN2js8pcZILl5CEXjjIGOR6Y61YluHkhCGTBkHXGMd6zEspjcNcuRJGjYBkfexwDjnvjAHHFK5hfyhnaoHbs1CgpPTQXtOVdxJ5byaJI5p5JFiYsseOB2z7VKVaIkuuSOx+XZ9T+tJHKsVwo3xkyYPl7uSB2I6r+FTRy+cxOGxuzuA479T1z6VTgvibuCqP4UrD7LUbK2u3Gp7WgMZVHYj90Txn6Z7+vtWYdSDuGVnkiIwhx1Gf8AJqxewJsPlcPj5WPzMPz/AJ9etUlieKNWQbHxj5Gzjn07dcZ56e1QlFltyRWnlT/lozBcfLxwcVi6jHHKvmFUcfxo5wHA7VsXQeSLdGpbgYORkn+lcjrLzxQALIVbcB97inGOonJWGmaRSo3kH2z8pz616A7yDHllMN1JJxnPPH0z+NcRrulWFvoEOsafql7KrXP2bddwiMXGE3M8IHzbVOFO71HPUDqtNvI7pEd4Y4oX+WEOcN7kL3zg9enWrq3sk2RTtdtI3Y1MOPMMbSbOqPuwMnC/XHUVet9ySRTLIiyKcqeu38OlYf8AaHlyqpfcgOGSBg0iAcfMcYBPYdsc1ZW5P2ZyYTG24/KDu255xnueaylC2xpGd1dm7Y6/ptlo17byqjTFvMUlQSSBjHPuBj6muNfTba5V2k3CWUYb5sb/AFB56e3tV4+XPKjKNvmcD5fu1Otv5SDL8nLZIwAO2D3yfStJRlKysRCcI313C3CWtutuMq+AqJ6nHTPYVJfQ/YJjFeACThgi9Gz2zx0qpNHIY9iRu7feUEnP5464z0qlf6hfXs+LuUSiJNgMZ3MSD/Ee5HH6mp5C/aEd1BEsxdi7q38PYZ6cdqz7t5PIYIi7jjqM5681dkX5CPMLEckY6H/D1rGu7pkJ8xmbAwxINLladg5k1cqPqThSJvLdD8ykckL0+Yfga1PDkkUk1yiLKFIBYr8wGM4H0J4z2rE8Pw2GteKhY6neT2kFy+xZopIolT1LmTjGM8dScDvWj4dsBF4i1PTrozRC3uhGv2shWXBbG8LkZ4HTiuqU5uk4bnKoRVTmOyFyFjSF3kdYyQCANoY9txHXHb0FW4JQvmLtiIQ/NhgxB75I4zWRcafNPPIInSRI1JLGUsvT+HPAyMcDnj2qbbFDG8cQCbTt2gnAA6n9TXNyc2x0c/LvqXl1a80+7D20aFXBCqMdD/jXM3URvHmmu4xJJK5ZyAep55I7dPyrYZWCLtbzEU/MwGcA/wB7n5aJY4WKCOMbpGJIC8+gXPTB4PFW6crWvsTGrG97bmLp8VvpSbOUTOTswcZ6delWtZ0w3WnCDUNkSXCB0cHO0jkdutNmtWMZ8pRhuDnGM+/Iz61Quby8kijtJJEaCAHCrlivGcEk8jr0+majl10NXPTUxJPB9msTEXBkLg/vJPlCnvwDxj3zVWDwhbRSeZcX7nbziJduMDIwea3v3iphnU8dD1UdOfrVZ7srhGTaBkH1Nac81o2Z8kHqkakOtrLF5DSB3xk8846Zqjc6s8PmQMPOtpfvwnj8QfWuf1OUwpuhfGGzuAO5O2AfStLxF4e1bw/4d0i+v5J/OvjJ5sDRkC3wEKAnHDMGzjt06g13UK9o2kcNagnK6LscjJ4lvSCTsAUAk8jb/wDXrZ8PTtPNeeYA3lqVXJPtz17ZNFFeZ1R6L+FmoiqqzyhRkdB24OP601kWe/t4nHysy5xx1IzRRU1Nh09yZYlM8yjKqglICnHKg4P6VchUPCrHqTRRU/ZK+0NEYYgknnd39CKpOMxZ746j60UVD3KOd1JiHaMfd3KMVxK6pcaJr7X1psM8LOFMi7hypQ5/BjRRXVQMK+xd8Nzva6VrBiODsUfgAxx+grq7K8lstOtpEw7sn3pcsVODyOetFFE95ER+ybj3Mi2YxgkrzketSmNQNg4A4/Piiio+yWviKduqxKZEUCTON/fqT/Stq1ZgjRFtyAgqCB8pAxxiiihv3B298jlRXKlv4uvHtUc254mid2Zc789CDgelFFZstGbejy2IHr3+tcd4lUGzMh5IZetFFa0fiMqvwmVr3iuTxDb20U2k6ZatbqkcUlqkilI1BwgBcqF5ycDJPNeoy2MVvNZINzhlwC5ztHHA9Opoorar0MqXUhjt0uJt7lhtYgBPlAI78d+OtWpCWick9HyPzoopU9gqbjvKWS2upiWDQMuADw2cdR+NQyStFNGFPQoATzjI9Onc/nRRVv7RC3iXAoeDYR8oQNj3xms63t45pnkYEHaeFOB90nt7gflRRXMtzrexTZA0zwknYc5xx0xzxWDqcKId4zubvnp24oorRdCGtzCsNZ/sy4nhfTdPvoZmEjR3sHmAOmcEEEEdeRnB7g1d0fWb281XVNRuHWS5uJVeRmQYJOecdB7emBRRVz+EiC99HYW1zItikpO52G4lvWlU/uVbvJjcfrRRWMdmaS3Ksksk928LSOsaFSFRiOrYrcs7OO5fMpZgij5SevDn6/wiiitI/CzOfxIqytstQ4AOMDBHFU/s0bTea25m6feI7H0oorFbm72MeXiWRAcYTrgZNYl4224ZQBgAdqKK3jsYPdmddqBptw3dZUAPpnNMvfEmranpVvpl5ezTW1rI8qCSRmJZ9udxJ5xt49Mn1oorSJnI/9k=", 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", "info": {"video_id": "57992", "label": "trying but failing to attach ring magnet to brandy bottle because it doesn't stick", "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": "2d80a9c12db2f8480cab4c0fde8a2a2a6b989b90042f0c44bb7bad4bfa75caff"} +{"episode": 67226, "episode_seed": 1585915252, "split": "train", "timestamp": "2025-10-13T03:35:03.933848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1585915252, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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Ak1uSaO5hSO2toFG6XYyjcWyVAPqV3YJBbp3rIvlS38Q6hFflUCwoDwp+Y5LcLjHzMzYPIyB7D0TS/D9tZXl15cO+C8Te28BlRxtAGDzz1/CvLdZtRFqt7Aqn926ozHqWCLuP55NRCtGcXFFzpODuW/DOg6XrV/qkjk3kNvOXtrPlGmXhWkODk7eOB0zmsy60m00zxJeaXLO0kVnCohkzuIBYtsbHAZc4P0qPRrS6t4Y76xmMU6mVVlViHGXUEj8NwqF7drO7ZSp+aNiBkf8APVv8a3mv3Zgn75UuxES3lNuBOeR0rn9S3I8fvmupltcKN42krnHHr7e1ZOo2E155flKMR53fQ/8A6q40amPHhhyKsxN5L7kApBAiZCSrJ7ii2lRVuJZI3eOFNzbBwKpCNaBGnQtGmPXArt/h9ot9dy6iLaQ25YRwySNEsqFCS5XZwSTtHfGM561zWmlo7JpIwDG4wox+dd74Nh1KzsIprO2t9lwZGkklEjA9Qp+QkggBh06E5rSG4S2HtNcW/iG3tbmSN1s7V1kWK32KRK5cEKSeCNp7Y6Ve1fUGS1uPNDRIykM0ag4HHH0rk73ULp9evLkrKs/yI/mYyGCAEDgYHoO1Qz+I7q6hlgugrB/lYqO/r9aVRO447GbqWlyWz2F3BA7K1zEERR8xcklVH1wKh1nw7qGiaWDeG3kWSJ7eQxg5gkaQOEY9+4yOM5FNtIJb7XbWFnfywGJYHBQ7SAfzxWtr17rOq2s+lXaojW0Qe4Oza92wxtdz3wOcDg4zW9JNxM6i6mHeabPboqzAkA+vSseTcgaMfcbg1rzsJ3ZlckAE8GqktuFZg5O7PauPqaGHBjjHrVxA07GPOIx98+vtWT9rSAAu3J4AHJNadtaXVyB5qmOJsYjHLN/vHsK0sSXbGAT3a3ITbFENkR6derCuysZYYyLaRXcbSWI7g9a5pAY5VRnGxeiitZJPKclZAWdcHHakykXbHX59NkubePUbu0RZC0NtGI2XnnLB2HX5elNvLl7y0uJ7+4jg86RfNl8r5UUBQDhB0wB0HvUkESSAGWJH/wB5c1PJCJEKbF2sNu3HH0xWynpYlozxpdo8SS2up6ZdhXUsIp8OfmHRGAY1t6Z4cGt63bwSFvKfe/yttJwvQHt3qlp2g21rcCaO3Ak52ksTt+melb9rNeWF7BcQsI5IjlSRkdMEEehzinOd2mJLQy/FHhtNFsZYrPUNTjaT5Gt3wY3ViAwJBHYDtzgVn3IgDbYEKkj5t3QHJ6fhitzWtU1LVLhGvIrdERt/7py24jp1AwO/eubuWcTb1O3BzxUVpqVrBBWOY8QEieAH/a5/Ks+MNM3ljhR94jr9KveJX8trZiQB8/J/Csizmmusi0AVM489xx/wEdz+lZpFM0nh85hZxjCnaXI6KueB+OK7LTfJhEcEjhXPoO3T+VcvaQfZiI1DYzlnblmPqTW7DI8M4lYD7uFzQxo1dN1WSwubu1tbi0S2DBgbq2Mu84C/wqSOOa63wmZ/E2vtf3EcSrZKkexFYBgxY5wen6dK4aOzt7x1eeIMw4DZIOPrXp3w701bGG4uYgRDdxoQCc8ozD/2anUqJQsCTvckTwxC/iHxFFt2GeCOWAo2Cu4MD06fMtedHSXuYoLUADhIm9uQDXvQhj88z7R5hUIW7kA5A/U155f6SY4tZmQFTBcYUgdMkHP6ipvytDT5jM1TwnNpAeaPxBd28vfzoi4YghuSCcjKr1HYZrj7VEOmxTXBc3buzucfeLMxJz9SO1drr3iTUdQtfIewUMV2+ckg2Z/vYPI+lcleDCIsYwEAAratNOKSMoxszMu1aM/cLey1wEQ85jn7g7eteiebIriQHDL3xXmUN07uYbVN75+Zj91frWMS2bMcq28bPkmbIESAcMff2rodFgjto1WV18+VjI7EckmudsbdYptzM0kx4Mjdh6AdhW/C5W5WRl4A4psaN3SNTfStRuILVbKVCA5ku2CgbQeA2R/e6DqRXQ2WuTaxr2nxYjg+wu0p8u4aWNzhUwMkjoTyD39q4pbVLpw5aSNsYzG2M10Xh+2W21qwAdnMkvlFnxnDKePzAq5yXsmuthwX7xHtOnIotVOBmvOvH+nQLqjyQxgTTMrvz6DGf0r0myQx2yqeveuL8dQbby2u8ZH3D+uK8ynJqSNt5yOWsPCWqjRLK8g1GKFSPMjilB2gbtx/hIxkDg1z9xBcy61PDqU1sXhhAWW3IKNuYuSSvBP8ulda/ik2mhRafcQPsj3bJFQsCpOQDjoR0rk2fzVmuChRpWyoIwdo6f1P417E5r2ZxqPvXKE64UFeR61y+uzjfBtLLjdkg49K6dnYqQRjBzXOeKpQRZrtRQobJAxnp1rlW5qzKj3SDCEqvcjvVwxmSBNPi2k3GN2D9xc9T7nFULe5aX5bVA4XrI3Cr/jWxpoWF2bJkYj5nI+8asSOjjtDFZN9nZVWMbiTzwBXXaR4isV0i2abTL+O2ijEf2gW8cicAKTu2qepbv3Arg7ZkFsyNnLtyPapLewnyMXCNH/ddT0znsauk0twka15dm7luLqMkefPJKuRjgsccZPbHc1BDEC6huT1NSCIIioPuqMCpoYhkv7US1YkzR8HWiTa9cF1U4XYoJ6bj1/pXd65osctrLPGoEybUUkdcDjP6isbwbpSSlLwrtALxSMp+8jYwx/3WxXQ6teNbxhJsfMWZgP4WXhh/Ij2NdNPSNjKbu7Hkd9bLa3c6RgrG3OCOR61kz7drFiAB61p3M+68kc87mJzVGWOBkkaRCWx8pB71wz+Jm0djldJsYYWM9w3mS46+n0rba78wjyxtHpXP27Okef73PNa1qylRx81NiRdjUn5j3rVsYRIRniqVuARgityyXKRlAAVyMnvQM1LeIhAD0q/HaEkOBwKSyhZ5fLkUDHcdK6K104yzbUGE9M5poGULSyy2cc9qkntpFPPT3rqk0cogY4GBVLVbbbCAAOe9NiOMvU/SsC+T5cgV0l6AoI9PWuGgEureLrjS5dUntYiJDEI03ZZULBfYcHk+nvUWuxmJ4is0vbi0WVz5ce7K9j060RyxwlViAwvSsNr+e4wZpWfIBGe2av2vKg560/IDSRmd9xOa07dXlYfMSRWfbruH0rbsY1RI25LEnIFAG3p8Q+RSOcgZr1TwSAPCGmsP4osn/vo15tYbZGVV656V6N4Gb/ilbeI9YZp4v8AvmVx/KsMR8KK6HUDpWJq0Sx2ep5/5agNj8AP6VtA8Vka2f3Dr/fXFOtL3I2FTXvHnl0hCEGsC7jGGrp71NpOa4rxXcS2mmSSQSNHJvUArWgmUp3Co2e9cLarDajYgGB6V0mvRwwaBDqVhq9/MrXJts3MSxrOQm5niA52qcKd3qPcDkIGJ5NVawbmvFKS2a1IpJJcc9KyYBlQa27BCuxiepoGbenxjA3da37VBbXdjc4JKXUJAHUncBj+dZtlEuRjBrotNgabXtNg25Ee66b8PlX9WP5UTdoNlU1eSPSreSYxKZBtY8kDtXM+J7j7TPHb7c+WS5/LFdOhwmTWS2nm8S6vCPld9qfQcfzzXn0Y800jeTSTZxMkYVTtGKwLtPmbNdXqMXlsUAHFc3eAAmvQZynPTna5Ga5XxJbi8nttzHYm7IHfpW7YC31Lxi2mahqNza28smxJYpYo1j7ksZOMYzwOScCuU1k3FprF3ZTG4H2ed4wlxgSLg4+YLxn1xxQlbUVyeB4ooyigYAwAOgq5azFGBAH0rJtznGa04VOQBQM1bYvJIM9DW/bwnaADmsvT48Ha2MiugsoSWUKCc1SQEkFpvbBHA61ca2CxZCcHjHrWvaWQKZC89Oasajp720KIQN5IdaptLcSi5bHS+EbGK3s9gGFlTeB/464/kaoePAEtxk7dwyGHXzBx+ord8O/6poyBmPlfbPJrA8eHMIXPGSPpW0ZJq6IlG0rHk1ymzqKoXDgJjPWp/EskkGnGSJyjB1GR6Vl+I9D1jQND0m/vZ7kTXpk8yExkCDAQoGOPvMGzjt9Qa5bXLuc5ExMWSehxWhbOeOaKKGNG3ZsWIBNb1oNqyMCQVHFFFIZ0WiTyTTASNnAr0jRII3QMRyMUUVcRM6NkVlwQMVzOsIuVXtmiimyUcVrYAKqAMYJryO/1O40nxRPf22zzopG271yPmUqePoxooqFuUzmWG1go6ACtGzYjFFFNgjdtyRitvTnOAPU0UUhnX2n342/i6ZrufArE6Pcj/qIXP/ow0UVjiPgGjqh0rJ1bkfQUUVj1iEOpxmqKBAz9+RXm/i9j/ZDZ5/eL/OiiuvqS9jk/EPiZ9ct4IpdL062MCLHFJbI6lEXOEALlQOcnA5PNYFuScUUVUhI2bQ/KK3rD5lwecHiiikUjprJBHcRBScEAnNdd4SAl8Q6rK4y0bxwr7KEDY/NjRRWeI/hmtD4zvZTtt3I6hTVuKNV0eNQOPKH8qKKwwnxMKuyPPNX4Zz71x9+xyRRRXXIxPP7rW20nU76NtO0++imlDmO9g8wBkHBBBBHU5GcHuDXPX9/c6pqU1/eSGS5uZDLK+MZY+w6fSiiq6C6li3PK/WtmAn5TRRSQG9YDe2W69a6vQPmJJ6jpRRVLcZ29jChtiSOSCfxFX9YiRk0qUj52k2n6FTRRXPidkbUNzX0xBHqEyqMAgHH4VxvjtitwFB4Joorah/DMq38Q8i8UO39mtz0da5XUvEWq6jptvpl3ezTW9tI8qCSRmJZ8ZySecbePTJ9aKKaJZ//Z", "info": {"video_id": "56344", "label": "taking remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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Ak1uSaO5hSO2toFG6XYyjcWyVAPqV3YJBbp3rIvlS38Q6hFflUCwoDwp+Y5LcLjHzMzYPIyB7D0TS/D9tZXl15cO+C8Te28BlRxtAGDzz1/CvLdZtRFqt7Aqn926ozHqWCLuP55NRCtGcXFFzpODuW/DOg6XrV/qkjk3kNvOXtrPlGmXhWkODk7eOB0zmsy60m00zxJeaXLO0kVnCohkzuIBYtsbHAZc4P0qPRrS6t4Y76xmMU6mVVlViHGXUEj8NwqF7drO7ZSp+aNiBkf8APVv8a3mv3Zgn75UuxES3lNuBOeR0rn9S3I8fvmupltcKN42krnHHr7e1ZOo2E155flKMR53fQ/8A6q40amPHhhyKsxN5L7kApBAiZCSrJ7ii2lRVuJZI3eOFNzbBwKpCNaBGnQtGmPXArt/h9ot9dy6iLaQ25YRwySNEsqFCS5XZwSTtHfGM561zWmlo7JpIwDG4wox+dd74Nh1KzsIprO2t9lwZGkklEjA9Qp+QkggBh06E5rSG4S2HtNcW/iG3tbmSN1s7V1kWK32KRK5cEKSeCNp7Y6Ve1fUGS1uPNDRIykM0ag4HHH0rk73ULp9evLkrKs/yI/mYyGCAEDgYHoO1Qz+I7q6hlgugrB/lYqO/r9aVRO447GbqWlyWz2F3BA7K1zEERR8xcklVH1wKh1nw7qGiaWDeG3kWSJ7eQxg5gkaQOEY9+4yOM5FNtIJb7XbWFnfywGJYHBQ7SAfzxWtr17rOq2s+lXaojW0Qe4Oza92wxtdz3wOcDg4zW9JNxM6i6mHeabPboqzAkA+vSseTcgaMfcbg1rzsJ3ZlckAE8GqktuFZg5O7PauPqaGHBjjHrVxA07GPOIx98+vtWT9rSAAu3J4AHJNadtaXVyB5qmOJsYjHLN/vHsK0sSXbGAT3a3ITbFENkR6derCuysZYYyLaRXcbSWI7g9a5pAY5VRnGxeiitZJPKclZAWdcHHakykXbHX59NkubePUbu0RZC0NtGI2XnnLB2HX5elNvLl7y0uJ7+4jg86RfNl8r5UUBQDhB0wB0HvUkESSAGWJH/wB5c1PJCJEKbF2sNu3HH0xWynpYlozxpdo8SS2up6ZdhXUsIp8OfmHRGAY1t6Z4cGt63bwSFvKfe/yttJwvQHt3qlp2g21rcCaO3Ak52ksTt+melb9rNeWF7BcQsI5IjlSRkdMEEehzinOd2mJLQy/FHhtNFsZYrPUNTjaT5Gt3wY3ViAwJBHYDtzgVn3IgDbYEKkj5t3QHJ6fhitzWtU1LVLhGvIrdERt/7py24jp1AwO/eubuWcTb1O3BzxUVpqVrBBWOY8QEieAH/a5/Ks+MNM3ljhR94jr9KveJX8trZiQB8/J/Csizmmusi0AVM489xx/wEdz+lZpFM0nh85hZxjCnaXI6KueB+OK7LTfJhEcEjhXPoO3T+VcvaQfZiI1DYzlnblmPqTW7DI8M4lYD7uFzQxo1dN1WSwubu1tbi0S2DBgbq2Mu84C/wqSOOa63wmZ/E2vtf3EcSrZKkexFYBgxY5wen6dK4aOzt7x1eeIMw4DZIOPrXp3w701bGG4uYgRDdxoQCc8ozD/2anUqJQsCTvckTwxC/iHxFFt2GeCOWAo2Cu4MD06fMtedHSXuYoLUADhIm9uQDXvQhj88z7R5hUIW7kA5A/U155f6SY4tZmQFTBcYUgdMkHP6ipvytDT5jM1TwnNpAeaPxBd28vfzoi4YghuSCcjKr1HYZrj7VEOmxTXBc3buzucfeLMxJz9SO1drr3iTUdQtfIewUMV2+ckg2Z/vYPI+lcleDCIsYwEAAratNOKSMoxszMu1aM/cLey1wEQ85jn7g7eteiebIriQHDL3xXmUN07uYbVN75+Zj91frWMS2bMcq28bPkmbIESAcMff2rodFgjto1WV18+VjI7EckmudsbdYptzM0kx4Mjdh6AdhW/C5W5WRl4A4psaN3SNTfStRuILVbKVCA5ku2CgbQeA2R/e6DqRXQ2WuTaxr2nxYjg+wu0p8u4aWNzhUwMkjoTyD39q4pbVLpw5aSNsYzG2M10Xh+2W21qwAdnMkvlFnxnDKePzAq5yXsmuthwX7xHtOnIotVOBmvOvH+nQLqjyQxgTTMrvz6DGf0r0myQx2yqeveuL8dQbby2u8ZH3D+uK8ynJqSNt5yOWsPCWqjRLK8g1GKFSPMjilB2gbtx/hIxkDg1z9xBcy61PDqU1sXhhAWW3IKNuYuSSvBP8ulda/ik2mhRafcQPsj3bJFQsCpOQDjoR0rk2fzVmuChRpWyoIwdo6f1P417E5r2ZxqPvXKE64UFeR61y+uzjfBtLLjdkg49K6dnYqQRjBzXOeKpQRZrtRQobJAxnp1rlW5qzKj3SDCEqvcjvVwxmSBNPi2k3GN2D9xc9T7nFULe5aX5bVA4XrI3Cr/jWxpoWF2bJkYj5nI+8asSOjjtDFZN9nZVWMbiTzwBXXaR4isV0i2abTL+O2ijEf2gW8cicAKTu2qepbv3Arg7ZkFsyNnLtyPapLewnyMXCNH/ddT0znsauk0twka15dm7luLqMkefPJKuRjgsccZPbHc1BDEC6huT1NSCIIioPuqMCpoYhkv7US1YkzR8HWiTa9cF1U4XYoJ6bj1/pXd65osctrLPGoEybUUkdcDjP6isbwbpSSlLwrtALxSMp+8jYwx/3WxXQ6teNbxhJsfMWZgP4WXhh/Ij2NdNPSNjKbu7Hkd9bLa3c6RgrG3OCOR61kz7drFiAB61p3M+68kc87mJzVGWOBkkaRCWx8pB71wz+Jm0djldJsYYWM9w3mS46+n0rba78wjyxtHpXP27Okef73PNa1qylRx81NiRdjUn5j3rVsYRIRniqVuARgityyXKRlAAVyMnvQM1LeIhAD0q/HaEkOBwKSyhZ5fLkUDHcdK6K104yzbUGE9M5poGULSyy2cc9qkntpFPPT3rqk0cogY4GBVLVbbbCAAOe9NiOMvU/SsC+T5cgV0l6AoI9PWuGgEureLrjS5dUntYiJDEI03ZZULBfYcHk+nvUWuxmJ4is0vbi0WVz5ce7K9j060RyxwlViAwvSsNr+e4wZpWfIBGe2av2vKg560/IDSRmd9xOa07dXlYfMSRWfbruH0rbsY1RI25LEnIFAG3p8Q+RSOcgZr1TwSAPCGmsP4osn/vo15tYbZGVV656V6N4Gb/ilbeI9YZp4v8AvmVx/KsMR8KK6HUDpWJq0Sx2ep5/5agNj8AP6VtA8Vka2f3Dr/fXFOtL3I2FTXvHnl0hCEGsC7jGGrp71NpOa4rxXcS2mmSSQSNHJvUArWgmUp3Co2e9cLarDajYgGB6V0mvRwwaBDqVhq9/MrXJts3MSxrOQm5niA52qcKd3qPcDkIGJ5NVawbmvFKS2a1IpJJcc9KyYBlQa27BCuxiepoGbenxjA3da37VBbXdjc4JKXUJAHUncBj+dZtlEuRjBrotNgabXtNg25Ee66b8PlX9WP5UTdoNlU1eSPSreSYxKZBtY8kDtXM+J7j7TPHb7c+WS5/LFdOhwmTWS2nm8S6vCPld9qfQcfzzXn0Y800jeTSTZxMkYVTtGKwLtPmbNdXqMXlsUAHFc3eAAmvQZynPTna5Ga5XxJbi8nttzHYm7IHfpW7YC31Lxi2mahqNza28smxJYpYo1j7ksZOMYzwOScCuU1k3FprF3ZTG4H2ed4wlxgSLg4+YLxn1xxQlbUVyeB4ooyigYAwAOgq5azFGBAH0rJtznGa04VOQBQM1bYvJIM9DW/bwnaADmsvT48Ha2MiugsoSWUKCc1SQEkFpvbBHA61ca2CxZCcHjHrWvaWQKZC89Oasajp720KIQN5IdaptLcSi5bHS+EbGK3s9gGFlTeB/464/kaoePAEtxk7dwyGHXzBx+ord8O/6poyBmPlfbPJrA8eHMIXPGSPpW0ZJq6IlG0rHk1ymzqKoXDgJjPWp/EskkGnGSJyjB1GR6Vl+I9D1jQND0m/vZ7kTXpk8yExkCDAQoGOPvMGzjt9Qa5bXLuc5ExMWSehxWhbOeOaKKGNG3ZsWIBNb1oNqyMCQVHFFFIZ0WiTyTTASNnAr0jRII3QMRyMUUVcRM6NkVlwQMVzOsIuVXtmiimyUcVrYAKqAMYJryO/1O40nxRPf22zzopG271yPmUqePoxooqFuUzmWG1go6ACtGzYjFFFNgjdtyRitvTnOAPU0UUhnX2n342/i6ZrufArE6Pcj/qIXP/ow0UVjiPgGjqh0rJ1bkfQUUVj1iEOpxmqKBAz9+RXm/i9j/ZDZ5/eL/OiiuvqS9jk/EPiZ9ct4IpdL062MCLHFJbI6lEXOEALlQOcnA5PNYFuScUUVUhI2bQ/KK3rD5lwecHiiikUjprJBHcRBScEAnNdd4SAl8Q6rK4y0bxwr7KEDY/NjRRWeI/hmtD4zvZTtt3I6hTVuKNV0eNQOPKH8qKKwwnxMKuyPPNX4Zz71x9+xyRRRXXIxPP7rW20nU76NtO0++imlDmO9g8wBkHBBBBHU5GcHuDXPX9/c6pqU1/eSGS5uZDLK+MZY+w6fSiiq6C6li3PK/WtmAn5TRRSQG9YDe2W69a6vQPmJJ6jpRRVLcZ29jChtiSOSCfxFX9YiRk0qUj52k2n6FTRRXPidkbUNzX0xBHqEyqMAgHH4VxvjtitwFB4Joorah/DMq38Q8i8UO39mtz0da5XUvEWq6jptvpl3ezTW9tI8qCSRmJZ8ZySecbePTJ9aKKaJZ//Z", "info": {"video_id": "56344", "label": "taking remote", "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": "6077aad3904f03e23fc0e11d778ee3091853ae55c34f3c102bab9becf2471fe8"} +{"episode": 67227, "episode_seed": 3377045728, "split": "train", "timestamp": "2025-10-13T03:35:05.824367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3377045728, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering the speck's case with a pant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22018", "label": "covering the speck's case with a pant", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "22018", "label": "covering the speck's case with a pant", "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": "2eda7fbf9fb2c70e6730f25585c189e335d2af1d66fbb153b555cb6a5377bc3b"} +{"episode": 67228, "episode_seed": 2330085886, "split": "train", "timestamp": "2025-10-13T03:35:06.759264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2330085886, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'scooping red ball christmas magnet up with christmas train christmas magnet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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I6H3q411Zanp8NxY4ieRAPlHQ+hHse1XMdmHbketYN7pU9ndPqGluAWYPLbucI59c/wAJ9+h7+tVTmo6M0UrCLp2p22oqAIJLZJBJI3OfQ4XoOxJ6/LjOK2bLTrLQIpY7PYixzFpAX5yecc+1Zdp4kCmeO+ge1lkXCiQDDfRhwavasIdUmRlHMcW8kd2xxmujnbj7pLSO+0q/V4lwc1t7lkj6815n4Z1UmERu3zLwRXb2V3uA5q73MLWZ5t8XLxdN1DRATt83zufps/xrAsZ1uFDr1+vWrX7QbA/8I8Qf+fj/ANp1574Z19oZVt525/hY965qnxNmiWh6fCdp3L0PUVz+oWh1jUbmxvVYRK4eJexGOD/OtywuEuo9643AfMBRfbIpbe5bAVWwx9j0/WiNm9RwfLI8+uPBGoxTP9niRo84Ri2Dj1r1jwnPPZaZBZ3TbpY0AJHeootXsJYzuZMj0NVE1i3a8xHwVGM+taRgo6o2q1XNWaO9juA3JpLgB8Y71zdvqqnHzcVrQXquo+YGrOYhv7cbCxFcffacsz7yDuB4I7V2V7crIBGo5PWs9rZW6ii1xHB3FrcRk8bh+tbumXkd4ilWG7qD61rXFgmw/KOleNaB4gk0yYRuxNuT1/u1z1YJaouLbPaYQVOQMHuKteUj4ZOvpWRoupQ38AxIN5+62eD7VsLuRs4w3oajRoNUyO5SdrVvs2z7QhDxiThSQehPbPTPvWXrVpp/jvR30u5LWWq27BoxKMPC/Tkd1PqMg9R0rokCSjIwHA6VFp11p9zqN3pt2oW9iYMqv1aMjhl9s5HHQirpXvy9DWEuh4rrWl+J4dTtLDVYri4ks49tupG8eWDgbWHBUEjmvSfClgR8Kms7whdxl83LAggsScGt3WvDUuoMk8E7q8Aby/mxjPbdg9wD9QKhuL+HTPBt3bXEZF1DbFI4/uh324G0jrkntzXmZzSfsoSgm2px/U6Y1pzlZ7FTwO14+ky5wLRNotdqgADGWHHXPB+tbzzD7dMR0Z0k591A/pXN/DzULhvCEks8sk5WaQM0qYfOB19T71q3T4uTKoIXaFP6GvXjpZHNzSlFOe52NpICgwea89+Lusf2Vc+Hy/8Aq5fPBPpjZ/jXXWlzwuDXmnx7l3ReHCOR/pGf/IdVP4STR0i/ivIUO8ZPRhW/EOQf4h+teE+HfEUmmTLHI5a3J/75/wDrV7NoeqwX9sil13EfI2eD7GudaaMlrqWdW8NaP4kCDUbNZJUGFkUlWA9MjtWPoB0KwvrrStFa3tZVOJgDvkfHqT1H6V1QDIcHIbvWevhPQ5b+S+js1t9QcljcREg5PU46c01y83vIuNSSVuhHcxX8MTfvRLAeyRJvH0JH9a2/CupG4gKtKZNh2nd1/H0rLSe50p/Jv1DQscJKPun29j7VPp88MN+ZoCAkhwwHY1VKlTptuCtfcqpLmR2+8Y4rPu0V1IbvUsUyuo5ps+1k5HNdKZyNnN3cW5DG45HT3FeaeODLYaJfCJGZZgFyP4Mkbj+Ir1u6txInuO9cprWki7heJlyrAgg1MldWHF6nzjWtoetyaXcKGJMJPI9Pesmkrl3Nz3nRdZh1G3QO4PHyP6+xrZUENnvXhGga9JpVwqOxNuTyP7vvXsmi6xFewIC4II4ahdmSzcBEqgMMPioZAVH86nMXG/qp6EVCWLfK/B7U3Em5jXlmrq7BAyfxIRkfhVHSro2tzcWsjE5jzGxPVf8A63T8q25QYyeawdYtX8sXVqhaaA7/AC16sP4gPqO3qBRF2ZaZr2NrhmmjYqc54711WnXDCMHJNcjoOow3VrlHDblyp9aqafeXl74tudLOr3NpF+8MQiUNllQsF9hweT6e9dF0hS1RQ+O8nmR+Hz6ef/7TrxsEggg4I711vjbVr7VI9P8Atl1JPsDlN5ztztzXI1jN3YR2O48KeJWjlWKV8Sr0J/iFelQSQ3tvuAB3feQ9q+fkdo3DoSGByCO1eheE/E3mERTNiZev+0PWo2Bo79dKsAcm0jb8KS68P2E8e6CMwMOjRHB/LoauWdwl1GCmOe1TFWjBJ/EetWkTc5aa21HTDkA3EQ/jjHOPdev5Zq3p/iBHXG7kcEdxWzIN6bgOfSsW/wBPt7rmWPEo4EqHaw/Hv+NVztbj0Zrwagksmd3WtWFwwFeciS50e8jSdw8EhwkoGOfQ+hrX1PV57fRWltpmil8xQGU81qpJq5DWp2skQeM/Q18whmV2I9ele1alfTW+hxahYa7qMqtcG3zPGqLOQmWeMddqn5Tu9R7geKsOSM9TWNSV7WNILc6Dw94il0uZVZi1uTyP7v0r2bRdXh1O3QtKpJHyv6/WvnlGIOR0rf8AD/iOXR7gDJa2Y8r/AHfcf4Vk11Q2j6BWMqeODVXVdJtdYjjExkhuYTuguoTtkiPqD6eoPBqnoOvwX1rG28OjDhs10LRbot4OVPQiiKvsRexzUXiHV/DQeHXbc3Vn/DqFqhKgf9NE6ofcZFbFvq2l6zpjyQyxTLyysGB5p7Pk7H69jXN6l4cgaZrmyY2F2w5lgUBZP99OjfXr71pztblxmdnfeULGOOEAGYgcfmapy26yWpJ4DD9awdG1uS4mW1vgIru3VldA2Rk9CD3BHQ10+5X0rK4PyZrXfVFXKljLgKr8MvBrzr45yCSDw/j/AKb/APslbUNzJP45n0y61W7tLd5NiNFLGix9Dli4xjGeOpPFeefEWe+fUIrS9nuZBayzIi3ON6cjrjjPAzjiolLSwdTiFJQ8V03hvxJLpM6pIxa2P/jvuPauZP0605SV+lZbqzBn0foesw39sm6QMCPlcc8VvBPlGP0r518NeJptHuBHIxa2Y8j+77j/AAr2/QvEEV1AhDiSNgMHNLraRDVtUbkmyWIxToGRhggjII965nUbabR5PPhG62JHJPK+x/ofwNdfJbiSDz4iHiPG4dj7+lUJCpVopgCjDHIyMe9aJOLJuU9O11ZFGTg+hregvEmUYOa4LUdOm0qQz24aS06kDlo/8R/Krmlayj4G/wDWtk0yGjtX2kVnXMKseKw/E2sT23h9prS4eKUSoN6HnBPNYer/APCSaNo+nXl1qV4st2X8yIrgQ42lQTj7xDZx/wDXocrBFHgh70DpRRXObi44rqfBmo3Md6bYP+6xkA9qKKmWwj2zw3M9xPHby/NHIdpB/pU2pQrDM6JnCkgUUVtH+GjKXxGe3zxHdzisuUkMcGiioqFUzjtXmfQ9ft/sLGNLtWkkjP3Q2eoHbPemLq91YeIn1GEp56OxG5cj5l2nj6MaKKcfhLZzHiP7lqPTcP5Vg0UUnuJBT4pXglWWNirqcgiiikM9Z8M39xJbwuW+YqDXoiKJ9KjncfvN2Miiiro9TOe5mSHa/Heqd0B1oopy2BbmXcxJcwSwyqGR1wQa5U3c0mhMsjbtsoXJ74Yjn8qKKmn1KkX9U8SPrcEEcumafbmBFSN7ZHUqgBwgBYgDnPA5PNeav3+uKKKUi4dRcDbR6CiipQ5HS+ENTurbU0t45P3UmSVPr7V7l4evJmmjiYho3IVlPQ0UUl/EMp7GjqlvHBeSRJnapwM1SUbwytyBRRWktzNbHFeNoha6VNqtuzRXtoB5cinqCwG1vUc5rpPCOoT32jq0xB3KCcD1GTRRTpG6OY1bV207xJqatZWV3HLOGKXUO8AqOCCCCOpyM4PcGuD8b3c9/exXdy++ad3kkbGMk4oopSBHK9WoPDH2ooqCh3QDFdb4J1S7hv8A7Ksn7ll3bT2Oe1FFEvhEz3LwvqVxHcxQ5DRTEI6MMgg1paxbx295PEgO1XwM0UVcPhMnuZinOUPK1x/ia1i05PttoDFLvAIX7rZ9RRRS7Cjuyhq13NL4eO5usiH9azZtd1G/0+CwurqWWCB2kXfIzElsdcnnGOPTJ9aKK0luVE//2Q==", 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", "info": {"video_id": "139655", "label": "scooping red ball christmas magnet up with christmas train christmas magnet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "139655", "label": "scooping red ball christmas magnet up with christmas train christmas magnet", "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": "b2dc4f37c3d4fac18326792ee54b40a4c07c8b6bb361eab296cce330626dd1fb"} +{"episode": 67229, "episode_seed": 2838952157, "split": "train", "timestamp": "2025-10-13T03:35:08.680717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2838952157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cup away from bracelet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5060", "label": "moving cup away from