diff --git "a/video_unshuffle/swap/train/batch_000800.jsonl" "b/video_unshuffle/swap/train/batch_000800.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000800.jsonl" @@ -0,0 +1,100 @@ +{"episode": 80000, "episode_seed": 2719624196, "split": "train", "timestamp": "2025-10-13T03:40:45.894425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2719624196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming electronic comb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "218880", "label": "turning the camera right while filming electronic comb", "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": "218880", "label": "turning the camera right while filming electronic comb", "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": "804eba7fa715e1c40b067824ad7959ee9914d9a93700f2b20111975a5b50ef87"} +{"episode": 80001, "episode_seed": 1043887219, "split": "train", "timestamp": "2025-10-13T03:40:48.424547", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1043887219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "42311", "label": "turning the camera upwards while filming glasses", "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": "42311", "label": "turning the camera upwards while filming glasses", "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": "969e1adbd90de167cafdce8cd552cfe0afb6952bcde855ec1f5e555138b8e3a9"} +{"episode": 80002, "episode_seed": 2777271636, "split": "train", "timestamp": "2025-10-13T03:40:50.908398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2777271636, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to pour water into glass, but missing so it spills next to it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "160205", "label": "trying to pour water into glass, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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SsC7gnjljMt9MSBwQiZH4kV08G1d5PrWDfESGI5696U5WSHFXM6/sUvbRoby5vJkYg7JHwpwcjoKht9NggGIYIkA7hefzrVjHHlEIffFWUthjrj6Cs3Js0SSM+Ox8wZJqxa2YjkkA9RV2OEK2MfpUsMeJJPrxSGFnC0EEsrDBJUD9av3CsqgN3AOe3SoLiFzajyTlsg8moJf7UuJGM7LIeAMYxj1z9K67rl3ObW+xOJAOM5pTKv0qJLWTH73B+lSiEL0xWaLYwtnpXFeNdJuNQ+wfZnt4/mk3vPIEA5H512zKKxNaEe21JiR8F/vKDjpQ33FY871Xw5YafoZAv0u72V1QJAMhcnJP6frWVbeD7qYAmN0B7uQtekgh4tqxInP8K4p0dsCcn9aXN2KUe5w0XgnH+skX8GzWjYeCoDK4Mki8Y+R2GfyrtobVf7oqxBbBZX4x0qbsrpYi0/TIknDkb/JhjRWY9McZ960r/TLe5tp4pFws/wDrNp2k9O4+lOjSKC0lO75jgDHbnmrE8kKxx7JAflBKqQa67u3yOayuYEfg7Rx/ywc/WZ/8amXwpow62efrIx/rWkJ89B+VODOR0/OsbmtjP/4R7SUGFsYfxXP86ypvDFjKjMdPg9tqY/lXTdetTwIDbrx2poWxxsSnAzWlEMACqFuCWBrSj4ArKxoSgdOKeCDHio8k85pGbbj60rDL0cgU8+lJ9mS4d28lX2jcdwzUGSVq5bOUWTH8SYNaR3IkQ5RWICKv0FO4PI4qKQ5cmm78UgJWOe9Ro+LgfQ00yDFc1aS3OpeMbjTn1a4tI8SeSI03ZZULBfYcHk+nvTJbsb+pFZPLB7E1BAils4/Oue0DULvUEmN1cPLjYV3HpnOa6a2QFc1nL4jWL90sxrx0qTHOaAKlGAMVI0wUAuD6LVhDkcGq6P8AORgcip0xnIoQ2W2h8u2jlByzZ49KgEp71M7H7Ogz0zVY+taPyMx+QajfH0pu/FY3ie9ntNEeW2laOQSIAynnBNAjYicqX+tZdwoQICBWHqVzLbaJFqGn65qMqtc/Z83Eaos5C5Z4++1ThTu9R7gbc7Bo4s+lKa0HB3YQDOT/AJFXVFQwLhASOasAdPSs7GggHNSpgEn1NN3Z6URMSSCc4pAWV+YYqxdxLA+EORgZP4VXjHeprhiWzn0rWOxDIRJ60hI9qY3HNML4FMliuR9Kw9XJxbg+r/0qlbXjXvjObTLzVLu1tpJdkbxSxosfcli4xjGeOpOBVOKa8XVL+0upLhjbTGNEucb1wSOccZ4GccU2gT1saECZxkcVeSNfSq9uvH41dQYFQWOjADCpo1xKxqNVPpU8XJNAFiePz7URkgcDnbVaLSo0LO0rZbrhQMD0q0nORVy7KsF2gDCKP0rVSbRnypO5UitYoh8mfzp5UZ+7TAcGnbwaSKGscU6GT9yOaxPFF3PZ6K01tM0cgkQbl64J5rG1i38Q6FoemXlzf3ay3Zk8yErgQ42lQTj7xDZx2/OmiWyzZck+wrQXpRRUFDh9ymydKKKBosJzt9xzVmM43fSiirjuRIhb7xqCQ4PHeiigCLccVw91qM+leKbi+ttvnRSNt3jI+Zdp4+jGiihbikWvCw2rdAdtg/nXa23+qH0oorKW5pH4SxTh60UVJSAf60fWrcfRqKKENkrH92Kh70UVoQyGTg1z3i4/8SF/+uqfzoooRL2OY1fxE+tQwRSabYW5hVY43t0dSqDogBYgDnPA5PNdnLwEA9KKKKmwUi7F90U8ElvocUUVkzREn8X4UicS/WiigZaX7g+tOl60UVoiGQmq78E0UUxHAahrLaZrmpIbGxvIpZgxS7h3gMo4IIII6nIzg9wafpN7cajf3t7dSeZcTuJJGxjLHPbtRRVPYiPxHUwgCNTirS9fwooqDUlHenwn5mHoaKKQFpO9Tz/dH0FFFaLYlldugNRkkZFFFIDB8XMf7Af/AK6p/OuOu9d1K/06DT7q7mmggd5F8yRmJLY65POMcemT60UVSIluf//Z", 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", "info": {"video_id": "160205", "label": "trying to pour water into glass, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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SA/KCVUg1AJ89B+VXUepEFoZq+FNGHWzz9ZGP9ak/4R7SUGFsYfxXP860AzkdPzpevWpuWczN4YsZVZvsEHqNqY/lUt1BPHJGZb6YkDghEyPxIrp4UzbDjtWDfEOYj6jrWdR2tYqOu5nX9il7aNDeXN5MjEHZI+FODkdBUNvpsEAxDBEgHcLz+dasY48ohD74qylsMdcfQVk5NmiSRnx2PmDJNWLWzEckgHqKuxwhWxj9KlhjxJJ9eKQws4WggllYYJKgfrV+4VlUBu4Bz26VBcQubUeSctkHk1BL/alxIxnZZDwBjGMeufpXXdcu5za32JxIBxnNKZV+lRJayY/e4P0qUQhemKzRbGFs9KwdatEmSBmW3I3OT50Pmc+3Nb7KKydWUGGAD+81DdgS1MySKeawltDqCpDJGUKQQKmQR29Ky7XQLK2ACW4cj+KQ5NbyZ2eXIpJHAyelTx24HRVrNybNFFIz4dOU8LGi/wC6oFWIbAR3KnAPB7VoRxBW6AVOsYE646YqShtnbs11nblUVj0/2a01LG1VyOCCBUSxN5MhUknaQBVYz6kYYoDCvkqCQQvJ/wA+9dUH7pzS3sWVIXqRTjIv0qtHBcNzIm0emeanWDA7fnWKLaAvnpyKiW2WWR2K8g/0qUoBT4NoLn3q09RNHHRKcDNaUQwAKoW4JYGtKPgCosWSgdOKeCDHio8k85pGbbj60rDL0cgU8+lJ9mS4d28lX2jcdwzUGSVq5bOUWTH8SYNaR3IkQ5RWICKv0FO4PI4qKQ5cmm78UgJWOe9Ro+LgfQ00yDFc1aS3OpeMbjTn1a4tI8SeSI03ZZULBfYcHk+nvTJbsa+tOGkgAx/F/SqsCZxkcVh6LqV3feY1zO8xAUrvPTNdFbrx+NRLc0jsWEjX0qeMAMKagwKkVT6Uhkka4lY1bnj8+1EZIHA521Xi5JqynORVRbWxMop7lWLSo0LO0rZbrhQMD0q3FaxRD5M/nVu7KsF2gDCKP0qoDg1ctxJK2g8qM/dpjHFO3g1ieKbuez0R5raVo5BIgDKecHtSA24ZP3A57Vj3ChAgIBrD1K5lttCh1DT9c1GVTcfZ8zxqizkLuZ4x12qcKd3qPcDbnYNHF9KmotBwd2EAzk/5FXVFQwLhASOasAdPSsrGggHNSpgEn1NN3Z6URMSSCc4pAWV+YYqxdxLA+EORgZP4VXjHeprhiWzn0rWOxDIRJ60hI9qY3HNML4FMliuR9Kyr8Bo4g3ZjWXbXjXvjObTLzVLu1tpJdkbxSxosfcli4xjGeOpOBUNpLef2jqNndy3LfZpjGq3GN68kc44zwM44oktAi9bGrAils4/Or0a8dKrWyArmroFZmjYY5zUqgFwfRaBgDFCP85GByKBlhDkcGrTQ+XbRyg5Zs8elVExnIq07H7Ogz0zVxJkQiU96Mg0w+tM34pkjnx9KbE5Vn+tY3ie9ntNFaW3laKQSINy9cE1j6zb+IdC0XTb25v7tZrwyeZCVwIcbSoJx94hs47fnTSJbsWbLkn2FaC9KKKRQ4fcpsnSiigaLCc7fcc1ZjON30ooq47kSIW+8agkODx3oooAi3HFcPdajPpXim4vrbb50Ujbd4yPmXaePoxoooW4pEvhsYacDsFx+tdjCAI1OKKKh7lx2LS9fwqUd6KKkofCfmYehq0neiimhPcnn+6PoKrt0Booq3uSiMkjIrB8XMf7Af/rqn86KKED2OW1fxE+tQQRyabYW5hRUje3R1KoOiAFiAOc8Dk812UvAQD0ooqauwUi7F90U8ElvocUUVkzREn8X4UicS/WiigZaX7g+tOl60UVoiGQmq78E0UUxHAahrLaZrmpIbGxvIpZgxS7h3gMo4IIII6nIzg9wasaJe3Go3moXt1J5lxO6ySNjGSc/lRRTl8JMPiOttv8AVD6VYoorM06jh60D/Wj60UUikW4+jVKx/diiiriSyHvUMnBoopknPeLSf7Bf/rqn865C713Ur7TodPuruaaCB2kXzJGYktjOcnnG3j0yfWiiqREtz//Z", 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", "info": {"video_id": "160205", "label": "trying to pour water into glass, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "160205", "label": "trying to pour water into glass, but missing so it spills next to it", "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": "1a776fed6a56bf2378f8bd4134220a687363697b16fd27ba36a512c6ccd4971b"} +{"episode": 80003, "episode_seed": 2621329294, "split": "train", "timestamp": "2025-10-13T03:40:55.813458", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2621329294, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw footwear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145674", "label": "pretending to throw footwear", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145674", "label": "pretending to throw footwear", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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7uWC5mlEkpjO58AZO9vT2xVa2uxrSVkbHg8WUOtzm6uEVFiYDzn2rnjv+dd0ZvCaXYmg0+yYNJ5siteLskbH93ke9eM2tzKPMbJO4461oi4dbdMqBjp7gUkkZyimd/A1rp3iI6xa+Xh2cR28Mildp5KgjnpnpVDw7pE2q634hubHT/KJdPLQyEKCc5wSOfrXmOs38qyIqOVyMED8K9b+CswubjVjM7FQsTL8xGCQ4P6Gq2Whny9zh5dQ1aC5khe7l3xllIbBOQcHtXp0AufEPh6e3v0ZmjsRLHMz8q+Bz0HrXE63ZQ2/iC/SL7iXDqvOeMmu1j2Wfh0yEl4biziQ/NjbkdR9CBxRF3dmazilHmM/wfZzXmk3015LGY7WNgFPfA3ZIPXr+lO07UVvPE1vZ2U2yGVxKSmcM2QBkZ6cZ7daq+FLmJ9QlhkYhAo3MNxWQsecjGOnHP612yaRpTFXhhSJ/78ZKmplGMXZahCMXrsReIvCMviCS0S5uZEjiMjybIfmcsM9cnAHA79PxrGt/BF3c6ZPp11e/L9mjS3KIAUw3G7A55Fauuy2+jaebubVr2FAdkaCcnex4C46kfyGayW8SanaaHHqUrF43t49yxTDO8y7AVYD7vU4pptuxbg0uY4W78Sa8l1cQxajMohlZQqyEAYJHHHTAre8OCbxFpkp1nVXjzvgWVsMY12/yya4G/vfLvrvHO+R/51PpuuXdnbRx293PAN24hHIFJ66MU4po9DXw9pNtZvCdelkWCEi38mEhXfnrkdM49OtYtnpOnLpuo/2xtE8i5gmRTIYyB0wOB7n2rHk8R6iP+YndEMB1c1h3Hiy8kv2hkKSBhtJeNTxjtgcdaaSWqMHDsdLCeBmu0+HrbNcvFxnfbH9DmuKj4NdZ4GuVg8SHeQEe2kBJ7YAP9Kwi9T0Zr3WehSH943zDrS+Y4HVT+FVp3xdSHB7dR7U0SM3vXUcKRyWnahHc/FXU/tTqslvbCC2VuOpGcfUZ/Ot7xTF9q8O3UDkqH2q+CcldwyPxAqrr3hvT9fQPMrQXaD93dRcOv19R7GvJtf1vW/D+sXGg3epSXECqTuY8MGGVPPT/ABqIxbdjrgoytrsYsqzyTvJIY3DEv5ids5+Uj8qv28SiEE8EpUdhCr6RIuQ1wH3yKGzhe3/1/rUskhQPjaCQoHPSs+WUbcxdVJaliXBt1AYFmZQR+pzXLeJDtlVAwbkcj6VuGZdvLcrkg1zWstvnjX6mrRxs3vC7I9m+FIkBAY9j1rt/DjGPxJpsiY3ecoGffj+tcX4ahMNoxByHIYH9K6rTJzb6pZTA4Mc6N/48Kzk9TeCvBHsV2Qs5y2OT/M1GGIH3zim6i/mTLIqsELMASMZwetVvNLMBkVutjltqc3qF0dW+Ium6cWDw6dGbpx2344/LiuksLRNPtViUhu7Mecn1rmdb8LyXepvqmmXxsr9wA5IJR8DA9weO1cT4t1zxd4ba2W/vwwnJ8uSCQ87eoPTnkVMU3Oz6nVGMZRWtjmtfVpNRuVglDqGKeUxzsHYj6nJqWziCpyM/NxnvVbSry3kup7q5uEzcZXpzHnkkj8hV9v8ARwmXUhSSGXkH3qXTnFcz2ZtUircxMHRYJc5z8xXPv0/rWHr7ItgFViWxhvarwk28EFs4yTx3rE1ubMGAfvOOO9COKQvh2eOITiaPdGqFyR17DFdvAqrwoAB9K4Owi/0Gcxk7yQjr/s5zn9K72A4xSqPY0oLc9G+G7Z0zUY2x8k6MB9RiumDKOMfpXJ/DkqW1RMjIEZ/Dcf8AAV03nHewJ4BPWqp7EVV7xZDRj+Ir74rj5rpNcvdQ1NSHs9JhkFsD0abafm/D/CukuR9qtZrcSNH5iMm9eq5GMivPIdUPhfT7rw7rFuYYplkWO8iGVfcMbvf6dRRPQ0oq97bl/XNUms/hxYL55iZ1WJpNvKoqkHI9ccV5CJZJJv3zhn253KOHGeuPUV6X408SaTceF47awmSZ4XQlGH8OP19/rXAx6cI44rn7q3I3BfQE5pOUo6M1lSTvLqTxWwWIhlyNw5HWrM0flpFHgkcj3wKY8iqp5/j2gDvikluHyJM/dBAJ56mhMwmcprDgX6jnAzwfrXXeHZtR0eF3s76WBZtpPlnhsZx9etcXqZMupHHzEgdPWup0VibWOLJ+RASPQlm/wpt2RnBXkkzoJJpbhnmnkaSVzud26sfWvVtCjjufCOmu6gg24UhunBryeP7pr1TwuSPBlmxOQBJwf96og7s6KqtEuxWFnEf3cESE9SABVrAjUkFcAc4qssgIztApdw6gCtrIwi2cEmqPrFrrHiq6wE09ZINOt25Eb4xvI/vZIqr4jmj0zwja2MKkzLDE6CVtuUDFgo9W3c/QVc1ywOgatJqCQCbRryRWvIScLG4YEN9MjP6d65Xx/r1trl3bR2SvIXiBifB3BiT/AA9ycYrO8o3Z18iml2OPSc30zk5JznPrn+vWtGO2P7vaQRjJBqlpdnLCS0ylXOXZSMbQe1awkCspIH3SOfQ0r6mLjZajLsYLleCBu/TpXJuS+puB1BwBXVXU0bCdimS5wvtxXHLK8eoGVThg/Bq0Ys9RjYV0XgyRV8WWO4ZBLD/x01ySzDPWtrwpfInijTSWA/fhevqCK5U9T0ZLRnrGoSKt2/OAAP5VSEh28NioNQmSS9d92cnGM+nH9KjSWNWPynHQZ9a7Fsef1LXnEKea8D8cXUV5421GSTcyibyQc9NoA/pXuMtzvYLzg+lfO2sSm51y8mD7S15Kfp85waun1N6ejuT2Tm11m3ihdlAXJHHfoOOvWtu8MeSfu4PG3isfSrT7TNNJJL+/ikDMdvVVyP1JFX7qPfKnznbv5H4VlVm5Ts+hpUb5SKWTaoyOqE4rnr1t18eeFSugnBQPgZVeMntXMNJ/pcr9cYxUnIzq/DTkW8iHopBH410Mb7WDZ6EGuf0xFtxIQwIYDj/P1rQN2q7gW6CsZPU6qS91HvWqzAx254AcZz+ArK81WYnd7Co7m+jurCycN/ywRvzX/wCtVZZowAQAcctg9q6Y7HI9y7knkZI9a8s+LtwHm0qFvm2pJJjPuo/pXpMl1uUbRx1xntXkHxRm8zxFbxZxstBjnPViaqG5rDc5n9ydMDxoVZ3Cj5u/0/D1rpHkRLVEP3FTkVyUKZtlDSsVKsFXOVVwQQR+BNdRqFukQaBiSVXAJ7+9KvJtpG8neNyoX/dZUDG4YArC1V90sSnruOQK32jwECAAhT+lczqD5v05+7WaORl7TJpLeXcON3UHvXdxmuN0uGOeCAsxWTGcnocGurSTHeomzah1O7+HZZ9XvYlk2b7cEkdcBwa624AjnlUZ4Y/zrh/h7NjxKQP4rZ/6V1d1O7XUwHGZD+PNVSehNde8WVmAXBHWobiK2voGt7qCOaJuGR1BBpiM7AhiMD73+FRXM6wxO65wgLHPsM1qyInztckw6rdRRIZYFncBTnlQxxz9BW9Yakt65s5IgpQboyvRBxx9K5g3TfbFkLlQ5LMT781saYzNqbXWcxygpGc5J24/xrWcoxi9PI7IydrGjcBkfO7K5PPvVSV9iMA3QCnzvLJOsQXg5PJ4NVrkjDscg+n0rlRyz3MCdi99M3PBAFdhpDJLG0wI3sqhwOxFcbB++uXznLSYGPWuq0MGMTAggjH9aJbCpL30dDGcCvTPBzyTeEPLAGyOSbLH1yCABXlqPkV6T4Fn2+FL8Z4WZsf98iog9TeqvdNYvtHWneaoAAbnvVE3G5lAU4+nWng+ZyBt75NdJyozPG1wF8HakOpeMRgH1ZgK8QF7NY39rckFHtyDHJnnHt2r1X4iTiPwnMmRlpIwMd+c/wBK8YurlXtkhDFn3AMD2Hb/APXWsLcuqOqm7ROtkZLiQzw5ZJIww+h9aqM+ZMDO4YXBNOtJR9hUn+4AR6c1A86yT4DcL1PrxXGmm7oVXcbczZQE9geR9a56yMbXatKMoz4PqK1bxikBLccGse2QkKwAwD1q7nMzrUvhnn1q3otzjW7KQHGJ1I/OuZjnBOAelaemz7dQtiDjEqn9RWHLY6+fmPpbw7Da3mkbpreKUiVwWdQT1z/WnTaRpxnV/IxjqikhfyFZ/hvUI7TSgsxKIZixbtg1rSvFLPvhukMJXIwu76HOeldVPla1OCpzJ6DG0vTTGWFuQ2eMORzXyZrNvPZ6te2t1GYporhxIh5KnNfXCmNlANxFx157/nXyx8Tla3+J2s7ACv2hZCoOQcqpNaXS2LpTkviL+lwy2GhfaZlIkuZAEJGC0a85/OgzAtux15H8qp22rXWsWCrIcLCSEX0z2HtT4nY/e4cdMiuVttts6ZyvsSSS7hKh6EfrXNQRiSaQnu+2tmd9iyDPUVU8K6ZDrmv/ANn3F/Laq6SvGY495d1QsF9B0PJ9PemYM0I7gwu6k8ZwPwp5nEjk+2Kwbe8klQSSOSSB+FX45eQalx6mkZaWPoT4e3AnhjUjdmyQ/MPQ4/rXV39nZTDbLbxt3GFAwfWvPPh1eNFYQTAEr9m2Zzjv/wDWrtbjWtMuYIsXqwSAhTuZVJPp8wwRW1JprVHPVTTvFlqK3stqqbKDgf3BXz98YrZrbxssohWKCa1QwhehAyDx25r3q2vLG6DC3vVmA4JjIfb7cDFeLftARp/aGhyxMeYZUPBBGGB/rWrcVsFNzi7s8x09x9sEWTtkyGX8K7TUyVW1kzu320ZOfXG0/wAq4rSLULr0kO8ssbMN5HYHGa6u/wBQ+1tAvklFhVkDZ++M8HHauerK8kdKleLIHmbzEx97vXP3ZD6q5HQKTWvM+1gwOeM5rn7l286Z0ODkKMUGTNyAiLyGX7mOn481vC6+U9M44rM1XTrG28M2+o6Zqt9OhujbD7TCsazkJud4h97apwp3eo75AqR3DEYyRxWc43NaUuW53XgjVXg8TW5B4Mcin8R/9avWLbRLm/s4btLmIeagYKwPH4ivC/Cs5TX7Qgkckfoa+ivDjbtAslBy5jI/U1dK17GdZvcwzo1+Lryx5ewchy5Ab8xWf4j0q8sfDWp3chi2R2sjEh/9k9BXVyzjz3jYsHTlhtPFVdasU1fRLzTZmcR3ELIxQ4IGOP1xXT7NdzCNZ32PkwTiN0ZkyVA/Gun0HyrmFGI+W2hlZT06kc/XmuKluNjspB3KcGux8Nts8L6hcOD8wCKf+BjNZ1muU7YTVyyWy4JI46VTuyDayFeGUkn6UocNh89sZx1NVLiTbbyn+I9ayRi3cx7FWeZCM4EmeK6yzvN0beoOPwrF8GWun6l4ht9P1K8ntIpmwk0c0UaxnPJYycYwDx1JwKllWXTNX1GxcXC+RO0arOAJFAJHzAcZ9ccUpK6HTdpJnQNdhFz15rvvAWp+Zo97bKMu9yiqPXK4ryf7SXXHbNdz8PrgrLIAeftMTZz71EFZm1SV1oeiyafqUG4vaSAY5K4YAfgarxNdTIdkMzKpwMRmu3uGCoSPmwevXFUVlZWO0YGc4xXaqbkef7ZR6Hj3xKlmh0m1gkRl8yVmwykZwv8A9evKba6C3ltMQmYnBYMOCAc19BfFpIbjwNeXM0QkltTG0LHqhLANj6g4r510+AahqcFtH/G4z7DuabtFK52UqiktDsI1WO3JHJbLkHtkkgflUO1VExUAbjmkmnBun2kbC2Mew4qEyMIzntxXJEdSV2UtX/dwYznIzmqWlkeaAwygjPWptZkP2BRu+bIwRWjrPhPUfDXh/SL+7aZLi+EnmQGMgW4AQorH+8ytnHbp1zVMxPWbOHTPFngDVr270TTLW4sI2aB7K38orgZ55ORxXB6FpVreapEsqHG4H5TjvRRWkiIvVnpVzcyJBEFPyl/u9uAT/Ss6UR3EEtxLDE0jSEE7e2B/jRRSiUzv7WQxWlvHGqqpjXhRjtXhPxTsoB45vplTa76aJWx3bG3P5AUUU2COd0NQukow6tK2T+VXZUA3nv60UVg/iZs9kZN07FZMms7SdTuNH1ZL+12edCH271yPmUqePoxooqkZs9F+C0ySape6PcW1vcWV8IkmjmjDcDdgj0PNZ93pdqmu3VoEPlRXLxrk87QxA/QUUVs/gRmvjZ6Daxpp2lGG1UJHFESo9yMmoknee33S7XEaMqqyggDg/wBaKKhDe503hqRhozMDgtK/QemK5D4s28V9a6Is6Bib9Y94+8FYcjPvgflRRTYI8m035dX1Jh13sP8Ax41qudqqcAn3oorKXxGq+EzbhiXPPasSU4LH/aBoopolm7rviqTXUt4ZdJ0y1NuiRxSWqSKUjUHCAFyoXJycDk81ShkYkZPaiiqBbnQeHHYa9ZnP8f8AQ17nFfT6Zp1s9s+0qcDPPbNFFTHcczR/te5MUspCZVgMc45APr71btNRnltkdtg3HBUDjFFFbMxifIl8AlxqyqBhZ+PbDmutspDDpx01FXyNoPPXsev1oorKrsjopdSsp2OVHTPSs++YiGT8aKKlEsp6brraN50Z03Tr+GZlcx30HmBWUHBBBBHU5GcHuDU0uo3WpXs+oXcvmXNzIZJXIxljz0HT6UUVT2EtySFziu58AO32mbBxiSPp9TRRWT3NVse5WF3JcQXKyBDkA/d98YqKCKFAFSFECEgBR2oorrjscUtzn/idCn/Cs9aIBH7gN1771rwfwsqQeHdSuVjTzmLLvIyQFAIA/E0UVnV2N6O5HIoEcbDqR/SpW5jB9qKKzKZjasx+zqM9CKfc+JdX1LTbbTLy+nnt7aRpU8yRmJZ8ZySecbePTJ9aKKpEn//Z", 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7uWC5mlEkpjO58AZO9vT2xVa2uxrSVkbHg8WUOtzm6uEVFiYDzn2rnjv+dd0ZvCaXYmg0+yYNJ5siteLskbH93ke9eM2tzKPMbJO4461oi4dbdMqBjp7gUkkZyimd/A1rp3iI6xa+Xh2cR28Mildp5KgjnpnpVDw7pE2q634hubHT/KJdPLQyEKCc5wSOfrXmOs38qyIqOVyMED8K9b+CswubjVjM7FQsTL8xGCQ4P6Gq2Whny9zh5dQ1aC5khe7l3xllIbBOQcHtXp0AufEPh6e3v0ZmjsRLHMz8q+Bz0HrXE63ZQ2/iC/SL7iXDqvOeMmu1j2Wfh0yEl4biziQ/NjbkdR9CBxRF3dmazilHmM/wfZzXmk3015LGY7WNgFPfA3ZIPXr+lO07UVvPE1vZ2U2yGVxKSmcM2QBkZ6cZ7daq+FLmJ9QlhkYhAo3MNxWQsecjGOnHP612yaRpTFXhhSJ/78ZKmplGMXZahCMXrsReIvCMviCS0S5uZEjiMjybIfmcsM9cnAHA79PxrGt/BF3c6ZPp11e/L9mjS3KIAUw3G7A55Fauuy2+jaebubVr2FAdkaCcnex4C46kfyGayW8SanaaHHqUrF43t49yxTDO8y7AVYD7vU4pptuxbg0uY4W78Sa8l1cQxajMohlZQqyEAYJHHHTAre8OCbxFpkp1nVXjzvgWVsMY12/yya4G/vfLvrvHO+R/51PpuuXdnbRx293PAN24hHIFJ66MU4po9DXw9pNtZvCdelkWCEi38mEhXfnrkdM49OtYtnpOnLpuo/2xtE8i5gmRTIYyB0wOB7n2rHk8R6iP+YndEMB1c1h3Hiy8kv2hkKSBhtJeNTxjtgcdaaSWqMHDsdLCeBmu0+HrbNcvFxnfbH9DmuKj4NdZ4GuVg8SHeQEe2kBJ7YAP9Kwi9T0Zr3WehSH943zDrS+Y4HVT+FVp3xdSHB7dR7U0SM3vXUcKRyWnahHc/FXU/tTqslvbCC2VuOpGcfUZ/Ot7xTF9q8O3UDkqH2q+CcldwyPxAqrr3hvT9fQPMrQXaD93dRcOv19R7GvJtf1vW/D+sXGg3epSXECqTuY8MGGVPPT/ABqIxbdjrgoytrsYsqzyTvJIY3DEv5ids5+Uj8qv28SiEE8EpUdhCr6RIuQ1wH3yKGzhe3/1/rUskhQPjaCQoHPSs+WUbcxdVJaliXBt1AYFmZQR+pzXLeJDtlVAwbkcj6VuGZdvLcrkg1zWstvnjX6mrRxs3vC7I9m+FIkBAY9j1rt/DjGPxJpsiY3ecoGffj+tcX4ahMNoxByHIYH9K6rTJzb6pZTA4Mc6N/48Kzk9TeCvBHsV2Qs5y2OT/M1GGIH3zim6i/mTLIqsELMASMZwetVvNLMBkVutjltqc3qF0dW+Ium6cWDw6dGbpx2344/LiuksLRNPtViUhu7Mecn1rmdb8LyXepvqmmXxsr9wA5IJR8DA9weO1cT4t1zxd4ba2W/vwwnJ8uSCQ87eoPTnkVMU3Oz6nVGMZRWtjmtfVpNRuVglDqGKeUxzsHYj6nJqWziCpyM/NxnvVbSry3kup7q5uEzcZXpzHnkkj8hV9v8ARwmXUhSSGXkH3qXTnFcz2ZtUircxMHRYJc5z8xXPv0/rWHr7ItgFViWxhvarwk28EFs4yTx3rE1ubMGAfvOOO9COKQvh2eOITiaPdGqFyR17DFdvAqrwoAB9K4Owi/0Gcxk7yQjr/s5zn9K72A4xSqPY0oLc9G+G7Z0zUY2x8k6MB9RiumDKOMfpXJ/DkqW1RMjIEZ/Dcf8AAV03nHewJ4BPWqp7EVV7xZDRj+Ir74rj5rpNcvdQ1NSHs9JhkFsD0abafm/D/CukuR9qtZrcSNH5iMm9eq5GMivPIdUPhfT7rw7rFuYYplkWO8iGVfcMbvf6dRRPQ0oq97bl/XNUms/hxYL55iZ1WJpNvKoqkHI9ccV5CJZJJv3zhn253KOHGeuPUV6X408SaTceF47awmSZ4XQlGH8OP19/rXAx6cI44rn7q3I3BfQE5pOUo6M1lSTvLqTxWwWIhlyNw5HWrM0flpFHgkcj3wKY8iqp5/j2gDvikluHyJM/dBAJ56mhMwmcprDgX6jnAzwfrXXeHZtR0eF3s76WBZtpPlnhsZx9etcXqZMupHHzEgdPWup0VibWOLJ+RASPQlm/wpt2RnBXkkzoJJpbhnmnkaSVzud26sfWvVtCjjufCOmu6gg24UhunBryeP7pr1TwuSPBlmxOQBJwf96og7s6KqtEuxWFnEf3cESE9SABVrAjUkFcAc4qssgIztApdw6gCtrIwi2cEmqPrFrrHiq6wE09ZINOt25Eb4xvI/vZIqr4jmj0zwja2MKkzLDE6CVtuUDFgo9W3c/QVc1ywOgatJqCQCbRryRWvIScLG4YEN9MjP6d65Xx/r1trl3bR2SvIXiBifB3BiT/AA9ycYrO8o3Z18iml2OPSc30zk5JznPrn+vWtGO2P7vaQRjJBqlpdnLCS0ylXOXZSMbQe1awkCspIH3SOfQ0r6mLjZajLsYLleCBu/TpXJuS+puB1BwBXVXU0bCdimS5wvtxXHLK8eoGVThg/Bq0Ys9RjYV0XgyRV8WWO4ZBLD/x01ySzDPWtrwpfInijTSWA/fhevqCK5U9T0ZLRnrGoSKt2/OAAP5VSEh28NioNQmSS9d92cnGM+nH9KjSWNWPynHQZ9a7Fsef1LXnEKea8D8cXUV5421GSTcyibyQc9NoA/pXuMtzvYLzg+lfO2sSm51y8mD7S15Kfp85waun1N6ejuT2Tm11m3ihdlAXJHHfoOOvWtu8MeSfu4PG3isfSrT7TNNJJL+/ikDMdvVVyP1JFX7qPfKnznbv5H4VlVm5Ts+hpUb5SKWTaoyOqE4rnr1t18eeFSugnBQPgZVeMntXMNJ/pcr9cYxUnIzq/DTkW8iHopBH410Mb7WDZ6EGuf0xFtxIQwIYDj/P1rQN2q7gW6CsZPU6qS91HvWqzAx254AcZz+ArK81WYnd7Co7m+jurCycN/ywRvzX/wCtVZZowAQAcctg9q6Y7HI9y7knkZI9a8s+LtwHm0qFvm2pJJjPuo/pXpMl1uUbRx1xntXkHxRm8zxFbxZxstBjnPViaqG5rDc5n9ydMDxoVZ3Cj5u/0/D1rpHkRLVEP3FTkVyUKZtlDSsVKsFXOVVwQQR+BNdRqFukQaBiSVXAJ7+9KvJtpG8neNyoX/dZUDG4YArC1V90sSnruOQK32jwECAAhT+lczqD5v05+7WaORl7TJpLeXcON3UHvXdxmuN0uGOeCAsxWTGcnocGurSTHeomzah1O7+HZZ9XvYlk2b7cEkdcBwa624AjnlUZ4Y/zrh/h7NjxKQP4rZ/6V1d1O7XUwHGZD+PNVSehNde8WVmAXBHWobiK2voGt7qCOaJuGR1BBpiM7AhiMD73+FRXM6wxO65wgLHPsM1qyInztckw6rdRRIZYFncBTnlQxxz9BW9Yakt65s5IgpQboyvRBxx9K5g3TfbFkLlQ5LMT781saYzNqbXWcxygpGc5J24/xrWcoxi9PI7IydrGjcBkfO7K5PPvVSV9iMA3QCnzvLJOsQXg5PJ4NVrkjDscg+n0rlRyz3MCdi99M3PBAFdhpDJLG0wI3sqhwOxFcbB++uXznLSYGPWuq0MGMTAggjH9aJbCpL30dDGcCvTPBzyTeEPLAGyOSbLH1yCABXlqPkV6T4Fn2+FL8Z4WZsf98iog9TeqvdNYvtHWneaoAAbnvVE3G5lAU4+nWng+ZyBt75NdJyozPG1wF8HakOpeMRgH1ZgK8QF7NY39rckFHtyDHJnnHt2r1X4iTiPwnMmRlpIwMd+c/wBK8YurlXtkhDFn3AMD2Hb/APXWsLcuqOqm7ROtkZLiQzw5ZJIww+h9aqM+ZMDO4YXBNOtJR9hUn+4AR6c1A86yT4DcL1PrxXGmm7oVXcbczZQE9geR9a56yMbXatKMoz4PqK1bxikBLccGse2QkKwAwD1q7nMzrUvhnn1q3otzjW7KQHGJ1I/OuZjnBOAelaemz7dQtiDjEqn9RWHLY6+fmPpbw7Da3mkbpreKUiVwWdQT1z/WnTaRpxnV/IxjqikhfyFZ/hvUI7TSgsxKIZixbtg1rSvFLPvhukMJXIwu76HOeldVPla1OCpzJ6DG0vTTGWFuQ2eMORzXyZrNvPZ6te2t1GYporhxIh5KnNfXCmNlANxFx157/nXyx8Tla3+J2s7ACv2hZCoOQcqpNaXS2LpTkviL+lwy2GhfaZlIkuZAEJGC0a85/OgzAtux15H8qp22rXWsWCrIcLCSEX0z2HtT4nY/e4cdMiuVttts6ZyvsSSS7hKh6EfrXNQRiSaQnu+2tmd9iyDPUVU8K6ZDrmv/ANn3F/Laq6SvGY495d1QsF9B0PJ9PemYM0I7gwu6k8ZwPwp5nEjk+2Kwbe8klQSSOSSB+FX45eQalx6mkZaWPoT4e3AnhjUjdmyQ/MPQ4/rXV39nZTDbLbxt3GFAwfWvPPh1eNFYQTAEr9m2Zzjv/wDWrtbjWtMuYIsXqwSAhTuZVJPp8wwRW1JprVHPVTTvFlqK3stqqbKDgf3BXz98YrZrbxssohWKCa1QwhehAyDx25r3q2vLG6DC3vVmA4JjIfb7cDFeLftARp/aGhyxMeYZUPBBGGB/rWrcVsFNzi7s8x09x9sEWTtkyGX8K7TUyVW1kzu320ZOfXG0/wAq4rSLULr0kO8ssbMN5HYHGa6u/wBQ+1tAvklFhVkDZ++M8HHauerK8kdKleLIHmbzEx97vXP3ZD6q5HQKTWvM+1gwOeM5rn7l286Z0ODkKMUGTNyAiLyGX7mOn481vC6+U9M44rM1XTrG28M2+o6Zqt9OhujbD7TCsazkJud4h97apwp3eo75AqR3DEYyRxWc43NaUuW53XgjVXg8TW5B4Mcin8R/9avWLbRLm/s4btLmIeagYKwPH4ivC/Cs5TX7Qgkckfoa+ivDjbtAslBy5jI/U1dK17GdZvcwzo1+Lryx5ewchy5Ab8xWf4j0q8sfDWp3chi2R2sjEh/9k9BXVyzjz3jYsHTlhtPFVdasU1fRLzTZmcR3ELIxQ4IGOP1xXT7NdzCNZ32PkwTiN0ZkyVA/Gun0HyrmFGI+W2hlZT06kc/XmuKluNjspB3KcGux8Nts8L6hcOD8wCKf+BjNZ1muU7YTVyyWy4JI46VTuyDayFeGUkn6UocNh89sZx1NVLiTbbyn+I9ayRi3cx7FWeZCM4EmeK6yzvN0beoOPwrF8GWun6l4ht9P1K8ntIpmwk0c0UaxnPJYycYwDx1JwKllWXTNX1GxcXC+RO0arOAJFAJHzAcZ9ccUpK6HTdpJnQNdhFz15rvvAWp+Zo97bKMu9yiqPXK4ryf7SXXHbNdz8PrgrLIAeftMTZz71EFZm1SV1oeiyafqUG4vaSAY5K4YAfgarxNdTIdkMzKpwMRmu3uGCoSPmwevXFUVlZWO0YGc4xXaqbkef7ZR6Hj3xKlmh0m1gkRl8yVmwykZwv8A9evKba6C3ltMQmYnBYMOCAc19BfFpIbjwNeXM0QkltTG0LHqhLANj6g4r510+AahqcFtH/G4z7DuabtFK52UqiktDsI1WO3JHJbLkHtkkgflUO1VExUAbjmkmnBun2kbC2Mew4qEyMIzntxXJEdSV2UtX/dwYznIzmqWlkeaAwygjPWptZkP2BRu+bIwRWjrPhPUfDXh/SL+7aZLi+EnmQGMgW4AQorH+8ytnHbp1zVMxPWbOHTPFngDVr270TTLW4sI2aB7K38orgZ55ORxXB6FpVreapEsqHG4H5TjvRRWkiIvVnpVzcyJBEFPyl/u9uAT/Ss6UR3EEtxLDE0jSEE7e2B/jRRSiUzv7WQxWlvHGqqpjXhRjtXhPxTsoB45vplTa76aJWx3bG3P5AUUU2COd0NQukow6tK2T+VXZUA3nv60UVg/iZs9kZN07FZMms7SdTuNH1ZL+12edCH271yPmUqePoxooqkZs9F+C0ySape6PcW1vcWV8IkmjmjDcDdgj0PNZ93pdqmu3VoEPlRXLxrk87QxA/QUUVs/gRmvjZ6Daxpp2lGG1UJHFESo9yMmoknee33S7XEaMqqyggDg/wBaKKhDe503hqRhozMDgtK/QemK5D4s28V9a6Is6Bib9Y94+8FYcjPvgflRRTYI8m035dX1Jh13sP8Ax41qudqqcAn3oorKXxGq+EzbhiXPPasSU4LH/aBoopolm7rviqTXUt4ZdJ0y1NuiRxSWqSKUjUHCAFyoXJycDk81ShkYkZPaiiqBbnQeHHYa9ZnP8f8AQ17nFfT6Zp1s9s+0qcDPPbNFFTHcczR/te5MUspCZVgMc45APr71btNRnltkdtg3HBUDjFFFbMxifIl8AlxqyqBhZ+PbDmutspDDpx01FXyNoPPXsev1oorKrsjopdSsp2OVHTPSs++YiGT8aKKlEsp6brraN50Z03Tr+GZlcx30HmBWUHBBBBHU5GcHuDU0uo3WpXs+oXcvmXNzIZJXIxljz0HT6UUVT2EtySFziu58AO32mbBxiSPp9TRRWT3NVse5WF3JcQXKyBDkA/d98YqKCKFAFSFECEgBR2oorrjscUtzn/idCn/Cs9aIBH7gN1771rwfwsqQeHdSuVjTzmLLvIyQFAIA/E0UVnV2N6O5HIoEcbDqR/SpW5jB9qKKzKZjasx+zqM9CKfc+JdX1LTbbTLy+nnt7aRpU8yRmJZ8ZySecbePTJ9aKKpEn//Z", "info": {"video_id": "145674", "label": "pretending to throw footwear", "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": "0643962343f41a564a852ba7dd561aa2103cf3fcd5ffa60df745d95528315f0f"} +{"episode": 80004, "episode_seed": 3657315735, "split": "train", "timestamp": "2025-10-13T03:40:58.675833", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3657315735, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a kleenex box behind a candy bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95286", "label": "putting a kleenex box behind a candy bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95286", "label": "putting a kleenex box behind a candy bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95286", "label": "putting a kleenex box behind a candy bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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1afLKzPThBTpaDYd/lqqyDk4xXObeeRmu/wBE0yG81ezgIBV5RkA44rhZEKSMu0sAx5AqqMrtnPjVy8sWRbB1VTn604KRyRXQaB4VvNdUzBkt7cMR5svc9wAOTXWwfDGxIBn1aZj/ANM4QB+pq5VIx3ZyJdij4S1qa2so4fMCqFyv5113295PmLDsS1VrTwDpUSogvbw7RjPyDPP0rft/Cemqqr9qu2PACllGT27V5tbklO8TaLaWpx3iLVJbqKzhUMSsrFVUZ4AP+Nd34dTUYV0zTRC9uwt2uIpPmG+Z4/v56Dg449KS506DSrGewtLNrmaVvmuFj3ttHUDHQZ7960JPE0K22mBbyWV7dGUo8AjKgDpuz14x0rsoUuR2loTOo507RV0eQvbEXM8VyjrKJCHDjnOec5rrNBjH9t3O0fu4IUiH1AqbXrqLxFqsUy2gilBAJTkn6+tdbo3hmxgge4ikuRJcnc4cglT6DisqyVOT1ujpq1faU4aWZEL0QRsC25vTIX+deVfFi7+2NpTgAL+9wPb5etewSeEdMmlMlw91KxGMNNtH6CvMPjJo1lpsOiLYQumTNvBYuT9zuazw9nVRzz+E8mwOmKUIfTj61PbWk93dR28MLNLI2FHTJrtrH4exsim81LaxHKQx5x7ZP+FehKSjuYpXOS0ieS01GOWM7WUE5r0q01iSeAAyhsDofWobbwBo8DhzdXjHBHVQOfwrasvB+kxcie8xjH+sH+FcWInTkawTRDa6gIr2FZJFjR5QrsxwFU9c16LYWFiIdQSOO2u45IgxSIszHB++MdcZNYGm+FNMEqXASa52SKBC7580+mPT/wCtXbW0jWmqyXN2JLEOmwAw8FfSs6dGzjUvY0VTmi4JXZVuvDmnDRLeBnEUUQbZmY7UZuSeeD2/UV5V4gVrS0uoWKs2RGCjBgcnqCK9Uurq2W1Nrbsk0bAncc8c+h71yMnha0vrnFykyQl96mIhVLD14rWpSSnzqV/ISb9nZqxW07/RrKEFtoVBnAqa61Zc7FAy3RiwOB+HQ1sz+HrOePY0tyI+mEcD+lQw+EtDidT9mkcr0LTsa53JPUFoeVG2ibrGv4rWzZhYoEjQAKOgAxWbuAIwc96twzYCg+lehjHsjnordmtG5Ujnn0FXYnA5x3rJinxye9F3qAsbNp/vbQMLnGT2rzZJs6UdTYTK15FnbwwJ3DI49fauktrq4RUlV2BfKnyzgLzjtXA+F9Rl1rWY7NLcRvIjYIfPP5V6edPihmVIpBJJHGrFMgBhznH6VUZctN6inFqdmjPs47G8vEUhGZmxkdea6iTUNFtbLlYCUXBXaBz9a4i5hl8tbh9NR4RyHSTA6n8eoqHXfEFlpfgyS4t0t/OAZI/lLEOeOp7g1eHlO7QqkFc8q8YawNY8TXd3GuIw3loM/wAK8Z/E5rkJZTJIc1pXB3RNMpySMfWs1YiwLelev7XlXK9hqg3Zw36m/wCHoEf7RlQRhcAjPrXR2NtFFciRUUMOAQvT1rnfC42i53H+7gfnXSQybWPT1rGo2qJnUS9u7f1obMbk85wKuRPkAHkDoayIpsgAGraXAODnkV5MjU2Y5lTtxWpZzcJH8m12JY4+bgfyrg7jxL9mu5LZYBJtAJYvjn8q7/w7bC80AapL+7R4DtQHJJ7gfpTo3jJ3FUi7Jl2S9inSKO5kyFGAkjf0ra0U6XbqXkWIA8LuXI/CuV1yExLFH9mguEkDNGxbBZfb8Ko+HzZJqwgeyCTKDiNnL7jjoBz2Bp0pSc7oUorlLHiLTtNub3UY2COblWMccZyYyRhc9sZ/nXkGo+BfEOmOWexeSIHPmW58xf05/SvWZLm0g1FYrSJURlJbAPBwfWo4/EUQOVEgGc5KVrUxEla5pSi18KOA8BwSP4sgWUcRIzkEYI4oa0iYnMa9f7td6+t2Pm+dkrIVI3+Uc49M4rhiwB4Oe+a3wU1Lmfp+pnjZSlJNmpZhYrdI4wAq9ABirqSlCPm59BWPFPtCg+lTG7EaFmPWuSd27jRrm9iiPJ5Jq5Yagk93GFKZDZ+bpxzz7V5pqGrMGZwx46AGtfwTd3OreIo7JB88kb7fm74pxpu6kxSejOy1/Ub6KKzltFk8w79xiOAvYciuXi1O2e6TzmYknk89TXoOo6egvBBBIsskMSsyEgBhyePpgV5/Nb+ZL9oNtGUDffWTj/PFW6muhrStyu6PRhfaLqV5pk1tbRC1s4QZ5CgTe+Pu+v41p208csYeNHTv8x689vwrnrUW8Wl20wRTiNipCfLuB55xzg9aa+s+TBbvKHLtn7ozjBqKsnrzByp25UdRLMEX5eV78VwXxF2zDTTjP+s6/wDAa1R4hh2YYyL9ENcv4r1GG9+xiOQt5YfgqRjpRg3etH+uhnXhJU3dHP2cUcdwHCjI4zjp61sIxJznArGhkwT06Zq9FNkAZrfEtubM6XwmtFJkAHkA8E1djuFTtxWKtyMZJwRmsW98VmzvHt0gEgXGWL45rl5HLY1TPT7N3lsBDE6KZN5bs3TA59O2KtR6pLFYBL6J0KnaqyMf896j8I2q6j4Wj1SdjGs1sdiIfmzznH6Vr3Vs8SRxW7QzB1Z42dhllx6j2orP3VFPXY1ws+Wbui94butOSL7TKqoHyg3DIBGD/WptX1Kyluvs8FuJMKSxjGMHHBNY+mk2epxw3FrHHI7YRTlixx2/I1DqGoL9qEUKqsRB3bEKjOOvqfxrWlUfsya8U53RKroBjP0qMzguVb73sOorlk8QRg8JIAD3SlfxDbZBLyLweShrluP2cuxwkqGNGbHAU/hxUUdwAQc9abd3JaGRF9COfpWNFeho1b1AzXsV48zRxU9Doo7vBOT64wao6ldm5VYQ2RvycVkz6j5MTEY56VFb3buFZuWxn8651T3ZvGV5JHYeF5JItT8xA5YIQoRtpJ9jXq/hK0klsp7Ka5S7EMn7otkeWpAI3Y5Pf8q8d8M3qtrtnbs4UzyeUD6FlIH6kV1k/ie68Ix3QkDLdOMfId2Co+X69SCO2a8/FU6vsUqa1udEmpTav0Nzxdrz+HNTWO0s54bSdQU8sL5eAMEH0+nvXEeOfED3+i6ascflR3TNcMpRVZivygkD8T2zW5pfxCuNTt47NNJSbUAroispfJYYzj6Yrh/GlyL/AFWO4jiMcAt0jQEYxtHP65pYGg1XTqbq99d+xM1ZWRgmfbsUdMcirqQjYCo+92rIiJ8xc1veGbJda8RHT5tQltUaORovLj3lnVCwX0A4PJ9PevZnFr3GaRqxUfa/I0dEgA88KOm3+tXJpDFLsPB2j+ZrF8MXkhS5eR2YnYRnt1qXUbvF8m7+JOPwNOavTscU2nVbRtC6+UYI4NPe/CIPm9O9c59s468/WqkmpvLdbAflUZOK5FSu7D5i68jM8sxOS7Ek16F4dedrDSriO7NuLdlBLnKMrNhhjsRwfevNFnOzBwAa7bQme48NQ3CnNtFK8U4zyMNkYHfgj8qzqQfLJrc6G1aKPUtb0qP7BLOtgkswQGEA5dcct14yemBXEaV4pXUrg6ZBpdwLxmDRO6KPL285z1FVl+J9z/bIzbtNbwL+8B/hb1GOo4B9q0o/ESXt5bMdNEcDRMluypgyHJJye/UV4nsqjjeqnfpqWoWK+p3e+cI2PtCna7AYPTJNcvouoSTkguCM8ZFbl1PBdXmqX8OSiWrMCRgAgEHj8q89hnntLF2idkcMoBFe1KPPRimtbGeGTpym33/Q7p5GGQW6+1ZM8Zijd8cBT/Kk1ZEh0GDUtP1i/mVrk22biJY1nITczxY52qcKd3qPcCG9ui9tKi/3SP0rbBUnTUk+pOLqqpy26Ea3OO461Q1DUSqMobnnGDWd9uBiVumQKybq6LuSDxVKnqY8xcLNOjMTwCBW14PaSPxDGYy+/wAtwNjbSTjse1YVsxFqi45PzH8a2fC0gXxLZRltpmcxZzjBYED9SK0aSkkUvgbPW/D9g0mm3dk1xFcvFJiJnBHlqQPvY5Pf8qw/El9b+HLsPHpTxwS4KGEAoABg5z0J6496zbvXbnwpFc7wwu5Tg7TnBA+X69wR71Zs/G01zZrbHSo5LzynCo6lgSy4z+Ax+Irw6lOq5tyXu+p0xjdXNu11gXFhJqEdq9vYz5KRSADJ4BOB/OqV237qB1OFfIUH2pVubK58MNGqyxzyjbF8vBIHIp/iNFtRpsKfw2wYj03E1tTTjhZR815jpQviYt9mVJCzRBt449qx9SBmKZOSM0zSJ01DxY2mX2pXNpbyybEeKWJFj7ksX4xjPHUnArOnlubXVL+1uGuSbeYxqtwBvXBI+bHGemccVvgqMo1Izdv6RWLrRcJQ/rcjlk8qXYeDtH9ad9qwvB6Gsm/uiLxc/wAScfUGq7XfGM813VIXkzz4PQ17vU/KiAU/McADNc3cRSyzPKcks2SaRrtp7wEnKpz+NaUEgwu7AGalr2cbo1ppTep6J4Q88aNo9yt21sbYLlmOVZS2GGO2OOa9Q1azSPSppIrNHuSmYdv31I5PJ7npivKtFzc+F4buIj7PFK8M6g8/eyMD6N+lW0+JF6dbX9yZbeBcSA8gN6jHOOAfavIx0K06q5FpY3pQuvQ3fD/imfV7xdNksbk3Mh3I820+WAepJ6c1ratchi9lIo+1EgF1GMjqf5VDYeIjLJaSyabttZY2jtiq4LnOWyfxGBSeZBf3+palHu8iGzchmGMEAg8e/FGWw5a0pLaz6ve34GWJg3FLzX5nBxuSx+cYPtUMrshILdfasvU7mW209mido3DqNwqTxBpGtaHoWl315c3InvDJ5kJTAgwFKBjj7xDZx2+ua0p0pT95Ho1asab5WZdyASPf0rjUnkQYDcA0UV70tjw4kcsruQpPGa01OFJFFFZy2NKe4yC4lgu4Z42IkjkV1PoQQRXqXxJt45buOVl+aRBI2PXFFFSloV9tC+AbOGaP7YQVn+zvhkOMFc4P14FNh0621NJhcpu/f7ePp/8AXNFFccP4z+R0z3+R53qdrFZ6leW8WdkMzIuTk4BqtYarc6NqaX9rs8+Ldt3rkfMpU8fRjRRXc92Kf8OJqeF/uXa9gE/rUOvMUe3dTg5Yfyooq4/CclT4zIe5lAPzU6wO4yE9SRRRS6Aty5OxBAzxXZ+Apnl0bXLRjmEKkoHo3P8AgKKKzijSpsZ2kRR/2+YSoKTq+/PUYBIx6dK9D1q1SxOmwws+zbHgM2dpOMkelFFcGJS9qv66M7PsR/rsJqmIvAmoMiqDJNGjYHZjk/yrza/ULYHA43r/ADoopz0aRVP4Zf10LWqeJH1y3t4pdL0+2MCLHG9sjqUReiAFyAOcnA5PNSXQBx78fpRRXbQ3l8jzquyOFMzhSoPAziqxJLBe2aKK16kG0OFOKigmkguo5o2w8bq6n0IORRRUP4jdfCj0T4iwRy3cUjD5pEEjY9cU/wAI2sdzp8t2xZZY7TKlDgZD7c/kKKK5sX/DNcP8DOl8OIouY8ADZcfLx06f41H43kaTxdqAOAI2WNQOyhRiiiuWv/Dfr/mdeG/ir0/yPP21ltK1O+jNhYXsU0oYx3kO8BlHBBBBHU5GcHuDTfts+pXV3e3b+ZcXDeZI+MZY/Tp9KKK6cNvH+uhx4jeRz+tko0DqcHLD+VY7TyetFFdzORbE1jzvJ6k1dkZgwANFFZz3Nqex6H8MpGuNE8Q2chzCFjlA9G5Gf0FU9Chi/wCEnWFo1ZLkssgI9icj06UUVlV+Bm2G/is9N1a0jiOkW6M4iwp27uh9R71oaw5tvh5feVhRNKiMMdi3OPrRRXDh0lCVuz/Utbx9UeM66MWDf9dF/nWdc6/qeo6ZBp13dzTW9u7Sr5kjMSzYzkk8428emT60UUUH7hvivjR//9k=", 