bracelet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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qNxeeJtdOralGIsBQkK8AbQB0/CkuySDgcVW+rBvSyG6ZcKNURGwBIpT9M/0r6Y8O3sX/AAiWnuML+5CgfQkf0r5JvLtrO5inXOY3DfgK9s8J66H02GJrjER5hyeCDyR/X8auNnoS72PQdb0uO70W7lcA4iZvyFfNd2JbeMKQR5ih6+ltS1a0GifYVlV7i7UwrGrAkAj5mPoAM814b4mW01nxa9rpcYW3LJawAe3y5/PJom7ihozmr0bDAjZyLaLP4rn+tVs8HNXNYmhuNXupLc/uPMKR/wC6vyr+gFVB69axkMgkOTkVvyRmdYkVyjmRQrA4wc9z6evtWBKBkjFbskJmtnjDFCwwGHUH1pQu7jT1uaV3Z/2eGUkvbwyCFp4gWT6g9+BmqV0llc+Ibi40x2bTo8JbhyCeg3ZI685rPEusNoQ8PSThtP8ANErN3JAxj8qvW0KW1ukMQwoHFaK73KbS2GXr/Lt7Vki4FtdwSk8LIpPPbNad3ypP8q5nVnKxmm3Ymx9Z+Bp4x4NsgMAR7k+vzH/Grmr6Wmo2M3mDPykj8q8t+FHihbvSYIri4CR9CGOAH4BH44r0vxD4is9L0yZBMj3Uo8qCJTlmYjrj0HU1e2qJeuh8030U1qM4IWUEj6ZqC5UpaWGRyYWb8C7V0Xi2/gvNXEFtEFjgjWEKB1I6/rWPrxVdVNqhytpGltkdyq/N/wCPFqydiru2plOfl6Vd0U/NcDthf61Uf7tW9G5efjsv9ayj8QM6Sz0iVdNtbhH89rncEjVi8gCnA3Dt7e1VNRk0+40S3tLaSQanLOftIYDCxAcADqD7981TsrvWPD+sSajpcxZnUoEb+HIxkfnTdOsfszyXEhD3Epy7e9apPZltrdGkgEUSqvAAwKiuCGiPr3p2TxUMpyhrQgwLltrMewr1/wCAeorNa6nabhvRg2Pb/Jrx3UM7WNaHwq8UHw944jEjkQ3I8tvr2/qKhb2A+uSAwIPQ14P8StIe38TXNxCpEYVDn3Ir1y48YaDbWZuZNRhwBnYD8/029a8c8deKJdRO+SMxLcPvRD1CDgZo2Wonq9DlLO3kbTdXuCMiOFAT6EuP8KwJvoa6hrpbXwg8QP72/uVOP+mcYP8A7Mf0rmJuhFZyK6m6hzxmhu+ahjfPJp5OVrYkrXC5HFcdrIKz7gSDmu1fvnHSuU8QRc7se9RIEbmgeKEnjEN1IEnA5LdH9/rVrUNXa+1aOFpmmit49qhn3AE8nA7cYH4Vxuk3sdmk24As2ByO1WNPuhJdyuABuPAHFY1ZSaaO2jTimp31Z0N2biaCKIEfZ7PO2NR13HJY+p6D6AVEDkDA/GmxXbJdoqnJkGD6cVNdR+QxZV/dE4z6Gs6dVp8sh4igmuaJGP0of7tKvSnaFYJrfiRtNuNRltVaOQxeWm4s6oWC+w4OSfT3rd6nESaScPNzzx/Wtb+Gua8PzyS+czsTkKefxroA/ArSCsrCHk1XnXclSnr1pjn5cU2I5TW1OwnvWr4Q8QAW39lXBB/55hujD0+o7VS1qPdCzD0rnbFY2vYxN9wHJGcVF+W7NILmaR6tc6zJo2n3DWxCTXQEKSnJcAn5sE9MAfrWTBfHThPcQiSS6kiKQN12EjDv9Quce5z2rl7y8El3AiyyMgJOGcsBWzDdbVjcnhT19q5qlWV+ZHbToxUXCRHH/qxj04qVRx71JcRIqieIYhc9D2+ntVK/keO1LxsVbIAIrWE1NXRx1KbhKzFnroUOQOaytb02xtvD1vqmm6rfThrr7Lm5hWNbghNzvEBztU4U7vUd8gX4n+UfzrSCtczJ84NAIqPPFKCQTWgEdx901zGtL+7b2rpZWyME1h6tEGiapkMreD/EX9i3rwzsPsk/DbhkKfU+3rXfT366RDLqkW3iMqhY7/mYYXHPvnNePKB5yhvu7hn6Vs6lc25hRYAVAIAUMcAfSolNr3e5tTpcy5r7HT2dx5LRX4RprhfmG5vvP/CT9Dg1SjLtlnJLkncT1J75ptlcHyQFPbIrQmSO5ia6h4xgP6E+3vXLGtyuz2OmtR51zR3Kb/d+tWtGPzz/APAf61F4et7HVvE6abqd9cWtvM21Jo5Yo1jPUljJxjGeByTgU6xhksdZ1WykW4X7POYtlwAJFALD5scZ6Zxx6V0xXvXOBm4e1NyKaGzRn3rYkkJ71BK3y8U9mwOelVpG44ouUjLvhlHNcbMzw3e9GKupDKR1Brt7gAqQa43Uo9lwTjioYz1Lw74q0nWtOjGsTx2l1D8rO6nDH1B9D3Hb6VkyawNb1W4uG+ZGAjQtg/KOBXHWOrLbad9nKjqT07mrWhXB2uOmWJrGq5SWp00YxjJNPc6K7aaSdPNQJEqBIgp4AH9c8mqM3fGKtXl5u014VJ37wwYdvWjxH4Z1Tw7oWk395LOJ70yeZCYyBABsKBj/AHmVs47dOoNTTk5LUitBRloToTgD3qUk4P1oorqWxgMdjtrA1VA6MG7UUVD2F1MbT7aKUzl1zsHFT26KtyQoAGwHiiiuao3dnfSS5UzTi5bPo3FaSMXUoxyuelFFc73N+hXj4kdOwPFUItUuNG1z+0LTZ58LNt3rkfMpU8fRjRRXZD4UedV0kyXw/wDJ5+OwUfzroFOc/Wiit47GYu45NNkNFFMkxdTGYmzXKbQbkLyAW7UUVD3Lj0LTQLHMpBY/Njk1tJlo9hJ2kEYoorlqdDvp9Td09vNh2OAVC4xisfUAEtHUdFcYzRRWWH+IWJ+Edr3il9fgt4ZdJ021NuixxSWqSKUjXOEALlQvOTgcnmteNjgDtRRXejgJc8Uu44ooqxMil4BrKvvuEHpRRSYI5O5UC5IHQmrlzaRRxsV3ZABGTRRWM27o6aSTTNO04t1IJ6Vv6W5UCMfd64oorhqHdAy5dbOjanfR/wBm6dfQzShzFeweYFZckEEEEdTkZwe4NTaXqFzqeoahf3cpkublxLK5AGWOT07fSiiu+lsjzanxM2l6fhTlJzRRW7M2B+7mq8pxRRUgU7j7lc1qqgoTjkUUUmCJorWGPTIWCAswDEkZ6mk0cD7TKuOMmiiuW+jO5JXiat58tnlSQS4/nUWp+INU1LSbfTby8mmt7aR5U8yRmJZsZySecbePTJ9aKKIkVT//2Q==", 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", 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", "info": {"video_id": "5060", "label": "moving cup away from bracelet", "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": "578d3a01b88d443778128a99c3bf500eab647dbbaecdb1940604bc00fa11f52c"} +{"episode": 67230, "episode_seed": 646585401, "split": "train", "timestamp": "2025-10-13T03:35:09.643330", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 646585401, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tongue cleaner underneath steel plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "194021", "label": "pretending to put tongue cleaner underneath steel plate", "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": "194021", "label": "pretending to put tongue cleaner underneath steel plate", "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": "1a56bf9471ebacb11d82972ea79bdda1010d02e251555bfea83a23465d73b22b"} +{"episode": 67231, "episode_seed": 3351560211, "split": "train", "timestamp": "2025-10-13T03:35:11.296493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3351560211, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering computer with cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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VIByRmg47VZACnCnQxl2Ixnj1q22mTqGJhkG0gHv15FNJsTkluVBWz4a0v+19cgtmGYlO+X/dHX/D8apQaZdzh2hgmkCHDFYycH04r0rwBohsdNa8mQrPcnjIwQg6frk07ETlZaHllmR55BOAykZ/Cut8HWhvr2xiAyFuC7fQCuPtji5T64r1H4V2gcXdwRnyzsB9zWFZ2g2dVD40d5JCpjYY7Vg3VgN5NdS6gVn3MY5rzJM9FHJXmiWd7Gy3Fujf7WMH865HUfBYRma0mIH9x/8AGvR5VHINZ1zHkEjpThWnDZhOlCe6PUfhjrk+veCI7S+OdR04CCXJzuAHyt+I/UGtSN/J1CS1fuPMQnuD1H4V4n4J8W/8Iz8TLSGaTbZX6/Zp8ngEn5G/Bv0Jr3jWLRknS4jHzQnePdT94V7uGqOcVc8OvBQqNLYy9csUltTIo+YV5vqmgm7tpm2/MvNer3mJLXjlSMivLY5Lu88Y32mHVri1hzII1jUNkhNwX2HB5NXWinuRRm1sY3w/0118TS+YDthXJNerTSccV514Bmn+3ajNcSs5ZIyC3brXdmXzBkGualHl0Oyc+fUmivFQjca17eSK5QYIzXITEhs5p1rfzW8gKseD0roUrHNKNzrJ7bbyKqFMVegu1urZXHcc1BMADWxgQoOcVR1KyF1tjkLeXnJUHg/Wr465qcxLOuDj60mVGbi7lTSre3gTEOAo79cV09kuIw3rWLa6aqSqzSMyL92MfKo9yO5qv42v7vTPCz3FjO8EwmjUOh5wTyKzlohzlzS0Osf/AFbfQ18GSAiVweoJr6T1HXdUh0iO9s/EWpSAzGDMyKiykLlmj74B4OfUfSvm+5XbdSrv34Y/N61g2a042NbT2zqsDHHMf/spr2LwtYmz8M2CMPmaMO31bmvIPD8Bu9esIVGTLhP5ivfxCIo1jUfKoCj6CuHEvVI9DDbMx762D8kViyWW1twFdNcjK4NZM6jdwK4pM7Ys5nU9Njl/eeWPM65HWueuoDEQw+43Q+h9K7yaMOCKwLuzjDmGUhYpjtDn+Bux/pWlGd3ysmptc5xG5FXIHOaqSwS2tw8EylZEOGBqSJiDW0omaZuQz4A5rufAxM63wHbZ0/4FXnPhxLTU/FCabqN/cWsEzbUljlijWPuSxk4xjPA5JwO9eifCyGaHV/E1lP8AaB9lmSMJcACRcFx8wHGeBnHFFOi1JSM6lVNNHVvATkkfpULJhMEfpXTNApH3R+VVpbOJgcrW8oGSmcleRr5TH+lfNt/KZdQuX/vSuf1NfVeoafF9kmYZGEY9PQZr5m+xxSSklAcnNXQpu7Ma9RWRiUox3ro10i1kHIZT7GrUHhe2nyFmcH3ANdscPJ7HHLEwjuczCUyxIJwM4/GtmO/haBGme4DhQrB1JUAdMHNb2meDDDqCtIUmiIIwAQc4rZl8IQuPl3r7HkVz1an1efLNGtOMcRDngy98LhDNb6hEs6SSfaA/HHBX0+ortorAG5cM22NTy3+FeXmwvfCRe8tHKl1CFoxg4J/+tXQ62/iDQ9C0u9vL+9jmvTIZIWTAgwFKhjj7xDZx2+oNH1iE4e6Zyw0lO72PFYeJk/3hXt3wvhRPCzyKPmkuHLH6YoorGv8AAdtD4jr3HBNZ910oory5HoxMmfvVGb7pooqTQ8w8UsV1wkEghRgjtX1t4Uvp9W8B6Jf3ZD3E1pG0jY+8ccmiivcw3wI8PFfExzqFhKAfKpIA9q8T8QancaP42vru12eak7Ab1yOV2nj6E0UV11djCl8THeFZXWW5TccYT+RruLN28vGaKK5l8R0/ZEn61CvU0UVoyTe0SRijKTxWjMaKK3Wxyy3Y1fu1Zg6/hRRQSXofvCsD4if8ic//AF8RfzoorOewR+I8z1PW21WGKOSws4TEgRHgVgVQfwgFiAOc9OteKaiix38qIMKDwKKK5nudaOo+HMKS+MtN3jO1ZHH1AOK9ybkc0UVxYn4kd+H+AzbrrWVN1oorhkdcSo/euf8AE3/IKm5xx2+tFFVT+NBU+BlXVwLnQNF1CQZuZoikj/3tvAJ96x060UV6Fb4zko/CiO311tIuLmM6dp19DM4cx3sHmAMmcEEEEdTkZwe4NeofB2/udU1DxHf3kpkubiSGWR8Yyx354HT6UUVcdkZS+JnrGTnrTXJoop9CCtKxIIOCK5y58MaFcE+ZpFoSe4jCn9KKKV2DKT/D/wAOzDizeL/rnKw/rXPax4Q0/TQz20tyMdAzg/0ooropTl3OarCL6FTwm7P4hSBjuQI55+ld29vEeqD8qKKnG6yu+wsIrRdu5yXjmCNNE3KuD5idPrXB6jrupX+mwaddXk01vbyPKgkkZiWbHUk8428emT60UV5tLZndLdH/2Q==", 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", "info": {"video_id": "187270", "label": "covering computer with cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "187270", "label": "covering computer with cover", "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": "c74ebb238e9592e1192a8a99c1137dd95f191b66cc27d6bc554c6c7942fa2749"} +{"episode": 67232, "episode_seed": 1306137308, "split": "train", "timestamp": "2025-10-13T03:35:13.074087", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1306137308, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 banana onto table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198940", "label": "pretending to put banana onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198940", "label": "pretending to put banana onto table", "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": "f4ab59292d44db8c9eca6883534e68f53db1c2a313df31c8b5be62ef48dc29fd"} +{"episode": 67233, "episode_seed": 443541222, "split": "train", "timestamp": "2025-10-13T03:35:13.959248", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 443541222, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 usb flashdisk out of glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "62235", "label": "taking usb flashdisk out of glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "62235", "label": "taking usb flashdisk out of glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1ee388e545bf2d4806a0c6227376a49109c7823ca550bee3c19ef56ea4cdddcb"} +{"episode": 67234, "episode_seed": 1311900254, "split": "train", "timestamp": "2025-10-13T03:35:17.579033", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1311900254, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 plastic tin from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7393", "label": "pulling plastic tin from right to left", "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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58xxXsOxz/dlX/J/IUi38F1BG08i4kUW9x2KsPuv+f86L1JGa7tIY/Mguh58T/wDPNxjJHvWK3mRP5jwv8ybLiN1x+I9RXoUMOqkeZnFicZOjU5N/6/r7zXvUeXzHfbztiuVBwP8AZYH0P9a5O/SRp7eznygTcHyOcDp+db9rcyQyqv8Arhjau48SIf4T7iotazJHBHD80pJjhduHUcEhv93kfjW0F7CXK9mY1pLFU+dO0l0MjS5RDPc3b52wRlFOOM/5wK0Vty1tZWLfenfzZPoOT/n2pwsoFsorREbykYMxJ++3v7Zq4qCCSXUZjlY4NqqO3PP9PzoxFCry+2tYnAYui5fVr3v93n+C/My5tPiNlqF0N3yyeVGM9ccfzNa9pYwXV9cxzLuEdmCCTghsmqoRUsdMtn3F5pDNKB9c/wBRWlZzpNqepTqQESDyue5GSa4atSpJaPU71h6LdklfTT8SewA36C0kamF4Xj9QTgHGPwqqsQtYg4xi2vGTK9QM4/qKdFO8Ol6HJxmOUdffIqVYxNJrNuRl5FEq/Uj/ABrnipRk7/1qXToXs302+aLKKyLMiKTLaSi5iGOqHqP/AEIVHczxwB1GQS4urRlGQcnkf59akS7XOmahgbZE8ib8en6g1Vu7e7VHsFXm1Yz2+RglD1H07YropJSkoyHiZShByp/1/X6FxbuG4lVoXUs58+DPGHxh0/EfrWZqUDSW7LEGMTFposevcH6c/nVNWA3bQy28jghjjdE/r+daFrdFy0c2QSdzMoz5bjo49j3rrdDkXPHU4YY7296U9L9TnfPEk8+qOQIYVMcSYxuHqPqacGP2GKzDEzXj7pWx2PJpLgI9zZ6bECsKgOynnIHT8/61PaSfadbnkO/FuuxQOoHc/wA64Gz0qdCSnvu9f1JxOX1iU52JaxLGpB4GR/8AqqOCcp4Unm5LTsd7Hvzj86y45zLb3tw7Y3FiTnluOB9Kr/aTHoqQxsWDKNwJ6Hdniun6pNwUvmedHHRjXmpbPReTOrvHVb3SIwMDbxz22ipYdg1PVbN+VkCk4Hqv/wBesue8afU9N3oiOrY4bIOQBmrVvKU8RzfMMvCjfXBFclSEqbcZbns0JU6yU4O6v+li9Ahl8JQ6mHHm2cgx6/KwHP4EVt3ghHiPTLkKDBexmJgw4Jxlc/mK53SbqIeH9Z01n/fFpNi9vUc/UUTa3NPp1grRgz2UqOjqMblAwQffgVxyVSU3bp+TX+Zw1ZJOz/qxqxWkdjqt/bhVRvN3hQeikZGK0oyoCkHNY+sxSSaqmoWzGRXQKyqeTjuPXir+nSxSQmSViSpGI8EFvxr63LpKthYNPVLX1PlMwpVKWIk2t9jM8TJareR6oY4wYYzuQcfMcfMB+lcuBLDZ4dlFxfydv4QeufoK19dlOo6zHbOhEMDGQqDw3AwPzzWfFOtxqFzeNzFbKUjyB+JrxsRyxqyUdj6bB0qtSjCVTR/8Dr8vxLUUqPqcKRgGCwTdj/ax/Qc1VN1L/Ysku/abubLe4Ykf0pkMxi0K5u8/vLgknA9Tiqd2SLWxQsVUyLtXPQdT+ppUaMql7dB46u6Kg+r1+X/DHUsyDW9MtVziJGK4HPTH9KhiUXB1pBjGWP0wp/wrKg1J212F3RpjHE43BgCRzg81d0yXfPqhTpIfXHBB4rOrRnS+JHZh69Gu7U3q+nyLZuVNrpN7n5lZY2HqG4P8q3LO0ig8QXNjcbHivITJjOQGBww4/GuLS7EmiRW+5Rs2kHHOdxra0m8aHVrKeSNTCpKM5OCCwIyfY5rmqqXI+XzMqtVcyivK/wBxpWUKlmgmCySWsjRKzDkAHj9KtzaVbXGGKLHJj76j+frWZqjvZeJbmdSwgnIJzzhsY5rZtGM1uJi6pF03E9/SvqcClUwsJLqvx6nx2Pc6eJlzd9PQzLK3ittROn3Qco8ReF1OCjjrj2x2rkZII/Lg0i2lZ0b95OQOcf8A1zXVazcbo0uoWybd88ccdGrkIJWtNMub6QDz5/mBPXnhcfTrXi4jSpJeZ9RhaUvZwvs43b62a2LEMyreT3BVmhs02IQOp7n69qRzKukRB+Hv51Z8+h/+tVaYGDSrO2UnNw4388n1z+lT6pIP7Ts7dSoCITjr1zzj1wBWUIuc1FdTqqL2NGTb2X5/8Av2kqv4jC5LeTb8Ln7pzg80sM/maLq8p+80zZOetc+k6R6pcvGTuVVVG9xjmrFney/2JdI3llJHcng7gT7+lb1MHNfC7/8AAOLCY+nyKFXfv6rQ3nkEMej3IPJcJj6qM1oaXBHe61fWQYeVPEJee5OA2PzrmproTWdpFu5TyyuP93mtXSbuS01q0uZCq2xxE3PK/X2ziuGXMou253VK8VOy/rQ1dOc/ZVgd8tBmI/gSKvvBDMuyQBh2PcVztx5tlq11PGrNbySFsr0Uk9/atq3u4DbeZuLyFchV/h+tfWYTkqUIyi9LHxGLhVp1pcy1bMv+yhFrU9kR+5dBKig8e9VbqZZre2SWIfa7d5InkJ5ccYz+Famp3IivdP1GMnyz8hOequMg/qa5/wAQym01WOXaXWYH+LnIwD/SvIw9ZTxEXJ6H0eMwTp4Wbpb2Wn3f8MXY3MrpEgC59Tx9abeQi6EcKNuiEgDf7Sg8ms61aa7BJQpGOTzzWnHMqb5AoIAGF9h2r1MbiKapexp6tnjZVgqntlXraRiQTzr/AG2+FyIYvLC99x/wqHT9Qxp2pNJlXmZyD2PHSs6C6kIubpwPMkYkH0Gf/r06fTbq00CO5k2mCQgKQf4m5+vQV5nsKcaaU3Zv+kem8ZP61KtTV1t8jfuGZdG0dOSWdDn169K0PMCeJE2Zw9tluevNYGwRXGnwAYUurMM9xgVqbgfEigf8+2Rg+9cWIpOlNwZ7uBrxxFJVLW1SNLS7aK70LWYmyDbySFEx0wMj9RWheyeZpOiamw/eLJGrsedwIwf5VU8Ntn/hILYKfMYvz9Qf8/hSee9z8PkwGH2Z1ILdDhuo/P8ASvOqOXP6NfijGrdO39bkmraYkXi3yvLjWC5g3gDgEjg8evFZNvYyxpeKjOJbN28sg9O4/lXRazIsl3ot9nKtIY8g9nHH8zWekjWviKdD8q3MQb8V4/xrsw2Km6Ki3sY/UadVt7Svv+Rw2mgy/adSfpyFB7KB/wDq/KoraSSPTp5iSGnLsWHXA/8ArkikknW00HyRIN7rggHoW65pbxZLbQ4euDHsJHqSDg1tSilNc60LxVblhywl71vxdr/gQWlo0mkzuGAWJA7Ke+WwK09RsrdfCMV0sW2UrHhgMd8HI9D61lyTpDYhWUlWjVSe46GtDUNYMvhlNPWHaMR7pCxJwOi47c104inW51y7K3lp1PFpyjbXzIJ5QY7WcEhkZcA9+/8AQVoa7NBYa3a3ET+ZEPkOxt2cjkZ4zgk1V1OJItJtVG3fhc/981Y8YaVFY2NpNC0v71yCJCM5ABBGOxBoxkIe0956tGuExFSNJcm1/wAtblO8uMXc/lt8su1uPoP61sWYK2z7VDPsyAT1NcvbkyPGCM+tdVYA4z7V50lZWO1ycpczNPQ7oXGkgGNjL5RmAA6HJGPatT7Rv04lWkSbeGMQX5Tx1zmsazvE00qVVlIj2ZxwRuzWv5nnQsfL8sFQ4+hql7qvE6cP79Tlnsc5qs8aWEt/Gfvr+7PvnGD9DWK6NY6CcnLz8HDevOD+FRag0sanSiSR9p4+n+SDU2qymW6sbUMWAkDFfbgD+tO2p1TqWjKb0srf5kWpl00yCz3FQHUMvqcZz+tPW133unfaQDDKxC5J6A4zxUepSbtThifjEjOQR68/0p0GoJFqdkSXzb7ioz65PHpzXocslQ/d9bflf8z5/EVHOvLme17emy/Asahbw6d4iiijLY8jLKeSGycgflS2U8UFxfl5Qi+V5gI/vdh+tJeXqav4ohlSLyo0g2qrHJAGeSajSCC41m/jdGZBGSNjYI+7z+WamUZfVV7be+oqNXkxDdLexWiYT3C7VAU44HTpXQTzC30yabbkIBkfjWJpVsxO4fdHAzW+9us1jJA+drqVOK8+Vjti9bmvps0c8MQnO8gCNw2TncAR/M1pT2kNiyqYUVGyUIfJyOxGayNPuLaBWRs/M6sfUYAFTa1feXZNdR4Zgc9O5Iq4VKlLWnJpPzNqVGFeVqqTtrsZsaiG9vdPflTmWLP8St1H5H9DWFqipdajYWSgCMLvbGP89jWzqkuBZ6pAM7CAR6qf8kfjXOJcxS67cTlvkjXy0PX2z/OnaU3pqzvk4QXJJ2V/w3J7r59bjjB+W2j8w+3Gf8KoyKZtZfJ2sFVST2Y4/TmptNP23UL+VSBvHlgH9B+lU4JWae6k2neXGM9sZrswcPe5ev8Aw54uYV/afC7q7/S34fqdFoFmhv8AUoGiWdIpQo3AYY5Ix9T9e1c7aziOyuAVJRXbIq5o+s3Nobme2SNGkcgsVzj6enWsyHB0i45JaRyB+lFClUjJyns1/wAOcc5xaSWtmaNq5uL7zD93OfpWhqsrRafE68AzBW9s1V0u1cRhiOta9xbJcWvlSLuUkHA9RyK89tJnop63N3w7IsmVdCTtMfIBHGK0gsJE1os3mggKPk27Qeo98etc/p18YtSTyYm2uzEr356mtC5u1triGUllaRvLDZ6nsampF/Ye51YaKm3zdCgFNzos+mMD59rvjznqVbcv9RXMeIbpZ7PTLxuSqyB/94bf/rfnXQi4e08RS72JW7UMCe7D/J/Oud1zT1a5ltmYrEWMkeDjr/8Aqx+FaU/d3NqycKVu2j/QtWUqRqHRwkUy/exkhTzwPXtV9Mi3SLBUt0z39TWLp1rI1j5cJZjAMg46DNK9+0coZiS78Kff2rqj701Y83nhGi+bcvyGNbdrGJV3XM6pvGDtQckfmQaveLHVbjSdNjlyOHZSQcADC598Z4rlbhZY7+2+ZhuPJ9TUmTb6ravJn73Oa6p4f97zt6Jo8lVPcst7M3be7+za/bPLH5gg/eYBwWPJ5P4VPYXP2nxNPLtyGhOR3HIJxVaN5rLWbDUJFeOO4JjXA5K/dJ5/3qt39wIvF1tfQoyicbW34GWxg9OBniubFThKpJJfM7KHt6VONSPRJ/5Gp4fk2azqe1sN5wIPXg7hV/w+y3fhDUbJiPMDSIq5HXAI/WsNZ47fxUHjGI7uLIHT5h2+vH61Y09vsPiKeD/lncqJUHv1x/6FXnVKaloe5RlHE0o1NtWvvNSX/iYeAIJY2zLbLuOOoKNj/wBBNUtWvFmWy1eNdoVwzAHOFYc/rn86rWebO/vtLZj5TEyIM8FT1H5EflUOnkyWd3pU7f6skKfY8g/nzRTp8jb/AK1NKdJrrvp80clq0Q+3W1qWQKzAtgYAH+c0t87vBDarkjzSAQeqjgfzqG3YTalNLIc+UhAP6f41btQzataoEB8pd59Ohbn81r28VJcvN5/kfN4eEW7TeyDV4E+zWscZBEjgcf596NXt9ojiTqzf41ansZbvxFY2wPzSOGKjjGT+nC1r+JdKj0+50y3TG6WUswA91X+tc9fMqabiviki6GC5lzuWi+9i+J9AOleHoZJZlkuJZgp2jgKEPArI8VuEsoVyxZZB1OcYU4rpvHrsNNsgz53Tscf8B/8Ar1heMNPWOwtnQn5psHPfIPNeNRxUqnLKq7ttnpKMadOUIoydJTfKZCMCunhZY9h9awNNjCqoHXFO1S+mtVDRAHbjr6niuqSvojKmtTV1TWLeyPlsp5+XcBnH1q5e+IV/svR4okKpC5W4crjf+H5n8KxLm1iv9HeYMruIlmyByemfyGay9JEmu6u+lT6nNbRmN2jEcYYtIiEhfYcE5/xp04HXU5KWr7aHRa7pwuNUtrpdu0xHIBwCRwD+R/SuaVXbV5nQqDarkemfT9TUWk65dXmlubq5eVolXy9x+7x/hiprCMPalzjzJpcZ9h1/ma9bDwSpRjLzb+R5GNqOpXlKO2n5Fhm+3a2BzsSMAbu3HT9aLe2EmuzjHEaAfyqbR1+0/a5BED5rhVLdup4/AirvhfSW1O+1B3bdGpALZIHU+nsKwhjadCn7+ydyZYX2lXkpy6dehU0XTJdT8QywxyrGqxnc56heOnvzUOtxC08S3tvDkKFWNccfwrmtzRF8nxbqkcTDbGCgIGOAVH9KyL8i58RXk6ncC+AfoAP6V5s8XOvXa+za/wB52RoRox01Zf09FiiUfnVo3ipJICRhRVZf3cO4j+E1y7XVw2oeU0h2SDPA7kZFNx5jWlG51FhrEM2qxRSHZ5cylyeOPaugv7yxvtQvrC3Ci3jOMkn58jnH41yVtaqPEiJJjE8IY84ydv8A9j+tN8SvNpVxHd2srQ+eAMg89cEH8lqktbI64RjTXtH0djb0pFntLzS7kFmjyoOex7/gefxFczbxxWmivKzMJGBfHc+lS6xKLCwttc07XL+Vpbg2jG4jVBPhMs8eOdqnCnd6j3AztSuTLawqBgA7APXH+RXo4SPLzTfRHmY+qqsYRj3f3dCTTz9ltEmHMjB2cHoVxx/KprCIQ6XLLNkFgxViOuPf8KS9DRWDSqpEQCwqxHB6Z/l+tWryBk8OqJGJCoqjHTJIz/OnUrKjVVuiscns4ypWlfme39dilaoiaFxgysGbA6/54pLKKBbCCJctNIzM5J4Vc8Ae5xXRpYxWvgbzm++1sWUdOW6fzrB0yArtyOprhnjPbq0dFHT1OqOGhS1vdvX0Nu32xp7AVBcamILGaXqVGQBSXYk+xyLEcPg4P4Vg6YHvLFnmYtlin5isbXOiG6j3Nbw/roOoQXdzEfIhYu4xkY710mtXCa1pTXkDbRGfOhULghQcEfh/SuT8LRJNm2Ycncv4MMY/nW/4WkjOnyQSFNyS7WDDkKRyffkNVPTY7aFNaKXVMdeAaho8V5Fnz4h5mcdCPvD9M/hWF4tvmmt9Lni2oHSTfj1G3inaFIB4vutAvtTubSDzykbxyxoqerMX4xjt1JNYs1tcf2vfaZcvceXZ3DIiTgb15xyBxnAGcccV0UaV5pPY58Tik4NLd/5lnRNaubfzrREB85Dls9BjrT7eJX1K0WZmYk5Pc4yen5UmiWDX2pysARAmA7Y6D/E4raFuk3jEQwoI0ij+6p+6Nv8A9etZyhBcsd9zhjGooOq1pt6lS+jc6nYqFyPMG0t9QPxrS1XS5dPurC4nH3pcD5cDAwelWJEj/wCEt0iM4ADocA9Buzj9K2PHsyyDTsD5RK3PrwtcNfG1HNUr6S3NKWFjTi5Tj735XH+OSJLCwlVdvlzsM4x2z/7LXPeJ4pVtYbjayL5p2AjqMdf0FdN41YHQI1GGAuBgj3VqXxTHHc+BjLxvQxNk++B/WuChW5VBd2dUrqE4rY5rVYjFp9vfIxMsTo2e/Pv+VaGq3ETWNhqUQIaGVc8chSMgfp+tR3rh/CkWADvtUk6d1IqCzP2vwzOhX5o4crjvsOR/KvQuXhY2pJxVrq9vNOxoa4yRS2mpQkv5TeXJg/eQ8j9Mj8ah1AraXtvqUQ3RnEcuf4geh/z7VR1W/aTwMiwTskoKxMcDOQT+mAprK1ex13R/C+lyX95co94JFkhZP9QAFMYY4+8Q2cdvwNVGLZvVxEYPXqk/mUfDCLc6sqzDcHkywPfAJ/nWrpYEvia+dxkqrEDtxj/CiiunEt6en6nj2/2aXqvyNbSPm+INtu52xZH18sn+pqx4plaTxXpAY5AdeP8AtoP8KKK8Ot/vC9P8z0GklJIr+PWIFggOF3ucflVLxPM8n2KJj8mWbHv0ooqMP/y7+ZEvhl8iCxUBQcc025hSe01XeM+Xb719iCCKKK9Jbjw+79GSeHo1fTUVuQ25T9MkVx1lqM+k6zLe22zzoXbbvXI5TaePoTRRW1Pdjx38KBBpP7u0vwvG3ao+mSK63QUT+w764KgyRRYQn+HOST9eKKK7Jv8Acv0/U4MIr116/oXfDSKmkK4+80jAk/59hWr4FkaPRdQkXG5plyf+A/8A1zRRXi47+FL5HRhUrX83+hjaZM4v9emB+cKxB997VTsBk5PXrRRTofFL5fkOp0NS4/49wPUVzrxL/bVmuOGCZ/WiiumJ0YfZ/I2NXHlXekzJkOyYP4OP8TUXjtQvh63PJ2TDGT6rk/yFFFOO6Omv8NT5GD4i8RNrmn28cumafbtAqJE9sjqUQfwAFiAOSTgcnmpL8K+o20W0KigYC/WiivRo/BL5Hzsv4i+ZteJEEVlY2y5ESyFQv+e/JqXxT+508onC+Yq/gM0UV5zd2j2ZRXt3ptH/ACH6xPJ/ZGn2+7EflJx9AKgsQNooormw/wDDMKvxFo8l8/3D/Ksbw4oNgwIBHng8/wC6KKK0hvL5Fw/iU/UteGDtvZcAcSrj8zWrYwpD4r1aBBiOOR9qnn+P/wCuaKK1e7O+Pw0/V/mcpqWtNpPirUozYWF7FPIHZLyDeAyLwQQQR7jOD3Bq9pN9cXtzrGoXLCS6mKyO5Ucn5j+H4elFFbP4Tz6f++L5/qXvDXy2V1jgsygn6AH+tS6Kd3iK/kP3sMP1H+FFFZPdm9X4KK8/1Rdi+fxjYluxUj/vljWn4zPmS6ZGeE3sAB25WiivPn/vMfT/ADLxHwz9Spr8sh03y2csvnZwfof8a1taGfB90MnCwwkD8VoopVUlUhbv/kc+HbdKV+xi28jP4ZCMcqtuyj6YJqTwo+62VXAZd0ilWHBB6/zoort7ndhEvZw9GYzoD4Mvn5yl1CB+IP8AgK5ibX9Tv4l0u6vJpra2leVBJIzElyM5JPOMcemT60UV0x6nmYnWK+f6n//Z", 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", 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", "info": {"video_id": "7393", "label": "pulling plastic tin from right to left", "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": "02e7c71ff5a8441c95085f25087936ea63f40699ed8af21722f2c75489ee8a26"} +{"episode": 67235, "episode_seed": 4230804694, "split": "train", "timestamp": "2025-10-13T03:35:18.559657", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4230804694, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194672", "label": "pouring water into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "194672", "label": "pouring water into glass", "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": "2eb87c8075758e79c9ac4319eaf69a347656ba2b5a5e89527cf613651b1d6332"} +{"episode": 67236, "episode_seed": 4022597007, "split": "train", "timestamp": "2025-10-13T03:35:20.275638", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4022597007, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending a ruler until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "4630", "label": "bending a ruler until it breaks", "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": "4630", "label": "bending a ruler until it breaks", "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": "984102cfb5423a608f0c28f322827c4dec12a1ac4c694f5b1ca8253abb180831"} +{"episode": 67237, "episode_seed": 3020035586, "split": "train", "timestamp": "2025-10-13T03:35:22.758662", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3020035586, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 memory stick from behind of tube container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48957", "label": "pulling memory stick from behind of tube container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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XKalqirpGj2eiWn2Swj2RklmJOSx9Sa1VOBxyfc9ajXpn0p4IZTg4FdZGw44IwRzXH6/pvkTC5jH7tj8wHQGuyjXrxx9Kr3FrHIhEgUq3BBHWk43Qr2PLTDNFMUiyqKd6E9geo+laOn3cdyCjDZKOq1m+MNRm0rXUgliAiUFcjqRwQw/PpVWO5WWFJIT85OUZT1962p+9BJ7o8+rzU6rl0Zr+RDa6rKUjCCQBzjoT0Jqe41+GzBSNN5Uc88VyUmsTXd9Kxk+RMLHjjgdT+JoSdDPGsoyrEk++OcViz0I3sd1pnidr6RVW22RAfM5PU+1SRa2+v302i2cckUrSeW0h6hP4j9ew+tZ+ixKdOIWMMAM7c4zxmtb4aRrbyXTXsLpfzylvMcg/IvXP6n3rOc2oNo3nC1js/EXhTRZ/Dmn2r2nlvBsWNlA3FVOSjHqVOMn3FVlGMAVb1LUWvrlQMhEGAp/z9KqqAO4AzThfl1MErD8qOCeTwKz9X02O/tWTgSDlG64NXySMYIwaVkzH359ea0GzzK8tnJljb5JFPB9CKz7eWS1w4UmL+Ie/tXfatpcTl7yTny1JcDgEep+leR6ZrLSILe5bLZwrE43f/XqqDUbxZxYuEpOM49LnZ+RaahYshAeJxyB/nrSaMirBGoH3QBzWN/aIsN9xH9wLll7E9h9a0vD07T2ySNjc3Jx60VFZm2GnzI661UKRx14NaQXBwR271nQMNv4cVOR/aN1FpaS7DKpedweUiBwce5PA/GsnJRV2dJLoPh+z8W31xPqsfnaasbRW8J4Df3pM9QeOPzqvpegRaDcX0UFw80Dzfus8BI1GFXHqB1Pc11kN5DpGlGK3VVUgrEoHQDj/AD9DWKCZME8nr9ayozlJOTJaXNccoyATimXNrFdQPG4DIwx9akxgZ6/4UqjcMAY46AVuM85vtMOm3kkZUlQMow7is02ypNz93BZPUev64r0LV9O+3QbVADg5Rh6+n415z4mjm0x7OTfh/nJwemMcVNNqnUTexz4qHtaTitGXLeKJn3XZZ8kY3Mdv5dKTVNFa4Z7m1VQxHMS8Bvp6Gquk6va6hGUlAEwH3D0J9R6/Sr9revZ7Q7b4ScD1WuqrThNXicuGr1aXu1OhnaNEt2zRvCB5Z2liMZ9iK7awgEfygYB6VzdhfW1xqdwLcYCthjjqw6muqt2+UY61zJW0PUc3LVmgifKBiqepX8lpG8VnbNd3pjaVYEGTtUZLH2/nVkySPJFb2kYmu5QSiHoAOrMeyj9egrovD2npoNpPdzSh7qUEzTMOSR0/D0FY1a6hpuws2jl/D+sLrWmpcNF5M+B5sW7JTPKn8RzzWwqZ46iqttY2lrLcyWdukAuZmmkC92Y5/L27Vb6LwcccGt73IV7amNrOixXcDSLEDMo+Vh1I9K4d18s7c4bPQjpXqJBYEdq5jWdKEs3nog29JMDke9Z1F1BOx4Ul5JA2YGKtgjcD2qsSWOScmpJraa3IEsbJnpkdairpSsee5N7jkOGBFdd4NgS+1tLaaFZIpI3Do44xjP8AMCuPBwa6/wACXZh8TWwJB84NGSfcf4iq6F090eyW4EYCKAAvQAdKvx4wM1nQH97kk88Vpx4wCKxO4nRfkBPSnqoBweN1NVWAGME5GcntU2NycjGOmfWgQKNo/rUc8gVetNluAic8cVwviTxejLJZ6fMDIMh5VP3fXHv70yGcx8UbyG61KySNg0kSOrkfUYFchZ301tBJEjfLIMYPb3HpTtYn80QMxJb5sknqeKoI2alvsSknozQt5tsv4VaM4M8BB7msxDgg0rSbXRs8hs0omjdmepeHpQtsVHJwK1NK1F7fxEtkkAcNAzySE/6tc8fmePpXMeFJCyRu2SW6+wruNPtYo5pJwpE0oUOc56ZwB6daiMVdpnVUleCNdenWpim4c/pUSDHbmrAYBsNu6ZJ7Voc4oXIB7jipe3IFMOFYHs3GKjmuFQZyMDue1NEtkd4yeVIrjcrKVZW6EEcivmXrn61674r8Vtte2sW+XpJIPTuB/jXkRIUYFDINFtRlnto4ZCDsOS3dvTP0rrvCcwNsAT0YiuCQ5rp/C1xskePPcGp3epcUktD1CGRUi3E8Adc1xN/cT6Pr+oajc3/lXSsslpIF+WSLps29fYjp9OtdNFdxRQGaVgFUZJ9K4OXUk1PxLJdyRgxLlhxzgDAqtEtUElzWVz1bTdZGuWFtcsqRSPEGaEOG2en6evqa0U5BzXnWgXNvoOite3UbGXblFHVye3/1+wrqPCs2ozWdxfag24XLB4128oBxgei+3496iMUlpsVJcrsdAickZzmpEGFORRjK5B5U0pkVVzkZ61SExsoAX0ryn4nny7y0lV+JVPyEfdIxk/jxXf6vrMFhblnbLn7qg9a8a8VarNql3E82MqWAA6AcYxQzOWxlRuY8MjEOOQR2rYttaJtpBMT5yj5Tjhj6n0rDiUnnsKCcMcUlNx2HKnGdro6Hw3c7NSKZ+8K9Ls2ygwfpXj+lTeRqkDk8bsH8a9a0+XdCMcnFC2NFuY+k6xLoHiWe41G93+fcG3lUDnyz/qyij0549zXoV1dPcPsztjHRR04/z1/+tXNPo9lJfwajNEGuYMiNhwBn29Rzj61txHC5NTKEXPmtqKKa0ZYj+7/j3qQbmBz2rJ0XW4NWuL5Y0cRQlRFKPuydcn29vbmtnGMEfjV2tuF77DlAKnrz1qGdUwQwBXBBHqKlZwiZzXM+JPEkGmoYVkVrph8qZ6e5pktnm95DDf2zwSoASOD3U+orh54Htp3hkGGU4NduUzuVWIkTpk5rH1uyM0AuFHzoOfp3rZnnJnOV0/giMy+J7Hg/Ixc/gDXMV2nw3j36/I+P9XA36kCl0NafxI9fjHI5rSiwVGOPpVKDBFTtIkRxuyMZxWR3l7cAucjIOc4qG4v44kJZ1AA+8Tiqb3W5xGOWP5VkeIoi1jPAkm/dEwDKOCcEYFGwjnPE/iea5VreycpAw5kU8uPb0FefXUwjIA6npXQ3mHt4XC4DRKw/IVnaLolrrvi2WwfUZoITHKYHEILOyoWC4zhRwTn0Hqa6WlFWRwubbuzFuifKhIPzEtn9KiVd33QAe6iokaRyN7lu4z2qS7trmG3iuXiZYJR8j5HzVzta2RtGVo8zBmI9gOpqo0rSS7ifpUbOzfeYn6mhetVGNjOdRyPR/h/eNNO9m3zFV3Kf9nPNenQDDAHjt0ryP4cq7eICwHyrA+78cV7DCgI4GPWpkknodVObcFcuxjHbjH41OGCt6rjuelURKEX5iCc4poke5lWKH5m6j0H1qS2T3t9FbwPIzhUAyWPYV5h4o8UT6gGtbZmjtjwzdGf/AAFbPipnaOFC58s3KK+DweegH1xXB6xvVG8ttrFsZJx+tb04q3MzmqzadjOmu3RTFvLA9jWYHdlw3zL6Yrotd0XTLXw9b6xpmoXtwWuja5uoBGtwQm53iGc7VOFO4fxD3A52FGmkSJBl3OFBOMms6nkKlK+4YwMjlfWtTQpWj1DDZXI6GsqW3uLOYx3KPFL12mrOnSst4j8kA8mosaqV0d1rF75Ph6bnlwEH4mub0GT99KMDMmFz6DvT/EV7izt7cH7xLkelV/DmGuMk9D3pS0RpTac0d3qVtM+hqbe1jmlVgY1Y42nPUfh27iuo8Mm4TTDDcStLLHt+Ynrx0+npWKsx+xxgDKgA/WtyzkW1tVTADtywHqaiDvodNdJO/c2mmRF9+pArkfEXitdO3QQDzbkrkDoqg9z/AIVrXAdbQTSEhTwvt9f8K831IPPd3s0md5nKc9cBRj+ddFOKbscVWXLG5j3erX88ryXFwZGY5O4D+lY17N9rnRgNuBzzwK3dAsdP1XxRHpmr3Vxa29w2xJ0ljjWM9yzScYAzwOScDvWBqls2nazfaeY54xbzvHsuABINrEANgkZ9cEiqnFdDnjNt2HI0YGBuf9BTZEGdy5x3B7U2LnrUs0Vx5Injik8sHDSBTtU+ma5utjrvZXIPMKSKwPKkGvW9CuPNtoiDwVB4NeQs5I27iec16L4OuS9hGhPzJ8pH0q+gJ6neIMqOc066tHv9MntUlMRkTbv9Pr7HofamW5yB396uopQbh070ixmk6ZBpenLawqNoGWz1Y9ya0GdEXPTPOKpvdrF3/WqznzbZ5TL90/Kg6t/gKfmSZOv+JBaLJBbENcADPomemf8ACvLdQmZ5JJ5pC8jHLMx5JroPErSQyXzqxDs8T7gOxBHHtkVmeKvCWpaJ4f0i/vXnE980hlgaMgQABCgY/wB4hs47dOoNdEbKJx1JPmsTz/LOjDqWKn6VHdIpVgRww5FFFSvhOZHDzII55EHRWIFd98MUH2jUJMfMFQD8Sf8ACiik9mdFL4keoiRlbAx0qveTuBwRzRRUHayvYu0snzMeQxP4Cm3UjPMynod3Ttj0ooqGDPOr4CJ54V+5HKyL7Drj9TWFbarc6LrI1C02efEW271yPmUqePoxoorrfwI4JbszcYiyPcflVeSeSVFR3JVc7R2FFFZdRy+FEdKKKKZB6h8MIU+xXc235zIqZ9sV6NG5HFFFZy3O2n8KKd5M8ZypxmkspWY4zjIbOOOgooqUaGJ4lYtpE0pPzgbwfQryP5CuC15yYmJ5y+cUUVvS2ZyVt0V/EHiuTxBbW8M2kaZam3RY4pLVJFKRqDhAC5ULzk4HJ5rL0dBLq9orjI8wHHrjn+lFFTLoTDZldrmaSV2eQsWJJDcj9amRyUBGFwc4UY5oorOR0Q2IruaSabMjEkDFaGgsTcomeGfB/Kiih7BT+I9KtSTbxf71X7e4kcs7EFuQPaiisY7HVV+I07iZ2tRGzEqjlVB7e/1rgNUAjv76MKMeYj575K8/yFFFddH4jjr/AAnNRa++kXVzG2nadfwyuHMd9B5gVlzgqQQR1ORnB7g1l6hf3Oq6lPqF5IZbm5cyyvjGWPJ4HQe1FFE+phT+JDYzW+l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", "info": {"video_id": "48957", "label": "pulling memory stick from behind of tube container", "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": "9f97f643268f4cd14d11892c45df65b9381e55cf117b080b80c3de6d1f146713"} +{"episode": 67238, "episode_seed": 1220501002, "split": "train", "timestamp": "2025-10-13T03:35:23.921621", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1220501002, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 an apple next to a kitchen cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182583", "label": "showing an apple next to a kitchen cloth", "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": "182583", "label": "showing an apple next to a kitchen cloth", "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": "f3c9cd55f5c0d411e3a3faeaa0868d1936dce2aeca10e8b1777854ce90a2b7a0"} +{"episode": 67239, "episode_seed": 3581290062, "split": "train", "timestamp": "2025-10-13T03:35:24.808573", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3581290062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting toy up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92101", "label": "lifting toy up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "92101", "label": "lifting toy up completely without letting it drop down", "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": "d1f7cec4be4d931ef1e7edc949ede69c9bbcdfa98b9ef7f3a78bf653c7003651"} +{"episode": 67240, "episode_seed": 979346056, "split": "train", "timestamp": "2025-10-13T03:35:25.365701", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 979346056, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lighter closer to remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "2410", "label": "moving lighter closer to remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "2410", "label": "moving lighter closer to remote", "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": "4f3867b4f76c0fcafdb447bf8d0120d5e015cb14d62aec6c61a9f2bc89c261bc"} +{"episode": 67241, "episode_seed": 2825841234, "split": "train", "timestamp": "2025-10-13T03:35:27.061823", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2825841234, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take shuttlecock from cpu'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120885", "label": "pretending to take shuttlecock from cpu", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "120885", "label": "pretending to take shuttlecock from cpu", "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": "75cea618316f67cc5eaffc6052f8e47f12022c2d960554b1b80905b3b6e24f12"} +{"episode": 67242, "episode_seed": 737158500, "split": "train", "timestamp": "2025-10-13T03:35:28.631096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 737158500, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 socks out of a drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "161645", "label": "taking socks out of a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "161645", "label": "taking socks out of a drawer", "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": "9422076b1d6378a2bb8916055b742db36c1f4dcd4c640cc336c752c71d6b2bea"} +{"episode": 67243, "episode_seed": 1007213734, "split": "train", "timestamp": "2025-10-13T03:35:31.303073", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1007213734, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hole into clay'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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dHpGmx21x5rsGcDg+lXcyseiw6hsXhuMY+9Ujao2/Ix+dc6twFAO4jHvQL1WUnIOfzouhtM6WTVXZeT83X5Tiq1zqbPF1468YrGF+N+dy444JwagudTQIfkDdaLhYvRh76V/nCqAOSag1WaCwsysMhMjcFs1m22og72UED2NZOq3omY9wOOtQ0tyk29OhmzzMxYsSfeoVlx1NRuwPemZO3PQVNjZM0rMPO0ro5WSGMuhHqPWtC18VReWBPGysBztGRWDBP5UUnJywx9frRY2onnAYZWtFojKSu7nTW2rTazqdvY2KMsbODLIeyg8/SvY11Bl+ZGPI9en6V5toMVrpxJhjAJ4NdL/afynHYUcxPKdNFfyGUksxzxnNTC+kZSobgDviuQj1cAYIwf0p/wDa4V2OTn1DcU7k8rNnUb2QjJyeM9Kli1TeATgbTXHX+tvtO1yO+OtPh1JimB9cZppiaud3Dqag8sN3Nc7rviN47tUWXaFHb/69ZcuqFEBLrxkVyOrXxludzdM+tTKWmhdOF3qemW3ijMKKZvvKAfSubuPEU9trd5HbzbdkpOPryD+tcd/akq4jDHaPwxVHWGuZL5Ly1d97IFPvinGTaFOCTPT18caiyhJpNwHTB4rU0DXjqcM07kZjl8s7ScdATz+NeLrc63cAQBSpbjcFwfzr0jw3bDSdIjtFclsl3bnlj1NU5XJUbanoL6hHgYl75wDVs6lG8aosh4HeuM+17iAXI/HNS/bV2qGakB0s2pYiPz4OOM9jXK6rqCtMrM2CMmnz3KBCPMUD3rlNXugHT5gfvcii4rG/DerkMHYjFX4LxMAlu/GK4mK+UBcHNW4b/BYgkD3FFwUTvftyks2M/L71m6leYsZ2UlWELZGeMY61gR6oOzdB61HPqiuu3jnIIz2ouDRpaV43jsQqspKgY45zVq/8b2t1AqrtiiQfKijAH4CvGxqMmnzvbyqWVCQrDuO1K+qSXTCC0VvMk4ye1XzkOmj160vzKquHG1l3DOelW4b5hcDgcjnJrj7W4MFtCilhsQLnnsKlW8ctncceuam5djsp9QzJubGc461n6hfrs5GSRjg9KwTduQVVuB75qrd3EhGfmPHcUXA8voHNJRnmoNLjs+gpdxK7cn6U0U9Rk0ii1ZRgSAkVuwvzkk9qyLYAAE1fDgjv2pNjLxuBgjcPzqIylSeap+YRJgj8MU7zlMuCAAPQUIGWWu3GCWyTVWa4JXuT6UuVJbJPA44q34b0u31/xD/Z1xfSWqtFI0ZSPcWdULBfQDgkk+nvTJZnwz7FkB4ziqczg/xZ9ajiZihLknIBqF2II9zSerHHYD15phJNONIFoKFRcnHatjT4gjAgVnxRk4OK1bRSo9DSuB0NvM0WMZPTtUovGLFQOvYGs2ORjxuOenSoy5SYkggD170uo+hrNKwbbtOSKgkuXGNvTHJqn5zLIHyACehHSob6eaG1lZTtfK8jHQ81VyWT3EsrjHII5PFT/aMABe9O1ixsoPD0Gqadq1/Or3Jtc3MIjW4ITc7xDOdqkhTu9R7gY0ksiZOe/rRewty9d3rbTg8dM1kSztI29+fY96ZNdF+rbiOMHtUG4ntUstEvnFm5AA+lTRuXIJYkfWqg5JBOB9asQt8wxTTsDSOgtnG1ctj69q10uygUb+vesC3lVUAyc0+aXaOOR9aTbFZG2184csrEetPOpuMHLDBwSD1rDa4URrklc9DupWYFlQP97HfmqTJaNK51RmQ/Px3yawri6LkKGyOfwq34etLHVvEyaZql9PbQTPtWWKWKNYz3LGTjGM8DknA71kX8Mlhrd9ZSLcL9nmeMJcACRcEgbtuRnpnHFO+hNtS5HdMCFGMn26VZS7KnJyR36VjxzDdyMmpjKCcdPSlcdjYW5BPzEBfeozMpydpIHJB71ntIDjB6cYApWLMB2U9TmhMLDbwRzv8APGv0PNNtIIbaXdHEA2PSomcseKkDFRkdcetNyBRNYXeAQO3WmLfkcHr61lGdt+CRzSM7bgBg596ExtGx9vAYnOT6g1TutRfHyuc9cVl3MrrFlCVIxyK1/EfhLUvD3h7R9QvWnE98ZPNgaMgW+AhQMf7zBs47dOucVcho43vQOtFFIYtWY1GOlFFIpF2DpVmM8j60UVLGRyABsgYyaR/lAAPGaKKaF1JEw8btgDHGB7d6r6fqtzo2sJqFqU8+LcF3ruHzKVPH0Y0UUxPYqR8Aj04pkv30+tFFLqNbDD1qWNAQT3xRRSKL1uoOOO9aNsoL8iiikItQgMCT1q5FGhAyo4cDpRRSKIrsiSUqVUANt4GOKp6jCiaYzDPVeM8daKKtEMbr3iqTXoraCXSdNtTAixxSWqSKUjXOEALlQvOTgZJ5qjIM8GiiiQRKUQy0v+9T24Wiipe5a2FjG4nNWI1AfIHeiigTL8ZxipZlDRqT2GetFFICJfuM3fBqSP8A1UT/AMRLL+GKKKpAU7bXn0i7uYjp2nX0M0gcx3sHmAMmdpBBBHU5GcHuDVe61K61PULm+vJfNuLlzLK5AGWP8voKKKroZ9SNmOfwp0Q3RAkkmiip6FE8fJAqRyQh56GiihAVozljT164yaKKGNEEjHzsUBm+/nBzjHaiimhMjnY+S5yc7hVm88S6tqmlW+l3t7NPbW0jyoJJGYlmxnJJ5xt49Mn1oopoln//2Q==", "info": {"video_id": "68690", "label": "poking a hole into clay", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "68690", "label": "poking a hole into clay", "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": "e1477c7595d9de894660817c81e48a4a02f4c2c39b0ca49709edf23b6587a66d"} +{"episode": 67244, "episode_seed": 436168928, "split": "train", "timestamp": "2025-10-13T03:35:32.890196", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 436168928, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take bulb from holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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dIp6EfxAeuPTrVnxn5xa4jlc7/LKs6gj5xzn65rzy31u8gvIE8wSROQvzcn65rVHOj1az8QSlY0Vwy9VYc5FXHuTImTycZ4OK4XS71Yp2Rum7cvtnr+ua7FTG0IKPnIyMUi2rGZqDkoCgJJz2rBluDhs9RXQX8eYmDYORnArktRzEc5yD2qAexwlvbyzkRRqSWOa9V0PwvYweDEne3ge9JeR3YHeUPG0EeorI8P6CkCqGAZgOWx1Nds8X2axYb8KqdK5q2I15UdFGj9plPw94XtZdTjuI4ztcfu1c5KKMlRn1wQD9K057jY8sIUvJDmNVzj9at6JOLNLdj/Ch/lWn4Vjt9Qs9VvpEjcrcSKPl5GP8ippzbZdaK5TyfxbDqB0uCN7VyGJdnVDyD6mvP4maC7BX5iM/jX07p80Y+w7gqoEDyyMSCgYEAjseTjHvXgfjqAQ+NdYaIKoS5bgDA/CuqnO+hyONh2nzPbH7RKQqyhWUbsn05rtrDWYTbbQ4weOteVwylbcsWxl+3b/OavRXc1sobIJPIwe1aepTV0j1Nke8QujDp+dchq0MkLsSp4pmgeKnt5mhmDGM/mK0tR1ixuo5FcYKjqeKmxNm9B/gEvLf3f8Adj2uwH0bFdmHea5Tn3rl/h6YANZkjbOViA4/3q6/T4lKliMntXDidJHXQVkaCqZbR+MkDkVxFlCmn3bSxho4pbhkf2I6H8813MLeWWwD9K5rxCg/s8SomFE4Pp/EM1lh52ZvUjzIdqtw8GnvHCr7ZSCQg+U/XFed+MZzcSW8CqVCxg89iBj8uteq6hpkETRWdncSyzDDThgMIOoGR1NS/wBl2EjpFNBE8rjl3AwB3JPpXd7VRZxRoOWp892E7W07kKWyMHFdZp8z2Ezx3I2v5hyuayvFlvZ6d4ovU0x1ktQ2Ay9N3cD8apRSO0Mfz5kYnG453dK6Oa9mZxjZtHp0WqQtCAGGGolt3vBuUjp1x1rzqK+mtlXcCD6A9K6DQPFIjcwTk7D3x0NDdybFXWLOWJ34PGfpXHbwZR5anB4AJya9K1DUbC7R03jcB+f0rzuzWLz182UR7icORnb74oJL+n6dPf6taaaqfvp5VTA55Y/4V9F+Lo1tPD2l21pCXitWDFO4VBg/j1rwrRLaa1vLbVrC52XMZEihhnDV6Jp/xI1KCdP7b0VLm2RWG+1OCSzAliPXiuWq+bRG0HZ3G29uJL3TBES63Uzjch55Bwf0FbHiDwnBeme2e6khKRqzuWByc8Ak9qwtM8S6cLjR5N6o0WoFpDL8nygHgnoPvivSpbOLUL6e7jkjkt/MVSY23KTsGBkdeWrKKcUdFezkfOvjDwxN4V1mOzlnSfegkWRVI4JxyD0PFRWE5DGaSVAyfLsHXGetdL8WpiPFywTFvMgtI1YN1BOT/WuAjYwwndwzkYz+f+FdcW3E54qzPVtE16KOEDcMkciuzsLl7uMsjjGPzrwaC4eIAo5LdSD29q6zwz4tlsbgwzbjE3v0+lSwsekPcNE/zjqe9VZ508uRht3thNw7DOSP0FY174oglQEwSbSud4GRVTSilx9qe1leQuyNsYfdzmoqpqm2VCGtzrWiUadCB1b5vzNV73Q4deY2Txu7RqZkCPtO5enPpzT5Zl/dqpyFwo/CtbQ3UalqEh/1gtiEH1NefF/vEdb0ptnl95oETvDL5rPA8zAgrghzjI+gbP1rq7OYSrG00n7y1Y7GPVOn/wBaobcCW7itJ9iSxzGULnBZWyykZ+uPrWr4V0RNSv8AU1nDKIZeqn1ANdkJu9iK0U4cxx/iXVBPZX9zLJI0rNhWPQ5zkn3zivLg7JdRlicBgf1r6KuPD2j39vHBfQq0T3JjXJIJO7HUdD714x490K38PeLZrK18wwIEYCRtxGRyM+ldVOSehxONhbK7V7wfNkbPz5rutKuA0ShnOMZAFeX2t9i3MccaKqZIYD5uT6/j+laljrrxAru6fhimU1oj0S6lVhuJzxggCuR1peGwOvcVpaPrcFzOIZmAbtnvVjWLGOZWeP8AAVJDZNYNtlUDhRU+t3+YfJjPUqp/E1St22KT3Aqk0v2m+VM9HB/KvJ3dz0o7HWO5SyGTj5KTwF4m0/T7DWrK91O3hUtJMscmQzttICjjHVefXIxVW/nCWJOcBUJrzsi0nu3YMFaUOw2nHOc4/nXTh9bkV1ofSGnaek1nCtnJ5v2iFCZY5AyxlVXjuB37c182+OXZvH+twnHF66n04OP6Vp2lvc2rpPY6hNARhuCfy4xWDqmmXUeom8uJ0meZ2diCSxJ6k5rrhZHI027IzriFliR1BA5bgUJIpj3HJIPIPce1TI4LSBjgEfd9PWs055I6e3atFroKTSd0Xich3VC0SEZYds9P5VYsQ1yt7k7yI9ymTk5Bz/IGqMB3RMT1BB69a3/BVhDrPiH+z5r+S0WWGRkMce4uyoSF9AODkn096a0Y1Jbs6H4cTBjqRXo3lZHp96vSLZdgDKK8y+HCrHb3zDqxTP4bq9Ct7vacVw4yXNUbNsOrRSNYMCc1iXlmb9LrTncxxTZYSKMsh46fkKvGfjg5zTFlVHLHHTrXHB2Z2bo0LZINPtD5WWYDLyP95j6mm6Np/wDadydQnQSW0cjRom7APHLEfxAHAx659K5nXtca0sZEhUvJICqgdado/wAX20u2a3udCtkPkCLfGzR7goIGc5Hc/nXZRi3qznrzsuWJ45css11ImAV8xifpmoLhGhEa4ygHI9yaSBt96xLYDZyfarkxM8Mu9QGX5Qceldz0ZyL4bkDPvAkZ9wBwSO3pUTShJMbiCD94Gq3mMMgE49KekjeVKFx8wAII7Zz/AEp2J5kW7aaWfUIw0pYM+Sy8Gs/kv757V2GpaFpGn6DbavpGoXku+5NpuuYBGtwQm5pIhnO1ThTuH8Q9wOTthm5QdyapIiTtE6HZc6fa20sdyridS5O37jg8r+RB/GnW/iuW3fZcQnI/ijP9DV/UNFvbLwc11MjDbKsyZ/ut8h/XbXFANK/qTUOEXuRTnJ6nWz39neuZOTHKpcbhj51GD9D/APWre0ubUNMcz6Jqs9s27gBvlYdRkV54lx5LGPbuiPUenuK0raaW3QTwXckUajJjPVhn0zWLp22O7mU1fqavi3+2NV106tqrJI821DIhHRRgcfhWJLFHLHtX76jP175roLm4+12kBeXKvjYTwVz6j0rnZna2YM3BYEYoi2yWlFWIornyo1GRuU9SOntV8LmNWAJ3c47fgaxyQ0XzdexrQgn/ANEjAP3eDVyVtSIy6HWIszabpIgglmaVZInVTngHI/Hn+dX/AAZqMpn1dZ2+4Iwo2hdv3s4Aqh4HuYLzWreyvdRubOEzbY5Ypoo1iJHJYycYxngck4Hen6VHNa+I9fsXWdJFuvLxOAJAAzfeA4z9OKdWTdGz6bB/y9vHrv8AI7a2l8yOMn1zTrrxNb+GZJ57mJ3+1QtbqyH7hbuaqqwieNQeFGKp+KJIUsUuJSu1TzuGRXkQ/indL+GdDq/iLwxqdxpkunXEZKMyzK6bXCbeBn0yPXqa1fAtwj+JddtYULxyNF5TLyqhU2kk+gIx9TXjU4sbm2aa1EYkQbt0bdcc9K6DQNJulnk1Rby5s/N+bbG5UgHr0967m1HVmUU507I9YtLBzapcDgPAxiIYqzMxLdenpXh3xTlB8c3qnJYRRLycnOwf416BdeMta8KGwj8uLULVVzGkqZeEAYGGHPQmvJfGWtt4i8Z3mqmHyfPdf3YyduAB3+laUtdUc8007MxCDBCwzkMRyKlEm6EALknq2OuamdEkHkkYYc5Hv6VnrIYsqRkHqK23FKydiykssMysjsGXnGf5VtR+JruSWGMSMzHClTxzXObjJjJJAGOBXU674Mv/AA3omh6leGZbi9aQyQmMj7PtCMisf7xDZx26dc4aRDaudOSQDj0qtYDN+5PWiivGR6KL2rTOmk3DjBKxE4PSvNLlRFdOq5wrbhk9MjNFFdmE+Fk1+hLptzOdRRfNfYd3y7jjoe1a0ztK8cMh3K2OT1HXoaKK6Km6OaHwswLj5YkYdSSKqKSDkUUVrHYwnuPiYh8DoauaPq1zomrRahabPPi3Bd67h8ylTx9GNFFV1F0Ov8DExy6kqnjEX8jXZwytuHNFFebivjZ2US6JG3DmmzO2xuaKK5YnV0OG1y9mOreWSCqbdvtTxI20e55oor0afwnFV+IxNYC/ac+WgwuOFArBZ2AcZ6rmiito7ES6FRPmBB7DIoQ4z3oorU5zoNe8XS+IYLaKbSNMtWt1SOKS1SRSka5wgBcqByScDJPPrWdoKh9eslYAgygEGiimKXws9m8dNjQzahV8prCdiMd1CkfqK8Nt/vn6UUUn1Io/CR5+arkLGSTLemKKKmex0QLlvI8l1bxMxKAEY+nSqmpsWnGaKKzh8Rc9iqf9VVuDnTpPrRRVy2Jjuaeia42k299G2n6ffRSlJDHeweYAy5wQQQR1ORnB7g10uh3s+qarPqV2/mXV0FmlfGNzEnsOn0oorOt/DZUPjR0kjHzBVHxAouNNeKTlGRsj8KKK8qP8Q7/sHB+DrWK48QosgJCKWA969U1Jjb6a/l4GFP6UUV2Yn+IjLD/wzkbjVrq9v53mKllO0EDoKztaffDEWVSc56UUVrEyWsjmSxSYqvA5FUW+ZnJ9aKK6IHPMRDg8VsXvifWNT0y00y9vpp7a2meVBJIzEs20cknnG3j0yfWiirIR/9k=", 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", "info": {"video_id": "164630", "label": "pretending to take bulb from holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "164630", "label": "pretending to take bulb from holder", "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": "757bb0e20891cfecddad7dd4d39e2ead5224c92a5f7c116183ada75d83f4103d"} +{"episode": 67245, "episode_seed": 1651910719, "split": "train", "timestamp": "2025-10-13T03:35:34.698412", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1651910719, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 earing out of metal lid'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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Uyi2jvwlSMJPmNGCYlfkFTMEmT96nPYjrXO2WpPCpjmBjkX5XU+orUjv0dQQa5mnc9FsvwxtG3ySHGejCrW/f8rgY9RWZ9uAXrUX9oZbgU02jCpCM17yKd7odz/azXcAWSN1AIB5yP/rYrpDEM7uh9qqW93uxzV7t1renJyvc8rEUo02rDVGD0/SpAKaPenA9qsziL196jeEMCCKh+1TTSGOwtzORwZCcIPx7/hUnkauiZaK2dv7oLL+vNS5RWjZrG/Qyr7SkcZ5AAxjPFQR3pgi8p3zt9auajqKxwkMrRuvDI/Uf4/WuIv75zMXjb/69RLV2R6NCn7vMzq474SMcGnvPnvXGafqrG52PxmujWTcvWs2jXmRpxTDvWjbYcNzXPq5HetjS33CTn0op/EjlxTvTZeCYPy08dKb39qcD3rpPMiPAoK+tQvO5kEFvF5s5GducBR6k1Mukak2Hmvdn+xEigfrkn86mUlHc2jqVrmzSeNlZQQRgj1rCuLSeyn8+2JDDqOzV0MqXVjlrhkngBw0irtMf+8B29x0pZo0kXBANNNNXRpfuUtO1eK8XZJ8ko4Kt1FXmUryOlYl/pR3CaAlJB0YVJpuqsW+zXI2yDqD0P/1qZlJGlMu+Nh6giuIs4gmo3MjHl5DhfT3ru3A25U5FcG26DX7mI8BZD+R5H86DA7vPFGTkVX80AA5pjz7k/TFNgiWe4Ma7YsNKxCoD0ya1NL02C2TzHw8z8tI/JJrmkmX+1bND3cgZ9dpxW/NcssLsDyAcCsar2RvT3OL8V6wWvrmLBCoxQDHQDiuTsPNl1i0cghPNBwfbmut+2C4uW8xtzNyS3rTWtbeNzMkK+b0DY6D2qE7HtXXKkXftQ3gE1YS59uKyQpByTVmJ92AazaJbNeOcMRxipFkVZBno3yms4MSBjrVhfmTmnF2ZzVY8yaKHhuH7Jeanbf8APOUKPpzj9K6IGs22RUv7mVUAMyozN6kZH9P1q75wHBNdnQ8nZkob5cnpUapLqE5t4WMca48yQdfoPT3NVp5zz82B6Vp6AQNLWUHJkdyf++iP6Cpk7Rui0y/a6NZ20YWKFR7nqap6xYRRWUtx5KrJEhZHXhgfqO1aqSHOc03Ubq3jsZGnwUI2lf72e1c1tbnRCWtjxjUbkTXDYbaQDk+9UbXWZYX8uY89mHerviG0gjvpZLEP5HZG6r6/hWIqRtCd4+bqDWyV0elUlzM7GCczIp3Zz2FW0glYggBR7msfRR/oCANyOCe9a8bIuNzMxrNoz5y/ArLjLCtwHtmsGO4j7Ka1vNwPerpLc4cW72LBIXljgCoCftVzHaKxAkyWx12jr/QfjUckxKZyPeotKvETxDboxH71XRfrwR/KtXscyZ19vFDawhBtjjUc9qlZYJwyo6sQOQGzVMnzEwQcHqKZZQx2AIjzs5wvpnmuSxvFnM+M9MnYrdx48rG1/Y5/+vXI3lpHBGAevaux1zUzch7bPylgSPoc1yuqxPMUc8AcHFaR2PTpSkkr7GEtuv2hZBwc10kB/dLmsK4IiZVIw2a1LV8wCiQSaeqLwatfR2BEv4f1rB31saM/E3Pp/WlT+JHLiH+7ZucYqGa4WJD14HWmeac1RvZPkYEnkV0HnJnU6NbCKySVhiWYCRj7nn9BgVebULSOcW7FjKRnAXOR3NZmhXy3+iWkqEEqvlSD+668Ef1q69vHI6u6AsvIPpXPNPmdzWL0LcsSN8pUFGGCOxrlLYhDLAp3CCV4gfUA4Fb93qMVjA1xOwWGEbmP9PqelcfpcztC0zAqZZGkIPbJJrSlHRspy1Nc89qzb/TkuF3Idkq8qw7VcE2RSGTitCJSKmm3zPut7gbZk4YevvWLrVnKdfWaJPleIFmJwARkdfyrV1CBmAuYB+/i7D+Je4qhqUo1DTYbmI5Knt34pmTLzXGP/r1G8xPHNVA+e/40pfAxnimJFXUGkVVkhbEsbB0PuOa3bHXrDUbTzRNFDKeJYXcAq3fr1HvWLL8wIzxXOajpKSyF1+Vs9fWpcVLRlxk1sbOsWbWjtcwuPLPzZJ4/OpYLoSorAghgCCK42XT7hgqSTuyL0UkkD8DWvortErQMSVUArms5QSWh2UK7b5ZHRNtccmm5KsCDxUKyZ/Cn+aDxWDO1M0YicCrUT/KRWdb3Azs71V00S6p4rm02TVZ7WMiQxeWm7cyoWC+w4PJ9PenGN3ZGVWagrs2/MCk0GUCuZ0PULi5WY3E7PwpG7nGc1rhyOa6oK0bHlVGnNtE9xMWUnNT+F9VQTy6TM+2QuZbYk/fz95fr3rOkfI9fpWNqVp5yAglHU5Vl6g02k1ZiTPVQ+OuR9a5/xdcGHToZMnaJMHHrjivPbbV/Eenzs0N9NJkEfvT5g+uG70BdT1S4Fxqd1JM4+6C3A9gOg/Cp9iu5rCryyTsVzqJivll271Dcqe4qTUrGBtl3ZsPJkOCndTUV5pzwS7yPk7UkCFUyc4J4qXpoein7RqRc0v8Adl1J681rLIBWNCTG+4daTUbqSKyLxsVfcORUrUU3y6nQpOBxWuZsd81ymrW9ta6BBqmm6vfzK119lzcwrGtwQm53iHXapwp3eo9wN5XLAZ7CtIRsefXqKdrFp5SVxkYrI1FXIDxuySIQ6OOoI6EVdZ89KglAYc9KrzMS1bfEe1WJU1G0nS6HEjRAFG/2gM5H0qzf/EPRoIM2zS3UzDiNUKAH3Y9PwzXK3enRzH5lB9PWq0OlQRuCIxkdzzS5YPWxd5dy5Hq1xeu1zcRrG0jE7UGFHsK1l2zRA9QRWb5Shdp4qS1laLchOR2rKcbao9DD1rrlYy50pJJN460ix+Um2rpk3Diq0gJJqLm7Iy3etTSJMrL17f1rE0SK21LxX/Zmo39zawSvsSWOWKNY+5LGTjGM8DknA71b0hJ7XV9Ws5jcD7NN5YS4AEi4LDDbeM+uOK0hCzTOGvWTi4nQiXOf51BcAuhGadnpSE54Jz9a2OJMxYtU1Pw9dyXFgFkilH72CQEq2Oh46H3FXoPibOsLi50tXm/g8qQqPxByfyqSWFJAeBUS2UW7hVz9KNHuiijPf6n4knSW+/dWynckCghQfx5J9zW9bjCBQMY6VBHEqjGOalBAwPShu41oWdxHXil3H1qPcGHPFIG5we1FhNku88f41gM4s9Ums2bbFcjzIs9Ac8j8/wCdWdduZbbS2lgkMb71G5euKxvGOiavo2haLql9cXH2i4eTfGyEfZxhSoJx95g2cdvqDTM2zVXgk+1GTiiikykRue3TNVJPmHNFFSykUpUU54qvbkrc8d1OaKKT2NqfxI1Y/u0bjRRXMekh6OQ2R1rI/tO40rxFJfW2zzonbbvXI+ZSp4+jGiiqp7mWJ+FE+hjaJgOwUD9a3CcKuO4oorojseXL4gPeoJACWB7UUUxorhFJ6VYjUKTjtRRQMbdIslswYZ61jqo29Og4ooqKh24XZixAEFj1qrqh/wBAP+8KKKiO5pV+FjNc8Uvr0NtDLpOm2xgRI4pLVJFKRrnCAFyoXnJwOTzXXKTkD2oorc8x9A3ELmmMSePeiikIjbkfhUXQZoopFoik7UzPX2oopS2NaP8AEQ+N2z1qbNFFYHpMw21o6TqF5GdO0++imkDmO9g8wBlHBBBBHU5GcHuDWn4fvrjU9Q1K+u5DJc3LiWR8Yyxyfw+lFFbx6HlVd2b59KYzkD8aKKswQp9fandADRRQWhS2KXPGfrRRQA4E80oY4/GiigRl+ISf7Hcf9NE/nXLa1r2p6hoKadd3c01vbu0qeZIzEs2OpJ5xt49Mn1oopkM//9k=", 