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", 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", "info": {"video_id": "95286", "label": "putting a kleenex box behind a candy bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1b1c41ee4d54c79b2241b2fe0ed9e74f95b409878e74fea7f47f8cae99f24388"} +{"episode": 80005, "episode_seed": 3556597078, "split": "train", "timestamp": "2025-10-13T03:40:59.523260", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3556597078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting wardrobe with 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9243", "label": "hitting wardrobe with wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9243", "label": "hitting wardrobe with wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "9243", "label": "hitting wardrobe with wallet", "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": "73c4fdc96bac1f260faa767c3694a2a1038a1db3ec1965e1916e6d33a2909c9b"} +{"episode": 80006, "episode_seed": 1900096261, "split": "train", "timestamp": "2025-10-13T03:41:02.897411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1900096261, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wire cutters, a roll of tape and a wrench on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153820", "label": "putting wire cutters, a roll of tape and a wrench on the table", "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": "153820", "label": "putting wire cutters, a roll of tape and a wrench on the table", "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": "84f1b6c9c3f02c38c3c2e1254f995fa5e4a13f1f0fab4c6aa05b0db392d86b92"} +{"episode": 80007, "episode_seed": 1702696476, "split": "train", "timestamp": "2025-10-13T03:41:05.316132", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1702696476, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing glass from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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kIGIijUY6kgE067h0i60RXuXdY72W5uIRkgvKFREHTpndx6VqkIs2FoIdR0VZpT5dvBC6KT9+RUeVmP0VwfqaiskvjprpbIsWpC4t4Wl6jIR33cf3UZfyrUlhWLXtQDctFbzmAc4jRIBE30y2PyqobC9uNENlJOImju5IJ589Yo7cKX+b1yPzqrE3MyaFmuBGeWjtbZd3qfLB/rS6Pp015rUFpEAS0qtt/vAdRWnNCqXt0uMbLe1/9ErTNGtru5v55LQtvhVpFMZw6gdSP1rB7mi2KmsJDDi0AQvDIwJAxyOMe9c65UDDEk5x0rpbvTxP5T293BKszl3DZUqSeSR+uRWHeW7W0zQyAFlOcqcg+9SwEW1WCyh0y2BUXKPJubrmRgqL9dv6E1pwhP7UuJbdd/lwFozn7uwmKJR9Sd35VDbzfar57/jZbGaWFPwWOMn8en0qW0jeLTPJhZkAuRD5xxny4mLySc/7RH5CrQixbWMFtbfZb6cTfap9jSYBU+VD0HsHP6Vfi0a6muNGgjmKWtultBOuTmV5G3kEfTk1SOn2dzHaaK5xcQQW5jGMktJJub8cEZ/GtuCO9PiifUZJNunR/aJoI89fLj2bvzwBWsSWQI8lzaapqsSlnNtNHFEOdztcbc/8C6fhUt1dRWulJc2kQlnnnu54BjcN+FDH2wN9TWcb2mmT3lsgc3Eth5aMuAoC7jkfgWNJqMMFvpNn9iAkYQTtbjOflkm2s3vhM/nWi1EyJ7XyJpYosFYjsWrGkabJc3UnmP5UMcJlc7cjGcAY796lv4mh1a/X+7cOAR+Bqss8yRXCI5AlXa47EA5xXKaFS6u7adHT7BAjeYFbyyeWXjdzWNcKPmGzZjsKvGVDuRY33huctwBVe4wQxyPc1IyoltIdIv2d1ijnt2ER3YJK5LfzFZj28lkiWs0hd/LR3z1BYZA+oq/c2t1/wlkelGVhYx/vDjoUYK7Z9RkCo5dIvLnXmu5D5gu4hOkcfUKThQR7KKTQIsLeRRQxSxpIk8eFYDlSMAE+xrZiKtbgk71ByB25qlqECNZCR5kjeL5DCVw59PrUuhW015AxRS7JnI9aEx2L0KsUMmMDoAa2dOXSb3xLFOcNqNldyu2evlJAMH3GQPoTWdCWlVVI2qvAHue9XYdO03ToL7WLOYyyPo87TMHyu9n2jHoeox7VvSV7kTKGjLeahpV/JqXyW0tpb20K7sYjkmwT7E4NPlt54dMsdNuw3n3d7eW24sGMYCbFbPfaoq3uvPEXh/UtsZga5vYLe3V4sERxoZFBHfP65qrfSyXfh/TILolb6/sL2UMY8BJN+4k+nCkcVs1/XyMkzP1FBbXOjs6742sbK1Uf3XZ9278lI9eaiS81GTxndWjxH+zori7KP5fVyjEjd3rR1eSGHW4LO4H7sW2niDK5/fAqeD2Owmqyaz5/jRtEEWBFeXchk7klW4A/GspFo52106+tdD1C2eZjutLWa0cnbtBkzx6YZjUU1vb20zXMAJkv7p0hUcZVR1/76qbSheizv7G5YfJpRkt2HOVL7xkn0/Srtvp8Woay6Rs2zTbcwpt7Ntyx/PisZouJTWRUlFsrOSBlxjjPStS3ldxtwdx4JPAzTYY7lU+xHY2H3YYAEtjnk9OlWo4Xhn/foUdc4XvULYpkkcaxKTIxd3baoHoOp+lXrvUrDT7e1t7yHzVuLe7UrjPzttVcj8MVUiRlxkFm6ew74q5Z/wBk6ldSadOqPfCe2S2DdR8+5yp/E5HtW9JakS2LVzp17P4vs7VG8vTbWWzt3GMeY6ruxn25Jqp5KqNU1aJ0aKbTrp2VGJPmmUqcj1xtH4Vo6fqF7e+Lp5QpTTre5vZw24YkkRMD34GPzrNhtbrw/outyXLSywx29q8KkgZEkgdgPTJzW1v6/AgrzWqz6NdzhlDXN9bXUozkAiLzGQH8Mc+tZOrXmpyaNps2lxMPtVlPJOAobZG0hY89vTNb90jadp5ljEjq+uNcyhV+YRCMM4x3wGI96xNa1s6ZoumGzhV1u9OkjUMOFUyE5wPb8qzaGh91Y3H/AAl8WoxSN9nF3bRTx9B/qxtPvyawlsbjSoLrVbifdABL5S9SrBiiD/x5jj2rY1eO8tvFCXURzaSTWccwAJIIVWB9APesjULs2WrXcGoxvNZNdSi3j25DOCSB9Nz5/Cs2UI728WmR3FjC0VpcSmRkAwxQL5aD6sxP61pWyLBq6eWuI9PVo5H4wfJiUqv03kn64qKK3RdbtrOUfuLYRhFHQ+QC8jf99HH4mnWcL3lhfSb/AC4rqKJQ4HeX55Xx67Ux+FNCJrWS00XTzc2sTyxpewx3D7MmTygzyvweRlsZ9hWqNP02d9GtZ9q3Cx24tYAejSyl2OPZRWZLeR2tpp0MFjutb2CY+WY+FM7bY89gcKD+BrqV02yHjW3vXkLXcM5jjjzgLFBCctj/AHuK1iSyjBH9tOvRyZWeWKbbIcfLDPOqpg/gxx71WvIrifQILaXdFG895HcMBj93HGqAnPTJVPzq7pUC6t4evLaTMVzNHbWc7FMEZlZlHv8AJt/OmalMdS0OwWdBB9vjv3kGcFArBgBnvlAPxrS2pNxl6gXW7wEfdECn/vylS6NqCaJd3b+SGEkTKMcHODj8Of0FSamgGv6ipXH+pH/kJazZhkdt2Mc1yy3No7GdNj7VDFEpfKnAz3z/APWrO1CIxSsjlC4wTtOeoqS4t1nvolhco5xznoc1EdLuLe9ntgDM6gOoQZ3/AErNjH3sHkadqEpIHn3AZxngRQquVB/3iFq/LbT38sGnYCBoIpJvlz880wbaPTjGfYVXZTDqtroLZIazS1JK5BldgznPqAc/lWtZ3X2nxAt0iyCztpLmVmLfK5jUKoxnsAPzrVEF+wsdPudfg1dWDTwz3TOAeixrhc/Tj86h0CS7v9Ovp71dlv8AZI7eEZ42yy4Zvxwarafpb6HDrN1c3AYy2UZzj7hlb5gf1rUlnOteHNQeyijjjnvEghH8JjhUtn8cfrWiEWIYJNLs7WylAH2jV5oMGTOyIRlBg+yniob+L7JaaO0XKiygtApH8MshJOfXC/rUs1215oOnw3DhLrUbC8nBCfKrFg2SO3CkVZ1CT7JrNvZur+S9pY20fGV83cr8+h25rREshvo5P7Z1d2+4bx9pPfhQf1zWdcq0eSowNpGfSrdzeSXPiDWLZoW8qC6kIkGeSW6E1UuIBxL5hOeDk8fSuaWjNVsZAs7l7W5YSqJI3GAB1FSnTzebbRSw+0fJleqgjk/gOa6XRtKt5vDWp3hTBidACW55POax9T2WOhS3iIHlt7hUYHj5XQrjP/AgahIGZGpGZxB5Ck3F/p8cSv2TGVc/kBXpPwx0CBNTaW7BluBABvl5Ygdq5TRdNI0iwjuyBNYmS3facg4bI5+hFbX9vPobx3RYjacb19PespyfObU4+7c2vif4ZskMN9axRpIATIo4yPXFcLplpLY2i3CMUlXk88MPQiui1K/ufE92t55ri0CAAZ++R3+lUr+RYLFywA2jknsPWo5m3ZGiikrsqxSIwYujq1xgKTx9f14q3a+HYdEstZ06acSx3N9a2rORtypIdgfwJqpf289x4fnnijle/wDtMdtCEHO7G8lf+AgVY8i61Dwvo9pqLhri41WW4vHmkAPlx/KxLewFelSVlf8ArucU3di3XiN7PRLPW7a32rLq7yRxE7v3aRhMZ+g69qr6+ol0iyeDP25NJWWIK3zKruTKfcbTzWvaz6Xa6XpEVz5EVrLaX80cbn5W3t8q/lVHxLF9hghvF5aPTLewEfQfvQct+GOlW7XsSRa5DDdeILm0KyLJZT2FwpUjafupg/nUaCwi8UJCqqL6fVrh37koEYD6dR9am8R6U03iZtRhJ3Q6haxzfPgFNqY+Xv8ANVGPQ3Hj1tadiobVzCgDdRsbOfTkDHNYy2KRgaLqr6nP/Z0kZE9rZXUIYDAK5G38eDVXSrfUPDN9qTOY55bqDyiRnAkYbjj3ANdHpkVjNqGm3FuB9pX7VZT4z2DMAR/WsmRre10uzXUrlvtcdub4gn5pJpDhR/3yD+YrORSEN3GbRLidHeaSUGSXnCRFeSx7DcR+daZHnwLLcTP533UGMqB7n8qz1t3uLOS1+aKKVgJSRzt3AkH8q37FZdT1l7eEIsEoygzgL7H6AdvSoS0KuKYJIbeKSN42eQeWY1HzD147Z6Vf0PSLOLUdL1ohluT9qnlUMCAkYIXjsc1D4ckdJBfriW2htbiZ3dTncnAwPqRzUOi6PfaDZa/LeFftEunKqBSTsaV8D8eK6KcWtyJO5JpGpLc2l59nERjstHkdmjXl5psbs++eKSw1B5/Dk0mtxgmO/trSVXXJZUHRh9TzVi3ez0zQdXVXEkVlHa2EsixkbmEhZ8A8nrV7UJLDXNLluUc/ZbjUnmU425EUORkfUVcmv6+8lGLCj2Ok6NZX6B2uNSuref8AefdDAoTu9hVS7l0/StGsHugpC6RLFbnOW3M+3jnng8+1Xxbr4g8OaStz5Sz3v22WMtkKJWORjv6+9Z+oeH/7W0vR0kbEdpo8kjYJyT2x+PrUS/r8RozfEOqTWGuNZFC1vdQ2Z46K4KkEn6A8VHeNa3XimfTrqFS9reG5Rzk4jxvf/wBBUfjWprklg63VpcBTP/Z9rdwbjjDIpGQfXmqfiT7PZXus3RXdcs0UKqvDMsqpx+St+tZMozNIzqEU80pP2l4zbEHgoZ5un127j+IqaK38vRLEXbFIBPNLMrttPloPJjTjqSePzpmqRvZaXLdQYcnU5L1/MbGUiKoBx/tHA+laL28t7eW2m79scNvZ+bhc7pXk3kZ7feJP0qkSzUtbu2h8RQ+G3g3SM1iqPjIXYAzfTv8AnUljp0seo6pr08jk3FrfzRDdkLHwoPsSSfyqWxfTLnxAuqReU99Fc3kkpU/MqIhCgj8sVU8MpdXmm6hcXoURz6dbwQIrk5jaXaTjPBODW0SWaDW0Go6HO9kRH9tu7OSQO+7BSHey5HThcVHqrrrPhuzK/upLy0urqNW5wBOJCM/7oxU8lg/h7T4Le3f91Fr0kkjRoWCwKg3ZHJwFJBqDXLWVvD1hdWO9Ht9KyixDgxyTMHBHptq10EyXXTEmsX/ILmSPK55wIkwcenNctdXDXLrDB8rc7ie1dNr+k7Nc1rWWf5Y0ggWMdSzRr1H5Yrk47eWe2jaAnzGPQd64qr5WdFON0UYrS5hvfPhCysAV5HAJ7/UGuzm8N69p9hFrWyGSMRZkXuFJ/lzUEFlJaxBmjO5R0I616Zq2oJceAgxKDdaKmD/Fmufn0ZtyWaPGrS5ivpYdYTf5kK3Vxg9N2dq/0GfaiBZYtK1i2tImYwAWMOMlnkchpD+f8qzrbS57LQNTgi8zzJ7z7PHvONsafOx/Lmt19YsdJisL5wzW095JMmwcuFTap/Pmus5QsI7rU/DMceozMkt7eLHI7j7sUKknP5GtmPW7PRrPSrsIotZry6lQKMBVxtUgd/8A69ZOoSXTxaPZwSLHJc2tzcyM4ztDgkn8s1pXOiwXmhWsFxkGy0lJVx1Du2envitF5iJtdiZLO2ljLi4gsreJSvYSlvMyMdMflmta/S3vfEdzblHEtjqFnIpH3SCFT/Gs7VUa21+5kfIjlht9Pj95MoxHtxU99YzHxxDfQtKYpdXEc4H3fkC7c+/Jqk/6+4lks5hvL19ItnEd9c39zM5XB3Ku4AH9KxwxikMiiJguV+cZDf55rV0XRnTxmmsyFl8/Up0jG4YZdr5J/EEVR1G8tLzTNLS3ZBIDLBLjg7kOf5GsprqXFmXFdXMS3VoreXHcN5hVemAcj8smpTf2Gt6Xq6xB2to/shcP8pba2GPtxU9vYG8kaJDhjG3OOnykmuY8PaSsurT6SNVuLeK9spMlEDeYypvC46Adefb3qI6ajfY6fQ75rq61eKQIGivWACdMbQB/6DV66sBcKY3/ANW3UVynw/3sku/gmGIkcf7XP5V6IkQdRxXJVfvs7aS9xEdnABEsYACqMACsLxFaveWs9vEVUyOFO44ARQXY/ktdbbwbRXLas+dY8iSPdA0Fx5hBIKjZyRjvgY/Gih8aFW+AdN4ni0zSdK1RYDm4nubuGFv720RoDjtj0qDVZpX0vSLJVXz7nSbiZizECPed5J/AEU++0i1NvCl1tMel6OqrE3RpZAxH4jANL4sK2N08wTfNBZwadGCeF81H3H6gY9Oteomv6/rzOAZ4j8Pz6hY6WkLpHHpmkJLIGByd3OBj6VN4ktZLjW9RMsbG0t7O3Cc4UTArt7/ewT+dM8X67PYeIpdGgjQi6htbd3bqFGcge/NN8WSve+ILrT4YJGaC/triWQY2qm1U+ucn3qeZtr+uwrWK2vXdzafES5jWLda3VxbQl2zgFSjcY789/WqtxqV43xIg04KRaQ6uzM4zhmbkA9gRg4rd1aWzuNV1OCXYbyDU7eaMEfMoOxSR+orJ8TzQ6dHf3cLGHUptaXZIM5YJjHPTgNUNq39eRRh6Zo13Y+N7O/4NpcahcQ5XojZcbSPfrUsmiRatr9rqs0x8ue8EcEIAwIYs7ifwXt60zWJo7TSbW807WNQkA1gorXESxrNJtLSSRY5wpO05/vD3Ap+HZ9UNhqVzcGVntbQWlpEVx+8l4GB6kd/epWo7WNy2iluNSuLmQmK3ewk1CcsMhssdgHpxtHFaGky2XkG/sX3vDprPIc9JpDsC47YwfzrP0iI3/hF7eMPDJcvDpSluSuDukPXnkn8qZb2cvh3wjdwiZPPn1VIBIOmEIOfzH4U1bcDStZl0nw54ghR/NgsQlhGxABk3Sbnzj1PH4Cnf2xeT+EdS1e4C/aLrUYYolZRgKh3BfcDpWg8dhPZxfaCv2O61Ga7mZOAY4VxnI9SAfxou5optBtLllV0lnvNRAK8EKrbCePUrWidtf6/rQmw6LQvtGg3Glm4P+na0yvKFGTtGWOM46g1E+mCHRtFso5UNtb6jPPI8rAAxRthifwqhqGsX+n+CtAvIJT9tuZ552cDJLNuBIH41NPcXX9geHLSPbJc6lazxFpXKgGQ5LZFEm/6+Y1Yq641xH4f0C808J/oxuLoHAKhd/XHTHI4rP8T3N8ujaJBZLl7rSiHCjB2qwc7fy/Kt+3v7XSLPw1HeMohl0+WIk8qCxU8+3H05pjXNnZ6fY3F2iMkOikocAlcttyPwNTJ/194L+vwOb8XaFNqZS8t2UtaaTbyshGNy4bJB9sdKZ4rRZdVuQQjM+lx3EaOcbnVSAfwBJ/CnWd8l74ug0rUNSubW0vLKO1EscsUaxrtH3jIMbQCcDqTgd6zryO8bxlBpkxuHc/6CFuQBJHGG5zt+XO1cHBI54rNsosy3S2+oW3h84JfTobbBXJMjuGP6En8K1raYXXidLyMk2ltcXcsnYbo1AUe+FA/OobZLS/1y01kSRs0V1eTuqgEhY1wuT7YXj3qpaS/2fpetx8EWllkuerTXG0sPw6CqQmX9N0f+xINZvHnDvPpavyMbGmbGKvz3EuoaFr62ESEfarfTrVIOMqhLAj69ax7FtS1bwVqAuC0l7e3cFpF5mE+VRkDtxjNdJaXumaPZW9yTGlh/bfDQjKkRxbQRjrkitU9L/wBdCBLa9mu9B0KG+L+dqcl5FLJgAoWGC2D6AdKg1i+bS4dKfZNJbHQFt38snbufIUt2xkZ/CrGsXMQ8N2l6j4uBaXNzasDhg7zDlR67SePTNSamLWazi024Rnd9Cimi2/3oiW5/OmmKxkeONUvbPxRLFAjG0ie2uZioPXaqjd7ZA/GtX4dWA1CZpZVGByOO/WofFqRXN/qOnRxA3t49sgkwNyoqByPXHH512PhPSxpNtGoGOK4sRJaI68PHdmhqejqkbjaB715/qt9dQrHpc0oNqG+U/wBK77x/f3Fr4Xe5tJnhl82Nd6dcE8ivKvFWl63p+j6be315cma7MheNkx5ONpUE4+8Q2cf/AF651FvVG7kk7MrXDs/h5pSfnNrdyk/7RcKT+XFVL/T4b2PS7aUuIoNKEqKpx8xBJz+IoorvW5ws1/EU/wBia5kjjjMiWltbRswyUSRW3Y9zT/EOoXVr4zhsYZSttNDbo6eqgjj9aKKpf1+AmamsytL4stYGxsGrhunU7UFX9OuJZ/FOoQSOTFHrUTIvoSDn+Qoop9BPcktbuYeKtAtd/wC5a4u5Cv8AtB5AD+VcR4Ut473x39mnG6M+ecZ6EbsYooo6f15gzrtEGdUsXBKiWSaN1HQgR8V5Tp2sXdj4rFxE6loPNjQOMjBUp0+hoorLoaHQ+ARsmuMd4YQfw3CvTLTkUUVw1fjZ20v4aNmFF29K8+8ZIBcRFSylrhIiVOMq3UfjRRVUP4iFW/hszvFV7K3jU6cQnkPeW7HjnhQAM+nJ/OtTxB/pfjDWLOYBoop7SZOMEMWROv8Auk0UV6K6f12OB/1+Je1uzgfxPq93JGsksdxaRIWGdg3pyPQ80l/ap/bWv3uWMrXdvERxjAkjI7ZzRRUrp/XYH/X4nJ+Izj4rcdDex8dui1i+N5X/AOE4uodzGMXocLk4BIGeKKKT2/ryDqM8SeITrc9oJdL0+3kt7hIYpbdZFKxr0QAuVAyxJwOTz6129nGst7Huz++1eXf/ANs4yEH4YooqEWzLluZNB0bw59j2/wDH7Mx3jOTuK8/ga09QPm+FrIuoYyWV3dHIz+8ZgM8/7xxRRVf1+ZJneIpJbfRvD1vBK8UZ01mYIcbtxGQfY1tld03g61yRD9hkLKD975c4PqM9qKKt7f15i/r8jZ06ygmtfDhdf+PfT3njxxh/l5/U1Fb2kMw0OWVSz2umGeL5iMPuUZ4+tFFKXX+u41/X4HHeNVD6N4ZQ9DZE/wAqqeMxvsvDiZIB07k9+g/woopS/r8RIzZtUWwvpIpNN0++he1jl8u8g8wK6KNpByCPvHIzg9wafpeoXGpa8mq3bCS9ks57hpcY+cr6DgDnpRRUdSzP8LTSDQ/EUhckwWBMYPRS5+Y/jgV22mwIbdS48xp7rTxKzYy/ybufXmiirRBoSDzUJPH/ABNro/KMfdhYD8sVzOpIF+HHh2McBruQH6kkZooq+n9eYupusczeEV7DSZ8e37tv8KyfHRIvNGwSNumWy8HGQ2c0UVS3E9v68jYucf8AC7LUYGGsUz/3xXp1uAHGPSiivOxHxHbQ+EyvH3/IoSf9d4v5mvJ9S1m/vbKGwubqWWCB2kUPIzElsdcnnGOPTJ9aKKUNip7n/9k=", 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", 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", "info": {"video_id": "136475", "label": "pushing glass