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", "info": {"video_id": "2469", "label": "taking earing out of metal lid", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "2469", "label": "taking earing out of metal lid", "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": "f6e9636e34a8b6d8aa6af69c736e9b0829a4567beef6117ac9d92a4a2f2c4d93"} +{"episode": 67246, "episode_seed": 1798059820, "split": "train", "timestamp": "2025-10-13T03:35:35.596585", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1798059820, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tampon container that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "190085", "label": "putting tampon container that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "190085", "label": "putting tampon container that can't roll onto a slanted surface, so it stays where it is", "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": "4ca176aec4614cdc80a78214ae84ed7e5208234e763dfc06a8fe98f1f9fabe6d"} +{"episode": 67247, "episode_seed": 2622971508, "split": "train", "timestamp": "2025-10-13T03:35:36.849100", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2622971508, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 charger and key closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162829", "label": "moving charger and key closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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2SSEw5zz1z7Ul7ruOpW9pDla1PQvhaB9pJP8AeFfQUZxajFfMnhXUf7F1GNjxCWG4/wBa9fuPifo9vahE8yeQDpGvH5mu2FSMo7nkVqU+fRGP8V7mS2k0woA24S5z2+7XA6Hq09m8pUgCQ/OjfzrR8VeK5vFVxAwtRDHb7to3ZJ3Y6/lXNvEJDt+647dK4asr1HJHXSg4wSZe1vWwCEZgiE5JHU1y2oai80+YriQxlACAxx+VaculrOPmyfqeRWBd2r2k5jYdOQfUUk7s0seg2V8q/A29iRP9JXWEYylQTtKjjP4Vx0WrSImHjR27N0rprKRV+CWpA/ebVo8fTaK4YHIrSyHSqzi3Zm4mrwvw6lP5VpxpHd2EohcGRkIABFca5xUlrJcCYCBiG68VDR0LENq0icMRKM44Fa9rIrICCM9xVWOzA5bBc9WNWIreAHGVLGqc7nKo2NqLVYYokR3IYccVXuLyacqkiYXPUdKoSRrERgflWiUdR86k1lJ3LijpfDFj5kajH333GvUtOtPs0WQO1cb4NtVKJnkcCvSPIAjVV78muiEdC7lO7jD2xB6mvKviFB5aidQCsSZINeq3UyoGzjavFeRfEa+CWjx5/wBYwX+taJaMbdlocEmsIp5gwvtya0LO9t7mRQJAM9QeDXMt0qLeQeO3esHFGkcZU+1qez6b8Tb/AMH6algIftFrgtC24ZX1H05pJ/jXqd2rRi2jjVx1LV5bbRz3EKmd2MY5VT3q19niBG8qB6VSq8qsc1SnGc3NHQw6+yeY8rZ3sXIB7mm3evzXMatGn3cggispYYimVUY+lOhV2D7B8vespyui7aDo1LDJ6k5qO4XyULnovJq5bxNtyR0OKfcQ+bEy47Vi0UjlNSvfOuQ8MrbdmCBkVUjuJUPyyEVYvtPe3diASM1RBwa2jaxGqehqxamypiSNWPr0q5BqkLkBsp/KsNWyKQnFXyo2jiqkdLnoGjvEssVyhDsjZ2gjkV9Q6bcQTaNZSxyK0bwIysDwQRXxLaS3AmAgZg3tXVW2taxBYLZrqd0sCA4QSEKvsB2FEWkrMyxD9tZpWZ9I+M9csdP8N3xN1D5xjIjTcCS3bivDv+EitJZR5rspPUAZFctuEzZkmaWT1ZiTRIix4Cjk03PsZ0qXIrGttymPasK43xzHjoa6Z4cDisy4tQ8pzjmufqWmZLTLJEyP0Iwa5+RdjlT2rrX09SDxWNqOlSRkyRfMO696qLsG5kinbuKZ3pyRvKwVFJNaXEPhj82QDtnk1vRRSsoEcYVQOKm0jRdqB3GWPrXW2emJs6ClZtj2OWhsppW+Z2A9uKtm2Nuny5z7mui+xpCWJA9qy9Nsk1vxTLpk2oy2sbLIYvLj3lmVCwX0A4PJ9Peny2J5r7DNGh8zzy3P3cfrU97pwlTgYYdCO1ReDWkuUui7FuE69s5rp3tcjGM1DjczcrM4R2ubZirqWHqKytXkW4VHHDLwa9Jl01HH3MmsLVPD8UqMuzk9xSSaLUkzhBqV4mnNpwuZBZPIJWhz8pf+9j1qBTVnUdNnsJCHUlOzYqkuScAEn2rRMqwrHJrY0yzlKEovzN1Y+lLpGiS3UoeVCFB4BruLHTkjwuMfhSeor2ObXSJSRvLEelaSabHFGcL+NdHNbxKoPHHNYeuTvFYs0BKtuAyKOWxHNczjbbpenSuge1BAworN1axtLXQYNU03Vr+YNdfZc3MKxrcEJuZ4gOdqnCnd6j3A64WwKgmlylptFzww5t09AK63+2RFG8jN0GBXLWCrCMVLfygxpGp68mtYytEtbj9Q1gttRWzk5NeVeP7/AO0X0MQPQFj/ACrv5bbcC6k5ryHxLcGfXrgnPyHYM+1U5+6OTM4t8tPtYDcTBQuQDzSW9pPduFiQnPfHFdxo2hpawKWX5j1PesmyUjNi0y4lUEkqOwFXrTSAuS6ZPqa663tIVj5qvKIotwTnPNLlKuc9c223ChamsbYBJMj0p+kx22qeLf7N1K+ubWCWTYkscsUax9yWMnGMZ4HJOBU2l200Oq6tZzfaB9lmMYS4ADqAWHzAcZwBnHFKxLY1YQMIBz1P1NWhZkxElauafZmWQsw6nNbL2QW3xjk0rDTOA1awDQEhea4e7i8i5ZO3WvXNQsx5O0jqcV5r4isnt79mCnYQOcURdmDMgHFGcmkAJOACT7Vr6Vo8txMrSoQvpVtkpD9LspWUlVwzdT7VsJo8pI37iCa3tN05EIGMVrS20KKDxkc0lG5exz66akMZwgFUzbbpCcVpa7PJFYs0LFDuA3Code8P6v4f0PSb+8nuFmvTJ5sJjIEAAQoGOPvMGzjt9QaVhXL7AEiqt5GqsrAc0UVDIiQFQW6dqikRTwRRRVMaOf1OygSYSBPmJ59DV7S7eIgHYKKKSLZ0UKhVAA4q6JnTAXiiitzNkEjs+dzE8VzbalPo/iFr+12edE7Bd65HzKVPH0Y0UVLF1NXwMxja8VegCDn8a7XAxnAzRRQtjGXxCoobOarXMa8jHFFFDLW5galZwSxOroCCO9cfFbxW+oFI0G0HvRRUGsdjsrSNBEpAA+lWt7LwDiiiqIYh+ZwpJIrM19Qulscf8tFoooI6mVrvih9cgtopdK022MCLHFJbJIpSNc4QAuVA5ycDk8139vI0igNjAFFFI1JySCMcc0sgyoY5zRRTRXUWM/u2+leceILC3Y/aDGPNznPrRRSnsWS6CisoBUflXSKoXpRRSiMcWJHU03aPTrRRVEs5mfW20jU76I6fp97DLIGMd7B5gDIOCCCCOpyM4PcGrvh/UrrUb3Vr66k8y4uWEkrkYyxzngdPpRRUsh7HbaUilDx2rVmQeUOKKKpbBE53VOqDturldUhjllkV1BGMYNFFZmiOYigjhuyqKMA11lki+WpAAzRRQhmijFRwcU8DcwDEkUUVoSzO18BdJYgYPmLXPah4i1XUNMt9Nu7yaa3t5HlQSSMxLNjOSTzjbx6ZPrRRQyT/2Q==", "info": {"video_id": "162829", "label": "moving charger and key closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fadabe94c60cae05f2fa25bb9303fec2d8e5a971c2277deebc870f5b5625d3ef"} +{"episode": 67248, "episode_seed": 1318491840, "split": "train", "timestamp": "2025-10-13T03:35:39.027417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1318491840, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pour soda out of bottle, but bottle is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "208576", "label": "pretending to pour soda out of bottle, but bottle is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "208576", "label": "pretending to pour soda out of bottle, but bottle is empty", "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": "58144a56e29949113ce16233b3aeefe70f18a52e4e6a606bd43e13b55272469d"} +{"episode": 67249, "episode_seed": 2473836332, "split": "train", "timestamp": "2025-10-13T03:35:40.618951", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2473836332, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 soap down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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lt1Q/xA8elOjB8ppsjcAOScDgc5rPuJ1jdVjJ7jP41pWYS4szFIMowKkeo70AUIL2a41EeXIrxTBGXByARwSPwz+VTahdLp8Uk83CKcr7n0q/HpsNreGSFFEX8Kr0BPt+ZrgvGuqyXepnTLZvkiYAgd37/lUvQqnHmdhfC+nyvrcd8OYgjSMf7pJwB+tdpfzLp1itw0gj+YA5BOc1h+GoTasthkAiISvgc8n/AOtXWgQzqFkVX2nOCM44/wD10obClRjSdo9TH0XzWEsRk+SNSB36/wCTWiu+KYF149R3p1laLZpIBhlIJ47AdKspHL5UahQ4Jzu9MiqJRnapdx24gLqCsh2sR/CPX86ypbtVgG08dOan8RROohyvHzD+X/16oyIPIWNhkEKKfQFuNt5C7ur9jzWtZQBXjjX+Fjj6YzWIIPKcgNkcYz/Kul0td53sMHpQhlTV9VNlbgiMuFJEgI7YOCPxxXnlpGXu0L5Ys25ia9A1nRppTcS+e8n2gkCM9FI+7j8MiuO0yLN+Mr0OKyqHRh+pdtdPaXxzC+f3Zt1fj2BH9K7KNGGXUZKqMgDrVKyRVuvMwA6Jt6VsQRloGViVZgeR2qobBX+KxkDUne/EbR5UhdgPBDZ5H45/StGSQq+05G0n8RVK10YWF9EqF2gT5wWOSOOefr/OtaRUZpFkA2j7re/WqOdBIFcK2QSPlP4itG101rTUER5GkWP5g7dcds/jWagAcKudnXn0rpVnEyoezhTz6df8KaBobIkcjmORQVAzn05qnnyioU5IBH15q8AyTsTHvicjkHp26elI8EJTgYKAtx1JNFhCiKOeweByQsiFGIPPPBrOg0iKxvQYkxbpyig9M9h+Oas3Li1iR5ZCmwEuR0x1plvcO4haVSrMAxH4dPzNADzjfNvXdEPlzjoev9RUIBxtQFQ2OT39aTUrmXTNPvb+AhgkbOUYd8YB/PHFZXg3W7nXbS6S8KmeF1VHVQvynPYfSlfoZyrRjUVN7s6IpDcQiOZEZAQ208jjpVfT9PWzuXKYMbHagHYf5xS3w+zLuVQJmBRCO5JGCfYcmrMRZLnDAkDow780zQRN5t92wyKx3DHbnisnW5jaqkTsiNKSgU8biR2/Ot6CIwksjHYeqHsfb0qtq1vDcwosyKX2nDEdM4P8wKAMDTDNLbkO5IUBBnvjofyxQ7Mk8e9Cp6H0I9RVqJRa2zAgH+M4/lUVxvEUa7dxBHOO9AIg8zzXTplsjFVdWmCSrbbZCJ0IbC/IB0GT7nikicpc5P8ACdta0TxXMUinBDLj+tLcb2M/TYWOmBpHbccAFvYYrm/HUciWNqjLlmkJ47gL1rsZzHb6e4LhYU4ZjxgfxH9TXnMury614pUrkxISqg/wp/8Aq/nUydlYPYe2i4XsdX4JiH/CP22B3Zj9ckUuqLKb+VTA6QqwMchbIZhjP068fStXS4YbbT4UtY/3SoCoXrt7Vck8m6RVkGRkN6GqS0M403CKg+hHHbAW0CZKvt4Pv1NPh3wHa4+UE5x61K2weQZDhMHB9Dxj+ZqU2TNkmTeS3HbjvTKOa+1Bkjc5USAEZ9M5/wAPzqpPctHIZECsrAZHekuZGjTy5du7sFzx+NZ8khfagODjr2ouURyypLJyv3eePU1qxFLa0SWUk7Mlivf2+uayYbd8lm7HgCtmOykliijAzk59vqfagGLf30un6YbyRAzpEGAB434wB+Zrz7TYkuNRhkmBaZ5GZye9dz4ttpI9AMSs7oHUuzH6/wBa5PRYj/aKnHCisqj1sdOHXu3Nfwyst14n1WWQFUDGMH0CnAH6V1F4CkkaLjzZCq7h2Gck/kCPxqPSdNSCS5mj63Eu4jHqOavTWAuLgM/+rAweevt9PX8quOxnXd5CQq6ysGXgjCn1HNWIohCD5bYB6LnoaIo1V/L4UDhQPSuVWW7v/GV1pcmr3FrGDJ5QiXdkqm4L7Dg8n+tUZGt4gK4tsgFRn9MGsN1I8ttpIz8wAzjiq+k3t3q6Si8uJZgiqVJwdpP+f0rbtbMnr1z+dAitBYxzEupJ3ABfxrYt7doY5ApA2DAbsfWnxW22RVEZ3Dn6e9WW3JauAMkDAHqaYGbd6h9nt7iVmH7gZJHTO3IH6iuL0SPzLgOeSWyTWn4nuHs9EFvx/pUuc55bnJP07ZqroERWJmI5JAH1NYVX0OvDLRs6eztxJLvzgE5P0q+YmAUlihyD7Y96bZRHyDgepqW9VnsyvOHIGAM5HoBVU9iK794hgn81InIKrJyM9xk//W/OrSoyyuQFeJySQeoOKbBBJGixzFS3UBV+77Z71Q8U3NxY6E81rK8MwkQB17g1ZgbBiSUgKADnAHsK1yhMarKgVx935skCvNdQu7m30eDULHXtRlBuPs+Z41RZsKGZ48c7VPynd6j6D1WWJHZZCdpwOaAZFHjARSN+OhqMo5jd2ACg9O5q0fLQAED5f4sVG8imMAnAJxz9aoRz+siRxHF1JIOPU/4VesYnWIQu+84znbgA+1VdRuMznDZx6Cta0Ci3V2QliAAKQMy/Ea/8UzqOcjEDHjvzXM/DhMrqLL/ejX891WvHeui3P9ko4IY/vAOuM8A/z/Ktvwvp8NpZtcRIFa6cSOAfunHAwOnr+NRvIyqYWTqQr30X/BNC5s3uLiMAlVA5Ydh7e/8AKp4Y1VxFyFTGNzZ/nUssW1C6tx6D64pi8TIhAJOeTWhoTmLcMMdrcAMKoa4PKezjj4BDlmJ9B/Mkj9a47+0rqfxvcaXc6ze2tsZdkbRTRosfAJJLjGMZ46k1LpMt/cX+p29/d3cgtJdiJOQJByeuOM8DOOKVxmpv3b43UjPBB9MVUmuGt0I8wuB93PWmy3RL5HDe5rLuC05wdynPOD2ouBPC4muF3H7vA+taED+ZqBi3BUQNzkDczYx+gP51m2kO2T5RgLW9p2nqC0siqX/hB5x/9c0AzmvGV7NDpq6YjDz7p+cH+HPX8T/KuZ063XS9BvdQYAzN+7jPqx4FXPFDNL4kmLZzBhARx0H+JNWF0x73wzHGoLMLiOTbntnB/nWMndndSXLFHa6OE/se1Yk7hEDn8KjtSJ5Jdz7ZHA2cHCoAQPz5NaVtaLb2SwgfKqhBkegpyQJHCY4ydxOWPdj71stjjm7ybFiQmPD8joR7VLGRuIjJ4HT0rE8W3k+n+HjPbyyW84lQKydcE81z+qzeJtE0nT7251O9Wa8LmSIrgRYClQxx94hs4/8Ar0Ei3oDyDPrUGxRhccCiikxk9vGrFQRxmumtoVVB1oopjKmuxpNoF6HUHETEexHNcF4fGbxjRRWdTodGH2Z3+nMWBU4+Vv6VbmjHUZGfSiiqjsjKr8bI8kPtzwVY/pXm+p30uleMbq8ttvmxzNt3jI5Taf0Y0UVZkX/B8Ssl4p6KYwP1rs7WFHQ5HT0oopAXUAyfUAc0vlo8IDDIbJNFFMDzPx3Iz+IYISf3ccQ2gdsmtLSFAtYsd3GfyoormqbnfQ+A6+04t+O4xVhiQRjsOKKK2j8JzVfjYgHmAEk59q57xrM/9gSx8FVmjH60UUzI5PUvEL61FbRy6dY25hCxxvbq6lUHRQCxAHOenXmvbpj+7T8P5UUU0JiP94e45rOu5GWJFB4oop9AOeV2e6kLHPUV1Vu5DrAQCmeAe3y5oopClseNK7ap4lL3bF2aZmJ9TmvW/DSjF4OyzlQPYKKKKzj8R3T/AITNVlCqoHR3G78//rVBE5GsCDjy23ZH4n/CiitThZ5hq+qGw8R6urWVndo9wG2XUW8AqOCDkHv0zg981f8ADd7PfTaneXD755nV5GxjJOaKKRTLkxyTwKqEk4oopAjS06NXflR1FdPEgQqF6UUUxM808XRqviO6wMbtrH6kDNb3h9B9ljXoOP50UVjL4juj8COwgUEbSMjJ61DIirNKAAApAH5UUVucK2Ob8af8ikG7mVDn/gVcHPrF/fWEdhdXMssEDvIm+RmJLY65POMcemT60UUmM//Z", 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", "info": {"video_id": "133083", "label": "moving soap down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "133083", "label": "moving soap 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": "28bc47a44f6987d7fa313c36e1186727f684b9915579811989d39e60f819eed3"} +{"episode": 67250, "episode_seed": 2641149293, "split": "train", "timestamp": "2025-10-13T03:35:41.662688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2641149293, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of pencil without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "184392", "label": "lifting up one end of pencil 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": 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": "184392", "label": "lifting up one end of pencil 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": "7cd989114e87d71cb6f45d24263aa387917b305e62ba1bffae0707b53f9cdd7b"} +{"episode": 67251, "episode_seed": 2193081098, "split": "train", "timestamp": "2025-10-13T03:35:42.771534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2193081098, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a ball next to a hair 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": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "144000", "label": "holding a ball next to a hair brush", "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": "144000", "label": "holding a ball next to a hair brush", "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": "339bf767a86005c64904385d15597319d4a63ccb019d6fca76db31e788da11f5"} +{"episode": 67252, "episode_seed": 636893167, "split": "train", "timestamp": "2025-10-13T03:35:43.763522", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 636893167, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99195", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "99195", "label": "tearing paper just a little bit", "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": "1f87356b9752c00127df4f4153131aefd5af91f045d8e30586ebec4d6128c3c1"} +{"episode": 67253, "episode_seed": 289659973, "split": "train", "timestamp": "2025-10-13T03:35:44.609821", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 289659973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw hair ties'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52880", "label": "pretending to throw hair ties", "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": "52880", "label": "pretending to throw hair ties", "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": "e9a34cb4f26e91046aed06efbbe349ab2fbd712bac621426482f525849cea762"} +{"episode": 67254, "episode_seed": 1662759212, "split": "train", "timestamp": "2025-10-13T03:35:47.236416", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1662759212, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of box, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "54086", "label": "lifting up one end of box, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "54086", "label": "lifting up one end of box, then letting it drop down", "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": "4274f331c034c08b6d6902154fc35e2908b172e96df45d1d2c8cdfc820bf1521"} +{"episode": 67255, "episode_seed": 721230975, "split": "train", "timestamp": "2025-10-13T03:35:48.132151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 721230975, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 plug 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": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "45976", "label": "throwing plug against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "45976", "label": "throwing plug against bed", "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": "91871fdb4ff1b2b034b69e31523c63f0fa2737bc2979421931bb724f1c89615c"} +{"episode": 67256, "episode_seed": 2370921019, "split": "train", "timestamp": "2025-10-13T03:35:50.870277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2370921019, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 packet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "180354", "label": "taking packet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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NxYHnpnPA7e1V59dtRbpNdTPLHISpWOPj6MFH6EmsZ1oxd1Ftr1NlHS10l1KGvXmo3Wu2s2n6VJe2TIQQn3yvTI/uHuM+1ReH9N8Qx+IbXULvR7iBo4ZI3cTxktk5BYknPHXiuu07U4ZrONogYo5V3RnaFyOxx+FSQ3rXLgw3kgJ4UPGnzc4rKeMrOHu01f5+fy6luEG9HoTahqVyug38EthdRtJCyiUSI6qTxzgggfhXhmjL/pN6/wDeuZP0OP6V6vqPiOGPT5Ij9t/0xtkXmRKBuHzZ65xgH2rynQGzZM56tJIxP/AjXflE51JXnujz81jGNFcq0bNW8nEUBx1I4r0D4FK+7X5G6OYMe/8ArK82aJr67WIAkd8en/1+lewfC5ItOmu7HcPMljR+OhK5zj8x+Arrx9dJqkupxZdQt+8Z6LeyvBYzzRrudELAeuBmvNLjzNYvp7/UhczwWUQBjiO3kjPJHQHucV6lWPdwW9jLPI6GK2uh++kXorDoSOwx3rz4s9Ro89m1aVNNiuYbZwvmtu85i3yHjg9cdPyrmp7TUtf1l5NMnt4YowqtC+cN/vY5Pb9K729tNKu9Wt7KCcCymRg9z5oCBx/AM9Scg1h61odh4fm+2WNy1zJdyDedxAcHIypBweRjHHWplO17RuaxVt3Yy9Ks9X0PVLm6vJ4Lqe4RYo44i5246EgjO0D8+lUZfDHiqe5vfJvLNbaWUSRvcKSyYIIKgfdPAzVyXWp4ryOCytoWhmnWES+cMgnruC55HJ+lbM14EiPmuGKnODkZGcZBFYutiYuygkvv2LXs2t7vuR+GNC1TSFvGmlsZHuJjKzL5mDnseQP0qh8VpryTwY4uoYU2qzK8Lkhs8YII4/M1qtdRW9jLPbxvcPGV8yHzmUfMcZyTjtXD/EHXX1DQprLyDEIjEufN8wNvbPXv0rGjUxEq1qmz9CuWHI3FaoxtMj8u1jXHQAfpVfVpiw8pM59u9W45AkAx1xT9K0031yZpAdin9O/59Pzr6vEVlRpXZ8rQoutVOQvtIutJupLW7haKeI7ZEbqp96muNDe3sba+a8s3Fym7yll/eR4OMMp9eoxnrXsnjb4Za5rPi67vdOhia3uCH8x5QoBI5yOtcxqfhOCLS4rXVLQyXkSNH9q3lWQKcBQp4wOea8NvS59TLVJU9zz9EaG286RSIt4Tfjjcegz+Bqc2Qutytbu2BksEPH41Rilks9Ui09ixtoZz8oGDubjcffAxmu3sNQmSTyCPtV4zDYPI3CNcevTjjkj2xUyozvaDXzdiPbyitVqeeajpb2lwqs52t91if0qzY2lxLdNHcTKFABbzDnK5GMfWug1W3bVdT1e0u5I4fIt1mi3KMu2VXjA759KsXvw9nfR4Z7ee4hv40INvcKCH2EZKOMccg8jvz0rilWjypt2PQjCS96xe1PQjMloqWtu2IwZI7cYZBnGWYn5ua5TV7ZrOwgRuGN4cqQQVwg4Oe9dHoWhyXVmLe5uYtOnjeRmlklIMu3O4bhwRwe/XpWF4lhW3S2s0keQx3EhYsT12gjqM9COvpXXQp8vJJdfT9DPE11Uozg3qumt/x0G6GguNQXdyAwz/AD/pXdSaDemaLV2DRRiLMMzH5FzkAnPAzgj8jXBaRI9pGJVjLsxPA7DgZr1jw7q7TrLp15BLLayQlREr5Ix0Kg9wccVpXcqlZnm00qVJM4jxZslhsEjKbwHJIOSwOPvHrn61Bo/hDWdX2mzsZ5FP8YXCj6seBSanO9lr1rJd2hKJKW+zzoyiSPI4OcdRx7EV9Q6NJY6l4btHs1UWM1uBGijACEYx+HQ/SndxWo1qrnztqngK40WGJry8s3eVTt8mcERsOzn6Vi3K2yWsUKM8jh8E275HXjk1seIvCEtvdTLdiRXWRkjMWAFAPGR1J96wvDV/LBqX9mTx+dbRTGRmGNxfBAOT2AB49zWE4Sd3fbodVGNTnj2Zp/2ZDexwW1wz25ZjGsjsWETcctwBg5965PXrIaR4klsLZvN8gKjMBkO2MseOgz+ldT4wvbq01K2FrHJbCUZCnBWQ9Mgc44P4/hXKRGW68QvHKSxaQCQnu2OfwzXLGElK+voz0pQiqab0ZqW4urlVilt5beJyA5RTtKd+CcknpV/WdHFvqaiINAQgdVlQJkDGCoUYH4nNXdTguNJ1HRZ7PbbtcsAM58vdjAbBPbdWr5Os3EXmWSLqEbJmeeS2yC4GOMdV9fero0nJv9FcpVVS5XpZ92l+Zw90Ghn0tHUgpbSHBGMZetXw/Gbm/DsMqpz+XP8AhWXrZKahaoSC0dkoJHTJY/4VseG5IrdEErqjSdMnBIJr0XUcMLZdTwa1JPGN9jV8gz6zNcXETPbgqiIr4DN2JJ6DgjjuPevc/BfiC1v9Etrd7hPtUYMZQnkgdP0rhroWmt6JcT6ZHDb3MADTKh+/FgZ6+hANYfw38X6fo1/It+pXzFwsw5x3wR/noKwpptWY7p7HvrKGUqwBUjBB715F40uU03VJLWyyPMx5aiRWRRwcrk/KQR7V0/iTx3FbafFPoVzbXjl8SKAXKjHXGRXj2paxeRytPe21tYJI+9AqBn/AHoPrQ4ya0HGTjK6Vxmv+KNfuJ0gub+9ULgbVcMQAepAOMViXetXXlNLFfPHCqmERk/MRjv29f0qGSVb64ZLJWnuZjtjyC2M9AAOp/rWzZeDryzu7cSx2pdyEdJmyrluAoI6ezetZSnOCbW56lGnTqW9okU9N8V6mmmKWv1cR7SAYkO0Y4X3/AAq5pfjOa2nS4ctcJbv5rbAqc5BC4PPr27isrUPCElvcPIokaPlsAqHQg8jHrV3SIdPGlygaoFeYkJGSoZsNgs5I+77ccCuanUc37juaSpU0ryWiHDxCdTv1fyfLTzpZtpYEgCNsdh/e/SsbR5fL0qI5+8M/mc1pz6YljI7iS3LJayk+QwYfdxnrkdR+dYOnHdBaRc/dGR7Yr18A+Rycjx85pRfJCnt0O30RYrW2kv7k7UGBnGeTwP5/rW5pXiVNO1yzvbbLjJUhlIDDoRVGPRLrU9C+zW0Urom0z+WTnBOSOB35/KsjxHczabJYx+coaLcIxGAMABeeO5B5HauRT9rV55bsmNLkiox6H0pptxc3VlHNdQLA7gMEDbsA+tPvrlLSxmnkR3RELMsYBbHfArx/w78YWt7GKDUYvOZOPNLYJ+v+NQeMPElt4nvLV9OlaLzIQjkuAE5Jzu7H+laOLHqyhqMU+rap5EJeOJztt2aJcsD0JAPX/Cu51nTIn0iKxjUAQxpGme2BgVxPw+0lZPF88ouXuYbNf9Yxypc9MZAPrXc+NLhrXTBHaHddXJW2t89Q7nbn8Bk/hTglFNscvaTlGmzwDW7RY7OO/tzvjeVzPGjfNEocgH12kDg/UUy31YJAuyaeT5ctGsrrjHuTz2rpvGmn2/h3xHZrYHzYkt1j8psFThcEt/s9yPeqeo+H10PR4tUlt4pIzIIzui2lT6jrkVxV072sz16D9pG/QluNa1nTNGYGFFF+uGLoxKjOQBlufrisTUb2S80h2k6vewRj2CoDj+ddjeSaY9taStBe2EHKRSyLueYg9GxzjHIyK43WhDHZWn2di0cl87biCN21cZwela4dNyi2ycVGCw8nGNnts/8Ahi4kpdkiDfU+ldYt1baPbwW8iP5koyAq5zjjH1rkvD6C41AMwyqkfpz/AIV30/hm9LW+vMBHEsRaKcsdsZBP3vTPI/EV2ZhW56ih0R89gqHJDm6s92R1kjWRCGVgCpHcGvFvinMuma0gaFtk+X8zcBgNwR19Q351r/Bbxn/bWjNod3Jm7sVzESeXizj/AMdPH0IqP4s+GvFms3sUvh+E3EBttkyZjGMHIxuOSev6VklrZ/nY7dYSvex893d8qXVzPHE0TNcq6YGQqg8DPf8ArXqWj6n5kDKEe4KlD+7/AHYUEYwc8ZJPB9vrXneoaNrF4BDFo0sb4Zip28Y67f1/StazvtRt7U5e485NoKCMFgD2A7//AFqwqSUpJwV279bmrg2tZWJb5VtvHtvPcoTHLCJJQG3BVDYyD3xgGuv+I0o0iytLywuUWKafeskTlWV9vJwOuR16fjmuEvTd2twNVju9zRQlWDIeM/wntkntWtr19c+JtGhnnzcOEDmOJVQISOhA6k+o6+1cqdo2qfl/VtD1sNL3FyO/Lf8AE6nw2RL4U07UonWSe3ldvLdT+8j/AIkBHqQSCe4HrXnGu+fP4rnku49pkkZhgEDkDgZ9q6rQE1VdIaO0smjjEJKs0gG7AwMjdnaMntyawJtJ1G8kivY7Rn2KQY1UjAO3keueT1owtaEKyvJWTJxuHcqUnDVs2dA0lVjS7AV43PkMrD5VOep+uVrq9Jh8+QTJF86EsAOjDuOO1c34TuDdW2oWxUjaFl2sD1Bww/75P6Vq2ktzoGtNbqW8oYfrxtYZz9K9PmTrO2x87ONWnFRkt1f9CH403XmReHJM/OVmJPrwldH8DvF3nrP4duZeQDNbA/8Aj6j+f51wPxev0nm0eOJmYIkjM3YMduV+vAP4iuJ0DXLnQtZtNUtmIltpFce+D0/Hp+NOe9jpoR5qSPevivcJYarCjrLif5w46AEYI5I7gn8a8z8MatbWN7d3ccAMs91IqJIckIFGOe5yfxr0j4nWPiTxPaafq3huzN7p1zYrJIm2M7QfmA5OSeT06V4lqCSxAb7SW1wpKo4Cnn09u1YVLctur8+x14Zq6U3ouh0niDW18Vx71sVUacqiWSGM5Zy4BY9sHPTtWVoVrat4huRe3BgG1XVs4YZP8xnpXLRzXCFUtp5t0rDcnQFs/L35rp9Utbq1LXLfZZC6ojybtxBPTj9c9eKwl7ul9zop1oyknLSx0mv2sckNpdRX3nrDchAM7SFPfk8cg8fyrtfIgsLWK/mt3FndWis0cD/IJF5VSMjIbAIyOv1ryfWLfUo2t7e6vDNBC6gbNu0joGBHXuOeRXb/APCRy/2G3lh3ii2oHERyBnqCVxgAd653KcWpRf3HdOksRHka2a3OAjja9vpif4F2hSOV+Zjj9a67SdHRn33QaMxMDHxnK7ev6j86wYxs1SWaRPKjkCsnA5yOvHHPX8a72yd7rw9bPAQJow9uWxnOBwD+DD8Vr1G08PBnzldzpYibtt/wxe0qwhbfBcZ+zTqAxRiGBHoR0P8AhXkMVwQxCn7p4+lew+H9QgnR7aWMRzAfwnGGHpXhRlKuRn5gxOapuyQsLabl8jcFzeI4kRZcA5BCkitKTVDcKs0y+bJ9593tyK9M+DvieO88J6tosweSS0heeJFGWaNgQygezf8AoVeU6p9j1CeVtOlk2RkSMrR4YMRkjjqMiolJNa6HVTjaXLY7fQ44prK91+4tXTVXYJvRcRRRn72ABw2O/btiqlx4uWbCSLukGQQFI5ByCMHH+RSXOu2otktre7byL4DdFC3zRqUwCV/i5wKxbmCKDRpHhkj+04BjAIZc/wC03Q9+AcfWvNlUk3eS/pnu0aeEjFyqPZ6I6bTZo9UsG1C7mMMqXUgjiVAxmRwCV59Dnntmsjwjau2l3rLEPJV2+0SIB5jIxAwM8YznJ+tP0zxp9mVLa+uoFSJVf5Ii4LDAx8o69/StP4fapYXV/q07QhLebzETc5GS3JGe3FZxvSu0r6312CuozjOMdG9rMoeLtLsNAtp0s4J0WeymWNplCtgYPAyTjkjn0FcjpcRWcMVJEajA9TwK6j4hLLI8f+nLPDaxeQqswYqh4XPHLHOMj0pui6Ul9IUQ7XUCUDpu2nkfr+lethp89KclofO45yjOHO7v+mdH4Y8TXdiqyRxPGrv843dcHFcx8UWsotct/sBIRy8jIwwY2JB2/rXYRwxzskZjUbl3N5YAwT6+hzkfhXK/FyRvsWhq6qskbTqcdSMR9fxyfxqacUo3M4yUqy5dmcpo1hc+INTt9MsWjFzcNtiEkmxS2M4Jrpb3w9rfheYabrCRQvJGZE2zBhjpuJHRRgk/SvPNO1G40/UILq1cpNFIrow6hgcg13Ou6veeI728v71w01wOefur2RfRR6fj1pyqaHVya3Q3/hNZbS9g0vSrk22lLMrtKVw8uMZY+mccD6V6TrXiSLUZT4ht43NppdphEU8tdSHGB/urz/wKvn1bKV9R+xxpJM+7AESFmI9h3r3KwXTpvhxvRFW2iAizN8hLluSffufShz90lJRd+r0/r8jkrmWbxP410+dztW4gcqxHB2g54yPQdK6fx1DfHwjJaSxw+TAySu6Yxycdc8Z6kdelc74otLu2NjqTWU4ggiPkyW2QgU/7XUAY64rKvPEGr22hfZntPKMoUtK8p3FD8y5UjHIA5rzo1J1UpW3PWw7pxgrvbyPTNEshLFaSypb3pv43VWu92I5RztXGOMDPQZx1FeX+K547jUo7aLZi2urhQI/uhRtxj25Nel6drUH/AAh0VpduCYYvM38ZU8fNkj5eSAP8K8vuYbePxPIsGCjKz7AwITJHHHGeK6cHVnOpGnLocePoeyhUnbRssaUZ7OFWhjDu3LZ7AnFel6L4gkezu9M1NGaxlgZSEySnuB35xWPoWmRx2UepJII1kZreUk42EcjPsSVzWlpSyzSi9t0VnXLBsZBBBB4/GumUU6zueM6kXSSW6PIvAviaTwx4osNRDNshkHmgH78Z4YflX2ZDPFcW8c8Th4pFDo46MpGQfyr4LVtpDDqOa+uvhP4hg1r4eadGjfvrOMWsy5yRtHB/EY/Wk3c7Ki92/Y4L4iaMlr4gvPs5R5ZSZEVJMMA2DtxnpkVyOgBV1S/guwzMbZATu2v95htGfqPyr1Px94fuXs7vVrfVPIlV9r7lHzIzDHXvnaPoK8Th1BtFvXkEr3EsjNHK+7AfueoPeuBxnB6dNuj+82jzVqfKjrvEunwW3hO5tLQPcZcGeQuW2d+D0xnr0rX02ymh8JRoLRjd2cQUXMUYDIT1Bb+uag+32l/Y2tnd3qu7bd8AmUMQy7gCO/UcYwap3moS6Rapp8kpgtbybNx5ZLvtXlFVQOD0HOOlRLnqOXNo3576G+Fqulyxeuuumhu6xC0Hgia5uNyXsZCyF2AkU5HO4YJLAjitC3sF1O4ZYbjda2cYjcrLuLF14TP90AE/l0rkdV1i5vtKmt7+aWQ3RCQJcMiM6nAQtjIBGOQTxxXT/DZmm0vVXLY2pbgxnGVK7l7cdDzWdKCfutafLodlet7nMnq2/RXKUeix6JqwlXPkTDY3PQdD+hqt41aNYNH1BeJYk+xXPHGVyAfpwf0rq9ciElg7Y5Qhq8ymEviDxVeaJd6rcW9pOHkjWNN2ZEjJA9BwDk/1ruoStJnn4yPPShPtp+pyHiybfY2A85JHaaeRyjhhltuP/HQo/CuaRsVJezSSwW3mMTtTC57DjiqobAreTu7nLSkoqx9W/AzXBqXw6W2mf5tNmeAlj/AfnX8MEj8K8D8ZazZ33inUms3MtoJ3WGT+8oY4I9vT2rH07xNqWkaZeWNhdSW8d6oS48tsb1/un/Pr60mi6Hc628zxkRwQjLyt90Eg4X6nB/Ks2k/efQ1T5ZOz3NXw7pjarqUboWRI2C7lAJ3dh/XNdV4psEWx0ywtt08wn3bwB8x6Y4HtXO6S5s72O0gKs8jLtyikbs7R745/KvRpbOZ1gJk8poFEyLCi48wHjkf5PNc9SpJpRSdrmiUoVFNjby2sLWzge3t4SzkB4JQZUz/Eyg+uOvGK29TsjGdKtlkPk3sqh1cb1K4yOvQ8cgHpWe3iC4tEs7QNbRjTU+0yz3aiNZWOdsfXLHg46c4rP17WmmstIummFp5U6yRhSVCgn5hnJxjp7dK46lJKd5q/Y9SlW9pBdHrd77/5Gve6M2oWt7BbWcCW4wobYR8/8QXPOOnPUZPWq3he0fTbae1lypimWUZ54U8/+Ok/lXX+G3M/hO1Z0IAlmVSSTuG/cDk8/wAWPwrmfHMk2mWYu7WRondghZe46EfiDXTTgoaRVru5xymqvPF9mvu/4YzPEKjw74r1CFQqxqTPCcclCM4z+Y/CvES5LlvWvSvFrO2h2+tWWs6hcSQzmxL3USoJwF3M8Q67VY7SG7ke4Hl4fJrvm72sedh/dvc7v4V6uumfEDTVlYC2u3NrMG6FZBtwfx216J8YPD3hDQI4J7fToIr6SNsQQZTPoxwfWvCLSdoLuGZWKtHIrhh1BB613fjPxNF4s8TXOosSIWYLEp6hBwP8fxrN3atc6JJOSZwrXs73Mlz5gDnjG3jb6AdgMCvVfCNjdXOjQadfQmTzI9/7+3JWJOoAPToT1rh5baJ5gIY4yGwpyO3evXdOvo5tNnQXEaRhWDth9209McAgY7ZrGtUpqL50tuvTzMqnOrJX+Rxfh3TG1KLVlg07ESXI5iGWhAyAAMgspzyPrWvovhO7tZLgpfRLbK+XWFfOO3urfMCMdxzWp4FsYreeWGK8iiuJmkZmuBtyozg89iMHp1ro/DtvBa2dxci6hkjuVZo2jADRMp9M55HTNcNRz0SbV+v/AA57VKrBJuO6sl59zh73wrd6vJdOl6s9o02I5d/yhyVP3QenGB9O9VtIkl0nxPbWdwAHSTy5NhyCrDDDP0Ndd4aa11rTrLTULI8huDOwQ8qjFim71PHr36VNrfhmFLkXsA2lH3svr6104epVhFpSumu3U58VTp1q0faLVP8ADoZWoW9zplxDeR5DPI0L4/iZT/OuT+Lt6Ly00GYn94RMGH/fFdAblNa8RXOjajql1a2klyskbRSxxrE20BmJcYxgH3JwK8u8ZyXi6u9ldSXBW0lkjSO4x5ifNzuA4B4Gcceld8GuT1PCVH2VTTpcw4XxMp7A5rpLS6ZgOuD+tcrGSWx613nwt8Mr4w8V/wBl3N99mgjiMz7fvuAQCqdgeevaoaOyE+pNpGkXc+pLq0BMaW6MAy8MzkYAHrj9OK6Lw5cT3d7qFrfSHyWgSYq43qH3MAWHc84r03xb4WGmaMkmhGC3SzURJE6AgKSATn1z+PJNeMW+pSabrE097ciW4uGKSMFJAIOeCCDXFKdSNTm7bW3L1qwaijp/GFk1h4LmWeZGupXCr5YYBU6lTyeuBxx0q03h+0k8LWd1eTXNwhgVGhC7ZY+BhVY5G3oeR/OrV9bnVNOhgaO3jkY+Y5l3McqQTjOf1q2Z9POm2NvLatLeXU5ZLWGTcTCoyxCjngcc8cVlUlKtzTS1+7pujpwVRU1GnLq9bdvmQXHhaw07RY2SyaRL4pErGQ7tzfdJG7DfhjBrK1nwjp2kwErcS/aYoi8f7vDSDPII9cnkn8zW74h16A6Lpz6bEXt7W7jdFbA/d7uBkE/jW9pUUGr6Xc30oSSaS5lhkOSw2rjaBu5xzn8azowfNeEmnvv951Yid6dp6p30/L8DhfBsz3enalazqY9pSXB5xg4b8MN+lWovO8PeJbiyLYiRxkE9m5B+ho8S2r+HYJLiwkaDz2VCyccHgiue8cQa7plro+taheXQur1HSdXTiEKFKBjj7xDZx/ga9elNyk5M8PF4aCceXseQoTXrnwE1G5h8V3Nkkh+zzWrs6HplSCp/U/nRRQ9zRfA/Q7v4ya5eabo+n6fbeWsOoThJmK5bAYHj05rw3UCEV9q7QG+UAnC+4560UVjV+JHRgn7rGaReXC3f2pZmW4BaUSDghwM7vrmva4EhuvA0OpPbwLci03bkjA+ufXJ5579MUUVwYzR8y30/9KRu2+RL+tjjtSt1luGikZmSHaUBx3x+ddb8OZXW41qDdlBbOQPoVIoorusrsw/5dr5G/csZbOYNyChz+VeLX2p3GleJHv7bZ58Urhd65HzRlTx9DRRSp/EXU/gP1X6nB3B+6vZeBUXaiiuo84B1r3Z9GsdO+COitbRbZLuVLmZ8/MzurKefTHFFFZ1PhNKXxI8tvJ5LOXz4mO+Jiqbudo9vzro/BV3MmsW0fmMRcTrbuSxyFY8kHs3v70UVw4n+Ez1lrUXyPRPEeh6faTG/ig/0gKHV2YsV+bGATzjjP1rlLkvdeIpd8sg3RfNtb7wIBIOffH5UUVFLWjFswg71Hc9P8KsT4Fs+T8s7gZOeoBrnPiP/AMi0CeSLhP60UV1dUZU9zzHxX4kbW7eKKXS9Pt2gjjSOS3V1KoAfkALlQvOeByea4JetFFdK2ONfEa2p2kVnqTQwghNitgnPJFVfMZJPlNFFZw1ijrqaSaR0l3Etpp8Lx53TQBmJJ6kkcV3Xg9ifDTucl8SDcWOcfL7+5/OiislFS31NaulL5mhql1cm3uClzLE9wY4XdD8wVmAOCenDGlTZH4gureCGOGOC2ULtBOWDgbjuzkkdaKKnERXsticK2pWHfDeU3PimEuACr3J+XjJKtnj34/KvQL754JQwyCh/lRRUw+Auv/H+48U1DXZNK1i7iNjYXsNxOd8d5BvAKjIIOQR1ORnB7g159rt9c6lqM17dymW4uJWlkcgDLHHp0Ht2oorsp/CcWI/iy9TNHWut+HN7PYeP9Dmt32u10kZ91Y7SPyJoopyCl1Ppn4irjwTqXJyvlsD7h1r5skhX+1ooiSyrcBcnqQTzk9TRRWMtzswHwP5/kjpfCOtajqOrSpe3TzxrDPKEfGMqCQOOg46CtK9uruHXITa3Uto8ieW0luFR9uA2A2Mjk9qKK4JTl9Ykr9C1FeyTt1RYv7dZr1tJDyRwW9lNPE6N+8VkG5RuOeMk8e5rvPBY/wCKHjYkljdPknqeBRRW1H4Sa791HP8AxI/5F1D3E6V5ZrWt6jqmky6be3U01vaM08YeRmJZ9uc5PIGOPTJ9aKK66Jy1/hj/AF1P/9k=", 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", 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", "info": {"video_id": "180354", "label": "taking packet", "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": "070f84de7dca91653c248982f383daef29cd374a7c11bc3b3abd5322a5acacb0"} +{"episode": 67257, "episode_seed": 740609023, "split": "train", "timestamp": "2025-10-13T03:35:52.793272", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 740609023, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a bar soap onto a 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": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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wAVGT16EcVcItRu9rnq4SpT9kqK3aZQ1OK+uYDCkTG2iZjtI5THI3e+COK8zvofK1SdcYBO7869We1vb25ZI5Nqv80pGRnIxkj8MfWvOvEUDQX0TMNr4KN9RWFJqM+UVZc2H9DClHGKl05cyn8KimyGNaXhvT5dV1RLKEHdKRk/3V7mutuyuzzUr6Hovw68O/br7+0ZkzFG2Ige57mvedMsAqr2Arm/DGlQ6dYwwxIFSNQBXUC+SEcEADrXBKfPK52KPLGyNSWSO0tmY9cVyo1O5uXcwRgwhDIJD3Az0HfoawvGHjHZG9laPmVxgsD9wf41d0NpJvDNg2zcTC0YKsOQd3ykGnPRJnPOTWieol5NBfWjyR3RuCIHdSFKhSuDjBHSsRbnc6BixVmbIHc7sD9K1dNuZJ7CJ7k78tLDvA2g7ohtVRgDHHGOPrXNqWWeJO6yEH9Af1Brb4JOP9bs7MspxlzSa17m6bo20ayQRq8qhwQSSAOCDn1xu4rznxdBJtindGRw+SCMH5ua9DM0wt1aIEskgZOR1wRgD8f5Vzfiq1u57FpLwFmki3o30NYydp37nQqek4P/gnATIuzcfTtWDfrjIx3rdmcm3DAZ7VjXJLnJHSulM8Zn2PZRJb2yqAAFGABVTUtS8krGh5bvnpVmaUJF+Fee+KdQZrpbdT0G5v6V58Lzlyo67W95jdW1WS/v2xMzwocLzwfetjwz/yFYunIPB+lcjbhiRgV1Phwt/atsc8bv6Gu5xSjY55O7Oq1SMiaCZVyUbBJJwgznIGQMn1PpUGox5tmfoI5X/WtG+sDelMSqijhsxhiRkHjPQ8dear3iH7JOGHAYMcD1/nRUfuKK/rUug7VUzNtmaJ1ULzngnpzVyS5eJ8xIzFwAfQn1x+I/OqIVBwGZvbOatvOkMashUSq38JzwR3/OueWsbHfWjeSdrnF+KbSRHhlf5ZFbDYPQHkfyrnprC6lKyLDIV/vEYX8zXZ+IGN3ZSNO43gArnAzg9hS3YEvh2xJHzGHb+I/wD1VEqkqdO9jOvC9Rc3Y8/bSQt3b3TlTId6hQOU5Fakt4trBtHGBTJWKSYYncrN1PasLXL0RQSPnhASamM3NJszS5VYw9c8Q4WceZ+8PyRqDzz3P0rlbZ2d/mJOeTVCSZ7i4aRjkscmrlopBBzXqU4csTjqT5meueE4w/hEO6xmJJWV8J8+MjPP41DaBLN7qAR2+6G4heMQ7cBQzYLYOSWGDknJ/DFXvAHPhWUHnZcE/wDoJq1d+Hf7Hga5ivJZgHztkCqEA5AXAx2GSc9K5IVownKEur/VGTOVvYHTVpRgFwxlx65Yk/zq5bzvsdXClSjIYmbGQRgk/n+lSazbCDVZEnBJZVkSQdwRxiqsRSPLBURRzukBOfwqabulc+msqmFXoiO++3X1oQ6nyYQWZmOePT9MY9q8xlsJBqNxbQoztvO1VGTjqK9Rvr9g8y20kkVszs4XOMZx19O9cpYtEPGMEsTK6yKUYr0zgj/Cqo8yvZHBiYfuU5aanItpU6SeXOBFk4OeSPwr1Dwxpsen6fFEo+6vJ9T61x2uJi5ZkH3Gwcd8Gu9t5BFa56cVnKq5x1OaMFF6FPX9Q+z2spZsAAk15neahJfyqW+VUGFUdq6LxhekwJEDy7c/QVycSkkV0YaOnMZ1pa2Oo8Kbhr+nlW2sZ1AOM459K9J8RwbckzRx3CkDznUAmNl+ZV4JByB0GcGvMvDfGtWLZ+7cRn/x4V7df6Nb6vL5c8txH5ZD5gk2E5BGCR24qa1VUq0Zy2MOht6fZbLSWVwqhTlFX6AVw/i/Ura7MltAyMYiD5p7N0OPwrqL2aeDwxdQ2zEywqV9Dhf64xXmxRCSVgYuTk5HeuipiIuCUOx25bhVUk5yew8zTqIPs5V5EXarZO5hndg+vOcfh61yXi7TJobbfcD94SJOnABOMZrrmu1jt3i+9JuSRCq42EE/nxXM61cJLbyxXE5aR0ICs25s1ya890d3smoyT0Wu5yH9k3c1qtyseIT0djgH6etd/wDCbTUF/fzthpUCKDjoDnp9cVk2Z3eEoVZeY5HQj68/1rpvhOPKuNZ9B5WP/HqKtSXvRZ5lOK0aPVnvEtYMA4wK4rWfEkqW8zpKUYnYgzyT6/hWjrl6sMEjE8KCTXl0lw9zO0jnljn6Vlh4czuzWrLlRpwSvNIWkYszHJJ6k16x4aiWTwpbNIsaR7yjSrkSDLEZz2xmvIrbIYe9ey+CVD+EERuQJ2z/AN9D/GtsXpFepxXKOnL9kJia3SOSC8jZY4+mMEfN8xOTgHLdewxWPLbtDqEgC7mjO4gd8k5/nXUPoMmjRiX7StwN4J/cqmAvQY6H6n04rF1a3WDVZ45yVkU53jjcCB09qznWjUnzRd/6R6eUu1SUX2HQTM8EqMmVZCgjyAR75/KqWrSXeoWpMqHyYgS7seoJ4/pU1s0Ub7yibAQSZc8j+vpUd5fygSQW8rrbbmIBHYnPP51E9bNLU7p02q75UeWGylE89uiu7K5AVRk1V/smd3EU2IQxwS/JH4V2ukiNPF0nlkMksLDKnjdj/wCtWPrKBLkuv3VYA4PXHWqqVZRaS6nkzpR5pJdGfQV1cg8A/WvNr6cXOp3EjdCxx+FdbqF6IrSaTPRTXn4Z2lVt3Jbmowiu2x13ZJGzaDLEV0mgHZqlsPVxXNWfyKD6frW7pUgivoJCcKrAk+2a7nscp6PDPFOGMThgp2kj1qO5T/R5tq5JXnHWspdXtLZHW0DyEsSWbgVnXOqzXQId/l/urwP/AK9Zyd9Ck7O5K90igqOW7hOTWZc3FwRhSIVPYcsfx7ULIwkIHCHBwKRwSu7uT60lBG8sTLpoUZYURjIRuY9WY5NaVmqzaA67dzW7krntnn/Gqlyvy+WR81cfpuoanN4w1HSl1i6tLc79ixKGyyrkLz0HXmnKnzxcTJTfNzMueJbOTTora4k4W437BjsMc/rXm/ii9xpsgB5kO2t/Vte1HUooBf3ktwEB8sOR8ucZx+QrgvE915jxQg9MsaxhSUaqguhq53hcyUIKjFaduvyqayLYZY/WteA4IX8a9NHEz1TwJqlpYeHp/tbHa1ztACk5yor0OeBbmAxP0bofQ9jXjvhjWdN07Tpor+2kuGMqyRIhwMgEHJz06Vq6n451K8BSF1tYmHSL72P97/CvIxOFnOpeIjW8XXD2t9E1yYQfKAyH5bBP8PXvXJXWpSN/qo+f70nAH4d/xqhPcNKWYsS7clickn61GrMwAPPPNdlHDqMUmd0cdUjTUI9CCbzblm+0StL7HgfkKrxyC2u4ZAMGJw4A9jV4qQWYdBWRqhdbcyxkq2QOK6FFLY5Z1JTd5O50er6VJeaiLe2T/WfMCB29fyq3cXASHaDS3X+heH7bVNP1nUJT5otA1xEsYnwgLPEOoVThTu9R7gYt5d9eeK4K9Pkt53OilLm3Oa8QXIl1JUJyEX+dUbcAye1V7yX7ReSS+rcVZtxgZrupR5YpGE3d3NzR28rU7UjtKn/oQr3nTtUgv7u6hiSRWgIDM4xuznp7V8+2b7Zo36c5H4V6LJ46KiX+y7CG0Mh3PKwDMx9cdK5MbRdS3Kv60IuegamPKtZ5hPFErxlXEzYRuMA59a8sl1XgomJCByU4H5mqF3q11fymS6nknc93OcfQdqpM7GTJPGOaWGwrpr33c6aGKnRi1DqPvLi5lUqZTGv9yLjP1PU1nSRKiblXB7mr7DchPfNV51KgIeQRXaoJbGVStOp8TLmhAT2N9bhQWGJVB9eQf6V1Pga1lsIb+6kyFuCm3PfbnJ/M1yXguGG78WfYLu9ubSKYGMTQyxxrH3JYycYwOg5JwK6rT57m3v8AU7G4kuMWsvlIlxgOgBI5xxnpnHFc2Kprlc/63LoSd1El8U3pGnMueZGx+FcjHg4K1f8AE935ksUIPABY1k2OSeSThjSw0bQuOtK8jbgHANeteBtQtLbw2qXMoXfclVUgksTtrySE9B6V3fhjVtJs9IMeoiaSVJxJFHH/ABcDqfTIFGKhzQsYHqt1brcwGNsZyCCRkZHtXF+KZ2ttRElxGse6NeS4wSMjjvVDU/Hd9cZS1C2qHuvL/n2rlrm6knZpGdnkPJdzkn8TXBhsLOMrz2N8PXdGfMi9d6i7H91Hk+snCj8OprFnaa6z58rSD+6PlX8qsby4AY5yeajKldzY4WvSjTijSrjKtTRsrWcq2up2suMCOQEgccZwf0zWhqmiy3epmzt0xnndjPHc1zeuPJDYtNC5Rt4GR1ror+PxHoejaZqN1f3aXV4rCSMrjyQApUE4+8Q2cdvzonRVS3kYRm43Op1yVxYFc8MwBrARBuH50UVzYP8Ahmtf4jThYiMfWtSMlWTHHFFFdTMC/E7dM1Mg6UUVIh+PmH0pVY4PtzRRTGV5ySy+/WuBv7h9L8UXl3bhfNWZiNwyOVwf0Jooq4AcxqLFRGAeBkVxGqOX1CTcc4wBRRWcP94ZpL+GiKAYI+tadv8AeP0oorrOdl62Y4696vJyRmiipkIlXrigcKDRRQgBieB6iqM8ayJhxkBwcUUU0HU1td8RPrFvBE+m2FuYVWON7dHUqgzhACxAHOeByea57UZGW2kIPODRRXLit4/12OmjszmFGTzVuH7tFFdaMGXlOAlaETHjmiilLYktIPlzSgZIzRRSQCqSB17VBNyASaKKoC3pmpjSBcKLCxvI53Dsl3DvAZRwQQQR1PGcHuDV/Tb+5v7/AFC9uZPMnncSSNjGSc9u1FFYYr+E/l+ZtQ+NGVqbmTUZS3OMAUloACMetFFTS+BBP4ma0HU/Sr1u7BRzRRWjM2XEJbGTUoHH4GiipABwq/ShySCPaiimMytQjWWz+btIp/WmahreoXmnwWFxdSywQyNIu92Yktjrk84xx6ZPrRRWkdgP/9k=", 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", "info": {"video_id": "71050", "label": "dropping a bar soap onto a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71050", "label": "dropping a bar soap onto a book", "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": "4c1cbfb80168cfd94d39cc613816a9bcdda3bee6b861a3f8c5a372bd66aa87ef"} +{"episode": 67258, "episode_seed": 2580457155, "split": "train", "timestamp": "2025-10-13T03:35:56.266336", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2580457155, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bucket closer to 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": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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Zfl3EnB44pvHGPpTKuSh8kgD8SaRuc5JPuKTbgYyfXJ4pwH3gSGA4JNItXNrw2wMgXuJVJ/Su60t97j3NedaLcJb6mi5+V+p9xyK7/Sjt2E9hmudq1S/c+tyqqp4W3WOh3NocJEPUE/ma6aDiJQOwzXK2h3TJHn7oC/kK6aKQJFu9K7IEV9keZ/GKXD6SB/02H/oFeVFmkYKMkngAV6X8YHJGjn1M3/slcfomnY/fy7d7L8g64rCro3I8bF1FTk/L/IoNbtYgCRirHh1Iz1GRiqkj7gwVfkwNpPf34rXv3jF4yEs2MKDjODWNLKyllZiV5/ioi7pHDzcyUmV2feygAgfnSOSD0II/nT0YbMFiT2GM5oYuAVxg8celWSj0Cwl8y1gYHqgP610lpJtgPPUj+X/164TwzeedE1sxy0P3fdf/ANddlAxEaD1Y/wBBXKo8rsfdUKyr0YzXX8zrdGO5xmuiZgFX35rm9GJHzDsK3t2WA9OK7Kb0OLEK8y6riO2kkJwMYyf1rxrcNw67WJ5bkH8K9G8XamNO8OyoGxLMuxRnH3uv6V5yCpQKgCHPIyMADvTrSV7Hi4vdIhmbynAbncePSsfUyzITHuXGEL4+7npj24rSu5EUbVJBPc8g881m6qyJaKwJzJgAeuOtc06lrLucMny2ObmkDAHlm43HGB9at6FIBczp0JUcfQ1Wun+6yblGPuk4NQ2V0La+SQn5PusfY05x5oNI6cHWVHEwnJ6JncWkm1H+hoWXL1Vif5GweoqSNiHFeffQ/QY9Wb0UmyEfX+lbOmNucOewzXNeYcKvtmtywl227v8AgK6aT1OafwFTxPdBmtrfcvUyEHv2H9ayraQysUH3jxlfXtmq+r3hm1OeRMHYRGuRwQBj+eaTS79IdQhZ3+UuGOemARW1/eufH5hP2kpF3UElguZYXUB07HqR2rMvZCU3glmH8JPWtfX7xbnVrqRCGjfleOh6ZrDumVYGATeAMluc/wCe9dEZaHiuOpSExbUbRuM+aDuJwBXU2khEJGeRXEzSqirKxJMRDnPBJzxXU20ytGzKcqwDD6Guaq7u/Y+gySpf2kOzReeTnrUTyYNQNJlsUyST5hz/AJzXI2fRpao0Y5PlAzUckmWHvUUZ4/CoJphCWkb7sYLH8BmqTuTN21MTUrlpdUnZSCqtsUccgDFMt2dCNrd8Dt/+qs1HByz5LuTuyeTnvV+EhiAi7ePmDH+ddq0R8TVlzzcn1KT/ADqxztx0P0qp5reU8S/xd++Ksj5RnJJIxgdKqy87lVgcdQapq+hxuKe5T5AI4Gep96aBxnPI7VIVXcwU5Yd+xpFOATn6gdxVXHYUfOATliO+elOG0Lw4yTzxTF6ll7fpT0C8EtnPbpSLQKWUBh1BBB969K0GdLuCCZfusQrH+6e4NecJFvC8ge57VraDqtxpF/5kZDRN/rInOFce/p9aWjep6WBxMsPLyZ7Xpi75TJ1yc1vFgsOO5rlNF1zR7uMeVfLYzYGYLrgDjs3TH41nLqs2oeMLnS/7feFD5vkrbYkDMqFgoPQDg8+1apWR6FfF0laV9BPiDaR3Fxo8sxGxPN2qT1Py1xUm+ORjCpQhiAQcYpLfXb3XA8upXBm8pR5aueEzk8fpTZW3RMHTJY8kH+dYz1Z5Neoq03O2jMm+CK+QzAcbsf19azHX5t20cjp0z71qXw8tMqpbBwS3THp9azZAu/euSuc9cfhQjCS00IXBjk3ggr6rxTt+zayHnOcHqKDuyBglSeKdsMb9sKMnPOBTuJR10J9OvZLC8juFG5MkMBxuHevTdOlS6tYriA74D/GB0OeQR2NeXAMzDCqSORg8GtbRtavNEm8y0l2xlvnR1yrj3FQ7M9bAYuWHunrE9s0lcRqexI/x/pWukig5dgq9yTgCvObD4h2zxMJtFjEw4LQ3BVT74xWD4m8TXuqW7EkQxq2Fhjzt/EnqfrWiklojrq4uDTmbPi7X4dZ1PdA5+yQZVGP3W9Tj8Bis92ZWGcfKeccDNU9Y0+wtvD0Gp6dql7MrXJtc3MCxrcEJud4h12qSFO7+8OeoEzbSCQD0ACE8/wCc1nO97s8eVb2rbGzyF7YgHlWGS3X8Kxbzb5bBzuOMADnb3/CteeR/kLhgpHy8dfWsi4ZJCMhGfPAHeoE0rmJKA2QMjB5LdjVd03LlQOD0q1Id+VfBcHgj+VQnIHy9RkGtEyOVP0NnRb4SR/ZnP7xeFB7j/wCtW1Ef3i/WuLRWQCVSQRzkHGK3LXxAUUC8tvNI48xG2tmsKlFN3ifQZdm3sqfsq/TZ+R0vmDd19qk1DVktLBLeNx9okXOP7ueMmuck1+NkP2a3KMc/PI+4j6DpWZExM5d3yzDOSST/APXpQg47nRis0i4KNH7zYgYIOWyMdj0+tQzo811DtHADAhOg6Va8M2ljqPihNM1K9uLSCYhUlimjjWP1LGTjGM8dScCo5Y7mx1fUrJ1nBtpHjAuQA6AMRhgvGcYzjIraMep8xVrJpx6ll2ygUSg54OW4FRbiI3YDAKkFscA46Gmyuu4cKFPIKD2pshk8gkjCqRnDevT8a06HJ1Mi5VQgLNk4xjGCa1NCv1mtDAx/eRDb9Vzwf6VnXLAoVfG3GcEcis1Z5bO5DoQpxkAd6mceZWO7BYn6vUU+nU7VpDuAHrRISXFZ1pepdIkinv8AMP7v1rSGGfGemBXC4vZn2EKkalpwd0Wo2O0/SsjV7kpZSgH5nGwD69f0FaNzcwWVoZJpAi5xXG3141/cM+CEU4Rf61tTg20zzswxcadOUE/eeg63+ZM55BBw3eraNhjwcZ/iHSsyTzYEUA4IOeDnANdPr/hbVPDfh/R9Qu5J1nvzJ5sBjIEAAQorH+8VbOO3TqDjqSufKymlozCdVEPA5L4z+FVZsiV13HFFFNGD3IR853HrtB4+tPZApBHrRRSZtFIiLFAAoADdalcYkZR93piiimJ/FYWNiS3AG0Z49anjUNKuex4/EUUVBujWhkdW4Y9D19qr2+rXWj6x/aNqU8+Itt3jcPmUqePoxooqobBXHaPKYfO2hT8oxuGccGrcoH2cEDB5zjvRRT7mS2RmyfvEUHo2cjtxjn9aaY1+U465OMUUVlI6afQq42uqjoSRSxxjEuGYDaDgHr9aKKoh7jEPzjPPB61ZWMbmTJwmdp79aKKGXAuW7NG6KrsF64z7D/E1YvcrYYJLBwrHd65xRRU9Uby/hst614mbXrS2SXSdNtmt1WKJ7ZJFKRqOEALlQOcnA5PNXCTgN3Hf1FFFVUOPD7kM+UxIGJIBABPA5rHukAQ/hRRSRTKqgMHJ6gK34kCoZQAAw4ODRRUdTqh8D/rqQvwQw6jBpjMQzHvyaKK0RjPdk3IkYZztQEZ/CrtjEJrmJGJwSOnvnNFFQzanqtSzaa2dHnnjOnadfQzOHMd7B5gVkB2lSCCOpyM4PcGtrQHfxBPrF9qTGa5mlSV36ZZic8DgfSiitI/CjgrfxJepTu4VguAi5Ks5Ug+maheNXkZDnC4AOfeiiqMfsmZL88e8k5zjj2rOUBgCR1JH8qKKTNqe46OaS1bzIXKOCOR3+taaeJruO33fZ7RmzjJi/wDr0UUJJ7nTCpOF1FtaGffX1xevHJPIWO3hcYUfQVGqiON2XqvH60UUnsYptybe4+fhNo9Ovfg1evPEur6ppEGl3t9PPb20jTJ5kjMxZwucknnG3j0yfWiiqjsYT+I//9k=", "info": {"video_id": "152850", "label": "moving bucket closer to leaf", "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": "152850", "label": "moving bucket closer to leaf", "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": "e630268ba6ce159331604f346d66a5a8422950349e0aaadacab10ce805a8a22a"} +{"episode": 67259, "episode_seed": 2093730265, "split": "train", "timestamp": "2025-10-13T03:35:57.011617", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2093730265, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a marble roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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0HoauMk7nLHWr2a1Fu07iEHOwHAJ9aiSSIsPOMgXPO3Gf5V65p/w48OS6LLcNBdGUHg/aDjp6Vx1/4Z0+OVlCyhQf+elVODik3sRCopNpGNG1oEHlXUigdAw5pNRuRJbon2qaT5h8r4x+grSi0Cx3YxJj/rpV8+HNMdFLJJkHI/eGojKW19Cmo72K/hHhZa61XrEs7O309mW3JwfUk1opJXdRqJRsclWm5SujodKJZJSO2P61rK6yRMCMkggisjQZUK3AJ5wMZ/GpGvkgvtmcDvWr11FDSNmeCa+t1aa7fRMZY8SsVUsRxniq9vNJ5Kys5LZxknnivdfEvhjT/EcO6SAecOVdTgn2yK4k+ENNjjFvJDMgjLEDzDnJxn+VclaSh8R1QbktDkrXWLy1kEkchDA5BHY+tPkvJriRpJ5JHduSxOSfzFegaJ4G0O7vI45o7hlLDOJiKv8AinwHoemOBZxXCgj+KYn+dZKPNByjsDmlKz3PN7VrMnLzTJID1wCP0q/FPHETsvZgOv7vH9RVhvD9irnAkz/10q5baBp5HKyH/toazjJp+6y3ZrVHNRv5mo7t5c+byzdTz3r0i3fEEf8AuisFfD2mwEugcMG3cuTzWtFJhQo6AcV10ZKLdznrQcrWNSKTkV0rx/uQw9M1yEcuK3pbtrHS3kuHyiKWBrpck0YwjKLLaCO/t5rOY5WRDG+DjIIxXh/irw3e+G9XjgaeSa0nyIpCTg46qfccV3lh4nT7buDcFq6m4tLDX7EQ3Kq6lvMjJ6q3YistJ7G15Q3PBo7uaLIRiOc1f/tm+mthbtPIIQc7A2ATXaXHgLTbORS6TGNuFYSnnFdRpvw48NzaLLcPb3JlHQ/aGx0rlUXKTS0ZpKairs8fWSIuPOMgXvtI/wAK0Y2tAg8q6kUDoGHNbWoeGdOimZVSQKDx+8qtDoNhuwVkx/10NYttPRmt01qZmoXIe3RPtU8nzD5XIx+grb8InCy1OfDmmOi7o5ODkfvDVqzs7fT2YW+cHrkk1vTk+ZOTMakU48sTbR6xfE2otai0jVsGTdxnrjH+NaCSVk+IrO2vzaG4Vj5e7aQxGM49K6qlRODOenTkpok8P+ItkwV3+U8Gur1jTrDxLpJt5mKOvMckbYZD7f4V53b6RawuWi8xSe/mE/pWtb393YcEl4z3HUVzRrxT5WdcqTfvI4vWdHvvDuota3b73HMcv99explrrF3ayB45SrA5BHY+tela/Fp3iaxszdxt50AIWRG2kqex/EVX0XwNod3eRxzR3DKWGQJiKio4OfKgXMldnn8l3NcyNJPJJI7cli2SfzFT2jWZOWlmSQd8AivSPFHgLQ9McCzhuFBH8UxP8645vD9irniTP/XSoqJxdmxwkpLQrxTxxE7L2YDr+7x/UVnxv5mo7t5f97yzdTz3rpbbQNPPVZD/ANtDUq+HtNgYugcNu3cuTzRFya1Yml0Ru27Ygjx/dFXI35rMifChQeAKsxy4r0IVUcMqMjmlDE9D+VWk4UnDHAzwMk1DuC9fyqRbloyrJE5we3evKlroerHTUvvZSwJbySoUWeMSoG64yR/SpIQN4Gc1Yv786jJA8isojhEaA+n/AOs0yILuGBUTiozshc3Oua1rnb6bcMnhuaPZkHPJI9K871AhpWyDkGuwgkI0xl+Y8HiuQvc+ax7Gu6s704nJSVpsqQj5quZIUc1VjBBqzk49q54m7QwMd/B5qwrMBzVYL8+asLkDrXRAzZsaTIkcdxIx5UAj9a5C8vtSa9e4OWUsSAvYVvLOIbWYk4JGBWOrDqWFOrUcUrDpxTbZu6J4oXygkxKuOMNWvI9jq7Sx740nxlSxxXEyC1k5lIJ9ehquttDHcCQak4Xsrf41McQmuWaK9jZ3TPSND06a1lgu1KyJ5gB2nGDT/G8/mTKSmOMY71neGNein09rNJdxV8NjtS+I2LkcHOOp71raMaVkc2sql2ce4G+rUIwBzioHBLVNHnFcSOpjpGPc06Mt+HsaY+SMGnRDA681vBkNFhGOcE4q5rU7tpYiPQkDFUVJB5qDUbvz5Am7gcn61rJ2ixJXkjLOmwOcqDG/95au2d9f6aEzmWJO6nnH0pEIxy2BUsTxbvvZrh9rKLujpcFJam9Za1BqGivbzLmTduRu6sD/AFFdVp+opbeHmhZCTISFxzk4rhIDErcAAn0q7qtxNBYQTQliUbIx610wruT5rdDnnSWkTK1M7p23KwYHnIxVSEc1oaneyajIlzIoV2QBsdyKoxAg1jO3NoaJNKzLeSFGDUQY7+CM0/Jx1qMD581cSGiypYCqeqEkQ4569vpVoZHfiq99kiIjtnn8q1m/cYo/EU4gf4s1ZC571EnBHIzU6kcbmNcUzpRNEoUdQBXReG32ahCygk7h7Vgx+Xgc5rZ0hwLlSCRz2pUdJoir8JreNpzJOpKY4wR3rgfLMku1FJJPA7113iNy+ODnHU965aH/AI/Y8tjBrpr6z0MqCSjqSxArweCOtK7Hua2vEDwSTwPCiqxT5yB1rEfJGDQ48srBF8yuh8Zb8PY1OrHOCcVXjHHB5qZCc81tATMtdu7pUyqGIHaogQOaljOTiuGR1IuY3bB6DFWIlOarRMd1W0DHn9aybfMFtDUSQpZuNx6etc5dEFya2N+2JuvSsO4OXI7V2zd4I5Yq0mMQ81Lu4qunFS54rNGjFU/NVhTVVfvZrIsmuNS8W3GmvqtxaRkSGIRpuyyoWC+w4PJ9PeumGpnJ2L+tzvFFCiZw5Oce2Ky4FeXksQKo6bf3V+jG6neUKAVDds1oxybTxSqRuOEhzxonuaLSyW4n3MM/Wl5dq17GLaAQKwdoq5puzS0S1+yz5AA9MVd1mbeQCc8dzVe2BXls/SmanJlRnPHStKc26buZSjaaMlmAc4qRDgVXbls/nUqHisjSw92qSI8VC3NZ+u3E9ppDy28jRyB1AZetbQJlobi81zP2hmc9c0upSG20OHUdP1vUJQ1z9mzcRKizkJuZ4gOdqnCnd6j3AarqADjmrqR0RMJosxBnHzNUwKxciq8UhPFDEscdzXK4G/NoXrIyTz/eO2tbVUP2BIgzEZ55qpp0BjiHGCTyau3Sb4cc8VUXvykSW1zM6QjPUUiNSSf3e1NTip33HYs7uMUxW+ejPFIv3sitIkstA1T1I7RD75/pWXp84vfGMmmXup3VpbySbEeKWNFj7ksX4xjPHUnAqJJboanf2l3Jct9mmMapc4Drgkc44zwM44raS9wzjL3rGjHt207qeKrLJxxUikgiuRxOlM04VO0Vq2BZJQc4rKt2ZkFaMAIOWz9Kzp3UxTV0Sa5M7kKGzx1JrlpYZmlDCVlIOeK6LUpAVGe1Yx5bNdFR+9cygvdsWhJIyKZHLHHU02Rs00NkAUHmi93caVlYmiPFTJyaw9duZrXSGlt5GjcSKNy9cVW1mz1/QdF0u9ur27Wa8MnmRFMCDG0oGOPvENnHb866IK6M5SSZcUnNWUPNFFcMjrRai4INaMZ+SiisJblDZGO01kT8saKK7Pso5+pGO1PB7UUUkMVOtcfd6jPpXime+ttnnRSNt3jI+Zdp4+jGiiumkY1NhNFGEmA6AKP51pqTkUUVUiYly2UE5NbtnwBxRRXHW2OqmX+mcVTvWJHNFFFL4CZ/EZ2BupVNFFNAxzetZfiM40Rv+uifzooraG5EtjF1bxG+twwRS6Zp9uYEWON7dHUqi5wgBcgDnPA5PNX84ooraZjAlhY5NW7fmXntRRXNI6InRWv+qxSzE4I7UUVhS3ZdTYyZBkmkHaiitCR45FCnmiiriI5S71ltM1nUIzYWF7FLMGKXcO8BlHBBBBHU5GcHuDT7G9uNRvL29upPMuJ3EkjYxknP5UUV0S+Awj8ZpoTVhfvCiiuSR0xNay4/CtHp0oorBfGaP4SneEkc1ngDd9aKK6JbmMdhwNKxxzRRREDL8SEjQ2x/z1T+dc5da7qV/p8Gn3V3NNBbyNIvmSMxJbGc5PONvHpk+tFFdVPYwqbn/9k=", "info": {"video_id": "105233", "label": "letting