from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136475", "label": "pushing glass from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "136475", "label": "pushing glass from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ffe8485ef1c542a1e6532c91d8f7db7ba6ca8d2509588318483b1dbefa92940e"} +{"episode": 80008, "episode_seed": 2155606714, "split": "train", "timestamp": "2025-10-13T03:41:06.663961", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2155606714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a mobile phone out of a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "45274", "label": "taking a mobile phone out of a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c6a09b35da8518b9ecd496584c4e8248534e8597175fadb3e5c23f56d1b7c4f3"} +{"episode": 80009, "episode_seed": 1434761845, "split": "train", "timestamp": "2025-10-13T03:41:08.011527", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1434761845, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a stainless watch on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "20702", "label": "putting a stainless watch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "20702", "label": "putting a stainless watch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "20702", "label": "putting a stainless watch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f14ecd9398dcc027d589111ca98d2475843a249a0ccae469e129f92f724de2f9"} +{"episode": 80010, "episode_seed": 2176901716, "split": "train", "timestamp": "2025-10-13T03:41:11.326567", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2176901716, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling watch up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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umzToWxbW2flb/H3Peu2uLu2tcJLIsYPAzwKc3l6NpyQMsaJCAvyEEYx+n0ri/Fjm+ht7i2fdGDk4PatXqrmXLZ6nf2pSRA6MGU8gjvVwj93XCeAdTAkm0+aXljviDH8wK75x8lRurimrOxto3FEp4piNTm5FdSEzmrvSYl1d9RH+tljETD2ByK5TxhYLa2TXmdhXofrxXS63eLpeqx3tw5WzdPJlOMhDnKtj8SD9a5DxFfP4t1q20nTnV7KMs0soBw5HcH+6Bn8awqRV2bU5NWfQ5C48O/8AEqttRVigaIA8ZBP0/wA9au3fiZ9YtxAbZI2tR98E/P0AJHboK6qbax/sqJhGrz4UYzxkDHtxXncoSHUdQWNgyq5UMvQ8nmsk7ps1ikpJHY+MdSjuTEsRfaiK/wA/YkA16tpk4udNtpgfvwo35gV89T3BktlIPIABr2XwbqaT2FpaMw3i2QgZ9AKqMtSK8fdVjr0GRU6cCo0XipwPkrRnKjz34maPb6r/AGcLjPyeZtI7E7f8K8p1Tw8unAPE4xnKn0PofrXsnj5/LWxP+/8A+y1wF+qX+nSx/wAeMgVcVGUbdQ5nF36HN2UwcYPBrQVuMVg25aOUhs5BraifdisDvpy0K19bm4QKvD5wD6Zr3LTIktdLsLdBxFbqvPX8ew6dPavGHTPNep+GdZ/tbS4zI2Z4VEcg+nQ/jTp/EhV1aLZvseaQ9KTPFGcg10s8+4gGTUiDmmKOamRayaHcSYfJSKflxUjjKmq6txVUwKer3sWn6bcXU3+riQsR647V5p4r8Qahq/h7SvsMluyFHE9uqAMG3dS3v9e1d/4m099X0O6skYK8i/KT0BByP5Vw0miolgsEYxsTGfelUlZmkLWOMGk3JFvcSWxhllTdhlwSOeR7cH8K39B8VXVhG1tJELiBxyCcEe4NRXV6jC4tWnPyQJg91CoFwPTPA/OueguEjuA8bbo36EfyrmfvanXB8jsb9xqt0CTESpJzz6V2/hu4F1pokHB7j0NcEwWSMMO4rpfBl4Emms2ON43p9R1qIRjGWhrXvKNz0KymymxjyOlaScisK3fbICK3IDuUGumLvoebJFhOhrPveHT8a0wMAVm6n8rRH1zVR3JW5XPIFYmva/Foq2xcKzTTKu1umO5/L+dbG7ArlPFOiHVLuxuWI8q3Y71PcHp+orSTaV0UrXVzE/4SPW7fx40apHeafNciPFtHkbW4BUD0z6c4NbPi7w/BeQS3aou/A3cZz2zWJcw/2bfQ3yytEYiSsinBU4OCD9a6z7T9p8OiTzGBEe0ugyQRxn3rHmvGSNeX3ovuzx7UITqmspZQN8zERFyu0cdTjtXsuh6Xb6VpkFnAiquACP7x/Duf515lEiyePUCD7q5PqTs6n35r1u3OduTgAAE5wPx9qUVZWBu8kzF8UBrm0vIQSHIO3IA6D2rzK1u7iKB4Ccqxzg9jXo2rPmRyuMFmPAx3rz4qv2qZfRzilPSKaLp2lNpjraR7O7gulJDROr5Hsa9pWRJ7dJUIKuoYEehrxqQAp7V6d4Tn+0eHbcE5MY2H8KwpSu7FYqNkmdbGeKmA+WoY+lWQPlr0EczMXW9LTUNPngdc714+tclp9oumQ+VDEkWfvbVwT9TXojqCvNcT4mxp0omQZVlJNZ1b25kVSScrGbbwNJqruoKhWG4EckkdR+H8q8ueNIdV1GGIfu45ii/QEivV/C+ox3t5hSuXTjPqP/rV5jeReVr+sKRjbeSr19zXNF2i0dVvfTKK827+8td38Obh5vFCLuJRICn5YrgxxFj/AGs16B8Kbcm/uLjHQAZ+p/8ArVKeoVPhPZoxzU+3IqONe9cLNqWp3Pje+0wa3dWkKtJ5KxKG5VNwX2HB5NdTOA0fGlsJ0tVPUb/6V5pdo1pMf1rotI1W/wBW80393LcbApXec7c5zUOt2PmxGRRyKLWXMik+jPNp3DajcKFxsfH4VpWxyoqvqFqYbxpMfeAz9aktzgCsm9Tqp7WLjNgVpeGtZ/srV0ZziCX5JPb0NZTsCtVmPNTezubtKUbM93QhlBHINOIxXKeB9c+32P2Kd83EAwCf4l7flXXYrrUuZXPMnFxlZiRjPNWkFQotZXi67ubDw489pM8MwlRQ6HnBPIqGJG02OaoqciuM1PUbyDR4b+y1/UZQbj7PmeNUWYhcs0ffaDwc+o+g7GLlRTgMxvFGoz6XpiXcJ4jnjMox1j3YYVDeG0sLK4up3VbeNS5Y+nX862NSskvbJ4JVDxupVge4NeZX2mazq97HZ315GtpbNsAfgMoGM4HVsd6ctHcas9GcX5cy3l1euABNGWx6bhkj64IqPSYJJtJuWVN22QEN6cV1niKxhtrF47YHyooyoY9WPJJP41n+A2gOm38cwJ3nHHpwf6VzvRM6Iu8tCGwnE0Gw/eFXLa4ksr2K4j4eNtw9/as2SBtO1RouQOo+hrSdRJGGFZzVjqpy5o2PUtOuY7y3huIjlJFyPb2rpLM/LivLfBerCC6/s+dsJKcxk9m9Pxr1KzGBVU3c4qseV2LpHasnV2wYfx/pXONqt1P45utLuNYvLS2abZG0UsaLHwCSS4xjGeOpNQ6dd382p6ja31xcyfZpdiLc43pyeuOM8DOOK3RibeeKwLy+lXxJFp8jf6Nc2zFBjpIpz/Kt4DIrC8SWE8tr9otHMd1AfMikHVWH/wBbIq3qhp6mD4zkg+yQ6arqLi6bv/Ag5LH24q5oCTnwmbSdmSbydx9Qev8AhWRo/h+Sa9bUdWuvPcAER8kk+hPp7V0UeY2cnuDmsb66mrtbQ4TRT9o8bXcnXbkfqBXrttCZApRm8yPJAX1K459Rz0ryLwKv2jXbyU+v82Jr1aHUl0293zRyNbyRZZ0UtsIOOcdjkc0p/CyqfxI57UVdRtdt7qPmb1PeuBZGi1SVW5AbP1FegTO10ZpmUqJJGYL6D0ri9Xt2t/MlP3g3HuKKr/dIKdvas3xZ6ZKyx7lQyoHQk/pXR+FITY28luWDLuLKfUGvK5rljphdXKyhh8w6gV089l4i8L6LpV3dX92kt8ZDJAUwLcAIUDHH3mDZx2+oNcNKjUjPmT0OjETjKHL1PYougq0vSiivWRxjH71x/jRFbSZCRyMiiilP4WEPiR5loc0lpd3FxC5V7YeZH6ZyBz68E1kzTPc6hqE8mN8l3KzYHfdRRXEup29imelepfClFGlzPj5jPg/go/xoopE1fhPWoh8teR+IL6bTfG+oXdvt82Odtu4ZHK7T+hNFFdZwIi8MDBuR2GwfzroJkVoWyM8UUVotgZwPiCJF5A7ViQdKKK5Trplg1E3U0UVMjpiaHh67mtNbtZIWwxkCn3BPNe3j7ooorahszjxXxIkQVheOuPC0n/XeP+Zooq3ucyOB1bX21eKCOTTrGAwqqRvArqVQdFALEAc56da9Ng+4PpRRVRGTkApXK6vEi3zkDqATRRUVtiobnMa5EraTdEj/AJZN/I1g+AYIm8PXcpQeZ9qRN+OQpXkUUVktjXqJ4sjVLy2dRhiCCaZaEtDzRRUz3OjDfCNJMc25CVZTkEdjXuPh+d7rSLS4lwZJIlZiPWiiopbkYnocBruqnTvFGrIbKyu45LjcUuot4BUcEEEEdemcHuDU/hu7nv73Ubu5ffPO6ySNjGSc0UV1o4zrIx8opZUV4yGGQRRRViOeEaq5AHFMuwFtJWHUIx/SiiuRbm72OH+GahnvXP3ty/yNeq2/z21yjfdEWceuSRg0UVo/gYQ+MxbtVAwAAMdqwdRt4py6SLlRj+tFFVV+Eyp/Ezgbj5IJFXgCQAfnViTxHqt/b2em3d7NNb28ryKJJGYkvjOSTzjbx6ZPrRRWETpnsf/Z", 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", "info": {"video_id": "85313", "label": "piling watch up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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f4/sWg8O2F0JVeO7uGkTB+78p4rf/ALPutS8YeH9ZIX+z7e2McefvFymcn6/0rlpUm8bXN6IrrbDDO06B/uoH7Ae5z+XvW94X1O4nxZ4JisyGLE+owB/n1ope6khzSkmz0JGDjI6UpArn/DWsLqLX8OcmCbbn2I//AF10HWui91c5JLldmIi81KwwtEa0+RfkqGIwkNI7BQSeKYjcUy4/eRMnqpFdCEzidb8U3F9od8NLkt0mhulVQwBeRPY9uQTx7Vo+GLy68SeF5I9XtmSZHMRYpgScAhh2zzzisO38Of2faSW7kNLvJZh3Hb9K0PC14ba5XTvOYou4eWTwrMc5A9wBWMZ+9Zmsorluuhy/iPTo9Ee7XgeaAihU+9nkHPbvUvw60CO5un1W4UPt+WIHtjqa2PHhUWl1uZj8i7VI+UHI5B9f8KseAF8vQIz/AHlJ/MmoitX6jm9F6HYTMVspGHRmCkgfoc/09RXl3ixZotajuYnIDAMpHZhXpOoMBZoMjdu6Hkjj8h1+vNee+IzmONjzh6q14tjvaUUY0k0t4/mOOcdq7j4d3f7q8sXblSJUHseDXGRBQOO9bPhScW3iSE5wHBQ/jXKp+/qdNSC9nodB440e31b7GJ8/Jv2kdicf4V51qnh5dOAeJxjOVPofQ/WvVPFb+WtsR33f0rkL9Uv9Olj/AI8ZArujGMo26nnqTi79Dm7KYOMHg1oK3GKwbctHKQ2cg1tRPuxWB305aFa+tzcIFXh84B9M17lpkSWul2Fug4it1Xnr+PYdOntXjDpnmvU/DOs/2tpcZkbM8KiOQfTofxp0/iQq6tFs32PNIelJnijOQa6WefcQDJqRBzTFHNTItZNDuJMPkpFPy4qRxlTVdW4qqYFPV72LT9NuLqb/AFcSFiPXHavNPFfiDUNX8PaV9hkt2Qo4nt1QBg27qW9/r2rv/E2nvq+h3VkjBXkX5SegIOR/KuGk0VEsFgjGNiYz70qkrM0haxxg0m5It7iS2MMsqbsMuCRzyPbg/hW/oPiq6sI2tpIhcQOOQTgj3BqK6vUYXFq05+SBMHuoVAuB6Z4H51z0FwkdwHjbdG/Qj+Vcz97U64PkdjfuNVugSYiVJOefSu38N3AutNEg4PcehrgmCyRhh3FdL4MvAk01mxxvG9PqOtRCMYy0Na95RuehWU2U2MeR0rSTkVhW77ZARW5Adyg10xd9DzZIsJ0NMX5ZDUwGAKjcbW+tVHcS3JQeKy9XsY9SsJrOU4SYFWPpWkDVHU4/NspoiSBIhUkdRkYrYo559LRrIQBeEUIPwGK81vNKW98RSaZ94LE4A9CcGu5fxZa6fpUiXEgOpw4jeAg5d8fe/wB04BP1rndFsLm2sv7Zvubq6lD56HHOf1PH0rkkklfsdEW3dPqc9Yai/g25uF8oXXmAIyPkEYyc59en51v+HNUS3i1aR96lokkTb6kkYPtyKy/F6JPpg1AyqxlnKouMYG3Jx64z196xEuPLnKk4BQD+VJX5UzSNrtHoPw5uv+J5qcJP341k/EHH9a9OXqK8O8FX5tNfuZWOB5J5J9xXttlMt1bRTIcq6gg1dN3Vjnrr3rltBzUjDKmkjXmnsOTTZickjZqDUXlSwuDA22by22H0bBx+tSxc06SLzImHtWyEYOn3ceo6Pb6jMwUyQhpSeAGHDZ/KuN0qR7rxZ/atsf8ARXL4HfavyqT9ecfSrmtaNqbXkmn2955NhITIEJO1WJBPA7EjOK2bTSrfTLRILc7yOXkxjcfb2FYT0NotWMb4ivstN+8lZ9mF9MZrd8FxiPRrcNgARp1rkviJKTa6dH6lv0//AF122hwmPRgi8N5Yx9QP/rU+uhK21NLVIJIYIsSMYcOQG7sTnP8APj3rz7xLGxtgy/wNkj2rutU1hb+zs7dIJY5sq8qupG0YyB759a5fWbZpYht7Hke1TTf7tmlVfvUZOhx28sEy3AG9V3qSew61swafbNd217ZSA7WDFR19644ym3v2hz8gP5ir2gQvqPiprH+1Z7FCsjReSm4syoWC+gHB5Pp7158qM5y5oux2OpFQsz0vWohd20GecBv6VxF2jWkx/WtHwhql5qttK13cSTbVQqGOcZznFW9bsfNiMijkV6cU+VSW55vWx5tO4bUbhQuNj4/CtK2OVFV9QtTDeNJj7wGfrUlucAVm3qdVPaxcZsCtLw1rP9laujOcQS/JJ7ehrKdgVqsx5qb2dzdpSjZnu6EMoI5BpxGK5TwPrn2+x+xTvm4gGAT/ABL2/KuuxXWpcyueZOLjKzEjGeatIKhRayvF13c2Hhx57SZ4ZhKih0POCeRUMSNpsc1RU5FcZqeo3kGjw39lr+oyg3H2fM8aosxC5Zo++0Hg59R9B2MXKinAZjeKNRn0vTEu4TxHPGZRjrHuwwqG8NpYWVxdTuq28alyx9Ov51salZJe2TwSqHjdSrA9wa8yvtM1nV72OzvryNbS2bYA/AZQMZwOrY705aO41Z6M4vy5lvLq9cACaMtj03DJH1wRUekwSTaTcsqbtsgIb04rrPEVjDbWLx2wPlRRlQx6seSSfxrP8BtAdNv45gTvOOPTg/0rneiZ0Rd5aENhOJoNh+8KuW1xJZXsVxHw8bbh7+1ZskDadqjRcgdR9DWk6iSMMKzmrHVTlzRsepadcx3lvDcRHKSLke3tXSWZ+XFeW+C9WEF1/Z87YSU5jJ7N6fjXqVmMCqpu5xVY8rsXSO1QTH5lrjW1W6n8c3Wl3GsXlpbNNsjaKWNFj4BJJcYxjPHUmrXhq7v5tU1a1vri5lNtKERbnG9OW644zwM44rdbmS3OpXk0k0e9SKdGKkI5rZDZwGuaBANZW9aBH3DPzLnBFV9QYy2hV8sAQBgcLzwfoK7bU7ZJ7ZweoBIrza41ZYrpbeQYYjjP1rlrp/eb0Vf5GP47tfJ8P2LyYMyzlAQMfeGT/IVyc3+si93FegfEUC48IaTOoDA3aDIPqGz+tcDOPmi9uazbukbwVmx8M5gmmZWwX+T8MivffB5Y+F7At97ylzXz0imS6RR3bNfSPh+DyNJt4cY2Iox9AKdJ+8Y19jZjHFDrgZrC8Y3l1p3ht7izneCYTRqHTrgk5rktYufFGj6Rp93c6teiW6L74iMCLG0qCcfeIbOP/r1s9TmNqHk1aUCiitEIytVhTcj456VTVQaKK56nxGsPhPPviEP+Jnpcf8J3HH/AhXo9gfJtFKdVXIooq4EvoXdVjUTBsZbyxyevrXOXgAikOOgooqofA/mFT+Icb4htooZY5EXDM5BNYlvqlxpGr/2hbbPPiZtu9cj5lKnj6MaKK5lub/ZOv+HP/Hrdr2Uoo+nNdtMitC2RniiiuuHwnNLc4HxBEi8gdqxIOlFFc51UywaibqaKKmR0xNDw9dzWmt2skLYYyBT7gnmvbx90UUVtQ2Zx4r4kSIKwvHXHhaT/AK7x/wAzRRVvc5kcDq2vtq8UEcmnWMBhVUjeBXUqg6KAWIA5z0616bB9wfSiiqiMnIBSuV1eJFvnIHUAmiiorbFQ3OY1yJW0m6JH/LJv5GsHwDBE3h67lKDzPtSJvxyFK8iiislsa9RPFkapeWzqMMQQTTLQloeaKKme50Yb4RpJjm3ISrKcgjsa9x8PzvdaRaXEuDJJErMR60UVFLcjE9DgNd1U6d4o1ZDZWV3HJcbil1FvAKjggggjr0zg9wa1/BF3Pf32q3dy++eZ0kdsYyTuoorrRyLc7mOpG6UUVoUypdcpXivjFBHrDMvBVgB+dFFY19jSh8TKmu3k66NY6bu3W4uIpgG5IZkYnn0zWHN1WiiubodS3ZLpCCTXbBGGVadAfzFfSGmD9wKKKqn8RhXM3x8MeE5Mf894v5mvMbzWb+8sIbG4uZZYYXaRd7sxJbHXJ5xjj0yfWiitzmR//9k=", 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", 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sL+MwxNbl45SB8zISSrH+83GO3GOK4XBKpzRdrnXf3LNXsZ/j+xaDw7YXQlV47u4aRMH7vynit/8As+61Lxh4f1khf7Pt7Yxx5+8XKZyfr/SuWlSbxtc3oiutsMM7ToH+6gfsB7nP5e9b3hfU7ifFngmKzIYsT6jAH+fWil7qSHNKSbPQkYOMjpSkCuf8Nawuotfw5yYJtufYj/8AXXQda6L3VzkkuV2YiLzUrDC0RrT5F+SoYjCQ0jsFBJ4piNxTLj95EyeqkV0ITOJ1vxTcX2h3w0uS3SaG6VVDAF5E9j25BPHtWj4YvLrxJ4Xkj1e2ZJkcxFimBJwCGHbPPOKw7fw5/Z9pJbuQ0u8lmHcdv0rQ8LXhtrldO85ii7h5ZPCsxzkD3AFYxn71mayiuW66HL+I9Oj0R7teB5oCKFT72eQc9u9S/DrQI7m6fVbhQ+35Yge2OprY8eFRaXW5mPyLtUj5QcjkH1/wqx4AXy9AjP8AeUn8yaiK1fqOb0XodhMxWykYdGYKSB+hz/T1FeXeLFmi1qO5icgMAykdmFek6gwFmgyN27oeSOPyHX681574jOY42POHqrXi2O9pRRjSTS3j+Y45x2ruPh3d/uryxduVIlQex4NcZEFA471s+FJxbeJITnAcFD+Ncqn7+p01IL2eh6tbcSP+FWGOearRfKSfWpWb5cV6FP4Tzjmr3xPFYeKYrBZYYpGgdjNMoZY2IO04PpjP5V5JNFq2rajKL2388FGZpEXIAHOTjoK9C1vQAfEs2pOQyzRgIvdSBg/piuf1CE6X9omEhjMkQUH1+ZTj9BWM5Wdmbwinaxzto9zo0kckbBTnjb0OK6W+8TTanBCz24ilT7zK3D/hjiuc1meGedWWT5pEDonQDvge/Ofxp+nziaPaeoFYSimtTspTs7G5omqTSaokVwcqx+Q+lejwOYpFYdK8kRjBcJKn3lYMK9Rs7lLu0huEPyyKGFFNJbGeITvc6SJ9wBHerCDms6xfIArUjWuhO6OF6MScZjP0rwi58H2p3PC2x+vPTNe9OuUIryF7kLKQw4zVw5dpCvLdHCJEbG5aL+DPT+6e4rYiYFQQar+I7by74TJ9yQZ49ajs5DtxmspLldjsozurl+Q5Ga6T4ZWSw65qF2eiQbUB6c8n8eOnfBrmx8y1t+E9WOkasVdiILlfLfHb0P51Gxu1dXPVkOIwBxgdqAc1GjAj2p2a6zzGxD1pQOBSHk1Io4FQxXJEHy0QHbI/4U4DApFG1z71Edyk9S0DxWXq9jHqVhNZynCTAqx9K0gao6nH5tlNESQJEKkjqMjFblHPPpaNZCALwihB+AxXmt5pS3viKTTPvBYnAHoTg13L+LLXT9KkS4kB1OHEbwEHLvj73+6cAn61zui2FzbWX9s33N1dSh89DjnP6nj6VySSSv2OiLbun1OesNRfwbc3C+ULrzAEZHyCMZOc+vT863/DmqJbxatI+9S0SSJt9SSMH25FZfi9En0wagZVYyzlUXGMDbk49cZ6+9YiXHlzlScAoB/Kkr8qZpG12j0H4c3X/E81OEn78ayfiDj+tenL1FeHeCr82mv3MrHA8k8k+4r22ymW6topkOVdQQaum7qxz1171y2g5qRhlTSRrzT2HJpsxOSRs1BqLypYXBgbbN5bbD6Ng4/WpYuadJF5kTD2rZCMHT7uPUdHt9RmYKZIQ0pPADDhs/lXG6VI914s/tW2P+iuXwO+1flUn684+lXNa0bU2vJNPt7zybCQmQISdqsSCeB2JGcVs2mlW+mWiQW53kcvJjG4+3sKwnobRasY3xFfZab95Kz7ML6YzW74LjEejW4bAAjTrXJfESUm106P1Lfp/wDrrttDhMejBF4byxj6gf8A1qfXQlbamlqkEkMEWJGMOHIDd2Jzn+fHvXn3iWNjbBl/gbJHtXdaprC39nZ26QSxzZV5VdSNoxkD3z61y+s2zSxDb2PI9qmm/wB2zSqv3qMnQ47eWCZbgDeq71JPYda2YNPtmu7a9spAdrBio6+9ccZTb37Q5+QH8xV7QIX1HxU1j/as9ihWRovJTcWZULBfQDg8n0968+VGc5c0XY7HUioWZ7LBJujU+1TMTg1xHw+1W81S3uXu7h5tqxlQx6ZznFdyBmvWpfCrnltWOVtbuS/1TVLO5OXtLgGLj/lmy8fqK434julwYtNtSpniQzyAdRnCqv1Oc4rqvFNvf2MpvtKYRzyr5MpwDlc5B56EHPPvXM2Ph8WdvLeXs6T3rlgu0lsZ/iYnqeTSlpdFxa3OCvQwu7CH+JNqj861Jd1lqbFk2K5ztHaqWsoIPEFqCOAyn/x6ur8UWsV1ax3MAbdCg3Z9AAKxfQ3hK12UXG5dw5FdT4O1LhtPkbnl4s/qP61yGny+ZDtPPpVmOSSzukmiOHRgymsXozqklOJ7LZcYNbkfKZrmdAv49UsIrmLjdwy/3W7irHiy9utP8NPPZzPDMJY1DocHBPIreD0POmrM3m4B+leUapYbQZFHFaWp6pew6NDf2XiDUpQbj7PmdFRZiFyzR99oPBz6j6C3LCJYSp7itFG5CdjzTW5ttiNw3FXA+gNULU4OK6DXdNO2WMjg9K56AFXwRgiok29zppaGqh+WmO//AOuiN/lqOTvWcjriz1LwjrI1TS1Rz+/g+R/f0NdHjivGfD+rvo+qx3AJMR+WRfVa9lglS4gSWJgyMMgjuK6Kc+ZHn16fJLTYUdcVYjWowvIqeMc1UjFDmGFqNj8wrjTqVxceOLrS7nV7y0tmm2RtFLGix9CSS4xjGeOpOKueGLq/l1TVrW9nuZPs0oRFucb15Yc44zwM44qFuWtzq15NJNHvUinRipCOa2Q2cBrmgQDWVvWgR9wz8y5wRVfUGMtoVfLAEAYHC88H6Cu21O2Se2cHqASK82uNWWK6W3kGGI4z9a5a6f3m9FX+Rj+O7XyfD9i8mDMs5QEDH3hk/wAhXJzf6yL3cV6B8RQLjwhpM6gMDdoMg+obP61wM4+aL25rNu6RvBWbHwzmCaZlbBf5PwyK998Hlj4XsC33vKXNfPSKZLpFHds19I+H4PI0m3hxjYijH0Ap0n7xjX2NmMcUOuBmsLxjeXWneG3uLOd4JhNGodOuCTmuS1i58UaPpGn3dzq16JbovviIwIsbSoJx94hs4/8Ar1s9TmNqHk1aUCiitEIytVhTcj456VTVQaKK56nxGsPhPPviEP8AiZ6XH/Cdxx/wIV6PYHybRSnVVyKKKuBL6F3VY1EwbGW8scnr61zl4AIpDjoKKKqHwP5hU/iHG+IbaKGWORFwzOQTWJb6pcaRq/8AaFts8+Jm271yPmUqePoxoormW5v9k7z4UH/Rb9eymNR9Pmr05aKK66fwnNLcpatEj2Uu4ZwMiuRlRemKKKyrfEXT2PO/E0Sf8JdpqYyrMmQe/wA9dzf20IF5GqARgsgUdAB2oopIb2OA04lZSoPAOK1pgDHnvRRWEzvp/CdV8O7qVdXltQ37l495U+o712XjjjwnJ/13j/maKK1o7HFX+M4HVtebV4oI5NPsYDCqpG8CupVB/CAWIA5z0611yDKiiiumJgzH1uFCpOP4TXntwAt2wFFFYVPiZvSJV+7Q3Siipex1xITwa9U+H11LcaK8crblifansKKKdH4jPE/AdeBzU6dKKK3kcB5frmqnTvE+rIbKyu45bjcUuot4BUcEEEEdemcHuDWx4Gu57+/1a7uX3zzskjtjGSd1FFJFR3O6jqRulFFaFMqXXKV4r4xQR6wzLwVYAfnRRWNfY0ofEyprt5OujWOm7t1uLiKYBuSGZGJ59M1hzdVoorm6HUt2S6Qgk12wRhlWnQH8xX0hpg/cCiiqp/EYVzN8fDHhOTH/AD3i/ma8xvNZv7ywhsbi5llhhdpF3uzElsdcnnGOPTJ9aKK3OZH/2Q==", "info": {"video_id": "85313", "label": "piling