a marble roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105233", "label": "letting a marble roll along a flat surface", "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": "5af005b085bbdaf4d33a3401ece2799d05383b6e790affb64ba107ec77ae34b8"} +{"episode": 67260, "episode_seed": 1606241757, "split": "train", "timestamp": "2025-10-13T03:35:58.256304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1606241757, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 left shoe onto pepper grinder so it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27588", "label": "putting left shoe onto pepper grinder so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "27588", "label": "putting left shoe onto pepper grinder so it falls 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": "b2f7d12360b10438cbf13b2bdd8581c23b159e79b7386eb3d3de48db61afc863"} +{"episode": 67261, "episode_seed": 2042283641, "split": "train", "timestamp": "2025-10-13T03:35:59.485248", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2042283641, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 harddisk from rack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39890", "label": "taking harddisk from rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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YVTucCWm6fq8X9pNaFCPLLB37ABN2a6r2OVI6YDiuE8c/vNZ0qDPVs/qK7mGRJoEljbdG6hlYdweQa4XxM4m8a6ZD2Qbj+v8AhXNipctGT8jagr1EbMMuVp01zFbxl5pEjUDq7BR+teUv4kVLQtPrl35m3mG3TZk+gY1jreafd67ZTapbSpp5OZPMkd2kXnJz35wMCu1w5U2+hzwhzWPVr3xfoVkhMuoxMRxthzIf0rmT4p07WL+S3gaRWUcGUBSxHUYzmrM7297Y30+nW1vNYlRHCRErbUOMDBwchskj+EVwsWis3iMpDDJNa7t5aKFhsJPIzjHH6VzU8RGUHJqzO36pY9b8FalG2o3VozMFjt1lIXnkNjNdrfB3KEnKbcDHTn3rzTRbe707W/t0CJHE6GJxKM/LuyOPXge1dA+p6m9zKz3ZeJuI49oCqPoK4pNJNop72KOoyBdQwcAtCOPof/r1h6jNe+fbR2Rk3SLKP3fUnbx+RrVv9NuNRuoZvtbwmMEHZGDnJyetaOn2QtGdIsyFz0cA4PsO1NYqCglfUhUHzXZY0bUPtq3KvtRoZ2jUeqgDn9TWJrp8/wAXaTs+ZEikyw6Z54rpYdBlEodFMbYOOuB+gqIeFruS9S5kuS2zdtSRRxkYOCKjFVHUw8oJatFUqShUUuh5148uzaCxx/Fv/wDZa4F5WuXAJ6mvRPi3pjWUmkAsDv8ANxjtjbXAQW+1wc5Y15OHpSpUlGe6PT5lLVCxWDtN+5fa458wg4Q9ulZdxqOpz3/lXV9JdEAFCzsdwI6jNdpZw+XY3FvLbec8oKpKpKGMHuP9rtmoW8Lm7uYriWV18rO0BRnn1PU16WHxlGlFqUtznrU+dppXLPgrUbiDUtMiY7EF4oJb+6QP8a94t7m3+xiO4uYRORuC7gW2/TJrynQfCNqi4ZZZ2kYNtJB7Yxx2rtIdMnkk3pbOrINgIUjHtVQxNOrdwdzmlTlF2sM1+7XDsGBSOSPk8c8D+tc/fq99Z3VpbfPPJGQqjqc+ldRJoMs8RimtfMQnJDdCfzqS38PtaiNYLGOIJ93aoG39a1jieWNrMh0LyuzF0kXOmX0NvcNiDbK0pUHG9mUrnPfGateMZh/wjt5DGGZ3AXgds+v4V0SaM8yhpypcdBkHH86hvfCVvfDbK74IwSr4P8sVary5diXRXNdHN2EJi0i2jxjbAo/8drwKWUklQeM19Ut4ejS22CX7q4BI9q+UYUeV9iKzsWICqMk14WGw1SjKUqnU9GVSMloaenwRm3nE1oLhZkMYDZG0dyMd+1Wrrw2dYkVpWliQMWCIq8Z9zzWnZ28hENuN0b+Vv2soBUZxg++a6q10mb7KJTOCApJGBzVQxlfmcaXQmSg17xz+k/DfTYriG6mluvMRtwUMuD9eK7SDRLeK3FuHufLc8K0hwT9BxmnWkRdYwGxnAz6V3OoyrpdoLmUF0R1XgYVM8bjgHA9T2+lPLcbWxTk3ZJEYilGNji18M22MCKQgckb+alTw5Yi4E/2WXeBj/WPjH06V1DeKNOjYKzXWOuRAx4+bn8lY/QE1HD4njKEy2s4wz5cEbVC8jPJ5xtz7mvV5ZXvzGCS2sZ9nbJZAx20JjDcsBuOavRaRKxWYRlDjjKnjPtSjxajFtthMQBkEyDP5U0eKnPmqbZU29w24rnoMdzjNEYyTu5XG2mtjO1nwjcX2dswVihUbkyoB+neuc17SpNIttLt5MfKjICD1xjmu/j8SRxqv2u3mU7QxdVyMHpx9P5GuP+IN/BeXGjyQOWX991Ujuo7+4NKpTUmpt7Di9OVdShbECKpC/wDEelZ0U+1RzSXd4Et9ueTSuWoaFW4dpLo88VftEwhHtWXCd7A1rowjt95ouBlalHmTPoa7vwq6w6PukYA9hXHzI0zKVUFieBiui0vSbm5jG+BnC9AM4rSnUVN3ZlUhzqxZutVha4lRD+8TkqeMfjVyLRImguLxXDS3XK7gcopXB+vFadloc0Y3/Z40J7hFBrVt9KkyDK2B3G7/AAqp4iU7JJihSUN2ZVlLLBp627b0WNFRGK4bAGP6VzMlvHc+LY7oGUyfMSJAeBt469BnNejfZLOB1V9gLdAQM1MtnbgcJke9KspVabp9whyxlzHjlnoGlwKrJYoWH8TnJ6Y5q29jaSSKz2sLlSSGaPdjOM/yFUrp3jUSLdSrH9phQhWAGxiAefxrZbhTD5bMnlkGTcM5xjp3NfJ18yxUtXLc7IQhHRIiVIFUJHGSufuxx4H9KtTQSwxqxidQTgbqp6ZFKMhI4reKIlYWMRUOpIJO3PB4roNYvbVtPjUXEZcMCVDcjipjOdSnUbm7paamt9UrCaLYJeQTvJFkhtoO7GOP51ehvdFjgRt8WCOAQWJ/LPpVHw9q1lDb3CyXUSfMDgt7UkupeHbbc0lw0u45bknJ98Yr28tS+rRlLd7nNW+N2Lg1vT18wrasVRmAZY12kAEg57ZwaF8Qu4IttMc88fN1/IVkN4w0CAkW1gzNnORGBk/jVyHxi7oClltX03V3c0TKzLY1fVJGiBtTEC+3fsYDPfOe1JF4qlKh5LRDEc5ZCwx+BFLH4qY8m1b/AL6rin8TajqXjS901dZvLKAtJ5MaKG5CbgvTgcHk1cZJ7CehhfFzWn1CbSWCbEXzCoPXnbkH16Csfw1odxeQSX08bpDGhMeeC7Afyqdbp/EN/Z3epX/mizbeqSqCGDDkcY9B+VdQl9pyuZFbEmzywVzwPp0rxMyxEozdOC1OilL3UYdixnSIzyxLuLb/AC5chAAOpwOeRXVR6PF/Z/mrI5O0Hk+9c3b/AGaC4mlMbzvK2XLqAG6Dp9FFbcfiFxB5AtMJjGc81zU6a9/3d07adS3N6anVeGoEOokEkbYmxg49K07nVLiyvZ4IoI5VXBjy5GPlyQcDOc/gR78VyGkeJDY3hla1Zk2FRhua1pfG7gEx2HPbLV6OUwlRwyjUVndmVdqU7o0zqmsSzbo7NUARgAUZlJ7c8c8Y/HNTCTxFNLmNI44gSOUAz781y8vj/UScLawr9cmrlp4n1edN7GNc9glej7WJjym39n8Q7jvmDAqSQGABP93FKr67bP5UaSMFRWy0alcnO4Ag+uOKpx+INRwMiM++DWZ4t8V6naeHHlt3ME4lQCSI4OM8iqU0xM3zrN81zGlxbtDGDhzt+8NvP6183+HbM3Es1y0LSxQghlVsHJzgjkdK9K1PxNqMWix39n4i1SVWnNvmdFRZiEyzRjrtB+U59R9BxGgafIunqCSPN+ZhWGLjKULR3KhJK9y3pVnOLdRfXTpMURC6SAtgZOCfxx+FdrbahZR2PlNcJuEZAGeTxXOwaYCwG2tKLSC3RD+VcNLD1Izc7rUpzi9DT0+9gKQ75FByAefeu8vbvTbmIRzXaBQd3yS49u3bmvORpBixuQj604aezEIOp4FXgMIsIpJO9yqtX2ljsmu/DNtgSzxttxgF2OOuP/Qj+ZpY9V8NoAIIkZc8BY8iuQ/4Ra5lkxhQPrW7aeHWhiVS6/gK9Dnk+hlojoYfEWkgYWDaOx8sCrP9raVcIUfymV/vKyZz9eKwhpKIcNJz9KVrER8A5o5pCujYOmaLdzNcJHH5jLsJRtvH06V598QdPg0y906SFmIl8zIJyBjb/jVFb2eXxxc6XcaveWduZtkbxSxxrH0JJLjGMZ46k4rldev9QOqSW19c3UptpnjRbkjenOOccZ4GccVUm+QqnrNI1IrkNgE1T1C73uqqfeqlnIZZSAcipHhL3RVQDhclgenPSuSVSzSOpqyNPT23R7u+a01BfaueCwFUtKhCoN5AGepq/CVEoGRw2f1p1qnIk0ZQXMzoTHFp6wySxEqXClwpIX64HfoO2e9bw1oQ27xQ2kyvtba8mAAeMHAyTyf8iqxn01wvnMJQvIC5/pVtPE+n2K7bewLEcZChf1rqUo7mOpdTUdXmiVbe2QFsYKKTgc5znj0qUafrN1EEuLoqD94bgMj8Kyl8XXt1KEgtY4x6nLGtBL/U5Odx/wC+aftEHKyZNBuhsaW4QkAlkBbbnFRR+H71ERxdxLMvdc46Y71geNNX1aw8OvcW15LBKJkG+Pg4J5Fcpq+peMNG0jT7u51u/Et0X8yIjHk42lQTj7xDZx/9erjK5L0KZ1KWKARRRQJGOQqxjFRDV72RsGbA9qKK+QpQi3qjsexOs00g+aZzn3p4hVj82T9TRRXr0qcUtEZNssLbRBeFpZII9uMUUV0IkhtbSKS5AYGuqhtIljGM8CiimhMnht42Ygg8V5frV5LpXjS+u7bb5sUzbd4yOV2n9CaKK2p7kSMvTo18wjHAwBXTW8MYxxRRWVT42C2RpRQRkj5atxW8efu0UUkBYFvH6VatbGGcNvB444NFFUBNDo1m8/zKx/GtyHTrWNQFiHTvRRVobLK2cBH+rFcl8QYUj8LybR/y3j/maKK0W5B53quutq8MMcmnWMBhVUjeBXUqg/hALEAc56dea7yy0yzjVVWFcADFFFVPdEm1b2kCrkRKPwq6I0HRQPwooqUIzdUA86P6VQjA86P/AHhRRUS3KR00SjeOO9X1AHaiirQylP8A65qjNFFAHlGuaqdO8UashsrK7jkuNxS6i3gFRwQcgjr0zg9wa5bV7ye+v/tdw++ed2kkbGMk0UU5/AaUf4iLOjMdznuDW1E5cNnAz1wMUUV51T40dc9jQsIU8leK6CztomAyooortilY5WaSRIOgo8lCfu0UUkCOp060gjRdkSgkZJxWoqAAAUUVqhM4f4jceF5cf8/Ef8zXl91rF/eWMVjcXMssMLtIu92Yktjrk84xx6ZPrRRVR2Iluf/Z", "info": {"video_id": "39890", "label": "taking harddisk from rack", "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": "7d05f358e1246eb4adf4e2e542fd91056b506aac75b7303e2f9f3e64bf39c11c"} +{"episode": 67262, "episode_seed": 1493340366, "split": "train", "timestamp": "2025-10-13T03:36:01.442821", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1493340366, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take chalk piece from keyboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "213984", "label": "pretending to take chalk piece from keyboard", "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": "213984", "label": "pretending to take chalk piece from keyboard", "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": "522342bc2caa0ae4fa703a70dda4f882a458b5b1f194300a9a2303d76da8121b"} +{"episode": 67263, "episode_seed": 4074796243, "split": "train", "timestamp": "2025-10-13T03:36:03.546441", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4074796243, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take toy from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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q9h+VZ+ycJNvqTKpGUIpPYnm1ZpI2GD0PU10vh5x9miCofurz+FZNxoaQ28hGeEJ5HtXQ6JF5FrCAp+4vJ+lMxm1Y6K3yMVbJytVYWyBkYqyQ2KTMGaSvgdaQtVdZQafurYsHbiud1Xw1o2qzGW7023kkPWTZhj+I5rffpVd6LtbCtc42b4e6Dz5cM0eeoSdgP51HbeAdAtJ1mW0LyDkGRi2PzrrZDioc80pTk92CVit9giVMIAMDpisq/tMeSCuQZ4x/49Wve3DwW5MQBc9Aa881LxJqyXsYDoAr7gpXjINYSqRi7M6KdGc1zLY9Ft7dTFt6ZGKx9R229q0II3g8471z6eM9VMZU26KR3WsmbVr+S5d5jlW5OK4cU41EuU7MLCdNvmO9+HY232sEDqIf/Zq74vmvPvh5cLIdRYdSI/8A2au7D8V3YT+DE5MV/FY9m4rM1bTrHVbU29/aQ3MXULKoOPp6VoE5qCTmum9jnscVN8O/D5JMVvNB6CKdhj9awtf8GaRZ2bSSyX1w+Dsje5Yj6nnpXpT8Zrj/ABhdMLQWtvbvJdTEbNqltw9B+ufrUVq01HRmuHpRlOz2OI0uKxsYV8pI1B5IHQVbW5gnJjU5zznFaugeC1S2M2shnlf7sCvgIPcjqf5U7UfCMVsPP00v8v3onfOfoa86dCTXMelDGQT5VoUtERZ9f0+Egbmu4h/4+Kh8Z6Tv1TUgF+c3Urn1zvNRWtytrrtjMUMTwXMbnPGcMCa076+F94o1DcRj7TJx25YmuOV469ToT5peRxWjaidDvwkuWs5iBIP7p/vCvpBX+UYPavA/EmkLC4uIl+Qkbh6V7nHICq89hXp4Or7SLZ5eLp8kkWs9aidsUu8HvUb12M5ClPbxXGRNGjj0dQazJ/D+kytltPtif+uQrZaq8jYOKm4WMuLS7G04gtIY/wDcQCnPaxsvC4qyaaelSxnIa/pSRMt1GvzE4bb396yL2LfCHHPv6V29yFa6tUYZVnbI/wCAGuX1fS5bCcn52gcnY3b6H3rgxVJ35onfhcRpySEttJm/4RO71Ao3lzyiBXxwcdaufDaLyLzWBjAxCB+G+tPU786d8PtF0+NiFnLO4/vYJPP41W8F4jlv2/v7P/Zq5sFK1dW6muI96jJv+tTt92aYxpivx1oJBB5r3bnlEE3z8dqoy6dZyg77aFj3zGKvt3qBzgcVNwsZo0yyhbKW0QPqEFWFhjxjaBTicnNANIDN1G1U2c5XtG38quWMBSCMED7o/lUeoNixuD/0yb+Rq1Acxrj0FSwuW4lqxn5cVBEe1St0qGQyvFcAirCTAjmuVgvryNRvhjmUd4m2t+TcfrV2LWrcOElcwuf4Z1KZ+hPB/OtrmljoTICKic1Aku5QQQQe46U5n460XEROeajbiiRsc1E78cGpYipqcVzJAz2+HYHiPp8uOn1zzXnOo2WofbFaS0kB3nHHXNenKxBHB5zVe/IZrXI/5eF/kaxnSTdzop4iUI8pwdqwjcJMpQkdGGKtNaI+7IBFdpe6Ta6namKVAGHKyKOVNcDp1lcy+MbjQ7nVZ7ZV8zyjEm7eyoWA9hwTk+mK4amGlf3WdlPGRa1R0/gGM2kmoKTwdmP/AB6u7WYeteTeBtSvDLeyMrXAIjOPMAK9emeD+dd3HrVupAnZ7dv+m6lB+fT9a9DDJxpJM5K75pto6QSZFNZsiqMNwJIw6kMv95TkH8an35HWtrmDGyniqjGrErZFU3bk0mIilJIwpAORyRnjPP6UyUfuzSNkuAO9Kjb4wcHB9RioYGFFZxXT3STxq+Z25IyRwvQ1zw02XTbuaQ/NE87BSTyD1IP8xXaaeima6JH/AC8N/IVW8XwRw6BLcRKEnLonmAfNg9a561H2isjejXdOV+hj3EKXtg8b45Fd9FcDYPpXlOqp9h0WK+sNZ1CUG6+zZuIljW4IQMzxAc7VJCnd6j3A7WC6volGTBcLj3jb+o/lUYGjKjzJ+Rriqqq2aOqSbIp5cHmuei1mJD/pKS23bMqfL/30MitWC4SdN8UiyJ/eRgw/MV3tnIWZDkVVc5JqRpBiqsr85z9algIWwajTABG4nknk56nNMkbg0xC24ccY65pCZDcr/p1p/vP/AOgmrk9mt9ZSW7jIYcfWqVy3+nWefV//AEGtaA1LSkmmTdppo80uTPcaxJbTuWSCMLEp6DnnFb3hpvINwMjnb/Wsn+z4b3x9eWV5qd1bRSTlY5IpI0WPoSWLjGMZ9ycCqujfbINX1a0kubuJrabywk6oWGCw+ccjPA6GuGjhpU6sZPY754iM6Tij0ZLjNWBJkVykV5exkZSGcf7DGNvyOR+tX49YhQf6QJbf3ljO3/voZH616dziNwsDVeQ4pkFzDcJvhljlX1jYMP0pskmaTAQmotylwxGSAVB9BnNMMnGSenemcknBweKkA1HB064z08pv5Vatvur9Ko6gxGm3J/6ZN/KrtuflAFIT2NBRgZpxORWD4pvbmy0FprWZ4ZRKg3p1wTzWDrI8SaLo+m3l1qV4st2X8yIrgQ42lQTj7xDZx/8AXpWuTuXI2OBVyIk/KeVPUHoaKK0RoyeLTbdn/deZbMf4rdzGfyHH6Vlx6xfQa3/Z0kouIv78qjf+a4/lRRUvcEb0rHLe1Q5Jxz0oopdBMenWquok+ZZj/p4X+TUUUmI0YDxXmXiK/m0nxbdajbBPtEM7Bd4yPmXacj6MaKKh7MqPxE3gYbftmPSMfzrt4ySuOx6iiitKHwI1nuTQ6fbNJlEMLn+OBjGf04P41karr+o6LrVtZRzC5hmbB+0KCw+hXB/PNFFUyEdU7HZn1qqx+cUUUnuSyBSSATzxUo6UUUhFTTj++uv+vl/6VF4y/wCRYf8A67R/zNFFIR574m186utpHJplhA0SCOOSBXUqi9EALEAc5PHJ5rvoScCiilD42aP4UXYSQeCakbTLO4cM0ISQ/wDLSImN/wA1xRRWrJRnavfXehGNIrmS5RiBi5w5H4gA/rWsGLwrIeCRniiisupUtiJiSc+2KVCciiiqMyvdf8hCy/7af+g1r2/T8KKKRDPO9X1Y6b4k1VDZWV3HLPuKXUO8BlHBBBBHXpnB7g1S0W7nvta1W6uJC807rLIx7scmiih7o0jsdNEea0YCVJwTRRWnQBJdOspXErWsXm/89FG1vzGDWdrU9zo9v51vcyuOfkmIcfmRn9aKKhlRLWmXL3ttDLIFUyYyF6dqktJWmtopG+8y5OKKKEJjtT/5Blz/ANcm/lVy1OVBoooZmzN8ZH/im2/67R/zrh7rW9QvrCGwubqWWCB2kXfIzElsdcnnGOPTJ9aKKECP/9k=", "info": {"video_id": "160524", "label": "pretending to take toy from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "160524", "label": "pretending to take toy from floor", "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": "d69dfb204ddc0403c03d725c61f6359ebf710c9e3820c372ad55fad78eb17902"} +{"episode": 67264, "episode_seed": 1670073173, "split": "train", "timestamp": "2025-10-13T03:36:05.650694", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1670073173, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toothbrush up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20605", "label": "moving toothbrush up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "20605", "label": "moving toothbrush 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": "0bdecae8d74fdd1b48216d483697cc3b21b52416f4f8cc38ceb2fe4aa0261060"} +{"episode": 67265, "episode_seed": 1165758118, "split": "train", "timestamp": "2025-10-13T03:36:06.705704", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1165758118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a hole punch from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "15438", "label": "pushing a hole punch from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "15438", "label": "pushing a hole punch from left to right", "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": "180e7b6c6fcf3b5993630f9fbf4f2e5ebcee1e2b783a7b49114fd9bd233b5848"} +{"episode": 67266, "episode_seed": 1456885388, "split": "train", "timestamp": "2025-10-13T03:36:08.753034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1456885388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 apple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "19874", "label": "taking apple", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "19874", "label": "taking apple", "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": "db05cd6d490e2349ad8314796132e7f973b48d3b495c2070bd20bc89309e641f"} +{"episode": 67267, "episode_seed": 243431347, "split": "train", "timestamp": "2025-10-13T03:36:11.101771", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 243431347, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a charger into an outlet but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "190921", "label": "plugging a charger into an outlet but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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jiuk0DUI7TWbUIFDTErKVPy/NjaAPY1yRqcs0d86blBns8L5xV3zQI8ZrFtptyqfUVaabnGa9A88uCU7hjrnivmXxrbra+I7vyhiGWVpYv90sf6g19GGavFfizYRRazbXFuuN8ZMqL/CSxwfbPP5GlIasdJ8HdRNxo1xZO2TbzZQeisM/zBrrvEVvJbt9qhBzj5h2Nef/AAetprbUbozwSRCdEaMupAcAkEj15r2PVbNZ7RlI4Irhn7s20d8Pegkzzee5WRA6n5WGRWRcSb22g8mp72J7C7mtn+7kun9RWJpEH9teK306fUprVCsjReWm4s6oWC+w4OSfT3rrjLmjc4px5ZWKWr37Wro46qGGPr8uf1qhaQt5LeXaR/LCWdZz99xldwHoC35iqtvJcancEMTK23eA3YAZrUhfEqyzHEq/xkcpnqB+vHrXHWaUmdlFXgj1bwde+bpMMLTLLJAPJZ16MV6H8RXXRy+9eT+D9R8vWXt1QRxPEuxcYzt43fUg16UkuK66E+aCZy14cs2jUEvvTZ7grG7gZKqSB64FUxNxQZskVsYnjD6bbteweIZXc3Ezed9/jePmPHvzxXtOnSLdWseOQVHPrXlljaQPLcTIdpimlKQFjtGWIIA7cV3Phq4+z7rKVjvtn2fVf4T+WK853bsz1LJRTihviLSGYefFxInKkdq5Ga53Z3Da44ZfQ16rcRrdW7KOSK8y8daZJZ6e15bsY5Q6rkdwe1VSnySt0ZjVhzxv1Rzd2/mMwB5AzXL2dvGqDADz7idzk7Bz0I+hxXQa5Z2lroMOq6fq1/NuuTa5uYVjW4ITc7xAc7VOFO71HPUDLknhmKyQQtEX4K449sfh/OqxEmrWIw8b3Ok0C8+w6lDKWSKGWYxtGFwdz9T7gMAM16vbTbo1b1FeDtcJ8u1pDMh43LtCjk8D8q9k0m7+0adDLggsoJB7Z5owj0cWPFRtaR0UUgLDmnNKMnnvVGGXAJpDNmu04jnviNcFPBWp47qqn8XWvKvh5q6W2sTWErAR3eCuf74/xBNereLljufDmoQSthZISufQ8YP54r54kWW0vHUkpNC5GQcFWBrOouZcprTk4vmPpW7s99gs0I+eMZwO/qK5W7nznmtzwVrg17w5bXDH97jZKP8AbHB/Pr+NZviPTHtp3khHyN822uajU5G4yOmtDnXNE5u6nG4AnjPNc9rSksIlbGVIB9M1oaOLPVvFo03U9QubW3mk2pLHNFGsfcljJxjGeByTgVj3LPY+J7q3uo7h1tbhozFc7RJhWIAbHGemccVrWfuOxlh1+8X9dB1nbQLsAQSIUKu0h+6CMFlHtyT+FeieCb5oZGs3CICiyxonG1fu4x26A/jXAF4xKfKDLHjOGQnH4fWtfw9fJD4jt5UkeQS5V3YYJJz2/KuKnN+0TOypBODR7THLxUwl96y45sqCKnWXivUPNL5k96ozzfMeaDKaoXM+GOTQAk83vWPeT4B5qae4681jXlxnPNICrdTcnmsK5fzHYBsEDNJrt3JFZs8TlG3DkVW8Q6Bq3h3Q9J1G9muFnvvN82FoyBbgBCgY4+8ytnHbp1BqGBhSXDOVkZUztwRjg49amt7yWUxH5U8s5XYMYPH+Aoorzeh60T23TZGktYWbqVBq1uJ70UV6yPIYFjiuF1E+d41vYZAGRoYlII7bScfmTRRWOI+A6ML/ABEaGiSOur6Yu4/LFJGCfTdn+leoSANbLnniiiuPodktzzfxtbRLGZQuHXkGvJW1W50XXm1G02efCzbd65HzKVPH0Y0UVth9mcmI3RmabcSwXBMblTtC5Hp6VsLcSuXn34k4OQB1oorOslznTQ/ho1fDkskmt2sjOxfd1z146V69G52A57UUVvhfhZz4z40TBjimuxxRRXUch5/LaoPFOpopZU8zzNqnjJVSf1JrahupV8TREEfvLUFvcgAj+Zoorzp/Gz1Kf8NHb2EztFyeprnvH6q3h5yQD+9T+dFFLqiHszybxl4iOs28Eb6Xp9s1uixxSWyOrIi5wgBcqBzk4HJ5rPgdp0haQ5z8uBwABwMUUVdbZEUN2HnyTsiSHOwFQccnnvXqXhGRjpJT+GOQqo9BRRTw3xsrFfAjp0YiM80wsfWiiu488z9SjS5tHglXdHIpVlPcGvn7WhjW74ZJxO4yepwaKKiRa2PTfg1M5t9Rhz8iyIwHuQc/yFek65AklixYcjkUUVxVPiZ3U/gR4bfa4dE1jUIRpunX0M0wcx3sHmBWUZBBBBHU5GcHuDVOz1S61C91fVbtxNeTASu7KOWLgnjoPTHpRRWlT+F9xhT/AIpaeSRA84kbzQqtu9zzU1pIW1EygBCpLAJwAQOKKK447o7+jPYbV2e2iY9SoNW1Y4oor1uh5IjOc1nXrnd17UUU+gjIuJGAPNY9y7c80UVIHMa87fZDz/EKxNU8S6tqOl2+l3l7NNbW0jyoJJGYlnxnJJ5xt49Mn1ooqRn/2Q==", 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", 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", "info": {"video_id": "190921", "label": "plugging a charger into an outlet but pulling it right out as you remove your hand", "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": "5043fd9710ec37f11a32c4047d2768d14ddfea24f6a087d02ab6c1833738b1c3"} +{"episode": 67268, "episode_seed": 4008166993, "split": "train", "timestamp": "2025-10-13T03:36:12.251039", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4008166993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take nail cutter from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "202360", "label": "pretending to take nail cutter from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "202360", "label": "pretending to take nail cutter from table", "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": "6972a7ae941dfcabd472262778108dae4702747a2a2935233be62a1fbcf60295"} +{"episode": 67269, "episode_seed": 3270526415, "split": "train", "timestamp": "2025-10-13T03:36:14.941092", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3270526415, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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GK+avlhfYcmiNJ31Ot1kloaFn4qs9J1aW+aYOxRMoBndxyP1rnI9Wjv8AWZ5vs6hpZGdWwMgE5rnHPIUdBViwkEV0uTjg4rrXux0OejLmqwT7o7iO54xk1vW2lam919mW2Il8rzsMQPl+v9K4aK8KkEHkHj616/DqN20cTSRrHewxhSp5D55Az6U3WaV0etX93oYa6PPLEHjmjJ6bTkEVz99G0V3JauyGVTtdVbJUnsfSuqeO4uI2ltJDFMBkg9Ce4Irl7NGvPE8EU0QW4muk871JyOv4Vu69OcdNGeRTjiIzbk04/iem64fs9vZoOioV/IAVzM8zRzJMuCo4P410fimUJ9nU/wAQcj9K5SN+ZIH6k8V5Ul77ZrRf7tHJ+PbHgXkQyDw59q4e3UtIcfiT2r0jWp1ks5LabqvygYyW+leaPKY5PLQEBCRtPUn1Na0m9mZVVZ3RbEkQcKq7yO7dPypUvJklDKVGO20YqtFwrOe/ApVzjNdSdjFnXaLqPnq5MSR7T1XvnH+FdNpzG7vYLdX2mVwu49q8+0q5EayLnBzmui0e4+06vZwCfy/MmVd6nleap1nrfc9nDU4/V426f5s9Mh8OpA959on3vEA8I7MuM8iqF02lKCs9vHFJtOFIxk4459K0W3zTyWFxLm4jIG9Rj5cfKagns47q3ntruMCVeSPT0ZT6VEcTKm3fU86vRjWabbXozG8Bxyv4nt2mCeYsUjsE6DjH9a7P+zPt0pZ5PJMLowkHoDlvwK5Fc/4D0+a28R3bSKSkduQr44OWA/oa6m1uwb26Zhm3QGLHXLd+O/cVjWlzO6JqK0rXvZHj2v38nizxtPfIubONxFEAOiDgfn1/Gt+48K297aY8tc4xUuhaGlleXkJB2ecxQkdVzxXTeXtYBegFclSTb02OqjFRjZnievaFLpWWVSUXr7VzxP7vnvzXuOvadDfwSxOBuKmvFdRtWtL2S2bjyzj61vRlzbmNeCi7on0Vymoxds5ruo7rHevP9PfyryMk+v8AKujS8967IT5WduCjzUn6/wCR3tlpF/cvZ5URxXWSshOQoxnn3qxLpVnE7QXLOsyHDHfgH6VY0a9uv7DsY7vAVo/NhkU9h2+vSnSQG6laC+AcyAtuPG8eo9xSjiZQd3qcuJg6nuxfLbqjkdQgWPVXtoUcwgoqyk5Dk+ldh8Skxa6cOy7x+i1zR0uS28RWVsC0kUlwgVj/ALw4NdL8UJAlnY54Jd8fpWdWope8jGUHFxi3ffU81iuGtJwVbC+9Lqeqh1LMRuxWddOZEbbklRnArnpp5ZiVLYFRGTvoTNWLD3ss8rhT8h61CGjD427z3zwKqiUrtVOg9e9SR/dZq0Wpkywl0yShhHGQOxXrXSaPfRSRt5cCxbT8xHG7NcmOufStTTLkRo4zg5rTncVY6cEk66b8/wAjubDfe3kNtGwDyNtBPQV08HhqVPtZuZRutyCqDo64zmvP9FuJJtXtIYphFI8oAfrivS5JJ7mR7aWQJdp8hKnjAHGfY0pVne6Z3YhW90yJ4dJ+YOgjfaSFLEEnt3qDwEkjeJ43lQIywuxUHIHb+taNxp8V/bTRXCbZkP4of8Kb4BsZYPEF4ZFP7uDAbsct/wDWoniPaKzVmebGh7KMpc7fkzp9LuM+Gp9SBMSTPJIhHXGcKPxxn8a5S4aFraW5kC7o127j1weT/KrOp6msWk6dpMDho44EdyD1JGQP1rkdYuJHRYg+1XbawHp1P8q8p+/UUex1017Om5PqUDBJqd4ioD5tw4CjP3V7D8ua4uSaQ3DCeRmkQlfmPvXvXhbwpbWulQanOC13cIWGTxGjdMD1x3968I1x4X1e88vgee+wjsNxr0Fvc4W+hBnnqKU5655qj9oZW2v29KlWZtwOcj1rToRsW1uJQpCsQ68jHevb7O6kvre0viys0cSKwT+NMZ3fUZzXhQljJyGAIr1b4eask1hEvX7M3kyeynlT/MVlPbQ66VRydpO5115NFbyfaV4DjEwHQ+jVS0i1tJ/E1nqEhK+VLwQPvnBAz+NT6lAIr2MKf3EgyoxwPVT7VyVitxceL7nSP7WubS3UyG38tdx3KhYL7dDyfT1qPMU5WO38fXKxtp+3qfM6/wDAa5aS6Dwech+ePk+9YU+u3+pxwPfXck+FyvmEHbnGcVELwhGiz8knBI7Dv+lZSd2OkvdRaEVzq+oxywxlgwJC+i46/Ws/x14ci0VNLuYv+WyusgHQHg/1r0rw1plvYWsMpwXkXc/sTyB+ArA+Lpht9I05BgvJMzD/AHQv/wBcVvBO2hhUknKx5PuQoNhBFKp4xVNSUJeIZTutWIpo5OAdrehrVMi2o7cY23DNTWt39l1K2uZMtCkiu2DzgEE1ESFHzcUzzI8Fc59KbKjJrY+grIfbSssTl7iP5lkJ/wBYh5A+hFGozyO4EX+uUEAHv6qa5bwBrLz6Ohdz5+n4jdf78R6H8P6Vr+Nrx7fSv7QspjFNvRWZD1Hr/Sud7nTJpq6Nzw1eC2uojnKSgq/sex/Oren3Df8ACNXGop8gmkd42A5xnaoH16/jXnGoXE1ppMWp6bruoyb7nyMzRqizsF3M8eOdoOAd3qPcDqpdSDWGmaXbSBoYkQu2eGbGf61lWlZEU488jSt0BhB/iAwTUTStDPzkjNSYMajBpJ9jjB6npUQjpodDlqYms3a21xHOWGzIDfjwa4TxvpSKkd+n/LRtpNaPibUtz3NqxwVGVrIv9VF/4QKzH54nH511U4pGNSd00ci6sm1uhPIIp63MxBG7DY/OlYhoY2HI5FQMyAg7gGFatGEKk4/C7Hr/AIVuTqfhTTreWcHy0Jjb+JXBwQf0/A10tzKTZhJVCzIeD/dYdx7V5l8PtSLXMumIyhpGE0Bbs46j8RXp940eoaes6DbMg5X1HcGsZb6nSnzRTM6yvJBf/amQLJCwOw+oNS/EyaG6s9MZfuvvYfktcxZ3AvvGkljc6pdWlu7+XHJFLGixgYOWLjGAM+5OBVLVLzUGmmsr2a6k+ySvHGlzt3oM4wccZ4GccVFR2RlB3mjK04JHqIL42AEnPTFUIPC11rPiKOy0+ErBcEyBjzsQdSf6fUU92KyHPRuD9O9e0fD+ygtdBW5cobi6HmN6hf4R+XP41MLqfMXUs6Z5J8QvCcHhf+zPI6Mjq4HODx+ZrjN6BAFPAr1/4yNFHpdkWwZHnOPXAU5/mK8Rdip3L9309K6+a7uzkSSVi8rbs4pdzIcg/WqkUw6qcexqysikcnFMadti1Y3f2TVrWeSRhEkqsWB5Az1r3G1DXUguEcyXSD5z/wA9F7fp0rwXdHtKEg+lereBdaa40qOZm/e2eIZl7sn8LfhWc79DppT5rqR0WpXLlg8QzKFIx/eHp9aueGLzyLuME5jnG0+x6isTxncNa6f9vs5TFIZEDMnuetYmqWXiDw7pel3819dxz3jOXh2YEGNpQE4+8Q2cdvzqCajWxJPK0l3IxwOFwAOB8orF1AndFz97OT+lFFceH/is7K38JHphu5rbThDE5WPYV2+wU184zMXcsxyTyTRRXr1EklY8Wi227kTDehJ6gcGmxMc0UVC+M1exOuCeQOtdl4BdotelhQkRz27q69jjkUUVFQ1pbnpJuJLnSg8h+ZY/MBHZhXD3epXGm+JLjULfZ58cjY3DI5XaePoTRRWfQ1q7lYoEhVR0UACo5OHhXs0gB/SiiuWfxl0vgPZrWNI7CLaOqDNeVfFK4llv9PR2+UQswHuTRRXpx/hHm/8AL089jYrMAOhqaVFD8CiispG8RUdto5pwjSRTuUZ9RRRVPYEd54H/ANDskli+/LcNG+ecrtHFaWsyufDlwjHcsc6KoPpnpRRXPT2l6nVV+GPoZ1/4hbWY7eKTTbC3MCrHG9ujqVQZwoBYgDnPA681v6SxUAg8rECPbpRRXLid4mmD+0dWkjOo3YqnqMrpLAFOOT/I0UVqviQPY8h8TXUramxLclaw1mkNu8O75CMkUUV0xOTqVldl+UHjPSpRhyQyg0UVo9jM1fDkYi8QW8iMytHl1we4Feq/bJhqUsYbCuiyEDsT1xRRWK+N/I6o/wAP7zlb3Vf7K8RanD9gsbuGWfeY7qHeFZRkEYII6nIzg9warXd5PfzPd3L757hvMkbGMk/yoorKrsRR/iIzZxgt7Ia9Y8M/LoNmR18oc/hRRW2H+NmeK+A86+Kl3NNd6csjkrskOP8AgWK84JwxHaiiumoveZz0vgREw2yYHSrcLEouQD9aKKzjsaMl8pGBOMH2rufA37iyWRCS00rxPnuu2iisKulvU6cPv8jS1aeSXw9KjuWEcyqufTNZZ1zUb+xttPuruaaC3laRPMkZiS2OpJ5xjj0yfWiiqkRPc//Z", 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", 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", "info": {"video_id": "128890", "label": "plugging charger into phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "128890", "label": "plugging charger into phone", "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": "cba4fa587c833c6f5dd9e8a1bed682df8facf03da729aff3f37a2f7640419416"} +{"episode": 67270, "episode_seed": 2471366860, "split": "train", "timestamp": "2025-10-13T03:36:16.663665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2471366860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending a gluestick so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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w6yfyrT2bexn7TXU3Y9S0p9FWBL+0dmiVHiacDPABHPQjmvLNatlsdSmiSRJFzuRkYMCD05Fda3gtkYsl2uPRojWNqvh2W3hDMYmAbrHwxz6+1bTlKS1RjCEYu6ZzBYseTWtFYpeQmSBy3lkBgSFPJAGM9afpMNsNSiSWJXib5ZDJ0CHhj+A5+or2GDRPCWt6Wtlaz2uI08qJo2CS47cnk571nFXLeh4rqVkLC6MH3iBknOefTPscg4707SicSj9K6DxR4D1fw+7SCNrqyA+WaNfuj3Hb+Vc5pgO9/fApTVhxaex3WgSEaY0YHO/OfqBXe2ULQ28at/rGG5q4rwXam4mclT5UbBmJ6ZxwK9DjUBTJ3PSsy0tRG3bcA4/rVGS5S1Zi3LEZxVm5uFt7YsxG49K43WNTEFnNIzfOykVJqiPStWe71We5ZmeK3cgRrt5z05YgYqh4ivbyWaK9W6CzRHKo1xG5YegVM4/E1zVsyJAWY/M5yxNSeZGzKMjrWynaPKjKUU3dia5DqtrPEb9Xh3xghPNLYB7nsD0rLguXhmV4pjHIOpr17xDpqXnh820xTcwDROeMNjhfoa8XkVoJnRwcqSDmtatJQ22OWM/ap8xqyalc30++eRWES7CueoJrp/CJKrdDORlcH25rgBIEfINdV4cvGhjuc8A7cfrWTlaDia06cY25TvzeLDGxzyBxXLaxqxkbbnjHNVbrVjtZd3Nc1e3TOxbcc1gdBHqVwJ5Rg8LUVrPGpVG4yevpVR2yc560wHmtEiGzbk+3W8bylXaE8BwOF+tOiuHaIOwkz1G1cg1o+GddubCHyri2FxaMeCMbl/PqK6lh4Z1MApKtu5GNpPlH8jxVqKezIcmtynD8QZp7VbWfTcBAAHinKtxjsR7VxGuvFJfyT20EkMEpyA+DhupAI4//AF1t39rFBdypDIsiqxAIIJx74rInTs2HGc4olVk9GEaUVqjIVWkJChmIBJwM4A6mtqC0jvbJpVjMQTO3fnEh44XjqKXTZJ47+NrfYrjnJXjGOc+ox2r1jRdX8I32mJpT7LW2CbRDOuFPrg/WnGzE9DwyrDWNylqbl4mWIY5bjOfSta0gt7eT+DcUJG8jJ+nvWlrv7zSGI7ID+oqLlHIKruDtUnHpSklTg8Gp0byLMNn53Y4qoSScnrQtRsmBjH8f6Vp6TcW4u0VyyjBw23vWQiNIwVRkmta0txbqWP3u5p35RJOR0d/qk91AsCNHtABLqDnP48CsGdG4ORgdqsCTKjB+mKVVWZcNjPTrSlKU3qUkooy2O0ZUAYPpXovgGztLuMS6oLZp4jss1lI3bG+9weoz0+p9a4+3si96I0UE7GYhhngAn+lbFno0uqW0dx9j1aCbdjdHbBownoM4PH1rSnGVromTR2ur+H7XQL/7XCGX7ZlnVmyBt6Y9uelcVrl6JJid3A5q3fxa5osf2fV5ppICP9FMh7d8cn2rjNUvTISoPU1nU+IcNitf3XnynH3e1U1bAIHekJzT4E3ydMgcmmtELdmjZ26eSCygk8nIqyI4k6RgH24qOMELzxxUm3eBliKyvqa2LaXMsYwksqj/AGZCP60y4mmmRle5ndfRnJFUyWUjJzT0mVY2P8YPHPaqTIki/o+m3FzcW6W2nyXhmcxssT7WIGCRntmuob4cXVxG52tpk6ncq3F35mV9OBxj61leEfGsHhy7Q3FkHQBsyIPmBPf8Oa9D0nxLpOukyrdq0jM2yFmwyKO5Hr3rrhCDSMZyaOAdvGvhvzFgvpp4U4ZA3nLj6Hmuf8OaPcai5KKQm75mxwK9a17TLe/lNvbMUuI18xHVu/8A+qqmmadBo+iR20YG/HzHuT3qK0eWw6buWtKtobK2W3t1wo+8f7x9a1DKEXk8AVnWmEXcap6jf7TgGudm8UGoXiu7Fm4HSvOfEOpC5uXjQ8AYH1rV13V/JgZQ3zGuGmmZiWydxOaUUOTsiSI3S5jTfhuoAzmtuz0vVXt/+QdO3ozYX+dZOn3UxukwqMQckkV1reJb7ywiGJB7Jn+dapR+0Yvm6EDXviTTIVWe8nWM9I3cSAAexzXNatJNd3TXUjIzyn5gi7cEdyBxzWzeXc18V8+d3IOQp4H6VlzJtY7c/jRKd9FsEYJa2KNtYXNyzrFESyKXwepA5OPU47e1a0N5J9hEjwiNWJ2uFI346898H+dRWMU5uUkjdotvzCT+7it3xxq2nahY6RHpisiQiQNGU27c7ecDjk5otdBbU5S4uWkk68VE7koTzjpmmhSeSOKvyKP+EdVsc/aOT+FQkkVczGGAPzqW2g8xwzD5B+tSxW27DOPlx0q+ihTwMjFKUraIqML6sswvtRR2qSWQqo6kfSoY2AIVR0qcvt+uKhM0ZCZQSSp5NDASIWwM+9RSEE5HFKJXELRjOCQaqO5nJO2ht6FoV9q6W0VgY/MknKFZVym0Y6/jn8q7Cb4dJN5qahJp1tI/Ky2kbjDenXH6VwWh+J9V8O3KTWj7o0z+7bocjBNehaD4+0nVJsXzfZ7uR8Kkhwirjs3SuyHI0kYTckY+k+AovLgu9UuCkyndtRwAg9CfX6Vh+IPKeG+W3ANuA3llehA7/pWp4n165i0SO23DzLg5Z17Aen51zUtx5ehlyePJ2be2TxXNLsild7nMyvu2DsowKjpT1qxaw7jvYcDpTvZFLUs2cAiTc3327egq/GAVINVlznmp0JxWLbbNkrIJEVc7OKW3nVJVLjK9wDimuBnrTDgDnmqT1JaL9prCWd+LiaDzI1UrtB65r2DSvFum6npdnaaZKnmbQhhY8g4yxPtXhjEEdK0fCWmR6v4mFq2oTWD+VI8LwplmdULBc9hwck+ldNOs4qz2MZwudj8VHe3i0oGUvnzR14H3a8qkcuxY1f1LWtR1WC2jvrl51gB8sv1GcZ/lWaaio1KV0EVZWDBJwOtXrdfKQ+/WoYIWznGTVxLeRh901lJ9DWK6jlcn6VIpJ+lKLaXncMY/CnGMKw3MMfWosVciKjPWmHg9KlLRAkg5A9BTDcRgklc+mapCbInywPGRTBFtw4Yqw6EHBFSm4D52qv4VBN5zK37pxjGflPFWiGb+keK9W0y6E/nfaflCET88fWvSJJg55rzzWPD+n2/hy21XSb6/nBuvspNzbiNbghNzPEM52qcKd394e4HZvcfLTnJu1yUkti/54VCM1y+rX+xm+bpVu7vvLQ/NziuK1i93llDck1mapmfqF4bmZmJJAPFZxJJpXbJqe0i3P5h6L0+tWtEQ9WXLCExjJB3Hr7VccNt+UZqGNzuA7VMz46VCepdiIyZ6gg1YA8y2JA5HGaqPyelKHdY2QE7TyRmqiTJHR+H9AutYW0is3WOR52DmRdybRjGR+BNM8feH30SWxMjWbPcGQsbWIoONvbPv2pvgK7H/AAlUNjcatd2EUxKJNDPFGsefvFjJxjGeOpOBWf4u1C8utYmtbx7rzrO4li2XQAdADgA7eM4HOOK6JSg4WRlZ3MIDJC10upWkEXhqxjhKsxt0uZcepcg/0Fc7BFJcXUcUK7pZHCoB3JNeq6l4aNh4f0/T7KBrxg4E6l8CQA7iCew3VzlnmqliuQDuz0x2qdYXJxtYn0rvrfwTqd0vmfYtOs1BJCb2csfSnp4J1NpkjLWahgcsMkCocTRSOCSJl5KmnkEY45ruLn4fa4nMMtlMBwMMV/mKzm8CeIpA22K3AXv5680cocxybo2TwKa0T545rqJfAXiUKT5duWxnaLgZqn/whHiYSYNoo/2vOXH86pITZzpicZzxTDEm3562dT8K6/ptsZ7iAKgYLuWQHrU+v+BdY0HQdJv7rzTcXpk86ApgW4GwoCf7xDE47fXNUkTc0Ndhjl0BndBuikwh9OcVxE95NJatASPLUrgAemaKKJbkR2KSKGlVT0JrUVR93nAooqZmsB6IB61JgYFFFShscyL1xTSoKdKKKpCYhiQAnFQ2Oq3OiauuoWmzz4iwXeuR8ylTx9GNFFUiGZr9h6Cuj8HaRZ6nNePeRGQQLGVXcQDufBzj2oopiJLto7e6lSG3ijUMVAAJwB9SahSaSR9m7aD/AHQKKKmW5aDyN5+aSQ/jXV6F4N03UrMzXEt0WPZXAH8qKKlFPY6L/hBPD0Uaj7Gzkr1eRif51JH4X0O1dXi0y3DdMsN386KK0iZtlu4sLOFFeK1gRg64KxgHrXKeIJm+y3C8bTKmRj0LYooqzN7mZrPiV9dhghl0vT7byEWON7ZHUpGucIAXKgc54HJ5rRmdsHmiis5mkTnNTuJF3YNcxIxk8xmOSBn9RRRUrcvoVO9akahYgAKKKc9hQJoz19qeTRRUIsjySc0j9aKKtEsk0/Xn0dp4zpunX8UzK5jvoPMCsucEEEEdTkZwe4NVL7ULnVdQn1C9lMtzcuZZXxjLHk8DoPaiiqexBu+BYI5fFETOuTEjSL/vDof1r0iW4ljnYhyQOQG5AOetFFSIv2V9cTFw8hwM8CtOB2BHP3jzRRVICPyUuLmczAvkhcFjjA9vxpY4It8qbBgHH4YoopARTIqIjINrRj5SOvHanSOY5GYckAYzRRVIRzniud5NDkzj/WoePrXIXev6nfafb6fdXc00EEjyr5kjMSzYznJ5xt49Mn1oopgf/9k=", 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", "info": {"video_id": "197086", "label": "bending a gluestick so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "197086", "label": "bending a gluestick so that it deforms", "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": "503c5c865de0be5a3b211f9f044ab84215ea1b5c12718a8ddb4b7fbcf0d82099"} +{"episode": 67271, "episode_seed": 82095762, "split": "train", "timestamp": "2025-10-13T03:36:18.925816", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 82095762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw a mobile phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5220", "label": "pretending to throw a mobile phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "5220", "label": "pretending to throw a mobile phone", "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": "46d4f5c90f0c67ec429b60fe6006bec66af178a834b769e06f75563d68ca05c7"} +{"episode": 67272, "episode_seed": 992113008, "split": "train", "timestamp": "2025-10-13T03:36:20.422466", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 992113008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lifebuoy shampoo from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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"info": {"video_id": "133168", "label": "pushing lifebuoy shampoo from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "133168", "label": "pushing lifebuoy shampoo from left to right", "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": "56e57e0c1a5cc7b1b89604a6786c68f5507de721dce4d2f329b559ccb7ea88f0"} +{"episode": 67273, "episode_seed": 167622678, "split": "train", "timestamp": "2025-10-13T03:36:21.686132", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 167622678, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a comb in front of a suitcase'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "93990", "label": "holding a comb in front of a suitcase", "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": "93990", "label": "holding a comb in front of a suitcase", "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": "5a78773ad8af2f1724314a635d4e4a06e7dde34462eab08e206fa99bb8d3b1b0"} +{"episode": 67274, "episode_seed": 2324842060, "split": "train", "timestamp": "2025-10-13T03:36:24.716879", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2324842060, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'stacking 3 frames'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "127498", "label": "stacking 3 frames", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "127498", "label": "stacking 3 frames", "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": "0fbd59322fb9248bf8c7f307af97515a99a045671fe0c1a475d190bb4a7ac38d"} +{"episode": 67275, "episode_seed": 2099873212, "split": "train", "timestamp": "2025-10-13T03:36:25.141847", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2099873212, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: '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": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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BBVjTNVudE1SPULTZ58W4LvXcPmUqePoxoopoTILf+L8KsUUUmUthaQ0UUkMSlAzRRTENbrTc0UUAB6VA5wM4zzRRQJm3r3i2TxFb28M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWs6iiiQQGnrR2oopFCGiiimIGYnC8YHtTT1FFFDATvSGiigRf0rXm0bz4zpunX8UzK5jvrfzArLnBBBBHU5GcHuDUU+o3Wq6hd6heSmS5uZDLK+MZY8ngdB7UUU3sKO5paNaRXv2tZgfkh3qQcEHNZ470UVKNA7UZoopiA9Krt96iigTENIKKKSF1I5CcVo3/AIm1fVNJttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooqkS9z/2Q==", 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"info": {"video_id": "73319", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "73319", "label": "paper falling like a feather or paper", "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": "34e454292f4b20a298f4f629a6c07550a9cf88671882cc5d4de0310e111d61f3"} +{"episode": 67276, "episode_seed": 3327062273, "split": "train", "timestamp": "2025-10-13T03:36:25.662411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3327062273, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing book from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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81zU1FRcot1DO00S/L8wxj3A7VTiU5Jqa3Lf2bKBFIUP8YHy/maE+VBmprK+pnUrKlRlC4jk4AqtcSbI+eM1O3UEVnahMpYJu5HauW2p5F9CCWPHKnI96ht1Bt4z6ip0y69eKr2pzbIPTNWloZ9C3avsuIcnADY/Om3i+T5ygEAEgZqNQetRajdefcnH3eCfrjmmOnHmZHHyPerMEW6RR0yarRnpVmN9jKfQ0I9JbHXxyaLdxIl+DZ3QAXzSNiv77vun8albQLVgr/wBthogMLu2HA9juxWIt/HKqxRSAueuRwaabaQMHFtanP3sxjmuiM11Rj7epDS5o3iWitBbWt41yIwS53hlHtxwKbkdO1U/MnjbbHAmzPbjAqcSZFY1JXZzVqsp6Nme8WJGVQPmbvUF980iL1CLgVfkXcXYdVwT9M1mXTfvlx/Ep7/Ss0ZIgHy59CKvunmWtrIBzgqT9O1UMZatK0+a0ePuh8wfTof6VSQkM8lmAAPGar3Kja2AQRVoTkrwveqt0/NCQ2in9oeCMqDweoqHeW71FcPlttOi4p2OugtC1anEuew6+1bkF3LHAYQ58k87TyFPqPSsiwmNvdRyooYg/dPf2rrhp1jqUX2jTZhDJ/HAwxtPpjt/Ktaa7HfTqxiuWQy1v1uo/s037uYjAkXox7Gst0dZmV/vA81oJpN3BMHMYAU1E677pmK49RWlS/LqawqwpttM4aLg1YQVXXipN+BXMefDRG3ov+ucj0rbnu7eICEzL5x6gc4rjYb2W3VxG20sMZ9KZDJIZgUPPqaqLIkk3qdXJCZfvSkDrxUUiRYAY7sDHNZX9oy7QvGAMVBJdOR1P51TbZzvc2fORQFUgAVXuZPMidEIJxyKx1mOSWzVuFhtJ/vHNZsEiFVywq9GS7bxIQwOc0xoDId8X3x29au+FtKh1zxD/AGfcX0toGilaMpHuLOqFgvoBwck+lJakuLuOsJPLkk5B3Ec1matcGXUZBnIUBR+XNFpcOIZJXbooNZu8u7OxyWOTTXY3pKxMWL4HYVraTHvd2/AVkr92tLTbmOKMhmwc0I1m9NDq7TVGtYvLlszMnqpGfyNOOsWCtlNFk3+pijX9c1gf2tasfKV3LeoFIzRMPmlfFdEajSsZOUkal7qV3e4SRIreH+4H3MfqeB+VVmZSOtUJJLZsAljik+0xKu0NwKynLmMpNyLT3HldsisW7YyTsxXGegqzJco5wrZqvcjMJYH5s8Vl1C2gsJYJtqKyObc89Grf1vRdLs/Ddvqul6lezBro2ubmARrcEJud4hndtU4U7v7w9wOb09htkU+oNWloLlsi8SFRmPYVmbssT6mrN3cFQYxVEE0jWiralyM9KlLfLVFWI71JvOMZosdV9C1A0kcgkU4H860xqczLjYuB3rHMxRQABUsc2Rj14qjjnJyZpnUHVAxQEH0NOj1JGzujbj0qsm0qFx2pr27xrvUExnr7GouiJR0Lrt5illfAPBHrWfcACeAA8lWz+lafhO10/VvEkWm6peT2sE7bUmjlijWM9yxk4xjPA5JwO9ZesQPp/iGazkE6m3uHi2XAAkUA4w2OM+uOPSqS1EojkAzVi2l/0kKDgH5T9DVOSTy03L61XW5kVshsHtSQkjWKlS2OEOSv0qldZKs2elEl3IxI7tzVK5uH2Fc9asrlKoO5yTVhDiqq08E1LOqm7IvxybCG9K24LnzUWSMfMBjcpwRXMhjjGa09PeSJwRyp6ihOzuOrqjootVudhVpDleCG705ZBLl8gk+lZV5dgW52kpJkflWrrvhrU/DWg6TqF1JOk98ZDLCYyBBgIUDH+8ytnHbp1Bq5Tckcru0cGKcaKKzOpbDD0qaEkYx6UUU0ZyJT3pg5FFFV0MmIn+sx2INWk7D2ooqJDjuXbckOMVHHqlxomtjUrTZ9ojLhd65X5lKnj6MaKKURy3MtmItioPBIzUa0UUzSmTdqh3sCQDwaKKDSWwqEiQYOKtedK/VzRRVGMiJi2fvN+dRE80UUGZZhAGDU8p/c568iiioe5SNXxF4pfxBZ20U2k6ZatboscUlqkilI1BwgBcqF5ycDk81z1if3xHtRRVoTGznMzZ+lRiiipNobDxSj71FFNFy2JNxxU0HK5PUNx+VFFNnKXE61ft2OxgeRRRWXUsq22tnQ7m6hGm6dfQSurmO+g8wKy5wQQQR1ORnB7g1m6pqF1qmpPqF5KZLq5kMsr4xlicngdB7UUVqiEPuP9XVRfviiikJEjufMHPTFVpjl6KKfQpDVp4ooqWawHDrWnZn7tFFJlT2LOpKDaF8fMpBBqK88Tavqel22l3t9NPbW0jyoJJGYlnxnJJ5xt49Mn1ooprY52f/Z", 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", 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", "info": {"video_id": "66780", "label": "pushing book from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "66780", "label": "pushing book from left to right", "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": "4edfeb635da35b0a72d317e02041fb06320b216ce90c3c84a3d1880652746f41"} +{"episode": 67277, "episode_seed": 3655568289, "split": "train", "timestamp": "2025-10-13T03:36:27.460065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3655568289, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a coffee cup so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "137109", "label": "poking a coffee cup so lightly that it doesn't or almost doesn't move", "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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ubnqoJ/Gsu5cSRsuMkjvVuRNpyVyetVJskHHHvVR0Ilsc5uMeUIPXjFJGC77iPpVu7hzKSOhqOKIg12TrOUbM4YYaMJ8yRo20mISD/CM1zs00rXbSnAy2SBxXS20BwCwO08ZxWT4vgXT79PJHyyID+NFC12dU0+W53PgfV3mgFs5JCdzXUa1YC+sjgfvE+Zf8K898CuFCyNwWJrX/ALQv77xleaZ/bN1awgyeSsahslU3BfYcHk05U+aVkEqqhFNjLI+W8gA64zV4sdvzHH1rlfDN3e3N3fNcTtIpEbJu7ZzmuikDcc5rjqRtKxrTlzRuh8s6oh6msyafe3XOfep3jJznn61XkGBgAVKQ2YmqhmKSAYxUVhpt1qQZoo9sSsFaVvugnoKv3ce9GXPJ7CsyHUbmxhe3Rz5YkEhX39a7qNR8vKmcNWhCU+aSOg8Q+HdSuNJsLS0tfMli+UlWAGD9a6fw1p13pUKQzYwFA4Oe1c/pnikyzRh2yuMc121neJOqtkUpcyVjrSi9UaE8C3Fu8TjKsuDXnV/aPa3UkLDBQ4r0qNlZM1w/xKjks9GOpWzmN1dUZl64NY8t3YmTsrs598J1roULEZY8V57r0iQ6BBqem6zqEytd/Zc3MSxrcEJud4gOdqnCnd6j3A76Ncrzk8Uq1NwtcKFVVL2HvMg5wfxrPuLguxA/SrTwsckgjBqpKAATurBGrKM5baR07Vm2WkW0l4Jr2ZkhD4Co2GY4zn6Vpz4wcnisjUIyYg6Eqy9K6aMrMxqQT3VzvdNi0y5m+1pEjTldgduSFHauttipiwO1eI6NrktrNs3nAPevStF1xLkqCwDdxWsoMFUUibxVpvm24ukHMYw2O6//AFq4l1weBivViFuIWRgGUjBBrz/V9P8A7OuZEbAjHzKx7iudopGUoAGSa1NGlUGYDnp/WuN0y/t9U8YHS7vU7m1tZpNkc0U0UaR+pYycYxnjqTgd60fCH2mHWtftbk3Je3mEQW5x5igFhhgOAemccVc6MlT5mRCvF1ORHbhiTnpTWkCDlqicsUySMelV5Ax47HsDXJY6WR3FyT/EcVg6uBLCCo5U5zWw6Ko+7+dUZxnOcAEdDWtN8rujKpHmVmc68rsm3aB71LbLsdSO1SyWx3mpIocYArepVc9zmo0I0/hRoJ8yBvWpgm4DsBTIUCoAefapwpPXpXM2daQ1QBwBT8Ack1ma/cS2elNLBK0cgdRuHXFZviW213w9oelX13d3QnvTJ5kLJgQYCFAxx94hs47fUGt6dKU1dGVStGm7M7pVAXIFRSsQpxgUUVzHSZ0xJZgegqrLyrE9qKKtGbKUwBUCkiRQRx3FFFWiOp3lxbQRXtmscKIskWGUDg4rkPHWj2yGK4VpQ2fu7uBRRXXH4ypfw2P0CFYra3K5ziqGo38+m+Lbu8g2+bHM23cMjldp4+hNFFXH4jnr/Aiz4UQZuh6BB/OulPSiiuGv/EZvQ/hop3THJNUZOPxNFFZotlaQAOcDtWNdqFu1YdWHNFFbQMp7Fa8/c3UTRgKSuTj611/h69n+UF8iiiuqPwIzj8R3VlK5IBNZPxBVZPCMiuAVM0YIPfmiis18SLqfCzxPxF4nfW44IJNJ022NsFiiktkkUpGucIAXKgc5OByea9eUYQfQUUUY37JhgftfIgmY4b61nuSU3d6KK4kdzK0n8+KyLtiS69hRRWsTOWxzkzlLghe7V0ui3U0ckbK2CCKKK718Jxr4j1rR53khXceorG+INtHL4bmlYHfC6spB9Tgj6c0UVzfaOp/Czw1dcbR7y7jOnadfRTSBzHeweYFZM7SCCCOpyM4PcGuu+HeoXOrajrt/eyebc3DxySORjLHdngdPpRRXRiP4LOHD/wAdfM9BwABwKrTscAdPpRRXldT12Z7kn5j1qnKPmBPOeaKKtGbIXQMxBHShFAIwKKKbF1LsaKBSMxC5HeiioRRwvivULmYSQF8Ro64C8ZrEvfEeq6lpdvpl5ezT29tI8qCSRmJZ8ZySecbePTJ9aKK9Sh8B5eI/iH//2Q==", 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", "info": {"video_id": "137109", "label": "poking a coffee cup so lightly that it doesn't or almost doesn't move", "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": "2b2094c90b758c119c0f0f5ef835690d21c909be26dd7fae8cfb426c9ba3694a"} +{"episode": 67278, "episode_seed": 3456383254, "split": "train", "timestamp": "2025-10-13T03:36:28.646764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3456383254, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'scooping nail polish up with yellow cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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YDPb1+ldo+gTSeFTqoaHYpIljD4ZCPY9vatPwprZtb37LcRRl33KZgPmGOx9uK4ltRuL5p7VZWHmO0m09CeSP60aSWpnJOMtDNuDuRh196xpsDNbCRETKs5dI8jeyjcVHriszU4o7e6lSOZZowx2yJkBh6jPIrG1jshJNG/FJ5gVcjHtz+VPnl8mGRkyZMfKpbnJ4A/Mj86rQMqLkqykjlupNVNT1j+z2tJIkRpFlWTY/IIU55/HFZKN3YybsrnZ+M4H0bwHZ6TE2Xu2jtVIIIbHzOfxbGa8ssrVfKy3O1i4x0Jzhf5NW14l8anX3sGMJtxZQSBVDbg0rfxfy/KsiKVE0+MocmR1RRnnAGM/nursS0OSTuwu4pLhokRSyIwZyOQoJAH8zRqdxi0mYZ5Xr+lXocJp92+PvskefYDdj9RWPfnzLfy+cO6rn8atEEmnqVuU8xgT5ZJz0610FskQjcklNo3YB6ncB0/GsaJCl0XC4XaEHufvH9DV8SkQzkcDC5JI7uvFD1KTZ6vpWvLZeEmSFykrS/Ng9gODXN+Jdem1S6BuJS5SFVH05P9awV1TZp4TzGGCeOxrOa6M92STuG0DJNRJtqxqlZ3L6uTuBbGPfoKsQyfIEUDjPf/OKzHm8rYCBiRsgepH/AOurtuy7gzZ3A5+b7tcbRui+GOf9YWHoBnJrofCYW00zUtbnGFdmJYY/1cQPUehbNcld3SQWsk7OSYwTkdM9sfnW5rOtWMXwsjstPuYpmnaOzj2/fX+KTI6jJ/nV0o63Iqy0seVq0k95cTqn7xtzBVH8THAA/OrbH7Lp5XOCqfrj/GpozGbuZ4xhFJ2Y9EGwH8yTUE0JuyIFbbuyS2OgAz/Suy/c5C94e3oyPHJww5ArtLW6Iu1IJry2KWS0mRo3K7fQ16N4cvrW+slYkGT171xV6D5+c9DDVFJcr3O/spw6CpZcHNZNjJtwAeK1G+YZoUjoktDmNevlg0uaxCnfNdJIH9AquCP1Fc0jN5YIcMfpnFbHixCDGR/fBql4hns4r9La3RVCjL7O59PwpVpcyRzKPK2RxuCqnBLdzjrVmOZkUKUwF6nGf8ms+15w+7PB+Rc5p91K0Nu8gUEhTtGcnPb9axSHc1LL7VLpdzejaYBKyIAOyjk/n/Ksm21oWt3kvwTXQeIiuhfD2G2gb9/Nttc9CXPzSH3H+NeWxSM8rrLJuCsTuHfacfz/AJVrHCrm50Zqu46HvWjamJrdfMbk9K1Th1PcGvPdDvxLaRSKe3T0rstPvPNTBNUnbQ6viV0czJeOfES6c2AQDGhPcOQT/Kumm0+3tdWiS2gxCIDE/PBfGR+hrhfGKPY+IUuEZg0ibkI7MpFbWm+LxewBpx+/RvMYnvxjit49Dklo2mdd4702Gw0iwZFHEWHHqQBzXkmowvHdROFMaTRK6lhw+MgkfiK9D+Iniu31G3t1hBVUj5ye5ri01G11Czke6RWTT7aKJOeTkux/MsPyoqtXdjOle2pjK/z7Wxt9AOtWUlEfqVX/AD0rOik80ja3zHk5OBV1WIQAEkgc46CsGbIdcM05jgt1H2ieQRp6gscZxXK+J/D1x4cv1hmkjmSVS8Uq9HXOM47HNd74Us2v/EQfBxaxb1BPWRshQD6gZNcl47uW1PxXMFOYLdxaK2Mfd+9+uTXRQVkYVXcxFiWadYl3BUQYI65PQ/lXT+E9WhsNbhF5LzAUEL/wr8+Tn61z0KbHaQ4BchhjsMcU2ybzJriU42k7ce3+cVs0mZRm4u6PWNUY6JrN7OquIZRL5Uo5GWyQM1Fb6X9pt5dZhaNBbRL8h/iZQAf8+1cGdYvDYtp3mtNbhQyI7Z8vB/hP9K7rwlrtrLpq6RdsAUfdvZhh0Iz+fNZSjZG0Z3kjYTw6LzTtRuk2mOG3WU7ffnivLNT/AHbMPQ4r3HStQs7XwVrgkuI0m8kIEyAW44x+deI38lu6XrSZ80lPKAPfdz+maJxVlYunN3ZpQzkxgb8tjrt6Cue1uSKa8VEk+dFw31zx+lbL3DiPAPCjg56n0rm9TthcOZEUbj1b6VlSiubUKl+XQpurKeaj3spBBII6EVGXuIeGyy+9NNwrdscV2JHI33NH+15VsYbYKP3cpkLk/eyMYNWLG4+1M5kC/u0ZvTHIA/UmsTcD0NJvI6Gnyhc3o7hpVtW4yzSHgeyr/Slur5oUMajHmAE556EEVjreyKipxhEZVx2yc5pJ7ozCPjBVSDRyjudAL51tmix8rcn8qgsJ2E2eP9UDgnrzVG2umkjZTzjpWj4R02HXdfXT7i/ktA0EpjMce8uyqWC+gHGc+1Z8l7otzSszauSkkFpkcYJ49eKsQTFohu24/hBaue0a8knUrNKSFAxntn0rbEiIgAVCxyd2O1cbg4+6zoU+ZXKevO/2JdpIBkAKj6E1zXnvGwdWKspyCOxq9rEspkWaOT5QPuVk/aFl+8NprrowtE5qsveLkF+YbWaLBLOMBs9Bz/U5/Cr9rLH5c0gfKxxYJz3Jx/T9awjQJ5EjkjViEfG4euK2cL7Gd7Fq5zhjjtT9K1GbTp43jYhBywz/AJ9aqwStJMqSNkMRy3Qc5qNjkS9McDp7/wD1qfKrWYKbi+ZHsOj6wl3CjBucc811NrdB1wa8R0PVnspBuY7c/wA67q71mVNGM1rMySblwynn6V5tak4S06nr066nDmZveI7X7RaFl5K8150kj3M32iV2Dn5ix65NddrExj0CLUbHW9QnVrg22biJUWchNzPEBztU4U7vUe4HJQlW4wAcd6mcXFWZj7RTehqxSAx7sMmOpArI12+kjgiiUlQzbsg88f8A16t+ZHGBhn3Ac5OQK53WL0yXIjlXCryrfWlRg5TIqytEuar4rvdVtLGG8cMtnvKMBy7HoW9+BzWTE+yzDjuwUe+P/rmqsnKcciq4cqwIPQ5FejGCtoccpanc+HdTaGJo2BIVhjB9a9J0W5aQKa8Y07UkgihBcbnm/eD0GMCvTfD9+rxJg+1cOIThK56OFnzRsbHjawNzpiXaLue3OePQ8GuEtJ1TfvONqMfxr1lHjubZo3wVZcEH0rynxLpsmk3tyi/6p1yjexZeKdKpfQnEU9eZFTV9SaWRlLE46/lWTHdvmWEE7HCsR9AR/WrXhy20/WfFCabq15PbQzttWaOaKNYz3LGTjGM8DknAqobdrDXNSspI50NvM0QS4AEihWIAbGRn1wcelbSg1HmZzRn71kaFoVjARju9ParjzlBncWA7DjFU4kAOdxTjgioLy9W3hLnLgcH1PasUruxs3bUt+HvG8uhX9xI0InhkYuozgqwGFP06cVzxma5eNDIGkfc7HPV3OD+QrOzkZU5qJJnhm8xDhhnFdsYW2OSUu5uSTF5JAgyc4AH6CntAtnLJbxtkBuSevQVn6XN517HG3JaTex+nP9BVl5/OcyL0YkiqtrYlaoUybWuWz91Qv6VbtJBGsRztYKMkc1lbt8ExAy0jmrSuNnBwRSkNbnUz6rPHZSpI3zMQSPwrlrifcSM9WpL+8d1dVc8PwfwxWp4j8I6h4c8P6PqN6ZlnvmkMsLRkC3wEKBj/AHmVs47dOoOIULmntFHQknkZY+D97g1BKgOAc420UVzrY3ZUmRWXlR1NZd3bRqrMowRjpRRW9N6mNRKxQpw+7RRXScq3CiiikUSRSMjZHpirWk6rc6JqseoWmzz4gwXeu4fMpU8fRjRRQD2LGkOVMoGMEAfzrod3BXjBUmiiuSr8TOml8JlyqGTLDP1rGuokAJA5oorSkTU2Ke4jvSgk9aKK6UcqClRiPl7EgmiihgyQO3lE55zXT2lzI+hYY5G9aKKwr7L1OrDvf0NnV/E8muW8EUul6dbGBFjje2R1KIoOEALkAc5OByeax1YkLnnPeiiuWtujWlsSy8Rt3yB1rFv1EgJaiipo/EOrsZCsQcZ49KRxhjRRXo9Tg6DR1rv/AAZcyvGAzZw3WiiuTG/wjrwPxs9SsJG8sc1iePYI5NBklYfOrLg/iKKK8uD96PqenU+FnlVlrz6PLcodO06/imdXMd9B5gVlzggggjqcjOD3Bot9RutW1S9v72Uy3Ny/mSvjGWOT0HT6dqKK9mf8M8eH8U0Fycrk4J6VRvCSGB6EdKKK54nTLY58kpIcGlk65oortOJ9RisVIKkgjuKmglcMFDHHPFFFUQjQzskVV4ATP47DTI3JjUf7IoorNmq3EvCd8p6fvW6fWp9R8TavqelW2l3t9NPbW0ryoJJGYlm29STzjbx6ZPrRRREJn//Z", "info": {"video_id": "90434", "label": "scooping