watch up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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sL+MwxNbl45SB8zISSrH+83GO3GOK4XBKpzRdrnXf3LNXsZ/j+xaDw7YXQlV47u4aRMH7vynit/8As+61Lxh4f1khf7Pt7Yxx5+8XKZyfr/SuWlSbxtc3oiutsMM7ToH+6gfsB7nP5e9b3hfU7ifFngmKzIYsT6jAH+fWil7qSHNKSbPQkYOMjpSkCuf8Nawuotfw5yYJtufYj/8AXXQda6L3VzkkuV2YiLzUrDC0RrT5F+SoYjCQ0jsFBJ4piNxTLj95EyeqkV0ITOJ1vxTcX2h3w0uS3SaG6VVDAF5E9j25BPHtWj4YvLrxJ4Xkj1e2ZJkcxFimBJwCGHbPPOKw7fw5/Z9pJbuQ0u8lmHcdv0rQ8LXhtrldO85ii7h5ZPCsxzkD3AFYxn71mayiuW66HL+I9Oj0R7teB5oCKFT72eQc9u9S/DrQI7m6fVbhQ+35Yge2OprY8eFRaXW5mPyLtUj5QcjkH1/wqx4AXy9AjP8AeUn8yaiK1fqOb0XodhMxWykYdGYKSB+hz/T1FeXeLFmi1qO5icgMAykdmFek6gwFmgyN27oeSOPyHX681574jOY42POHqrXi2O9pRRjSTS3j+Y45x2ruPh3d/uryxduVIlQex4NcZEFA471s+FJxbeJITnAcFD+Ncqn7+p01IL2eh6tbcSP+FWGOearRfKSfWpWb5cV6FP4Tzjmr3xPFYeKYrBZYYpGgdjNMoZY2IO04PpjP5V5JNFq2rajKL2388FGZpEXIAHOTjoK9C1vQAfEs2pOQyzRgIvdSBg/piuf1CE6X9omEhjMkQUH1+ZTj9BWM5Wdmbwinaxzto9zo0kckbBTnjb0OK6W+8TTanBCz24ilT7zK3D/hjiuc1meGedWWT5pEDonQDvge/Ofxp+nziaPaeoFYSimtTspTs7G5omqTSaokVwcqx+Q+lejwOYpFYdK8kRjBcJKn3lYMK9Rs7lLu0huEPyyKGFFNJbGeITvc6SJ9wBHerCDms6xfIArUjWuhO6OF6MScZjP0rwi58H2p3PC2x+vPTNe9OuUIryF7kLKQw4zVw5dpCvLdHCJEbG5aL+DPT+6e4rYiYFQQar+I7by74TJ9yQZ49ajs5DtxmspLldjsozurl+Q5Ga6T4ZWSw65qF2eiQbUB6c8n8eOnfBrmx8y1t+E9WOkasVdiILlfLfHb0P51Gxu1dXPVkOIwBxgdqAc1GjAj2p2a6zzGxD1pQOBSHk1Io4FQxXJEHy0QHbI/4U4DApFG1z71Edyk9S0DxWXq9jHqVhNZynCTAqx9K0gao6nH5tlNESQJEKkjqMjFblHPPpaNZCALwihB+AxXmt5pS3viKTTPvBYnAHoTg13L+LLXT9KkS4kB1OHEbwEHLvj73+6cAn61zui2FzbWX9s33N1dSh89DjnP6nj6VySSSv2OiLbun1OesNRfwbc3C+ULrzAEZHyCMZOc+vT863/DmqJbxatI+9S0SSJt9SSMH25FZfi9En0wagZVYyzlUXGMDbk49cZ6+9YiXHlzlScAoB/Kkr8qZpG12j0H4c3X/E81OEn78ayfiDj+tenL1FeHeCr82mv3MrHA8k8k+4r22ymW6topkOVdQQaum7qxz1171y2g5qRhlTSRrzT2HJpsxOSRs1BqLypYXBgbbN5bbD6Ng4/WpYuadJF5kTD2rZCMHT7uPUdHt9RmYKZIQ0pPADDhs/lXG6VI914s/tW2P+iuXwO+1flUn684+lXNa0bU2vJNPt7zybCQmQISdqsSCeB2JGcVs2mlW+mWiQW53kcvJjG4+3sKwnobRasY3xFfZab95Kz7ML6YzW74LjEejW4bAAjTrXJfESUm106P1Lfp/wDrrttDhMejBF4byxj6gf8A1qfXQlbamlqkEkMEWJGMOHIDd2Jzn+fHvXn3iWNjbBl/gbJHtXdaprC39nZ26QSxzZV5VdSNoxkD3z61y+s2zSxDb2PI9qmm/wB2zSqv3qMnQ47eWCZbgDeq71JPYda2YNPtmu7a9spAdrBio6+9ccZTb37Q5+QH8xV7QIX1HxU1j/as9ihWRovJTcWZULBfQDg8n0968+VGc5c0XY7HUioWZ7LBJujU+1TMTg1xHw+1W81S3uXu7h5tqxlQx6ZznFdyBmvWpfCrnltWOVtbuS/1TVLO5OXtLgGLj/lmy8fqK434julwYtNtSpniQzyAdRnCqv1Oc4rqvFNvf2MpvtKYRzyr5MpwDlc5B56EHPPvXM2Ph8WdvLeXs6T3rlgu0lsZ/iYnqeTSlpdFxa3OCvQwu7CH+JNqj861Jd1lqbFk2K5ztHaqWsoIPEFqCOAyn/x6ur8UWsV1ax3MAbdCg3Z9AAKxfQ3hK12UXG5dw5FdT4O1LhtPkbnl4s/qP61yGny+ZDtPPpVmOSSzukmiOHRgymsXozqklOJ7LZcYNbkfKZrmdAv49UsIrmLjdwy/3W7irHiy9utP8NPPZzPDMJY1DocHBPIreD0POmrM3m4B+leUapYbQZFHFaWp6pew6NDf2XiDUpQbj7PmdFRZiFyzR99oPBz6j6C3LCJYSp7itFG5CdjzTW5ttiNw3FXA+gNULU4OK6DXdNO2WMjg9K56AFXwRgiok29zppaGqh+WmO//AOuiN/lqOTvWcjriz1LwjrI1TS1Rz+/g+R/f0NdHjivGfD+rvo+qx3AJMR+WRfVa9lglS4gSWJgyMMgjuK6Kc+ZHn16fJLTYUdcVYjWowvIqeMc1UjFDmGFqNj8wrjTqVxceOLrS7nV7y0tmm2RtFLGix9CSS4xjGeOpOKueGLq/l1TVrW9nuZPs0oRFucb15Yc44zwM44qFuWtzq15NJNHvUinRipCOa2Q2cBrmgQDWVvWgR9wz8y5wRVfUGMtoVfLAEAYHC88H6Cu21O2Se2cHqASK82uNWWK6W3kGGI4z9a5a6f3m9FX+Rj+O7XyfD9i8mDMs5QEDH3hk/wAhXJzf6yL3cV6B8RQLjwhpM6gMDdoMg+obP61wM4+aL25rNu6RvBWbHwzmCaZlbBf5PwyK998Hlj4XsC33vKXNfPSKZLpFHds19I+H4PI0m3hxjYijH0Ap0n7xjX2NmMcUOuBmsLxjeXWneG3uLOd4JhNGodOuCTmuS1i58UaPpGn3dzq16JbovviIwIsbSoJx94hs4/8Ar1s9TmNqHk1aUCiitEIytVhTcj456VTVQaKK56nxGsPhPPviEP8AiZ6XH/Cdxx/wIV6PYHybRSnVVyKKKuBL6F3VY1EwbGW8scnr61zl4AIpDjoKKKqHwP5hU/iHG+IbaKGWORFwzOQTWJb6pcaRq/8AaFts8+Jm271yPmUqePoxoormW5v9k7z4UH/Rb9eymNR9Pmr05aKK66fwnNLcpatEj2Uu4ZwMiuRlRemKKKyrfEXT2PO/E0Sf8JdpqYyrMmQe/wA9dzf20IF5GqARgsgUdAB2oopIb2OA04lZSoPAOK1pgDHnvRRWEzvp/CdV8O7qVdXltQ37l495U+o712XjjjwnJ/13j/maKK1o7HFX+M4HVtebV4oI5NPsYDCqpG8CupVB/CAWIA5z0611yDKiiiumJgzH1uFCpOP4TXntwAt2wFFFYVPiZvSJV+7Q3Siipex1xITwa9U+H11LcaK8crblifansKKKdH4jPE/AdeBzU6dKKK3kcB5frmqnTvE+rIbKyu45bjcUuot4BUcEEEEdemcHuDWx4Gu57+/1a7uX3zzskjtjGSd1FFJFR3O6jqRulFFaFMqXXKV4r4xQR6wzLwVYAfnRRWNfY0ofEyprt5OujWOm7t1uLiKYBuSGZGJ59M1hzdVoorm6HUt2S6Qgk12wRhlWnQH8xX0hpg/cCiiqp/EYVzN8fDHhOTH/AD3i/ma8xvNZv7ywhsbi5llhhdpF3uzElsdcnnGOPTJ9aKK3OZH/2Q==", "info": {"video_id": "85313", "label": "piling watch 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": "b749a8048c88e2715bf35916028ec5644a68dfa9ad4f4c7ac1ec1f61b82dc9a8"} +{"episode": 80011, "episode_seed": 35952661, "split": "train", "timestamp": "2025-10-13T03:41:12.852346", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 35952661, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) top of lipstick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14891", "label": "touching (without moving) top of lipstick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14891", "label": "touching (without moving) top of lipstick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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aXrflEf8ATOQFT+q1varJGNYR4znz9Puunquxh/KsmOAR+K9bhX/V3sMOoRH1wyvx+bVvSVoIzm/eM/VVW9ljuF+/c6Wdx9ZIH25/75ArVuLiCLUopZ2KpLcJLx1yYFGfzasvSStxpukzHJKm/ibHoQD/ADNWNSglvGjREYhAAD7gYoq/C7dS6Nudc2xpwwLZa6r+YpivEeKRF/v44/xrD1y3Bt5S3UKf5V0NrYRyIJrjPmbxICDgggYrD1wl4ZlA65rinDlkmdvOpRsuhW+HV2sElwrqG3IAPbmvRNqSN90+vFeT+CmP9omMHBKmvXbFGVEl644Nat9DlsOiUAlM9egrCvIpLO78yPIJ54rpp7USKJI88YPFRz28dzGGwAw6g03qiUZOpBdT09LtQN4G2Qe9cgbSS5+H1/Zyg/aNOd1weoCsGx+prtolW0eW3lGI3OV9KwbG6il1rWISQbe6uIkb0/eoVP6kVtQV22RU2RY0mX7XMsx5821t7j8QpRq6iKNC4YYznNYHgaIR6IkV3HiWHfACeu0MSB+ea6UwJEPMjY7SMEVVRXYQ0I5U2yEoc9xWFq3muSegI7Vu3EuyVQOG7j1FYmszBACDXLWvym9Lc8016We21SCJJpBGRv2BiBuz1/QV6bbNbzWsTIT9xckj2ryrxJIX1WJz0AwK9B8Ou8tjCP7yDHvxSjpFBJe8bUcIQ7lIJzTNWtzJbBgOVya0ooBLBtIw6gimxQ8tBK3B+7mtFaxD3MnSL3zlk0+5OUcYQnsarRTnSbqaHJVpGXp3xn/Grdzp/wBnbzUQgowOR/WlvLe3u7+1uS6gAHcc8ADGTWuGSdWN+l/yM6ztB2NLUHF1cQGNgSAG4/UVF5S+Y6nBAII5rF02+kbWpnIDLw21c4GeMfhjH4V0zW8NwQyMVYirqx1aFB6Ii8jFuQDyDke4qndM6wFQMnGVNaGNqMHPQc1Tlk3RMDjIzXPK9mjWO5xOtvcIklykhEsQMiE9iOQaq+C9Rm1I3Z1G8mmcAFTKxY89fp2qbxBcZtJ0XqVIzXOeD5WW6dV5yuSPxrCjs2a1d0ekG2UnCkcGrUUZ8ooeg4BptmodlaRcqw61YlgkhcOh+XjPoRWsbGUjn4ribSr7cmQuentU2uW0UypewAeXKM8dj3zWlf6ck+2QDIPpVe1hDWk1k55DfLnrSa0cQ8zhradLS5k06N9x/txCnuF4/rW0sizeJRLIpKXdhETx/Gj4H/oNcdoYafX7G5Rj5R1JirN9Qa6rRp3uL2BJgP3RKAj0LFv612OVkYpanXfZWt5EmXowwR71JePvjR16KOa1WiD2qgjtWPcYCOvQk4oasgTMW+lMhx2FcT4ltXdomVGKqTyBmu+ZQ7HCg9M8VaezWGAs6/fHArk5PeudHN7tjF8JNPBoMDTKQ5J2BuDtzwa6hNRcFXZRnPOeM1TuVW30qJFUBt35CnDZNbqCxz/KpejGtjoZUFzCJUxyuT6iqkkbvDyc9s+tN065K7ISPlIxzViEhQ8TepxWi1M2eeeIZpLXWdOBGC0F0mPqgqXRnF+/h64GPNawnt3z3CEhf54pPHMkdlrGl3MwJijiuGb/AL5AH6kVj+FLt2vbcAhY7CFI8k9WkkUn+tdFLSNjKeruXfCdpJLp9tHtO1TcsT7llH9K6eztDE2JF6ZHNP8ABFp5GmujYLGWRjjtubOK176MKcgd+aqyYr2MK6JgUoOawruCSZHAUlj0roLphvY9zx/hUlpZmYuZOFAzmuWpDmkdEJWR574d0TULfxHAWt3iVWLMzdxz+delQXMyuRGTjpTraMG9DBAFTpVdJv8AiYTO2QpY9KiasOLubWmX3mSPBIcg9O1WJodkynf1H51jxELN5kYAY9SK1fMM1tG5++jVUSZFDUrd1+Zf4c5FebaI07prqDPm+XDPH6ja6kH9a9YugJoCSOdprz7SIrVNPW93ETS2CROPQjg/yFb0tLsynrY6LQNSW6lmVlC73LgfXrWxKXtp8E5jccVxnhk7r4f7xxXf3EIkiBx704u6CWjMy+kJZHHIAxmsK/lMpx+FbE/+qIz9Ky5UjZj8ueaxrK+hrTdjz3xVFiWBhxgnn1rsfCE8i6BbyyAg5IXtkZ4Nakmmw+STNEpVhwCoPNSzRRWulQhFAYNgH0FZ8rUSr3ZoJqWSrlBnPOOK1pUFzCssYByOfUVzu1ZrZRuAPbFaum3WwJA2SDxk04sJD3SRouTz0z61gswgukWaImIkhyOw6Zx34ro4iFeSJvXisLV7lbK6gWQZjlDAnHI6c1vRfLUUmY1FeLRzFnJc6bqU4Y/L55Ce6joa7mP99aiWA4YDI5rj9aeI3UJg+6MYFdXoQ/0EDPbNNy5pu4rWih6XPmRNu+8VwayJ5ykZXoemK1LmIRSccZzWTdhSzZ578VFRaFwepzuoorQuSM8HiuR8KvJFr8UQGQ+QQOwr0ZbJJyQEyR60WOk2UOqeZFDGhIwxVQM561hCDSZrKV2X7e9WNfKKZA/MGtWyuEu43iIww6Bj1rAtypupEXG0MQuas2rG1ufMDEqecUosJI1GjeNym3CntWZqCskySY5z94e1a8s3mpDOp4zgior5BJHuGMHJNatXRnexwvhLwhJc6DC10phkMzzR564IAB/Sljs207W/s38SOBXbaNc+bFGQ3fFYPiOL7L4naU9GCuD7V0TjszKMjsmAMCqDz6Vk3Ns00pQDnHWpNPvftUjMDx2rTDqRnHzL1J6CqexK3Oct4Bb3LGQcMPyNS37eTJCzf6thg+1X7yCMndnOc8+9YfiSOZ9Ot3jZggba2Ox7VChfRF81tTTCRXtoGHJHA96zGU2xLMGK5wfan+H7zzbNY2GJEGSP61Zu2UbhxhjnBrGUL77mkZWLVhPFJtIwcHBq3cEwzK4PytxisKwgKFmU+6+9Zkd9eax4uutNfWLm1iHmGJY1DZZU3BfYcHk+nvQloJvUy/icrzrpEcbf66V4zjuCVpYPDE+maHe306bPNuQyLnnauQCfzzSeHZW1XUYJdTka5e3O6ESHIQt1OPXgV32qwG78MXajJZRux9K3ivcM2/eM7wadtnKWPG6tq5iLIzKMg1x+jX4ghaANt3sDn2rtYZP3at1B4x71UfhE9zEudNLRh2HX9Ks2xWWEx4wVTBrVm2t8j4B64HSs2IIJ9o4yu01LRSZn2F2FnELgGQEhsVYvrRCQyD5ScVzKpNputuWyQrMre/OciusMqyWytwQ2GBFROm46MalfVGfFdfZ5tkq4wcexroLcpPbsowfeuam2zygAgtnj/CmeINQuNL0JpbOd4nMiAMh596yjGxcnc31fpEzdDgZrnJvCdxHGY7aQOoHHbis7VbmeLSLfU7HXdQmBuPs+Z41RZiFyzx452qflO71HuB32mz+cIzgfMOa1gr3M5O1jg9FRrbVkiPGHwa9DmU+WuK4qVBaeKZd2B+/5+ldba3X2jcR06CqpqwT1M66hMjsEHOM1UtYQsziXpjK5FdLsi3bgBuI6Csu7tQGLAgHkjHrSauxplO+bZNGj52OvB7DFSS26XVqCCCF4xWb4nlnjtbZosAHPzY/iA6VPoV2LiwjI+8Oo9PrUyg93sxqRAMwN87fL049a1rJo32nOSCBmq14FxIpG5S2aq2EckbyFWOB+tZKNmW5XRv3BMUyuDlTwaytW0ptWEUiSAGLOB6g4/wAKxYtSk1LxjNpl1qt3a2rS7Y2iljRYuhyS4xjGeOpOKseGbu9TV9UsryW4fyJiirc43pgt1xxnpnHFarch7GffaPc2RWWYZH8JrqfDbF7DnscVJ4ij8/Qg+0fLIM+1UdGuhFZlB94viklaYXvE0rtMq2RyOlYl1byD5h06jjrXTDZIuHxjHU1BdQLJEAo4HQ1clclOxlxxhYGaI/MUycVXsWjkO7OGfsetW4Y2jaRV5yvA965XTtQddX2TYAYnaMYwc8ipcXa66Dutma11atbykrjJ7+9SWssbPgt7fSrs214lOeQc81j3KZnDplTnnH86ylCz0NFPudJGgNqVQ9+hqNZS8YU4z0bFYWtahc6docjQztHN5iASKecZ5FZOt23iHQ9L0u/ub+7Wa8MhkiK48nAUoCcfeIbOP8DVkG54cdhZDntn8an8ZxqYrOf/AJabSufaiiuiWxmviMjw5dSpJLg/dQkA+oFd7ZoGshu5LDJJ7k80UUohIxZGb7U0ecqucA1SvZGOivk/xGiik9yuhi6TK6alCgOA2QfyrT1UnYh70UUVviYQ2F0smSGVW6Dke1cRcahPpXi26vbYqZYpG27xkcrtPH0JoorHoV1Lfhri+A7YFeo2P7yORH5VouR+FFFdEPhMpbnm0/7m8KpwFcgfTNd5okrysgc5EcaFfqc5NFFTEuRo6yAsAdeGHesnJWS2IPJNFFORMTn9bJXUjgnOM5NaekyM2lQ7jnO4frRRRL4EC+JmYzstzwcfNSeMwD4e3kDPmJRRWC6mj6HOaj4jfWre3jk02wtzCipG9ujqVQZwoBYgDnPA6816RoEjfZIWzyDiiitaezIn0MrxcoTW2kUYZowT9ateG55HBDNnHr9KKKFuPodFEoewDn7zDcazHleQAMegJoop9BIo6j+90Q7wDg7h7EVj6JIyXiBeAwYEeoxmiir/AOXT/rsL7Ro6oxQKVOO9GnuzQyHcQU5BFFFc/wBo06HE3Otyadr+pI1lY3kc028pdw7wGUcEEEEdTkZwe4Na/hy/uL3Wbm8uJN887iSRsYyTmiinHcT2O+ulEmiXkbcqEJFcTBNJFcIqtgHrRRRP4kEdjs4GMn2dW6MGJ/Cm3rtFcfKeo5zRRWi6kdSijkXEfP3gSa5bVkVNWkCqBvbJx6nrRRWlHdhM2beRpdOidzltnWs2OVxcjn+LGD70UVyvZGiK3jGR10coGOBIhGe1c9Nruo6hpkFhd3Us0EDtIvmSMxJbGc5POMcemT60UU+olsf/2Q=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"info": {"video_id": "14891", "label": "touching (without moving) top of lipstick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "14891", "label": "touching (without moving) top of lipstick", "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": "3253726b0167b1a47d87a8572c5bb338bdf7248fcd3acba43b78bd97ee0cba08"} +{"episode": 80012, "episode_seed": 3235427140, "split": "train", "timestamp": "2025-10-13T03:41:15.098569", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3235427140, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping pen into wood bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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xxtkf5SeP7r/zrKkVR5ahUKnBigDfunw2Mhv4W5HFa/h9hvu42eN5meNHW4XnIDDGSRgjse+e1aUl+8RlUfuM0p+A0wyJI9zMWABQ7QQJl7/X/CqUsS+b8jZEm5giPx0DZgYnr7Gr5kWMEhpG8vYSzEGYZUgiQZ+Zeg/w61QMjs6RlIVJAbyVkzEeMbo2zw3txzXVJGEWU7xJZodsQZmncoiFT+8PDYlXPB962tN8GstulzqbsrnDRRhvnUdcZ64+tT+HlSNEvZFlmb7kbSJlyeg34z07HH1reuL4WNiZLh2aaQktjkv3IH+QM1xT96XkdMXyrzMx/C+jzWyxm1aO3bO1kbJLDnO0D6n2x74rh9c0W40O7UsWeIqCt0vLbc4246MMGvR18Q6S6QobmONpQCi78/Tnp/8AXpupwWuo2TQGJfs78oVJJjPqOOKycUtYmsZPaR5XaR79sfloCcFLffhDzjcrfwtjtV14WwZGd1Aws1xty3oVkUdR05qKazkspJ4LgpEob5mK5SYnkAgfd6dRUjKxkXiXzgCUUHLxAjOVP8Yz2rSNmk0RNWdiHZ5iRIApYAeXEXO1eMEo3Y8dDUZXejPvOx8CWTZy5PG10+o6ipGwIjICDFMeWAOyYnkAj+A5FOG8TuFQi6UbUAYF4VIyMdnXOfekxI2rNbcajHcSRFmPygqxBU9m9yK12HnJw0DyTKCZCBHHMQpHy9Nkgx261naXYjUJ4IkYZlkVRz6mt7VdNeyumgeHe4ddsWdokxkbhzjf0+tdeHjP2bbFjHBVEk9bGDP/AMe5YMwilXyxJMpzOdv+rcDOG44NWLQiNZFkjCbWCKGBDpkA4YjGfZveoLj96qyebu8zapnlGFkHI8tgRw3YGnuY7TTrYqJkUk8TD5xgbcN6+n0xWdd2iTQV5FzV/EAt/L022UCSXAb5vur/AFFRQ2xmsy91KzLIm3aeSc+g/D+VcnazyS6ncXDs2S2Bg8emM10yTL8iqf3SKCGyQCPqeT/9avNq1GehClZFjRrw6JdfYJGYxycxMXyV/wAAf8a0tUQahYSIYQWKmRGXG0FScAjqOn/16xNVQzWYcSAeUpePDFE9ztGS2OcZ9asWGqDULa1nU7CXAZQMjOQfw+v9KIzcomc4Wlc5qJ96yyvMwAULJNIuWz93a47r6NTfLCIpYsAACqL8zqDwf99KmYCOSRPNcyxNJg7eYFJ3AMP4l7+1QuWj3rFkBcsXXqvRt0R7j1Wu7pc5epm6iHKW6u2N2SEXmNRwMr6Zx07Ve0PT5Jp0IO3pg7guT6ZPGTT0sFvmEqJ+5G52lX7rg85x2PqK6GxhS3tooomEjSqGWLeNkhDcZOflcc4z6VVOndmjrckNC/o2sRWNy5kXNhPtjkJBDZwRgr6g9G78+tN8SaQtk8dxC3mQSoTDNxjDD+Id19R+NUnXe5mSbfwsbXM6kBOSDHICOc5xuqzoupRRsdLuw5spCu2GVgZIGOfnX1T/AOtXcpJx5JfLyPOcWpc8d+vn/wAE0NFjaC3FqjKGdQJtnOM87V6/LzjaRWnd65DZTRW8bxgQnDMx3Kp9AO59/XisfWbibw5ZTSbg+/BicHhsjgg9KwNLT7TIZr1y0jIWbHUAnoPTr+debWcqLcZbnfRiqq5lsdzF4y02bUBZMjrMvzLvTAb6YPcGq/iKwj1bTnhZIy4U+U6p0P8AdPJ4P6Vzd1CLqN7iELG8WXVhgYx6tjjHXirul6s+oWPnGUh1QguoyCcZztPXjnpWCq86saOnyO6OMjhkieONgUcZVIU++oxgsD/EuR0NI5MihTIshbAXJxHyP+Wf91uOlamvwINVJjZWW4XzCB8rOy9dh7NwTjvWfLKrO7MI2VsgZGFYjkCQfwt7+tdEHzRTMpK0rEA2shV3xG5G4leZCezjtyPvV3wDSEYNqzSEAsHAhk+UjC8Da/8AX864Y7luXdXdpUyHcjJhXIPP99cHrXdmMFPJjt03OQREW/dTANwwO75G5z+ddOG6nPXexSkcBAZd5jiACNgeaMrjEnPzLx+VUNkst+kCpGu4gmMvmMAjkwnPXjOPoK0ChUCd7qTbFhPtWD5kXzY2MM/MvI5qrZof7UtoHWNFZ0ZLcklGIbmRCeh9vrWlR6NihuZmq3j21teNHjdJIyjaOueOfyqpoo8uJdrKGAL5U9T7n1pNcyIXdyxJcgsB0welOgzECRyRgLxj34HbNeJUb5T2acUb7vvv5JFZd0wSZM88lBnA+uevrWTcXP8AZOpRXCt8twxEgLMzbs5yTnAxwAB2p8twGS3cZIMbKRngFXPU/wDAsVQ1qVisaNglCCQfvDGAGA/Q0m37X1Eo+5Y2NYVJtPdHK7TKAAzHbJxwvTjPFZWWlk2mFhKmQI+skCkcEH+IcVeu5QNLjctGrlwN0nKng8H04zWZthjiMb7wsYzjcPNGG6o38S12YfWD9TiraSsMMYaMzrJEYpmAllI/dzFh0I/gOa29BDOtxasTtfymFncDBcA85cdPUH61iO67VctkElYyQNjYOf3ijoelbegoFF3btKFZlIa3mz+8Xk4jbB+o/wDr10UvjRhU+Fl+UlJJJRNMRCvzTuhE1uA33SM8jB96ozRhMRNAPLYbkgyfKnw33lP8J56cVp3DPvzJl3gLLGcDfbggffG35h7/AFqjFEzaljMMKTPluAY7gEA/u+PlI64rebsrmcF0NO2nhSa4ld8rGCo4GYwP5+v5ViPq8us6r5kfywI4QL1DKD0x6cVV1e7lSznCE75HIHYrn+lV9I2rFGpbjaWXIwM88e9eTKo1G6PThSTZrX+l2zzTWyqN8MziMtwFycgce3P4Va0rVZpj9jnJWWIgdMEr2yOcH296ieQG784syGaGN845yF2nntyufzrK1OX+zpoLyEAF3KyBFAV85OScZYnA9qlz/eNIfJeCLviWNRHHfhwJ4z5bSrHwi543Lk5GMg89qyDmJIoQg2ISyRg8SEHO6N+3B6Vsai8ctjIXyQ0iFdqZbODjI7j19gayUkLMUd4AZDliCBCwIwdp/haumjrF+pzVdGiOZwZnfdmVAQ8hT/VAHOJExzwetQEKjeW0QMedyAdZGXnMb/Q5xUxRFiSYtMnlleMDzvQ5/vrSqoDKQISWwxUN+5x90kNn5G5q2iEzq7CwTTrbLOyYxvdeHj54IGRkduK6zzf+Ek042V1GBqUALxnBxPGD94E9x6ViytngO6vGXCSybv8ARmyMo24Ebc981TWZ7OeV4ZDEYHZ5NgBaJg2QYznlPbpXp07QVuhw1m6z5+pSv4ZEvVWaFXuCyptbCRy4PAbphgOh9vybfoTpdmxEoKRSAtL1B3ng/wAvwrq9QtYvEOmm8hh+c/8AHxEvG4A5DL6A4z7Vh3UUsmlQs8okKSvHnA6HlQwHfFcmNp2imtjpwVTmlZ7nEaeodd+3BMhOc5Jx7dq0lupMEgneOQy8nBPr/nvVG2byjNbltuyRgQDjr69+4/Kp43LIhKcqxIzxwD6f4+tePVXvHswd0XXnYWkhUAA8AHpnBGCfxx+VJ4YZUTaq7V8w9BnHsaqX8iCzSNgpB5USDGRnkY9cD8xV3R0NvAJidx2vIeOOB3/HFTFe6ROxSZt8pYsY0RhjHMiknHPcoaBvSRBJb53BWjt4z8rdRujPY9yKAGVnDyOJIt3zZJa2PXGf4kqNoColVSvOWLZ+9xkNEfX2r1mrKx5iZ0Xhf7O+n6m1zIpcRq24EDcF3Zwv94Dr68VYlQ21usMW14pFbbEoOy6AIIwedrgfnWfoUPnLPKkRkjQ7lukzuX5Sd5UA5IzgjuD7caMjZSUKseZNxlwVAlGB80RwCDwOn/6+mmvcTMak23y9ClIwJabCbUJRXkXCp833JhgevBpunCNJpjGo2xJIWLt88ZGchTn5kOamumb5SZFCShlX5siXgHbKAeG9zTbCOZmuRtB2QyxmNwd1sSAdue49DWdb4H6FUviRja3q91cafa6U7L9mSUOm7sRnAz2HtVixl2WzIoA5+XHHTqMdT2rO1AMur2wUnkFsjkMcdvT/APVUqhkACMMqM5Vv5mvKrzlK12etSjFJ2Rtx3EZUR98DYeuD6Y6L19+MVnLePbeJcL5nk3Ay2XLfNz+WOOB0FR25LyDkeWTnGMDjtj9Pyqk7l9Wib5xg454zx94D/PSsae7HOOhr6qSUtdqwtKA3ysoC8k5wc8N6VlmTdGZTKVTKpJOy5b+6UcenvV/WG3pbJIwZJIzhDkLKc5xkdG7596zpXQNlzIJV3KpAAaLviQYwR716NH+Gvn+Z59T4xFhMTxoysiKA8ccfzSL2JU/xL6iu7uE8vzIti+XIGby1+7cjg7o8qNp/w/PhAGecqm4zYLkI2dmeQYiOv0rvSHkDwmFJJGwWgHCDKZ3RkNw3fArsw/U5q3QoTyKIjICxdcqJT/y74wdsi7eaht1SO+V/Lh8sybmXcpWTBBDxHH5j296mkbMMcglkMbYUXJU7nJUjbIAeR2z7GoJIp0eONYXVjtd4U3DywRxJEc4/D8Parkr6ExZmeJrTbDOOf3UxKlcDAz3/ADqg04EPmgLtzuxjGc/qetdbq9rDf6Yt7BL5iTIEkbBHzgYOR25FcJA0kTtbNkFWxyxJ/EngDoK8apDo+h7FKSeqNfIxbrgrkuB8vQ5HbtVC8YXOoqgKhicMqj5hnnOfcfqKtTSKtjas5HzGUKEOckEHr+FV9MEl9qsk5B8vgBV7noCKjkad/IpSVvm/zNPUdqWMSNKUjdmz8pIfjADfU1VjBYLCYHJHzrAGO+IEdUPccVe1Jtt6IopIRLEoQGTDRkg/Mrf3frWd9nI3wKsipGCZFyC8ZBzujPdeTxXoUIWpo8+tK82CglTMsqAFRvuWXIfI2lHXsa2tAR5YZrdYkRUwPJmboArAsjZB+n+RWKItshcMhjO4RMoOycnkB17N71s6Mip9rjkjlfDRMbQH5kznDRsc5Gf8mtqa99GU/hLrLGiieW4kK5Cx3JTEgO0jbKueV46/yzUOn/Lq0McjRxO5VhCOYsYPzIc8H269fSrEsqKkcwn5OM34yUUBsbXXb2Hf/wDVTdPUQ6hGCIokZ8vCWDByD/rIzjpjqPrV1VeLRFPdHL6yu21BZWYscHPXg4xUkWYwxUnJ2gZPJ+p/pVrxFaYtpARnyZTjnaVAPT/69UXnJhEg5x8wXb1PfA79e9eNUV0rHsU5F17jdDbOAM4kU46Z3AggfjVLWJT5YhL/AD45XruAxkZ7YJyParDN8kRYEAu6nnkH5TnNU75jPfrD82QQGUDC4zwfqOn0Iqftp+X6DW39dzUldv7FDAuCrKSyD5k6nPuBzWcNqwZEaNFJnaFBMc54PI/hNaF8qLYwq0bsvmbgiEb8AYBHrzVKF2ADboN0oBZyAYn6qQR/C2K7sMv3d+5w1375GQxk2LExlXO1AT5luPvZU/xCgR7gpWREgnb5pv8AlnMG6Bh/CcjrTk8poiuXWOHrEG/eq6n+Fv4lxS+aUXcXj3kYjdUBRgCP9YvY471o0ZJndSxeW5Xc37yOQQZTAuFyvyybT97FZ9wQY3ZpGj8syCMM/Nr0IDZHKmtGQxO8sK+XI775LgvhhMuM+ZGcAhh1x/k587sWBBZEkLiOVlKi5Up/q26gN2z716LOOIunahLpl3LNahRKhd7iIJuUjg5TB5BHaunkt7LULF72zAezuseYBx5b9ifzrjLhopUSRi6LvxHGSC9uxXAB77ODVvTNSu9LuLjZADI8ai6t0BKFSv8ArUAyPc0otOLhPZhKMlJVKe6OT120k07V2faQrHGdozn0yenP8qZBPGiEmaMLjtyTn1P6V21/aQ67p/2lWSZto81kGAc98dfY1xr+GWik3wy7oifpt56Z7V4k4q/LLoe3CppdFO5ka6uILWBc7W3ZIySK6cwiHSSDsbziIkLnaHx1HtVjRvCgTdeXOYIQNzSORwPUev1qrqsiXNzEsIYxBSILdn+WdQRk5/vDrV0qPPJW2RjWrWTRjKY0VXTfDArgfMP3kRIIwR/EhPegOY3Hm24UZV1tlPIOcb0J4x6irTHzJAzSF51LJHJJx5ZByEk/xqjplq+p+LZNLn1GayEYlaERpvKOELBV7BeCcnsMd67+W5xc1jf0TahluJ9pdmUJNFtKk/NjcuR24P4Vfnhc/L5TmQYkNum7MOU/1kZyeMDOB/8AWrn/AAJczXS38z3BVyUPmSOAkhZWyvIPJ4/I10EpgMcJEbRW0bJkbVMsL4Iweh2k+vYVvBWgkYyd5MoyndLlZELzLteV/uXalORgj5W6VLpskAv7dSGVD+4BABdCy4Kyc9M9DjtSMjRzbfs5ZtqPJbIGVGGCBIhB69/rUMNy0V0s8N187iMG6kYlW6jy3BHB9DWco8yaLi7O5k6/E1tLE7KVMUhV1UZx+FV1cvLFt+UjJwRyePTHHNdXrtsut6Ot6IzG7HZIpAyrj6eo/SuD80WLNBOjAjIwnAP498815U4N6dUetTmrXNqLKsVJ+ZlJUjlgfrVbSwLi9ecoAck43ZIb1H6H86rTagXicQjbg4BHXuOfTsa2/D2nrbReZN8iqDLKxHIA5/HNZKDirsqc0R6mcXqQ7Q77UjO/HlsMcjrw2TxVUP8AKshZlWMqrTkfMhGV2yDPK+/ap7lzd+Y4cGOXcTA5Oy5A5BXIyrYrJ1bzY9PMwd1IcxxlsbgDzskHf616cIcsFE82UrybLvlFFQNEEiVhIIEb5srxvjbvweld465hWHa6Q4ST7KSBKnbevHI6HA5rz7VLKC10O21LTtU1C4Buzbj7REI1lIQM0kPOQinCkN6j3A9Bl81VZhJKURMNKQfMszu55ycjnP1NdNGNrnPVd7FDdueLEsIdlTbOAgiZAxXa/o3aqMsapFtaNhbxsrtDuUyxkHhkPcYParMpJMgPlAyb8w7n2Xg3feBIwD3qGSUszMrTMYWkiRsnfZnrhgRyv1qpIIst6df28Aliu3EkdypWORAFRtp4zzw2Ov0FY+t+HlnmwGCnBIcdx2PvV1FWSKRN0SNM5eRpGHlXHy5Gw4wGz/Srlje2sMDQ34aayJAjYyAzWuR0Ydxkda469ByfNDc6aNbl0lscfb6BcrKIncuuTtweGJrqbfSo9E0t5XVjMoJSMfMRkfePfAqzc32nW1w0WmxeZcsEYNIwCMD3U+vbFYVxOboSXk7TpArD94EHmRc4wQDyn4f41nDDyk71NjWddJWiV32s8jh0UT9ZCMx3WVzj/ZanwgyoqSW8uI9pWAH97ASMZGfvL/nmmxu/mAPArO6qUtgT5U4U4yD2NSF2Ul1aYypu/fcl7TBB2t6r7112OXUgkWSG5+VoTcSgZmODE46FWHZq1NFRUjvkRZttuo3uB+8tyD95cH5lOf5Vh6UtvqPi6XStU1Ge3hupCnnQyxJGc8liZOMYzwOScCtHQI5Yr7WbK6a7RLSXyo1uVTfF94Yk5xzgA4OPQ0Qj7yYpS0sbVzvHLYUvvCPsbyrnofnGeCev5dqgljlS4ESxzJtYtLGA2+2O3O6M55HA/LvVuRHmuZIjHEJnO64iCKI5FZM5jOeG9v5VnSALFG0282sbod4C+fC2MHjuBx/k1clqQjR1u0gvrAXtu4eG4XDNgjDYwcjtyK4GHfbyvbMdhU8jJH4kk9OgwK7/AE2+igjktr/DfaUzHJGoWN9pxnrjOOv0rH1nw8lxIVbAIyVYc5HqPWvMrQ5JWex6VGpdX6oynmjWwgLFW/eSKAnQcLj8BVbTUkv9TNy/zKAAq9mqa38OyRzhWkMiknafU/T8K6q00qHR7JjsV7ogvFAGGSe7Hms+W7tDVmjnZXZj6ky/ajbxSMHt0w0sJO6FuuenIx/KqJg3OTuj8qYMDKMiO6zhhkdmzVhnWQC5d5PJG0m5VcSKTkYcd1yOtEUc6SKksUXnSqGWFv8AVTAHGQR91gP6/WvQhT5IqJwTnzSuQBFa5ACyEqMxwHiSDcOoPdcj/wDXTTgSef5qbnA33SjKScYKuOx96h14y2VqyW8rh43Akc5EsJBzgHuKb4g0PVfD+h6Ze3lzcLJqPmCaFoyEjA2MgfjhmDZx2+oOBwuLmseiTwRy/a4iMR2sbTQqDwjbM4HfHGMelYKTrcXsbSQQ/wCmF3cAEBHCjDLg8HnNFFdrOVEf2iVLX7ZvLTpcJAWf5t6YIw2evAoXFuLm2jUKIVjeOQcOvJOM+nHSiis0aGlpVw9lrNi1vhUuow0sZ+ZC2/bnB7kGvQp9A0xGeZbVBJvLAjtx0+lFFc9eKe6NacmjznU9QuZ5NQXeIxZIZIQgAweOvr171icMsSFRtulld8cbWGOVx0oorRJJaEvca2Es4bgKDLJP5EpPPmqRj5h0J461zd7ey6B4nluLEIHtTuj3jcBuj2kH1GGNFFJAzd+HhRLwwmNXileFChJAB+YbhgjBrqZHkXSG1Ays9zb3EcSs+DuTcRtbjniiit4/CjF/EZoVUvV01VUQiJZ1bHzo+T0Pp7VWhl33FsNirHcDZLGudr4bOcevvRRWZojd0d3la7t5nMscUrQjdjJXdxnHU8nmsq/0y0uWIliDZBOfSiivNxelRWO7D/CUdOsLcmMbOCemBiun1+FbDS4orf5QyNI7cEuQBjJ9OelFFKhrV1HXfuHJkDzrYbRsn2uY/wCFGOBlfTrms7WRv8MC+bJuDKkbsT98BmHPvgdaKK9DqcXQoa34mfXBbWsmladaiCKNYpLVJEZEH8Ay5AXnJwOTzXo/2hvseoS7E8ywZ44224Lr8ow+OucmiitqfUyn0IPtP2uNBJDCFn3nai4CHHVfT/61M25sROWbz/tIieXcd0iY24b14oooY4liTT4Y9YFgpk+ylUdY95wjY6r6VmSBhoz6kJH+1W+1FfOdy7tu1h0IxRRUlCG1hE1rZ7f9GuoS7xnkKwkxuX0NUoJXktL68cgz2jFY32jkbsYb160UVJQwqq/ZyEXbeBt6Y4Q8n5P7vQU+dmjUhXYNBLgPnlwQRhvUUUVLGYD6v/ZWtXMB07T7y2uCJTDdw71R0+6V5BHU5GcHuDW74O1S9v7nVr+5n8y5uryKOVyq/Mr7sjGMY7Y9KKKqJEjpXsIhrMekbnNoYo5lBwWRv9lsZHX+VZpmlbTbrUy/+l2ihI3CgfKHwARjB/8ArCiirkTHYnubaO2trRI1HlX0jmWNlBUHbn5eOOa3/D1lFfPrGnXReWKwkEduznLqpXOM96KK566Tg7m1J2loTalptrpmkG+t4/3zxqTu5GScVyl3ALzWxaTyO8UsSzc4yjZx8pxkD2oorPDpJXNKzdzGind7e7vDt82zPlpgDDANxuHfrUruB9nxGgW+3F1xwhAzlP7tFFdBkUNeBGnXEW4kwTLtkJ+Y9eCe9Yl54j1TUdNtbC8u5Z7eCRpFWSRm3F8Z3ZPONvHpk+tFFJCZ/9k=", "info": {"video_id": "61306", "label": "dropping pen into wood bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "61306", "label": "dropping pen into wood bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "61306", "label": "dropping pen into wood bowl", "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": "6ac7a078e82aca9e210fa76c4589d05d5f32f5135c01f914b68085d35300bf6b"} +{"episode": 80013, "episode_seed": 4070967575, "split": "train", "timestamp": "2025-10-13T03:41:16.021119", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4070967575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing paint tube'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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Z4LlQMykZ3qKWTT4bS8Mv2pridlwzkDC/T0pGja3WFJbh2MalF7YUnOKinkiihBTAPWsJVW1ZHTChZ3ZFJaWyhmJLN6k1w+v3RgLAHvxXVSSPI+SSB71wPiOV7i9kSMFlQkcUUleWo6zUY6HrfwCZ5P7fkPQ+R/7PXtW1QpJwB3NeJ/s9yf6Nrinqvkf+z16trupCztTGjESOCPoK71aMbs8mSc52W5yOvXcb3NzKWX5iQpz26CvNLu5fVNYtrCAYLyKgI+orofEF15jGVDhVXHrVT4c6O+o+JDfSAGGzy2SOrnpj+dcsFz6nfUapxsev3O9LRQnJVQDn2rzzxxokdy9vquGyF/1YHBPvXotwC1sV9sH3rI1hEks402bl6ACtaqaOKjJ6o8Nu7nM+0EKSR8pNd/pXiywlSO2nlQTBQM7vvVx/i3wtJaXa3O8b5S0hwcBR6D3rm9LgkmuiIwzSDoO9ZXTR08r6Hp/iHxfa6WojhHnSsOAGGB7k1kRa7DqNk13cw4lxhEH971z6VnWvhljcfaLodQPlJzzTNSkhszsVSqgcACs276G0abt7yK1zOsswc4znivoxV+6Bk8DrzXyxNfpI/wAp5BFfUsMu0kPkNtrrw8d7nJjJW5beZymsuZb6UH+A7fyryrx1o7zSecg4x2r2DX7ZhdG6WPMTqNxHY+9cZryLLalMdQcVyzThUdzsouM6SscNrXhWXwb9if7Yt5BfRb45FTaBwCR1PrXK3dmCTJGOScsP613upag8/hZdEv4HZrdjJaXC87D/AHSPTqKzvDljearY3MMKWqSBtrec2CeM8cdK05luZuLtZmX4P1F7HUjbucwyKcofX1HpXrSXUR0yO6EgwAA43c9cZxXneleHr241A7baMTR4G8MDtyM9Poa7OS3S0hJuURZUAjYD2HaonLsOnS5tyS81OaVTFDuK55fPB9aypbkRp7/Woo9Ti8wqrAkc471AU+0BieOeKwcm2dcIKK0MzWrrdaO7kACuk+AMrPN4jI55t+v/AG0rivED7bMxju+Pwrv/AIC20Sx+INoILfZ88/79deHVjhxj0sj1yZQQck4wc8153cbEdwDhNxwTXaaxcPaW7xqRuf5QfQd6878RzfZdNcqeWOPpTxEknYWDi2mzJ1WOLUJZ4VbBhUEEetctIJ57JmO7eq+UQOpGf/r1r+FpWujq0rtu2oq59+a6HwhbW39hajdTxK5N043kZZBtA4rGLsdFVK1zygT3Wly4hlZCp454PNd7oGusYkuF5EmGZSec1yvia2TTdUmtZVLY5Bx2PINQ6fq9vp8aRqrOAOD3rW+lznsepR6dpuoyPc4dWcYYRtgGq+oWltY6eYbU7FHIDdjWDo+qXd0jLaSeWh6sVyP/ANdXfsMaOzu7yOxLMzNnJrKVTozWFJyVzn9QVJmSUYWQDDe9ZFzNtXrWhrcn2Z2ZelcjPqLS59PaqjHm1Lk1DQ+vJo127wD5nXPtWfdWou4iHfYV4TI6GrYZlkIIYAc89KiuI/KRpEY/NySexrvltY8WOjujynxjIyQPbMhDlsYPFcv9oYaf9lu3zj7jE849DXt13p9velGkhhlcAYeRATj2zWLqmlW9pK94tlZG2WPcyyIDuPTA964XBRPTjiJS0sed6fBJp0JjmVJInBDKHwGyO30z19a1vEmux6R4bjgs3jYgANyC3Y8kd6qaxdC7VpCirjooGAK8+1mUyRtGD8pOcA1CXMzoeiuax8QanqIM2UGTgsDWxpM82oafHcOclSVf6ivPNN0+e5uAscgT3zXpOj25srQR8gkfOD3PrSrQUdUXRqOSsxmq3S21uGbg4zXDeYZp2mU53MTW/wCOrnakSI3Uc1h+GrSS6Zlf5If75U1dGNo8xhiJPm5T2r4ISW01lrBjC+crRCTAxx82P61v+JpxNcXCc/KuP0rmPglH9nvvEtvkEI0GCB6767LxRaASpOAP3gKH61tVbdLQ5aFlX1PGdQ1gBZLdwAynB+lej6BPa+DPAEeo3YJM+JioPLs/3QPwryXxFatb6lcKcKSTjuK9e8U+Fb/UPAulRWs8ZjtIFdgekg2DBB/z1rKnpqdNfXRnUaVqcGsaXbXsP+rmQNj09RWNqxfT3lkWcnLDEZPAz6VU8CXb2/hmC1vVWJoGMcZDZEijnNZXiDVpLi7mWJFCPlWLdcdsVVSV1uY0qdpWsQeLLK91nTCbfaEjQtknHBrG0LSU0a1wyq08nLv149KvreLbW6q0p2Y4XNNu7lGhHlt87cCuab7HdSg0tQuL5FOPbiuJ8T3G2FnzyeldFLbyKvmsd2BnrXFeKZS80SY6jcaKS94dZ2iznYpJDKBnuK+zGw8CgAFuvvXxc8gaRQp4zX2WuQ4I2/dHQ8nivSprqePXd7IhcRt5iPH5hztIBxxXF+KNM+yxGeNS0PUYP3fY13NxGnlblUA4+Y+tZ2yG4ttpX91jB49O5qK0VNajoVHTd0eN3NyJ4B8uCD1p2j6FqV/LCdODRndulkPAA9Oetep6jp+nSJFPcIvlQ54CjHbBrMsJZ7fUp7OORWTZuiZl+8e2Mfr9K5bW0Oz2vOh62qaLmeKIl/LCF+CxUe3euK1HxH4bvNSeLVdQvLZgeVW1OD9SCTXWXWlapJcJLNeIxK4AUHJPcfSuC17w3HdmYuu25znOOc1KsnqawblGyeoy7isBPBd6I8c1tHO29lBG5SB8pzzmtXyUPzRnKmqWnaBBYxobeUgjlgSSCcdxVl51t4ycBdxPHvWUt9DqW2p59rl8W1PyWJCgn869c+BsZiOvHkbvIwcf79eZDQFv9Ve6urqOCHdkAkbm+gr1n4TMscmsW8SsFUxHLHnndXdStdI8rESumzpNfu86m8Zz8oABNcjrdu15Zsg5A5/Su417TmuM3MRJkVcMP7wrl2VTGVIzkc5rlxCkql2deElGVOyON8M26Wujao2MEzYJz6CtzwDMZ9G1JEAcpdkFCeoK9abocVikl9Y3RBBkMgQnqMdPzrnbF9S0/UbhNLgIE8uAQuaE+5pUi2rI3vGHhiG4tGu3ZjcSSKhI52j0Fcr/AMIXbGCzXLo4BNwxP3jnjH4YruhPcT6eiXk4aeJsumBxXP6jrUELFc9D+dDk+gU6VlqWorGHTbFY4AAiVnzXTO+F4FIuoteW/wAmdm7DZFSS7FtWYgDjrWL3N9EjkvFMpSAIOWfiuP4iO5uh9K2vFM7T3MCRnO0E8HvWS0q/Zyjgb8ZrupK0UefXleR9diYeeYgSZcYGehFTyKskPltnD8VCQLoKQdrxnAPvjt7U21kyFiZWSRSS24/rXVLU8xKzKyKyrLC7gFflQjsK5/xVcxiC3tVPJG9vX2robl1kBkiCqAx+Y9CK8/168N3qM0iHKZ2rjsBXFUZ3YeN5HM65Osdk6g4xVXw7Foi+HL2fU3Rrq9ZobeNhkhRwSPTn+VVfELuY2TnnmuIja4lvEhUnOcDJ4A/wp00dVR2Lfz6fqEi27hvLbg1vR+K5BEVkg+fGAQaz/EWiroOpRWq3XnOYUd2HHzEZ6elZDzFplRRz7VTjcy9o1saF5dNrVyuVZY4h8xb1q9b6hNbwDTowqptLDZ1b61SVlhgIAx/U1Y8K6WmueJfsV1fy2xaOR4zGm4u6oWC+gHByfb3qlFbIylN7s9b+DCFP7cuGRleXyM7vbfXoOuobnTn2gEp8w/rXmHwPvprhNbM8hbIgIz2zvr1ZmXGWPHoe9acvuWZzuXv8yPBfFsay6p8gwSDnHeur8Ca9rVxp02izM0lgIykbSctH7A+ntW1r3huzl1NbxyiQj5jx+lcte68ukSE2yorIMdOlcbTjoepC1RczOhv9dTQJLbTdqPbueXYfMGrnPEM7QktypOSDjrXH6t4iN9qUEswMirksoHXNereG9U0nXdHisJYIpI1Bz5i8j29afK7bg5xi9EeTt4g3XSQmQ+YGxnHFdPpiy3Vn5shGUbDf5+lUPHHhew0tpL+0dYo1kCoqnrWhoqyRaekhXKSDBz6Hoazm4uOhrHmvqTXzmGwkI5GOtea6pObu7JHIUbc16VrMiDS5DwMrivNLi3eKx88fec5BFVQRliHZWM8WDBlPzEZr67eRoTH8p2OoUOOxNfNes6Vpth4ettU0zU76YNd/Zc3MIjW4IUM7xDOdqkhTu9R7gfSsMgaIQzHcqqvLdTXfC63PKqtO1iwHHlsFw20gHNUJYVtp5cA7SMc9PpUjMbAnzWUQSNlWPGPrTJ51mSUHiJepHf3qKgoFDURvs1t8AJK2CPRetYkmiXl1deZb3EaRrgK2TuUVpzTCe4CLuxHxz3pFlcS7IsISCTk8HFczOhOw3fLE7KvLRJgPJ825gOv51yGoQXdtpbXt45e4aUrwQRjHBFWfEeq6lp940Xn/ALlzmNljGSPSm3UGo3/hiBZYy87yEsOAQuOCfeoaNYSa1Qyz8PC4sVvX1IvC67lWEbSc+5pLvwzbXE1s8crpBDlp0LElvQZqZraS10XyVYIkceWZux46e+avWEtmmlKPtIO4/MT1Zjzj60+XqNzk92cb4jNqIZbMwRrcKVVZPLGACM4z7cV1HwohFtFqpj2o7eTnjnHzda5W1to9Q8cT2GqX1xbpNOSkkckaLCeOSZBjAX05ziur+GltcWuseJre4M+YpkjAuMBwAXHzAcZ6dOK6aatZnPVldNHpD5O2RPmGPmHtXKavYG2P2mMZgfJKj+GulhkeMu20bS2cVXupPKLbYS0DqQ27nafX6VdWCmrMzoVHTldHlEOhvrGvz3f2k2tjbcyyjqT12itG38QWmm30sksbKm0JDGP4FHTPuep9zWvr80cUa2kCqsCLucKMbm64/rXmWt3GCSx+YnNcVtbHqwk2uZkOt+KJl8RzTwytHEyhW285rptMuPD15obTW1zE96QA4lOGzn3rh5tBvktrfVpoibSc8HvjOMn2NbWl+GbRr95WA2MgKj0J71crKLFFylLQ0tN3R6lqBfHkSyZT0GOM1b1RdmmysvYcVMtillEVU5Q1n6vdAWEkO4Z25rlSu7HS9EecXk2+d3fOTwuKqRQNMwUDJPWrdzAZCG527gM10uteDL/wxouk387TJPemTzYTGQIANhQMf7zBs47fXNejFaHkzleWp9CRsyxM4Y7gcgn61BqDuzxTb2DoxAI449KKK1OQjnYy2Mgb+GJ3GOxH/wCuuBfmV8880UVxVNz0MKcprQBLkjoayvDNrBNrUsssSuYYTIoPQkZPPqOKKKqGxrWOcurye/1CS6uZDJLK2WJ+vT6VPeRJa6hsjHC9M80UVuYyFjkaRmDYwORVnSb+bSNbivrUJ50bMF3jI+ZSp4+jGiilEylsepfBhFj/ALbReFUwgfhvr1OfjaKKKt/CY/aOS8TTyKoAc4weM15Przsycnqcmiiuafxno4f+EY1nEryF2GSBgflU+mXtzZ6kxgndAeNoPHSiinP4GJfEdDfO2s3cFveMWhRBIqDgbj1NbMH7mJok4TaePpRRXHsjve5k6xIxt5EJ+UDNcvegf8I1bNgZ39aKK6aJx4kra54sk8RLawT6RplsbdUjiktUkUpGucIAXKgc5OByea+o7aFXUuc5IHf2ooruPKnuOS0huYdsqlhu9ay9zR/KrEATY+oFFFYz2HHcivHJguZeA65IIqoHbfIueCpoorA3Oa8efLoVtKvEiyfKw6j5TU8NxJbal9jRswyWiXJVucPjBx7Hrj1oopFRHXqC4hhjkLbGcbgD14JrF8Ond4quFIGyJn2JjgcYooql8JRl6nrDadr+qBrGxvEmnDFLuHeAVHBBBBHXpnB7g11Xw5vbjUbvXLy6k8yeeSKSRsYyTuzRRW8OhzT6noU5IaMA4BBqvfTPFY3BU8+X3ooqpEx3OA1NiYck5JySTXmniJ2+0MM8UUVxR+I9iXwnRaPq1zqditpc+WYPJMQVVxhQOKpaTeTf2dEcjIyM+1FFOW5FLqS3ep3QwA4rAvb2eRhubO8jNFFOCJrNlOcD7Mx6EMMY+taw17UtS0q0069u5p4LeR5E82RmJZsdSTzjbx6ZPrRRXRHY4pbn/9k=", 