nail polish up with yellow cup", "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": "90434", "label": "scooping nail polish up with yellow cup", "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": "25d2bc2cf8e5dded9f9367855ae54697be6c3b65e962ff09ca5666ee38946e29"} +{"episode": 67279, "episode_seed": 4042180783, "split": "train", "timestamp": "2025-10-13T03:36:30.243726", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4042180783, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book, condenser and scissor on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210402", "label": "putting book, condenser and scissor on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "210402", "label": "putting book, condenser and scissor on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ba10616b6ae0684c96ae18303a2bbd64d9ff19e1e0f9d43cbb6b3be71de0e156"} +{"episode": 67280, "episode_seed": 3065164088, "split": "train", "timestamp": "2025-10-13T03:36:31.806029", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3065164088, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a pencil box so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155225", "label": "pushing a pencil box so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "155225", "label": "pushing a pencil box so that it slightly moves", "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": "4ba479322930d0ac1561b31f2080bb4e95446be0ea48ef1edd25e4ba10485304"} +{"episode": 67281, "episode_seed": 1845382977, "split": "train", "timestamp": "2025-10-13T03:36:34.104244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1845382977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying a jar on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38655", "label": "laying a jar on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "38655", "label": "laying a jar on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a462315d135a3ebbc1cc502c80397ed5addda0c12059030bd62ba3186a4f8464"} +{"episode": 67282, "episode_seed": 1702993979, "split": "train", "timestamp": "2025-10-13T03:36:37.066815", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1702993979, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of pack so the stack collapses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111631", "label": "poking a stack of pack so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "111631", "label": "poking a stack of pack so the stack collapses", "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": "db408763e6be376878eec447834775deed4a4ca655bcdc710f0f3ab03c07f522"} +{"episode": 67283, "episode_seed": 2987133187, "split": "train", "timestamp": "2025-10-13T03:36:38.405122", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2987133187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that the bowl is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88385", "label": "showing that the bowl is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "88385", "label": "showing that the bowl is empty", "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": "a500df70dbafe394e0538cc44cb8f0df58b7d7fcdf4672d4547ab472e2c5ec34"} +{"episode": 67284, "episode_seed": 3936441139, "split": "train", "timestamp": "2025-10-13T03:36:39.199393", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3936441139, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "174425", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "174425", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "87975c352732ad772de7be6534787cfd11eec413eef43f74697c1b7a67b214a8"} +{"episode": 67285, "episode_seed": 2137589034, "split": "train", "timestamp": "2025-10-13T03:36:40.367555", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2137589034, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 garlic out of cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214879", "label": "taking garlic out of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "214879", "label": "taking garlic out of cup", "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": "154c80e7d91037a023f00e764ff957cfeab356f179383c3725df8b668d61bea6"} +{"episode": 67286, "episode_seed": 145987778, "split": "train", "timestamp": "2025-10-13T03:36:42.513539", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 145987778, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spreading peanut butter onto loaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140533", "label": "spreading peanut butter onto loaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "140533", "label": "spreading peanut butter onto loaf", "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": "5aeca13ced55b2e95edad62ad970bac308a54b253eecb82c659a58e71fdc6653"} +{"episode": 67287, "episode_seed": 2916039094, "split": "train", "timestamp": "2025-10-13T03:36:43.591592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2916039094, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering printer with cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78497", "label": "covering printer with cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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G3+Hy8i/vcgg5+yP/APFV5vvutpO6fA92phmn7yS/99GgD02W68GYO3VL0n3tG/xrH1S+8Px2rfYLmeaQ/wALxFR+tcT5sh/5aN/30aTex6sT+NAHZeDCGF97bP61razOYLJ1Q/vH4XHb1rF8FOI49QZjgLsJ/wDHq1Zomug87/xcIPQUpNJHpU5Ww6SKml6tfGDOQ+3jHeugt9bhODMGVzwa46G0uLe8PkyYJ7HpV46hJGwhuoRkZBNZtdjKDi9JHbC9tpEeRZBgcAfgazLvVooncZByOtcpNdEMRGxCntmqzzsxJJzUDdk9DVutWeQnb0rLmuHkPzEmoGk96jZ6ZDHs9RFs5prPUJfGaaIbFduav6JaJd6pDG6hl5Yg1ls2a1NBnktLlrlYzJGvytt6jNbUzGep6ENBsJVVXsoG45OwZpjeCdHunXNoY85PySEUWXijT5WUM/k54O8EVvWd3bzPthlRxjjY4OR/OqbMrSW5zreBBEhOmajdWxB6Ocg/lUK+G/EiuRFq6OF4+cn+ua7u3ALSBR1OBUQyik7Cx3kc9eKQ02ccnh/xUqjF/bevQH/2WiLRfE253XU7YuMBgwB4/wC+a7OdioUp0ORzwAMVz898Ud9oJVsE89aTsUpMoR+Eb+63SXutybu6wLgZ/T09Ka3gO3cZlv7xieMkg1qx6gsjeW0vzkZAz/nitaKdGVs5yEySOSaExts5K68BR29uklnqFykrHBJ6H8sVyvi7RrjSfsjXF+90Zd+3cD8oGPU+9epNcAYDPhFIOCM5z1rhviS/nSaWAc8Sdu+Vqkybs4fTZrWO4L3UTunQbTiujs00q4fNrqL2smcgSf5Bre0KwtIdPjjlgjc7cOWAPOauP4Z0e98xxbCI7MhoW2kUNFKo0VbfVtT0vYLpBewL92WM84+v+Nbtv4g0y+2lZ/JcI2Ul459u1ctLoOs6Huk0u5NxbjJMTjt9Oh/SqLaxpty3l6nYyWlwOrxjA/EVDTRouSW56TEVdCC6scZXn2qteSbDGSCxQhvl57Hqa4qLYFWXTdaAz0QnB/If4VBPrGr2hJk8qYFuSACcj6c96VwdPszt2uIrvInVJBuP3lBH61VbRtKuSxewtyen+rAxXFjxTMgO6BkbOc1tWHiu0kChpDCxP8XH607kcjLzeDNLmlLxiW0Ygk+TIQPyrKbw3rFuh+zXUNzGW5S5HP510w1KGdi9u8bqT95Gycc9aljvQF8sSBsk9eD0/wAKZN2jxMmq0nDVY61HIhKk46UAQVs6H5AubZ7qMyW6yhpVHVkBGR+WaxsVqWPEK+hPP50Ae02vif4WnaJPDknufso/lvrHg0nSLq4leKGEQO7GNWPRCeB19K5CxuVKSEdVU5/KsGS+Zo8Z464xQB7PH4W0p7N4xaxbSRnDfl3rh9U8J39np00lzCgCQzM5EgPQHaa4g3L4wHYfRjQbqUxupkYhvUk0aisV4J440w8Ic5zmoVGWH1plb3hHRrbxBro0+6vZLUNDK8ZSPeXdULBfQDg8+1AzQ8KwtK13GP8AVHYz/hniupkUbcVzPgpyVvcnPEf9a6V261hUep2U37qMu6jEa+Z0I5FYc9y0rlmbJrZ1WQeUQDxiuc3Uo7BIkL0wvTC3NMLVRNx5amF6YXpjNxRYlsVnqJmpGaonY7eKtIhsfurrNN0C7eyW7sZwk7cmMnhh2qrrehaRa+GrfVtL1G8mDXJtc3MAjW4ITc7xDOdqnCnd/eHuB1mmS29xZx/Z3AKqAV9MdRitYGM2+hgyXFxbSY1bR94zzIgx+ORVm3n8P3A3CW4s5AQM9QD2rsrO5Yx/vIwTnBX/AD7VLLpGlX0W2azhdmYjO0A4+optIaqtHP2wutoex19HHUAuQaG1LXbeUK1zFKFzzlSDUl/4F04xGW1lkiJ6bW3CuCl0+4jlZUu3ABxyTUNGqqp7o6q81fWgCjyxgEdOM1jTahqjEKbiPpx0wBVJdMndS8l5Ic8DB6mhNKhDfvZHYDgHdSsLnXYka6kBDS6iFkHACk8e1W7fU7lmCf215YbkkscDFEemWKwqPI3EjnJyahfTLFo8CILzgNk5osHOzWF9cqoK66oOMHLZ96z7ueKTVbdrjUmuoUZmDHJ2njt7/wBKb4e0fRtT8UJpmo3E9rBMwRJo5o41j7lmMnGMZ4HJOBVK4thpWr39k1ncEW8zxbJQBImCQN+MjP049KcVqJzvozrLPWtOhiYG42jOQu0/jWvaajY3A3wXQcYwydG6+lcDFeQMAsemSySDr9fyqWZZYwJ7nT5LeE/dlTJKemap3Fyw7np8ZZo5WZjsJwA2OBWLrKWLnZdwK6E4GR346HtWJY61qdlEu6MXcH3lY/ex9e4qjrXiJbgBWt5IWP3snOam43TkixJoeizAsBJCducLJkfhmsS40uWGT/R719vJG7n6UxLpZCSso5HQ1J5pwcDnpycA0E6kJTVkyRIkmOM5qu12Yyy3Vl8w7jIrUEgX5ec57GlLguVb5h6+tIabK8FxZld1vdyQOeMMcfrxVo63eQ7GXUI5nVs+XgYYe571mXttbLbF0jAfcOR1HtWl4g8G3nhvw9pF/eCVZ78yebC0RAt8BCgY/wB5lbOO3TqDRYbnfc5vtQPvY7GiimIrEYY+xrRtj/o6miigkjS/uLdnEbAbuDxVfotFFADcmndjRRQBWq7pOrXOianFqFps8+IMF3ruHzKVPH0Y0UUAdB4LOBffRP610UjEBuaKKwn8TOun8CMTUmJjbmsRjxRRTWwTIz1pjE0UUzMjJprE4oopiZGaa5wucZooqkQzb17xbJ4it7aGbSNMtTboscUlqkilI1zhAC5UDnJwMk8+taMbE2q3afupgeDHx2oorSIo7m/4d1S4uCyTbH+YfMRzXVSHySNoHzHnP0oooZnPcdIdmmnbx8n5cV5jKSLhj/tUUUgiJvJbn+9Sgneoz7/pRRQUSb2CKwPIHFSEfui3fiiikMz4tdbR57mM6bp19FM4cx3sHmBWQHaQQQR1ORnB7g1p6Bf3OqahqeoXkpluriVZZHIAyxJPToPp2oopx3Jex1EoCWchX5TJgNj3OM1JLGJoZQxOMMMdiBRRVMS2OF1B5NFnjaxldFkG5oydy5+hrOfUJ79kWfaQBgYGKKKllpsryxKGOMio/NkixsciiipNFsPW8mSQENnB6EVtx/8AHvu74oooJkUr5j9nP+8DUeo+JdW1LS7fS7y+nntraV5UEkjMSz46knnG3j0yfWiihEH/2Q==", 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", "info": {"video_id": "78497", "label": "covering printer with cloth", "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": "0caf83d4ca2b47c6c52a379c287441d99676fba1044e4cf1883bbdf9792bf81a"} +{"episode": 67288, "episode_seed": 610830263, "split": "train", "timestamp": "2025-10-13T03:36:45.157558", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 610830263, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering stapler with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "33448", "label": "covering stapler with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "33448", "label": "covering stapler with paper", "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": "9e7ff6399ce76b0c33347e5429c6129d209af4fdae89a5dc8d03bac85cfb9f7d"} +{"episode": 67289, "episode_seed": 2882558383, "split": "train", "timestamp": "2025-10-13T03:36:46.775094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2882558383, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering pencil with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "147560", "label": "covering pencil with paper", "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": "147560", "label": "covering pencil with paper", "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": "79a79129de09c1985e4cb14c1cf4b5f59923617b4b5da890c369a700737401c0"} +{"episode": 67290, "episode_seed": 2229504237, "split": "train", "timestamp": "2025-10-13T03:36:47.905081", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2229504237, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a pen roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "201863", "label": "letting a pen roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "201863", "label": "letting a pen roll along a flat surface", "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": "0223a59e926b4351e56aac1e864da15016e26245359610b9948605a408fc6a99"} +{"episode": 67291, "episode_seed": 956756124, "split": "train", "timestamp": "2025-10-13T03:36:49.500511", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 956756124, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 beans from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "127144", "label": "taking beans from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "127144", "label": "taking beans from floor", "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": "d0280195fa3b2070ff36e78a55d1aaae6aeec901a3f225045461f50700b3ba4e"} +{"episode": 67292, "episode_seed": 983451415, "split": "train", "timestamp": "2025-10-13T03:36:50.969080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 983451415, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sponge upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "67356", "label": "turning sponge upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "67356", "label": "turning sponge upside 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": "035d48599794f1f44dbfe8d1ded2f56ba0e1d773a19eddedd59cc21f13ab280e"} +{"episode": 67293, "episode_seed": 3858716836, "split": "train", "timestamp": "2025-10-13T03:36:52.110835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3858716836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of football helmet without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220344", "label": "lifting up one end of football helmet without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220344", "label": "lifting up one end of football helmet without 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": "6ba0d31d89c989f6b661ae3e0d51140c5dc3f5ec09a9305e181ead27477bc4ab"} +{"episode": 67294, "episode_seed": 456233989, "split": "train", "timestamp": "2025-10-13T03:36:52.767919", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 456233989, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mug so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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2RSF64rOcb6ouLNQTknI4FZ3iq5RPDs4PLjDqvrg8/pmiwvUvEZ0GEU4571zPje6dIJU3EZiAH4mnFKzE730OZvr+7vLWO802ZCU+9HgF1x3B6g+1TaPPeXu038JktWB/eys4J/4DnFYcep2oi2zq6uPueWmc+tdDYGzubU+RO8qSYVwjFMZ7YrJVJLToaOnDvqd34daGGMGzCADhdigL74A/nXYWc07ITKMelcNosf2a7jjBwgxhR2FdmrMnU5FaxZLRcaUnvWVqjZaL8f6VodRWXq5IMP4/0pVPhFHcrgj1pQwUZJqBHNNmY4AFYJGhL5pkf2pl/dpBYSK4BEilMH3GKYhxWJ4olaKzSTJwN38q6IWREtThJmj1GyeDUI3wj/up1IPtkf55pNF0+O3uBNLdbHU5CJlFYDucVjRahcWZJjCOOflcZHNbeh6sZwYfsyxygH50Jw/9RWPvX02NbQtrudpoGpi5bzAvlxk4UdC3+19K7qyi2MHMufYVwdoAggZ8FurV3dsVa2jcdSoraLMpI0jLmombNNjyyZxTsE1RBxVzIrxHHFUtIniWa48x8sgyA3IqhqGqpGrAGsKO6aa5ysrIrcHb1NWpJPUnlbO/En2sLKAPmGcCrEcfc9qraIVMGcjdgKFBztH+NbkajaeBWN05aGj2OJ1zwi2sy/abciOb+LPRh/jWdFoN7ZgQi1kAHcLXpsMYPYVZMIIolDm1EptHFaVok7BWugUQdj1NdTbjyVwowOw9KlaAAnIPNCDBxjvQoWDmuSx4L8Ac1aVR0qAKF5AxXHi+1C88aXmmf2zc2kIMnkrEobJVNwX2HB5NVsSbniS3jlNrvGQN39Ky7OCKPhY9orG0jV9Q1It9supZyoXZvP3c9a25LiOCPDOC3oKpCZcV+PSq9xdJFGcms2fVREmc4rk9a8RNggPwfTvQ3Yajc0NV1fc2yM/MSCMeoNMu9LuLqWG+jtWJeIBnUZBOT/8AqrO8PWsd1q9mbwF0kb7h/SvX4bcCMKqhQBwAKz+NNF35Tz3TdGvZZOYmVD1LcV2NjZJaIqR9uretaLwdKYECngUlTsLmuPDBuvUVajAIBNQIBtBK1k+K725sPD7z2k7QyiVAGQ84J5FUhM6PapB5rzzUtWVM4PSl1HUry30WK/sdf1KUNObfM6KizELlmjHXaD8pz6j6Dz691Uu53yY+tNysCRtNqEkt3vQ8jpzXQ2+bqy8hypmc5bHO0VwGnzNd3sUMRbDsF3Y4FepafaWdrB9mhO5+rMfvManntoXYltLVLeBYoxwP1Nc74806SXSluY1JKEK49vWuviiIONpxU8lsLhfKaPchGCCODVJXRN7M+forF7mZY1XOTXY6Pp0Ngq/N83dq6q68BJbyPNYMAX52N2+lR2nhi9D/AL0KoHqax5WmaXRLpcZnvUIB2g5zXZopYgdazrGwjsotoG5z1NakJOPQ1aRDZZUL0rL1pQDBj/a/pXOJqVxP43udMudXvLS2abZG0UsaLH0JJLjGMZ46k02yvL+XUtQtb64uZPs0pRFucb05I5xxngdOKKj91ijuaaJntSyx/Ju9KEk54qTdnIPSsYmhWQZ5FVdb006ho88A4cr8h961FgPVelTfZnYAdBmumK0M2eEPpk63ptpIysgOCCOldLptlDZqFQZJ6nua9NufDtlfLuki/e9PMHBqhH4Mgim3ea5A7Vm6buVzIyNOt5LqdFC/KPTsK7aGMBFUdBxVe2sorOPZEoHr6mrETYbGatKxLZcTAUAVMoytc54rvLiw8PvPaTPDKJUG9DzgnmsDVX8TaLpGnXlxql6st0X8yIrgQ42lQTj7xDZx/wDXqtiTza5uJJHbc2a0NKjUqH/ioorGpsao7Xw0T5kq9iM11sABoopU9hSLkOB27VZQbsUUV0rYyIpVxzVYffooqWNEwHNeY6tfzab4yvby32+bHM23cMjldp4+hNFFSHUTQ3MMc+z/AGR/OrEsjNISSSaKKfQa3MHWbqVIjhq5GNmmvS0jFvQHtRRUs0Wx3OijdrNix671r1+L6Ciiiluyag5wNo+lVZBz170UVbIFHQc1geM2/wCKZkGB/r4/5miikDOO1PXm1eKGOTTrGAwoqRvArqVQZwoBYgDnPTrzXnhXzb3DE4JoopFRO1srSG0ERiXB25yetbuhOx1JcseetFFZVPjRaO4twKvKoz0ooreGxmyTALEY4xmoGAGcUUVTEiAk+tLDwxoorPqUeeavqzad4k1RDZWV3HLOGKXUW8BlHBByCOvTOD3Bq1oV1NqF5fXVy++adhJI2MZJzRRUT2YLc6KNBuqQeuKKKzhuaFiBstjAxV0kgcGiiumJky3AA23NEoAz9cUUVZJRlY5xxUQJ8wUUVBRmeNTjws3/AF2j/ma4abWdQvrCGxubqWWGF2kXe7MSWx1yecY49Mn1oopMD//Z", "info": {"video_id": "81314", "label": "poking mug so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "81314", "label": "poking mug so it slightly moves", "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": "1a89bba28aa2f2c2c0a176917e316d2b24a65f6a69105236f5d4691f2df79f95"} +{"episode": 67295, "episode_seed": 4293199635, "split": "train", "timestamp": "2025-10-13T03:36:53.694361", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4293199635, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting one clip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "160320", "label": "putting one clip", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "160320", "label": "putting one clip", "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": "72eeb4d361b03e120794f350e982e2f971f8fbe35865c8eea92c392457160026"} +{"episode": 67296, "episode_seed": 1264694318, "split": "train", "timestamp": "2025-10-13T03:36:54.462783", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1264694318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a ball against a wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "87907", "label": "throwing a ball against a wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "87907", "label": "throwing a ball against a wall", "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": "2970cb4f34dac1505e197489bec264ec5d7feb9f6e1c08eefb4c4b71a4c95b43"} +{"episode": 67297, "episode_seed": 645523959, "split": "train", "timestamp": "2025-10-13T03:36:55.626264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 645523959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 glass and plate away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74842", "label": "moving glass and plate away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74842", "label": "moving glass and plate away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0cc23b9e0ff92a7b0bef10513b0ebfbba5549381eefe2f1a8f9cb35a7e0c4c2d"} +{"episode": 67298, "episode_seed": 2409165491, "split": "train", "timestamp": "2025-10-13T03:36:56.826565", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2409165491, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 paper bag in front of plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120626", "label": "dropping paper bag in front of plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "120626", "label": "dropping paper bag in front of plastic bag", "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": "bc4ef9b2d35f939085f3d436cc15085d409acb042ee37f5ca56acf913d1c1c7f"} +{"episode": 67299, "episode_seed": 3574832060, "split": "train", "timestamp": "2025-10-13T03:36:58.326437", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 714, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3574832060, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212822", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "212822", "label": "tearing paper just a little bit", "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": "f3f41829d022828840a72712d57bbf04fcc5a9d7247480e2d91e1d78d14f3fb9"}