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Z4LlQMykZ3qKWTT4bS8Mv2pridlwzkDC/T0pGja3WFJbh2MalF7YUnOKinkiihBTAPWsJVW1ZHTChZ3ZFJaWyhmJLN6k1w+v3RgLAHvxXVSSPI+SSB71wPiOV7i9kSMFlQkcUUleWo6zUY6HrfwCZ5P7fkPQ+R/7PXtW1QpJwB3NeJ/s9yf6Nrinqvkf+z16trupCztTGjESOCPoK71aMbs8mSc52W5yOvXcb3NzKWX5iQpz26CvNLu5fVNYtrCAYLyKgI+orofEF15jGVDhVXHrVT4c6O+o+JDfSAGGzy2SOrnpj+dcsFz6nfUapxsev3O9LRQnJVQDn2rzzxxokdy9vquGyF/1YHBPvXotwC1sV9sH3rI1hEks402bl6ACtaqaOKjJ6o8Nu7nM+0EKSR8pNd/pXiywlSO2nlQTBQM7vvVx/i3wtJaXa3O8b5S0hwcBR6D3rm9LgkmuiIwzSDoO9ZXTR08r6Hp/iHxfa6WojhHnSsOAGGB7k1kRa7DqNk13cw4lxhEH971z6VnWvhljcfaLodQPlJzzTNSkhszsVSqgcACs276G0abt7yK1zOsswc4znivoxV+6Bk8DrzXyxNfpI/wAp5BFfUsMu0kPkNtrrw8d7nJjJW5beZymsuZb6UH+A7fyryrx1o7zSecg4x2r2DX7ZhdG6WPMTqNxHY+9cZryLLalMdQcVyzThUdzsouM6SscNrXhWXwb9if7Yt5BfRb45FTaBwCR1PrXK3dmCTJGOScsP613upag8/hZdEv4HZrdjJaXC87D/AHSPTqKzvDljearY3MMKWqSBtrec2CeM8cdK05luZuLtZmX4P1F7HUjbucwyKcofX1HpXrSXUR0yO6EgwAA43c9cZxXneleHr241A7baMTR4G8MDtyM9Poa7OS3S0hJuURZUAjYD2HaonLsOnS5tyS81OaVTFDuK55fPB9aypbkRp7/Woo9Ti8wqrAkc471AU+0BieOeKwcm2dcIKK0MzWrrdaO7kACuk+AMrPN4jI55t+v/AG0rivED7bMxju+Pwrv/AIC20Sx+INoILfZ88/79deHVjhxj0sj1yZQQck4wc8153cbEdwDhNxwTXaaxcPaW7xqRuf5QfQd6878RzfZdNcqeWOPpTxEknYWDi2mzJ1WOLUJZ4VbBhUEEetctIJ57JmO7eq+UQOpGf/r1r+FpWujq0rtu2oq59+a6HwhbW39hajdTxK5N043kZZBtA4rGLsdFVK1zygT3Wly4hlZCp454PNd7oGusYkuF5EmGZSec1yvia2TTdUmtZVLY5Bx2PINQ6fq9vp8aRqrOAOD3rW+lznsepR6dpuoyPc4dWcYYRtgGq+oWltY6eYbU7FHIDdjWDo+qXd0jLaSeWh6sVyP/ANdXfsMaOzu7yOxLMzNnJrKVTozWFJyVzn9QVJmSUYWQDDe9ZFzNtXrWhrcn2Z2ZelcjPqLS59PaqjHm1Lk1DQ+vJo127wD5nXPtWfdWou4iHfYV4TI6GrYZlkIIYAc89KiuI/KRpEY/NySexrvltY8WOjujynxjIyQPbMhDlsYPFcv9oYaf9lu3zj7jE849DXt13p9velGkhhlcAYeRATj2zWLqmlW9pK94tlZG2WPcyyIDuPTA964XBRPTjiJS0sed6fBJp0JjmVJInBDKHwGyO30z19a1vEmux6R4bjgs3jYgANyC3Y8kd6qaxdC7VpCirjooGAK8+1mUyRtGD8pOcA1CXMzoeiuax8QanqIM2UGTgsDWxpM82oafHcOclSVf6ivPNN0+e5uAscgT3zXpOj25srQR8gkfOD3PrSrQUdUXRqOSsxmq3S21uGbg4zXDeYZp2mU53MTW/wCOrnakSI3Uc1h+GrSS6Zlf5If75U1dGNo8xhiJPm5T2r4ISW01lrBjC+crRCTAxx82P61v+JpxNcXCc/KuP0rmPglH9nvvEtvkEI0GCB6767LxRaASpOAP3gKH61tVbdLQ5aFlX1PGdQ1gBZLdwAynB+lej6BPa+DPAEeo3YJM+JioPLs/3QPwryXxFatb6lcKcKSTjuK9e8U+Fb/UPAulRWs8ZjtIFdgekg2DBB/z1rKnpqdNfXRnUaVqcGsaXbXsP+rmQNj09RWNqxfT3lkWcnLDEZPAz6VU8CXb2/hmC1vVWJoGMcZDZEijnNZXiDVpLi7mWJFCPlWLdcdsVVSV1uY0qdpWsQeLLK91nTCbfaEjQtknHBrG0LSU0a1wyq08nLv149KvreLbW6q0p2Y4XNNu7lGhHlt87cCuab7HdSg0tQuL5FOPbiuJ8T3G2FnzyeldFLbyKvmsd2BnrXFeKZS80SY6jcaKS94dZ2iznYpJDKBnuK+zGw8CgAFuvvXxc8gaRQp4zX2WuQ4I2/dHQ8nivSprqePXd7IhcRt5iPH5hztIBxxXF+KNM+yxGeNS0PUYP3fY13NxGnlblUA4+Y+tZ2yG4ttpX91jB49O5qK0VNajoVHTd0eN3NyJ4B8uCD1p2j6FqV/LCdODRndulkPAA9Oetep6jp+nSJFPcIvlQ54CjHbBrMsJZ7fUp7OORWTZuiZl+8e2Mfr9K5bW0Oz2vOh62qaLmeKIl/LCF+CxUe3euK1HxH4bvNSeLVdQvLZgeVW1OD9SCTXWXWlapJcJLNeIxK4AUHJPcfSuC17w3HdmYuu25znOOc1KsnqawblGyeoy7isBPBd6I8c1tHO29lBG5SB8pzzmtXyUPzRnKmqWnaBBYxobeUgjlgSSCcdxVl51t4ycBdxPHvWUt9DqW2p59rl8W1PyWJCgn869c+BsZiOvHkbvIwcf79eZDQFv9Ve6urqOCHdkAkbm+gr1n4TMscmsW8SsFUxHLHnndXdStdI8rESumzpNfu86m8Zz8oABNcjrdu15Zsg5A5/Su417TmuM3MRJkVcMP7wrl2VTGVIzkc5rlxCkql2deElGVOyON8M26Wujao2MEzYJz6CtzwDMZ9G1JEAcpdkFCeoK9abocVikl9Y3RBBkMgQnqMdPzrnbF9S0/UbhNLgIE8uAQuaE+5pUi2rI3vGHhiG4tGu3ZjcSSKhI52j0Fcr/AMIXbGCzXLo4BNwxP3jnjH4YruhPcT6eiXk4aeJsumBxXP6jrUELFc9D+dDk+gU6VlqWorGHTbFY4AAiVnzXTO+F4FIuoteW/wAmdm7DZFSS7FtWYgDjrWL3N9EjkvFMpSAIOWfiuP4iO5uh9K2vFM7T3MCRnO0E8HvWS0q/Zyjgb8ZrupK0UefXleR9diYeeYgSZcYGehFTyKskPltnD8VCQLoKQdrxnAPvjt7U21kyFiZWSRSS24/rXVLU8xKzKyKyrLC7gFflQjsK5/xVcxiC3tVPJG9vX2robl1kBkiCqAx+Y9CK8/168N3qM0iHKZ2rjsBXFUZ3YeN5HM65Osdk6g4xVXw7Foi+HL2fU3Rrq9ZobeNhkhRwSPTn+VVfELuY2TnnmuIja4lvEhUnOcDJ4A/wp00dVR2Lfz6fqEi27hvLbg1vR+K5BEVkg+fGAQaz/EWiroOpRWq3XnOYUd2HHzEZ6elZDzFplRRz7VTjcy9o1saF5dNrVyuVZY4h8xb1q9b6hNbwDTowqptLDZ1b61SVlhgIAx/U1Y8K6WmueJfsV1fy2xaOR4zGm4u6oWC+gHByfb3qlFbIylN7s9b+DCFP7cuGRleXyM7vbfXoOuobnTn2gEp8w/rXmHwPvprhNbM8hbIgIz2zvr1ZmXGWPHoe9acvuWZzuXv8yPBfFsay6p8gwSDnHeur8Ca9rVxp02izM0lgIykbSctH7A+ntW1r3huzl1NbxyiQj5jx+lcte68ukSE2yorIMdOlcbTjoepC1RczOhv9dTQJLbTdqPbueXYfMGrnPEM7QktypOSDjrXH6t4iN9qUEswMirksoHXNereG9U0nXdHisJYIpI1Bz5i8j29afK7bg5xi9EeTt4g3XSQmQ+YGxnHFdPpiy3Vn5shGUbDf5+lUPHHhew0tpL+0dYo1kCoqnrWhoqyRaekhXKSDBz6Hoazm4uOhrHmvqTXzmGwkI5GOtea6pObu7JHIUbc16VrMiDS5DwMrivNLi3eKx88fec5BFVQRliHZWM8WDBlPzEZr67eRoTH8p2OoUOOxNfNes6Vpth4ettU0zU76YNd/Zc3MIjW4IUM7xDOdqkhTu9R7gfSsMgaIQzHcqqvLdTXfC63PKqtO1iwHHlsFw20gHNUJYVtp5cA7SMc9PpUjMbAnzWUQSNlWPGPrTJ51mSUHiJepHf3qKgoFDURvs1t8AJK2CPRetYkmiXl1deZb3EaRrgK2TuUVpzTCe4CLuxHxz3pFlcS7IsISCTk8HFczOhOw3fLE7KvLRJgPJ825gOv51yGoQXdtpbXt45e4aUrwQRjHBFWfEeq6lp940Xn/ALlzmNljGSPSm3UGo3/hiBZYy87yEsOAQuOCfeoaNYSa1Qyz8PC4sVvX1IvC67lWEbSc+5pLvwzbXE1s8crpBDlp0LElvQZqZraS10XyVYIkceWZux46e+avWEtmmlKPtIO4/MT1Zjzj60+XqNzk92cb4jNqIZbMwRrcKVVZPLGACM4z7cV1HwohFtFqpj2o7eTnjnHzda5W1to9Q8cT2GqX1xbpNOSkkckaLCeOSZBjAX05ziur+GltcWuseJre4M+YpkjAuMBwAXHzAcZ6dOK6aatZnPVldNHpD5O2RPmGPmHtXKavYG2P2mMZgfJKj+GulhkeMu20bS2cVXupPKLbYS0DqQ27nafX6VdWCmrMzoVHTldHlEOhvrGvz3f2k2tjbcyyjqT12itG38QWmm30sksbKm0JDGP4FHTPuep9zWvr80cUa2kCqsCLucKMbm64/rXmWt3GCSx+YnNcVtbHqwk2uZkOt+KJl8RzTwytHEyhW285rptMuPD15obTW1zE96QA4lOGzn3rh5tBvktrfVpoibSc8HvjOMn2NbWl+GbRr95WA2MgKj0J71crKLFFylLQ0tN3R6lqBfHkSyZT0GOM1b1RdmmysvYcVMtillEVU5Q1n6vdAWEkO4Z25rlSu7HS9EecXk2+d3fOTwuKqRQNMwUDJPWrdzAZCG527gM10uteDL/wxouk387TJPemTzYTGQIANhQMf7zBs47fXNejFaHkzleWp9CRsyxM4Y7gcgn61BqDuzxTb2DoxAI449KKK1OQjnYy2Mgb+GJ3GOxH/wCuuBfmV8880UVxVNz0MKcprQBLkjoayvDNrBNrUsssSuYYTIoPQkZPPqOKKKqGxrWOcurye/1CS6uZDJLK2WJ+vT6VPeRJa6hsjHC9M80UVuYyFjkaRmDYwORVnSb+bSNbivrUJ50bMF3jI+ZSp4+jGiilEylsepfBhFj/ALbReFUwgfhvr1OfjaKKKt/CY/aOS8TTyKoAc4weM15Przsycnqcmiiuafxno4f+EY1nEryF2GSBgflU+mXtzZ6kxgndAeNoPHSiinP4GJfEdDfO2s3cFveMWhRBIqDgbj1NbMH7mJok4TaePpRRXHsjve5k6xIxt5EJ+UDNcvegf8I1bNgZ39aKK6aJx4kra54sk8RLawT6RplsbdUjiktUkUpGucIAXKgc5OByea+o7aFXUuc5IHf2ooruPKnuOS0huYdsqlhu9ay9zR/KrEATY+oFFFYz2HHcivHJguZeA65IIqoHbfIueCpoorA3Oa8efLoVtKvEiyfKw6j5TU8NxJbal9jRswyWiXJVucPjBx7Hrj1oopFRHXqC4hhjkLbGcbgD14JrF8Ond4quFIGyJn2JjgcYooql8JRl6nrDadr+qBrGxvEmnDFLuHeAVHBBBBHXpnB7g11Xw5vbjUbvXLy6k8yeeSKSRsYyTuzRRW8OhzT6noU5IaMA4BBqvfTPFY3BU8+X3ooqpEx3OA1NiYck5JySTXmniJ2+0MM8UUVxR+I9iXwnRaPq1zqditpc+WYPJMQVVxhQOKpaTeTf2dEcjIyM+1FFOW5FLqS3ep3QwA4rAvb2eRhubO8jNFFOCJrNlOcD7Mx6EMMY+taw17UtS0q0069u5p4LeR5E82RmJZsdSTzjbx6ZPrRRXRHY4pbn/9k=", 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YuGuh6Il1EdMjuhIMAAON3PXGcVSvNTmlUxQ7iueXzwfWo5LdLSEm5RFlQCNgPYdqyY9Ti8wqrAkc471hKbOiFFbslluRGnv9awNaut1o7uQAK0yn2gMTxzxXN+IH22ZjHd8fhUw1ZpUdoncfs/SNJN4kOT1t/wD2pXt+1QpJwB3NeL/AOKKEa+UUgt5Gf/H69S13UhZ2pjRiJHBH0FendKN2eNJOU7Lc5HXruN7m5lLL8xIU57dBXml3cvqmsW1hAMF5FQEfUV0PiC68xjKhwqrj1qp8OdHfUfEhvpADDZ5bJHVz0x/OuSC59TvqNU42PX7nelooTkqoBz7V55440SO5e31XDZC/6sDgn3r0W4Ba2K+2D71kawiSWcabNy9ABWtVNHFRk9UeG3dzmfaCFJI+Umu/0rxZYSpHbTyoJgoGd33q4/xb4WktLtbneN8paQ4OAo9B71zelwSTXREYZpB0Hesrpo6eV9D0/wAQ+L7XS1EcI86VhwAwwPcmsiLXYdRsmu7mHEuMIg/veufSs618Msbj7RdDqB8pOeaZqUkNmdiqVUDgAVm3fQ2jTdveRWuZ1lm3nGc8V9D7Bs28EYA4FfLs1+kj/KeQRX1HbyCQfNwQASK68PF6nJjJJcvzON1Ag30xHADEDmsLUYRfaVKrAZGVNdNrln5GovswUlHmLjtnqK5bUJPsKyEtiKXGc9jXDVi1UZ6FGSlTVjxq5jex1KVORknGKgSe6tZMhmHOee9dT4q0eQTC7hXLE5NV18O3l7pqXjqPLRckhhkfUV0xkmjnnBpsu6LPHewi4GBOpw4HY+tdpBbnUZYZ2meC5UDMpGd6iuR8JaHdQXjS3Vu/2YnGcYBPb8M11zRtbrCktw7GNSi9sKTnFRKpyvQcKTkhZNPhtLwy/amuJ2XDOQML9PSqklpbKGYks3qTUs8kUUIKYB61mSSPI+SSB71hKTkzrhTUUcrr90YCwB78V6J8Bnd/7efj5vI6/wDA68n8RyvcXsiRgsqEjivWf2ff3tpryHgr5H1/jrsoxskzzsTK90ewTKCDknGDnmvO7jYjuAcJuOCa7TWLh7S3eNSNz/KD6DvXnfiOb7LprlTyxx9KWIkk7FYOLabMnVY4tQlnhVsGFQQR61y0gnnsmY7t6r5RA6kZ/wDr1r+FpWujq0rtu2oq59+a6HwhbW39hajdTxK5N043kZZBtA4rGLsdFVK1zygT3Wly4hlZCp454PNd7oGusYkuF5EmGZSec1yvia2TTdUmtZVLY5Bx2PINQ6fq9vp8aRqrOAOD3rW+lznsepR6dpuoyPc4dWcYYRtgGq+oWltY6eYbU7FHIDdjWDo+qXd0jLaSeWh6sVyP/wBdXfsMaOzu7yOxLMzNnJrKVTozWFJyVzn9QVJmSUYWQDDe9ZFzNtXrWhrcn2Z2ZelcjPqLS59PaqjHm1Lk1DQ+wJcPHgAFs596pOI28xHj8w52kA44qwciYkbenY8mmXEaeVuVQDj5j613tnirV3OG8UaZ9liM8aloeowfu+xrg7m5E8A+XBB617JshuLbaV/dYwePTuaoajp+nSJFPcIvlQ54CjHbBrhnTSd0elTxErWZ5Zo+halfywnTg0Z3bpZDwAPTnrXoa2qaLmeKIl/LCF+CxUe3emWEs9vqU9nHIrJs3RMy/ePbGP1+lQ3WlapJcJLNeIxK4AUHJPcfSoa0LU/eOT1HxH4bvNSeLVdQvLZgeVW1OD9SCTWXdxWAngu9EeOa2jnbeygjcpA+U55zT9e8Nx3ZmLrtuc5zjnNS6doEFjGht5SCOWBJIJx3FTJq1ludUE079C75KH5ozlTXnWuXxbU/JYkKCfzr0F51t4ycBdxPHvXGjQFv9Ve6urqOCHdkAkbm+goorXUjEStGyPTvgZDsGvMc8+Rj/wAfrpvE04muLhOflXH6VkfCIoj61BGGCoYSCx553V0Xii0AlScAfvAUP1rpqtuicNGyr6njOoawAslu4AZTg/SvR9AntfBngCPUbsEmfExUHl2f7oH4V5L4itWt9SuFOFJJx3FeveKfCt/qHgXSorWeMx2kCuwPSQbBgg/561nT01OivrozqNK1ODWNLtr2H/VzIGx6eorG1Yvp7yyLOTlhiMngZ9KqeBLt7fwzBa3qrE0DGOMhsiRRzmsrxBq0lxdzLEihHyrFuuO2KqpK63MaVO0rWIPFlle6zphNvtCRoWyTjg1jaFpKaNa4ZVaeTl368elX1vFtrdVaU7McLmm3dyjQjy2+duBXNN9jupQaWoXF8inHtxXE+J7jbCz55PSuilt5FXzWO7Az1rivFMpeaJMdRuNFJe8Os7RZzsUkhlAz3FfZEka+UrgHzMA59q+MnkDSKFPGa+yI2ZTyGwADz06V6dPTU8bEO9kVbq1F3EQ77CvCZHQ15f4xkZIHtmQhy2MHivVriPykaRGPzcknsaz7vT7e9KNJDDK4Aw8iAnHtmsa0FJpmmHrOmmjxH7Qw0/7LdvnH3GJ5x6GtDT4JNOhMcypJE4IZQ+A2R2+mevrXomqaVb2kr3i2VkbZY9zLIgO49MD3rhtYuhdq0hRVx0UDAFcz00O6E3NXZb8Sa7HpHhuOCzeNiAA3ILdjyR3riT4g1PUQZsoMnBYGsnWZTJG0YPyk5wDWVpunz3NwFjkCe+atU046jdRxkrHoekzzahp8dw5yVJV/qKfqt0ttbhm4OM0/R7c2VoI+QSPnB7n1rC8dXO1IkRuo5rCMbzsdE5WhzGB5hmnaZTncxNe2fBGa3ks9X8raJw0Qcgdvmx/WvFvDVpJdMyv8kP8AfKmvXvgsrW2oeI7UYIUwHIHrvrvgkpWPKqtuLZ2mv3edTeM5+UAAmuR1u3a8s2Qcgc/pXca9pzXGbmIkyKuGH94Vy7KpjKkZyOc1xYhSVS7O3CSjKnZHG+GbdLXRtUbGCZsE59BW54BmM+jakiAOUuyChPUFetN0OKxSS+sboggyGQIT1GOn51zti+pafqNwmlwECeXAIXNCfc0qRbVkb3jDwxDcWjXbsxuJJFQkc7R6CuV/4Qu2MFmuXRwCbhifvHPGPwxXdCe4n09EvJw08TZdMDiuf1HWoIWK56H86HJ9Ap0rLUtRWMOm2KxwABErPmumd8LwKRdRa8t/kzs3YbIqSXYtqzEAcdaxe5vokcl4plKQBByz8Vx/ER3N0PpW14pnae5gSM52gng96yWlX7OUcDfjNd1JWijz68ryPryWVoZE+U7HG0OOxNWA48tguG2kA5qCOQFTDMdyqBy3U1GzGwJ81lEEjZVjxj611PU8xaMjlhW2nlwDtIxz0+lUdRG+zW3wAkrYI9F61fnnWZJQeIl6kd/esiaYT3ARd2I+Oe9ck3qdMDMk0S8urrzLe4jSNcBWydyitDfLE7KvLRJgPJ825gOv505ZXEuyLCEgk5PBxXL+I9V1LT7xovP/AHLnMbLGMkelZGqZW1CC7ttLa9vHL3DSleCCMY4IqSz8PC4sVvX1IvC67lWEbSc+5p91BqN/4YgWWMvO8hLDgELjgn3pzW0lrovkqwRI48szdjx0980lFM19pJK1yG78M21xNbPHK6QQ5adCxJb0GawfEZtRDLZmCNbhSqrJ5YwARnGfbiuysJbNNKUfaQdx+YnqzHnH1riYLGXVfGt1YXWoy229pZI9ke/5ghIUZ4HA6n0960hHWxnKWmp2XwhhW1i1cqACwhyMc4+fGa7jXUNzpz7QCU+Yf1rzr4OzTs+tS3Ehcv5GCT/v16YzLjLHj0Peum14WZzOVp3R4L4tjWXVPkGCQc4711fgTXtauNOm0WZmksBGUjaTlo/YH09q2te8N2cupreOUSEfMeP0rlr3Xl0iQm2VFZBjp0rjacdD1IWqLmZ0N/rqaBJbabtR7dzy7D5g1c54hnaEluVJyQcda4/VvERvtSglmBkVcllA65r1bw3qmk67o8VhLBFJGoOfMXke3rT5XbcHOMXojydvEG66SEyHzA2M44rp9MWW6s/NkIyjYb/P0qh448L2GltJf2jrFGsgVFU9a0NFWSLT0kK5SQYOfQ9DWc3Fx0NY819Sa+cw2EhHIx1rzXVJzd3ZI5CjbmvStZkQaXIeBlcV5pcW7xWPnj7znIIqqCMsQ7KxniwYMp+YjIr65SYeb5QJMu0BQehFfNus6Vpth4ettU0zU76YNd/Zc3MIjW4IUM7xDOdqkhTu9R7gfSYAukQg7XTgH1OO3tXfC63PKq2drFiRVkh8ts4fis5FZVlhdwCvyoR2FWbWTIWJlZJFJLbj+tV7l1kBkiCqAx+Y9CKzqaCgc94quYxBb2qnkje3r7V51rk6x2TqDjFdNr14bvUZpEOUztXHYCuF8Qu5jZOeea5d2epTjywLXh2LRF8OXs+pujXV6zQ28bDJCjgkenP8q4n59P1CRbdw3ltwaqRtcS3iQqTnOBk8Af4Vs+ItFXQdSitVuvOcwo7sOPmIz09K3sZORoR+K5BEVkg+fGAQayLy6bWrlcqyxxD5i3rWe8xaZUUc+1aKssMBAGP6mkopO4pVJNWuXbfUJreAadGFVNpYbOrfWvUPg+joNauMFJJfIyW9BvryzwjZWOq+KYrHVrue2jnbak8c0UYjPUljJxjGeByTgV6r8KUng1bxRZXHnj7NPHGFuAokUAuMMBxnAGccVrGNnc5qkrxaPUHydsifMMfMPauU1ewNsftMYzA+SVH8NdLDI8Zdto2ls4qvdSeUW2wloHUht3O0+v0p1YKasyKFR05XR5RDob6xr8939pNrY23Mso6k9dorRt/EFppt9LJLGyptCQxj+BR0z7nqfc1r6/NHFGtpAqrAi7nCjG5uuP615lrdxgksfmJzXFbWx6sJNrmZDrfiiZfEc08MrRxMoVtvOa6bTLjw9eaG01tcxPekAOJThs5964ebQb5La31aaIm0nPB74zjJ9jW1pfhm0a/eVgNjICo9Ce9XKyixRcpS0NLTd0epagXx5EsmU9BjjNW9UXZpsrL2HFTLYpZRFVOUNZ+r3QFhJDuGdua5Urux0vRHnF5Nvnd3zk8LiqkUDTMFAyT1q3cwGQhudu4DNdLrXgy/8MaLpN/O0yT3pk82ExkCADYUDH+8wbOO31zXoxWh5M5XlqfR8MSuXc5yff2oS0huYdsqlhu9aKK0kci2Mvc0fyqxAE2PqBUV45MFzLwHXJBFFFc09zeGxUDtvkXPBU1zXjz5dCtpV4kWT5WHUfKaKKgsnhuJLbUvsaNmGS0S5Ktzh8YOPY9cetOvUFxDDHIW2M43AHrwTRRQtzQxfDp3eKrhSBsiZ9iY4HGKx9T1GfTfF15qEG3z45mxvGRyu08fQmiitI/ERPY6v4T8DVl7L5IH/j1ejT8bRRRW/wBgw+0cl4mnkVQA5xg8ZryfXnZk5PU5NFFc0/jPRw/8IxrOJXkLsMkDA/Kp9Mvbmz1JjBO6A8bQeOlFFOfwMS+I6G+dtZu4Le8YtCiCRUHA3Hqa2YP3MTRJwm08fSiiuPZHe9zJ1iRjbyIT8oGa5e9A/wCEatmwM7+tFFdNE48SVtc8WSeIltYJ9I0y2NuqRxSWqSKUjXOEALlQvOTgcnn1r6ZhZlty4Y7hgg0UV2nlyIdQd2eKbewdGIBHHHpUc7GWxkDfwxO4x2I//XRRWVXYdPc4F+ZXzzzXKa0AS5I6GiiuVbnrfZMrwzawTa1LLLErmGEyKD0JGTz6jiucurye/wBQkurmQySytlifr0+lFFdMTl6snvIktdQ2RjhemeaWORpGYNjA5FFFNkMvaVrH9lXEsLadp99DPIrNHeweYAy5wQQQR1ORnB7g16l8LLy41C/8RXt1IZLi4mikkfGMk7/T+VFFWuhzz2Z6bOSGjAOAQar30zxWNwVPPl96KKJEx3OA1NiYck5JySTXmniJ2+0MM8UUVxR+I9iXwnRaPq1zqditpc+WYPJMQVVxhQOKpaTeTf2dEcjIyM+1FFOW5FLqS3ep3QwA4rAvb2eRhubO8jNFFOCJrNlOcD7Mx6EMMY+taw17UtS0q0069u5p4LeR5E82RmJZsdSTzjbx6ZPrRRXRHY4pbn//2Q==", "info": {"video_id": "60860", "label": "closing paint tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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YuGuh6Il1EdMjuhIMAAON3PXGcVSvNTmlUxQ7iueXzwfWo5LdLSEm5RFlQCNgPYdqyY9Ti8wqrAkc471hKbOiFFbslluRGnv9awNaut1o7uQAK0yn2gMTxzxXN+IH22ZjHd8fhUw1ZpUdoncfs/SNJN4kOT1t/wD2pXt+1QpJwB3NeL/AOKKEa+UUgt5Gf/H69S13UhZ2pjRiJHBH0FendKN2eNJOU7Lc5HXruN7m5lLL8xIU57dBXml3cvqmsW1hAMF5FQEfUV0PiC68xjKhwqrj1qp8OdHfUfEhvpADDZ5bJHVz0x/OuSC59TvqNU42PX7nelooTkqoBz7V55440SO5e31XDZC/6sDgn3r0W4Ba2K+2D71kawiSWcabNy9ABWtVNHFRk9UeG3dzmfaCFJI+Umu/0rxZYSpHbTyoJgoGd33q4/xb4WktLtbneN8paQ4OAo9B71zelwSTXREYZpB0Hesrpo6eV9D0/wAQ+L7XS1EcI86VhwAwwPcmsiLXYdRsmu7mHEuMIg/veufSs618Msbj7RdDqB8pOeaZqUkNmdiqVUDgAVm3fQ2jTdveRWuZ1lm3nGc8V9D7Bs28EYA4FfLs1+kj/KeQRX1HbyCQfNwQASK68PF6nJjJJcvzON1Ag30xHADEDmsLUYRfaVKrAZGVNdNrln5GovswUlHmLjtnqK5bUJPsKyEtiKXGc9jXDVi1UZ6FGSlTVjxq5jex1KVORknGKgSe6tZMhmHOee9dT4q0eQTC7hXLE5NV18O3l7pqXjqPLRckhhkfUV0xkmjnnBpsu6LPHewi4GBOpw4HY+tdpBbnUZYZ2meC5UDMpGd6iuR8JaHdQXjS3Vu/2YnGcYBPb8M11zRtbrCktw7GNSi9sKTnFRKpyvQcKTkhZNPhtLwy/amuJ2XDOQML9PSqklpbKGYks3qTUs8kUUIKYB61mSSPI+SSB71hKTkzrhTUUcrr90YCwB78V6J8Bnd/7efj5vI6/wDA68n8RyvcXsiRgsqEjivWf2ff3tpryHgr5H1/jrsoxskzzsTK90ewTKCDknGDnmvO7jYjuAcJuOCa7TWLh7S3eNSNz/KD6DvXnfiOb7LprlTyxx9KWIkk7FYOLabMnVY4tQlnhVsGFQQR61y0gnnsmY7t6r5RA6kZ/wDr1r+FpWujq0rtu2oq59+a6HwhbW39hajdTxK5N043kZZBtA4rGLsdFVK1zygT3Wly4hlZCp454PNd7oGusYkuF5EmGZSec1yvia2TTdUmtZVLY5Bx2PINQ6fq9vp8aRqrOAOD3rW+lznsepR6dpuoyPc4dWcYYRtgGq+oWltY6eYbU7FHIDdjWDo+qXd0jLaSeWh6sVyP/wBdXfsMaOzu7yOxLMzNnJrKVTozWFJyVzn9QVJmSUYWQDDe9ZFzNtXrWhrcn2Z2ZelcjPqLS59PaqjHm1Lk1DQ+wJcPHgAFs596pOI28xHj8w52kA44qwciYkbenY8mmXEaeVuVQDj5j613tnirV3OG8UaZ9liM8aloeowfu+xrg7m5E8A+XBB617JshuLbaV/dYwePTuaoajp+nSJFPcIvlQ54CjHbBrhnTSd0elTxErWZ5Zo+halfywnTg0Z3bpZDwAPTnrXoa2qaLmeKIl/LCF+CxUe3emWEs9vqU9nHIrJs3RMy/ePbGP1+lQ3WlapJcJLNeIxK4AUHJPcfSoa0LU/eOT1HxH4bvNSeLVdQvLZgeVW1OD9SCTWXdxWAngu9EeOa2jnbeygjcpA+U55zT9e8Nx3ZmLrtuc5zjnNS6doEFjGht5SCOWBJIJx3FTJq1ludUE079C75KH5ozlTXnWuXxbU/JYkKCfzr0F51t4ycBdxPHvXGjQFv9Ve6urqOCHdkAkbm+goorXUjEStGyPTvgZDsGvMc8+Rj/wAfrpvE04muLhOflXH6VkfCIoj61BGGCoYSCx553V0Xii0AlScAfvAUP1rpqtuicNGyr6njOoawAslu4AZTg/SvR9AntfBngCPUbsEmfExUHl2f7oH4V5L4itWt9SuFOFJJx3FeveKfCt/qHgXSorWeMx2kCuwPSQbBgg/561nT01OivrozqNK1ODWNLtr2H/VzIGx6eorG1Yvp7yyLOTlhiMngZ9KqeBLt7fwzBa3qrE0DGOMhsiRRzmsrxBq0lxdzLEihHyrFuuO2KqpK63MaVO0rWIPFlle6zphNvtCRoWyTjg1jaFpKaNa4ZVaeTl368elX1vFtrdVaU7McLmm3dyjQjy2+duBXNN9jupQaWoXF8inHtxXE+J7jbCz55PSuilt5FXzWO7Az1rivFMpeaJMdRuNFJe8Os7RZzsUkhlAz3FfZEka+UrgHzMA59q+MnkDSKFPGa+yI2ZTyGwADz06V6dPTU8bEO9kVbq1F3EQ77CvCZHQ15f4xkZIHtmQhy2MHivVriPykaRGPzcknsaz7vT7e9KNJDDK4Aw8iAnHtmsa0FJpmmHrOmmjxH7Qw0/7LdvnH3GJ5x6GtDT4JNOhMcypJE4IZQ+A2R2+mevrXomqaVb2kr3i2VkbZY9zLIgO49MD3rhtYuhdq0hRVx0UDAFcz00O6E3NXZb8Sa7HpHhuOCzeNiAA3ILdjyR3riT4g1PUQZsoMnBYGsnWZTJG0YPyk5wDWVpunz3NwFjkCe+atU046jdRxkrHoekzzahp8dw5yVJV/qKfqt0ttbhm4OM0/R7c2VoI+QSPnB7n1rC8dXO1IkRuo5rCMbzsdE5WhzGB5hmnaZTncxNe2fBGa3ks9X8raJw0Qcgdvmx/WvFvDVpJdMyv8kP8AfKmvXvgsrW2oeI7UYIUwHIHrvrvgkpWPKqtuLZ2mv3edTeM5+UAAmuR1u3a8s2Qcgc/pXca9pzXGbmIkyKuGH94Vy7KpjKkZyOc1xYhSVS7O3CSjKnZHG+GbdLXRtUbGCZsE59BW54BmM+jakiAOUuyChPUFetN0OKxSS+sboggyGQIT1GOn51zti+pafqNwmlwECeXAIXNCfc0qRbVkb3jDwxDcWjXbsxuJJFQkc7R6CuV/4Qu2MFmuXRwCbhifvHPGPwxXdCe4n09EvJw08TZdMDiuf1HWoIWK56H86HJ9Ap0rLUtRWMOm2KxwABErPmumd8LwKRdRa8t/kzs3YbIqSXYtqzEAcdaxe5vokcl4plKQBByz8Vx/ER3N0PpW14pnae5gSM52gng96yWlX7OUcDfjNd1JWijz68ryPryWVoZE+U7HG0OOxNWA48tguG2kA5qCOQFTDMdyqBy3U1GzGwJ81lEEjZVjxj611PU8xaMjlhW2nlwDtIxz0+lUdRG+zW3wAkrYI9F61fnnWZJQeIl6kd/esiaYT3ARd2I+Oe9ck3qdMDMk0S8urrzLe4jSNcBWydyitDfLE7KvLRJgPJ825gOv505ZXEuyLCEgk5PBxXL+I9V1LT7xovP/AHLnMbLGMkelZGqZW1CC7ttLa9vHL3DSleCCMY4IqSz8PC4sVvX1IvC67lWEbSc+5p91BqN/4YgWWMvO8hLDgELjgn3pzW0lrovkqwRI48szdjx0980lFM19pJK1yG78M21xNbPHK6QQ5adCxJb0GawfEZtRDLZmCNbhSqrJ5YwARnGfbiuysJbNNKUfaQdx+YnqzHnH1riYLGXVfGt1YXWoy229pZI9ke/5ghIUZ4HA6n0960hHWxnKWmp2XwhhW1i1cqACwhyMc4+fGa7jXUNzpz7QCU+Yf1rzr4OzTs+tS3Ehcv5GCT/v16YzLjLHj0Peum14WZzOVp3R4L4tjWXVPkGCQc4711fgTXtauNOm0WZmksBGUjaTlo/YH09q2te8N2cupreOUSEfMeP0rlr3Xl0iQm2VFZBjp0rjacdD1IWqLmZ0N/rqaBJbabtR7dzy7D5g1c54hnaEluVJyQcda4/VvERvtSglmBkVcllA65r1bw3qmk67o8VhLBFJGoOfMXke3rT5XbcHOMXojydvEG66SEyHzA2M44rp9MWW6s/NkIyjYb/P0qh448L2GltJf2jrFGsgVFU9a0NFWSLT0kK5SQYOfQ9DWc3Fx0NY819Sa+cw2EhHIx1rzXVJzd3ZI5CjbmvStZkQaXIeBlcV5pcW7xWPnj7znIIqqCMsQ7KxniwYMp+YjIr65SYeb5QJMu0BQehFfNus6Vpth4ettU0zU76YNd/Zc3MIjW4IUM7xDOdqkhTu9R7gfSYAukQg7XTgH1OO3tXfC63PKq2drFiRVkh8ts4fis5FZVlhdwCvyoR2FWbWTIWJlZJFJLbj+tV7l1kBkiCqAx+Y9CKzqaCgc94quYxBb2qnkje3r7V51rk6x2TqDjFdNr14bvUZpEOUztXHYCuF8Qu5jZOeea5d2epTjywLXh2LRF8OXs+pujXV6zQ28bDJCjgkenP8q4n59P1CRbdw3ltwaqRtcS3iQqTnOBk8Af4Vs+ItFXQdSitVuvOcwo7sOPmIz09K3sZORoR+K5BEVkg+fGAQayLy6bWrlcqyxxD5i3rWe8xaZUUc+1aKssMBAGP6mkopO4pVJNWuXbfUJreAadGFVNpYbOrfWvUPg+joNauMFJJfIyW9BvryzwjZWOq+KYrHVrue2jnbak8c0UYjPUljJxjGeByTgV6r8KUng1bxRZXHnj7NPHGFuAokUAuMMBxnAGccVrGNnc5qkrxaPUHydsifMMfMPauU1ewNsftMYzA+SVH8NdLDI8Zdto2ls4qvdSeUW2wloHUht3O0+v0p1YKasyKFR05XR5RDob6xr8939pNrY23Mso6k9dorRt/EFppt9LJLGyptCQxj+BR0z7nqfc1r6/NHFGtpAqrAi7nCjG5uuP615lrdxgksfmJzXFbWx6sJNrmZDrfiiZfEc08MrRxMoVtvOa6bTLjw9eaG01tcxPekAOJThs5964ebQb5La31aaIm0nPB74zjJ9jW1pfhm0a/eVgNjICo9Ce9XKyixRcpS0NLTd0epagXx5EsmU9BjjNW9UXZpsrL2HFTLYpZRFVOUNZ+r3QFhJDuGdua5Urux0vRHnF5Nvnd3zk8LiqkUDTMFAyT1q3cwGQhudu4DNdLrXgy/8MaLpN/O0yT3pk82ExkCADYUDH+8wbOO31zXoxWh5M5XlqfR8MSuXc5yff2oS0huYdsqlhu9aKK0kci2Mvc0fyqxAE2PqBUV45MFzLwHXJBFFFc09zeGxUDtvkXPBU1zXjz5dCtpV4kWT5WHUfKaKKgsnhuJLbUvsaNmGS0S5Ktzh8YOPY9cetOvUFxDDHIW2M43AHrwTRRQtzQxfDp3eKrhSBsiZ9iY4HGKx9T1GfTfF15qEG3z45mxvGRyu08fQmiitI/ERPY6v4T8DVl7L5IH/j1ejT8bRRRW/wBgw+0cl4mnkVQA5xg8ZryfXnZk5PU5NFFc0/jPRw/8IxrOJXkLsMkDA/Kp9Mvbmz1JjBO6A8bQeOlFFOfwMS+I6G+dtZu4Le8YtCiCRUHA3Hqa2YP3MTRJwm08fSiiuPZHe9zJ1iRjbyIT8oGa5e9A/wCEatmwM7+tFFdNE48SVtc8WSeIltYJ9I0y2NuqRxSWqSKUjXOEALlQvOTgcnn1r6ZhZlty4Y7hgg0UV2nlyIdQd2eKbewdGIBHHHpUc7GWxkDfwxO4x2I//XRRWVXYdPc4F+ZXzzzXKa0AS5I6GiiuVbnrfZMrwzawTa1LLLErmGEyKD0JGTz6jiucurye/wBQkurmQySytlifr0+lFFdMTl6snvIktdQ2RjhemeaWORpGYNjA5FFFNkMvaVrH9lXEsLadp99DPIrNHeweYAy5wQQQR1ORnB7g16l8LLy41C/8RXt1IZLi4mikkfGMk7/T+VFFWuhzz2Z6bOSGjAOAQar30zxWNwVPPl96KKJEx3OA1NiYck5JySTXmniJ2+0MM8UUVxR+I9iXwnRaPq1zqditpc+WYPJMQVVxhQOKpaTeTf2dEcjIyM+1FFOW5FLqS3ep3QwA4rAvb2eRhubO8jNFFOCJrNlOcD7Mx6EMMY+taw17UtS0q0069u5p4LeR5E82RmJZsdSTzjbx6ZPrRRXRHY4pbn//2Q==", 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", "info": {"video_id": "60860", "label": "closing paint tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60860", "label": "closing paint tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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qtjcwwpapIG2t5zYJ4zxx0p2leHr241A7baMTR4G8MDtyM9Poa0clbUxcNdD0RLqI6ZHdCQYAAcbueuM4qleanNKpih3Fc8vng+tRyW6WkJNyiLKgEbAew7Vkx6nF5hVWBI5x3rCU2dEKK3ZLLciNPf61ga1dbrR3cgAVplPtAYnjniub8QPtszGO74/CphqzSo7ROw+BDebJ4iYkcGA8/wDbSvT9fAWy5HzFgufbrXmnwQWO3GtlARv8jcf++8V6vq9qt3psgUjzEHmr747V6Uo3p6HjKdq2pxEsmySNT91jtNec/EHTcOJ0HPevRLqAyxcEg9VPvXL6wo1iKaJiN68MPQ15kPdlc9iS5onlbPNJEhQt8nJxV/StRYTrb3TAwucbj2NWLHSbz+0pLNFXBzjJx+HNSXXhe+t7sQRws0wOSo5x78V2XRxyi0dppRMSvb7WkgkXDxr3HWtf+xkOnssmpuLc5YRhefYZqtpthLa2kDbngnjVkmz/ABZGMfTBp8fkgKrMWCDAyemKxdW2iNoUG9Rr20LRJHkiNBgKOM/WsbWEiggzDxirtzcHcyoTgelYWuTmDTSxOWJwKyjds6HFRjocjcXbzXhjH94V9grkxDdgcDp9K+MIDJFqCSOpGW719nzxFY/MUj7o4J4r0acUtDx8RJt3Ob8Tomy3b+PJxk9q43U7iK3tJZGYbgK6TV7g3d0zE4VPlQe1eU+Kr9zfSRKxAL7MevNck2nLQ9ChFxgrjtStjZ3qeUT5dwCrDtz/AJzXPatazLN5mWPljaDnrXc6rAr6vo9ucYaeIMD0PIzVvx5p8H2N5YIhF9kGXRRxgnrRF6E1YpPQ4LQtan+0/ZJpWZT80ZJ6EV6Db3sGp2v2S8UMG6MD/L0NeUQ3FtHdibBVkHA9a6Cx8Qo7okSsrg8d8mtG7bGSTPQxounQuk480ug+RnbIHtXO6q6/apUfa0TA5HoelWHS51CFTeXDbAQVRPlwffHU1T1C3jjtTtFYupdm8aL3ZzUi+SNu7Ir0v4KSGR9cwenkf+z14/qWoNFIUzXqfwDuPNbxCWz/AMu//s9b0oe9cxxElyNHtO1QpJwB3Ned69dxvc3MpZfmJCnPboK67XdSFnamNGIkcEfQV5P4guvMYyocKq49adaWqiZ4WGjmc9d3L6prFtYQDBeRUBH1Fe63O9LRQnJVQDn2ryD4c6O+o+JDfSAGGzy2SOrnpj+dew3ALWxX2wfeqhB2djPEVPeR51440SO5e31XDZC/6sDgn3rzu7ucz7QQpJHyk17lrCJJZxps3L0AFeOeLfC0lpdrc7xvlLSHBwFHoPesb2eptH3jsNK8WWEqR208qCYKBnd96ovEPi+10tRHCPOlYcAMMD3JrzDS4JJroiMM0g6DvXT2vhljcfaLodQPlJzzSk0upcYSb2NGLXYdRsmu7mHEuMIg/veufSsG7nWWQucZ7Va1KSGzOxVKqBwAK5q4v0kztPIqIxb2NuVRPqqXDx4ABbOfeqTiNvMR4/MOdpAOOKsHImJG3p2PJplxGnlblUA4+Y+tek2eKtXc4bxRpn2WIzxqWh6jB+77GuDubkTwD5cEHrXsmyG4ttpX91jB49O5qhqOn6dIkU9wi+VDngKMdsGuGdNJ3R6VPEStZnlmj6FqV/LCdODRndulkPAA9OetehrapouZ4oiX8sIX4LFR7d6ZYSz2+pT2ccismzdEzL949sY/X6VDdaVqklwks14jErgBQck9x9KhrQtT945PUfEfhu81J4tV1C8tmB5VbU4P1IJNZd3FYCeC70R45raOdt7KCNykD5TnnNP17w3HdmYuu25znOOc1Lp2gQWMaG3lII5YEkgnHcVMmrWW51QTTv0LvkofmjOVNeda5fFtT8liQoJ/OvQXnW3jJwF3E8e9caNAW/1V7q6uo4Id2QCRub6CiitdSMRK0bI9I+CcAB1wNna3kn/0OvT5BsYqmQDwO+M1558Ltsf9sRRK+I2iPXk53V6MU85AjMRj5hj1r0ab9w8asrzZzGv2gtIjNEdyZw2B9015NcTz/wBtS3cHyqDhhnhhXuci72eJyCpTBT19azJ9Ds2t5wllbFiC0YVAOnauapTXM5HZRxElFRPHVg+33/2i3ZfkILKW5544rq9EureO7+03WxZYY9u5nBEmSeo9at6rImmgWX2e0SYr+8kgjAJ7gGuC1iTy3O3g9RzWL1djri7q7H6z4wvX1i4t4jGVYhfQHHSq1nqd6dShhnZQsxKYHY9q4u9RprpmByW55NdP4c0iVXSaZy6dsHO1qqdNct0OnUlzW6HYIjQ5Djnqa43X71ZpFtwf4t1dtNNi0lZ2y2zr615LdSyz6oxQFm3/ACiooRuysRJxj6m3pssEV3CLsL5LOA2RnivqrVpzBpUsi5I2gYx618u31ibfS47ssvmKykoV6dK+o5VFzZMknCumMV2w1TseXV0aucNNNvXjivP/ABBpmdYtHkGQ9wvH/As16JfWL2V0Y35XGUb1rndfiT/Rrk8eVIrZ/GvN1jOzPXi1OKaMvX7lYPEOmnJGLmPp9RXdappg1NZrWYhYW4LqeXGciuN8XW1ndWlpNZoJZnfduHJPoKn0TU9bdkmum8m1B2ZK8Zx71onoZVIOT0Oen8IWjeILnzFc20bOoReBnHy/hmp9E8LW9jKZ5GLzA8e1dBqFzHZ+Y7Nv3MSG/vZ71grr0bXIRCck4BA4zSlJ2NYU0lqX7ufyGZOCe3FZVxIzxMzHgA8VcjYyys0nJPrWXrVwkCyYIHyHjPtWcdWXJ2RwGoMbi8kYcDOBXsn7PhVl8RAZyPs//tSvEYGdHLv9wnJya9t+ADo8viMqOD9nPH/bSvShozyKzumdp4mnE1xcJz8q4/SvJNQ1gBZLdwAynB+lezeKLQCVJwB+8BQ/WvBvEVq1vqVwpwpJOO4rlmm6judlFr2K5T1rQJ7XwZ4Aj1G7BJnxMVB5dn+6B+FdZpWpwaxpdtew/wCrmQNj09RXL+KfCt/qHgXSorWeMx2kCuwPSQbBgg/561J4Eu3t/DMFreqsTQMY4yGyJFHOa2UrKxySp813a5b1Yvp7yyLOTlhiMngZ9K5jxZZXus6YTb7QkaFsk44NT+INWkuLuZYkUI+VYt1x2xWct4ttbqrSnZjhc1hJ7nXCm7JooaFpKaNa4ZVaeTl368elXbi+RTj24ou7lGhHlt87cCsuW3kVfNY7sDPWudtt6nWlZHO+J7jbCz55PSuJSSQsRmuj8Uyl5okx1G41y00gY4U8V3UV7pw15e8fYssrQyJ8p2ONocdiasBx5bBcNtIBzUEcgKmGY7lUDlupqNmNgT5rKIJGyrHjH1rqep5a0ZHLCttPLgHaRjnp9Ko6iN9mtvgBJWwR6L1q/POsySg8RL1I7+9ZE0wnuAi7sR8c965JvU6YGZJol5dXXmW9xGka4Ctk7lFaG+WJ2VeWiTAeT5tzAdfzpyyuJdkWEJBJyeDiuX8R6rqWn3jRef8AuXOY2WMZI9KyNUytqEF3baW17eOXuGlK8EEYxwRUln4eFxYrevqReF13KsI2k59zT7qDUb/wxAssZed5CWHAIXHBPvTmtpLXRfJVgiRx5Zm7Hjp75pKKZr7SSVrkN34Ztria2eOV0ghy06FiS3oM1g+IzaiGWzMEa3ClVWTyxgAjOM+3FdlYS2aaUo+0g7j8xPVmPOPrXEwWMuq+NbqwutRltt7SyR7I9/zBCQozwOB1Pp71pCOtjOUtNTp/hdElpBqzdMiLKgc4+bk16XBJ5gDocxkfKR3ry74RXE/m6xLcu0nmeQAff5v0r0hk+yyROAzw5Odp+6a64fDY4qnxNiXsZ3i4iIBztOfSo5XiiZ5mb92qHjsMCrUksflJkBt7ZUVzfiC6Ntp0kO4BpmwoHUDvWFR2Nqau7I4/UJ1luJLg9WYn2riLpI9Q8RW1m8myOSUB29F6n9Aa6a+dvKc8ivOdakkW4MikjOeQccVjBXZ6MtInReOo9EuJY7rR2j8qICLKDAfH+etY2m63c6fGUKB0PbOKNE0NtU0bUb64uPKitItyoerknA5PaslZPLiOTnitmuhjzdjoL3xQ0kbBYXAK7QAcjNZ1jG1hIt5tQzL82H6VVsfn/eMMgHinajLIyFY2wARn3ojFLRETnKW5svPNqpXzA7rKASewr6fRt2UZ8KVG0egr5rv9PstO8OW2o6Tql9Kj3f2Ym5hEa3BChmeIddqnCnd6j3A+jHDFUwASSCa2grHLVfNYg1CyN7CIGGJRko5rzvxKjLYtbGNjOSFUAfePbFenyv5sZDKd68qRxisW9ni2/abi3VZ4IztUgZ3dvzrKtTjJ8xthq0oe6jgE0v8A4RzSVhnuTNezLmQg5ECd1X3PTPpmqvifxXbT+HXtrZCrBNvPHOKdrk7uS0jZdjucjpn0+griBZXGuX/2CzGZHyeegA6k1zRV2eg3yo0PD+v2F7dRW+vXbCMLtXcMLntmtvxJFbOjR6Y8LL5kZRoiDgDk1yFtoPmR3NpdRlLmI967DT/D9tb28RiwHUDPPU06trKw6XM3dl6IrMitjDY5GO9cX4ukZLkwg8N3rsXkEDFsgbRzXD+JZPtF7kHJYZArOkveuOs7QOVlZXcBc4Fe1/AKNoYtfcjG77Pj/wAf/wAa838I6Fpmr6/HYarcT26TPsWWKWOMRnqWYycYxngck4Feq/CK3k0zU/E9jIJ0EE8cYS4AEigFx82OM9M44r0InlTejPRNdQ3OnPtAJT5h/WvDPFsay6p8gwSDnHevemZcZY8eh71xWveG7OXU1vHKJCPmPH6VjWhrzGuFqfY7mL4E17WrjTptFmZpLARlI2k5aP2B9PatK/11NAkttN2o9u55dh8wauevdeXSJCbZUVkGOnSuN1bxEb7UoJZgZFXJZQOuaxSbZ3OMYrU7DxDO0JLcqTkg461xreIN10kJkPmBsZxxXrHhvVNJ13R4rCWCKSNQc+YvI9vWvP8Axx4XsNLaS/tHWKNZAqKp60e7F+89xRk3pFbF/TFlurPzZCMo2G/z9KnvnMNhIRyMdah0VZItPSQrlJBg59D0NTazIg0uQ8DK4rB/Fobr4dTzXVJzd3ZI5Cjbms02DAA/MRWlPbvFYifOC7AgitTxD4X1Hwx4f0jULx7hZ74yebAYyBb4CFAx/vMrZx26dQa74J20PMqSXNqfS0MSuXc5yff2oS0huYdsqlhu9aKK1kcS2Mvc0fyqxAE2PqBUV45MFzLwHXJBFFFc09zeGxUDtvkXPBU1zXjz5dCtpV4kWT5WHUfKaKKgsnhuJLbUvsaNmGS0S5Ktzh8YOPY9cetOvUFxDDHIW2M43AHrwTRRQtzQxfDp3eKrhSBsiZ9iY4HGKx9T1GfTfF15qEG3z45mxvGRyu08fQmiitI/ERPY6P4YZDaigJCqYvx+9XpPmupaMNhcgEfUUUVutjmluZto7RSeWGJVSSNxzisDxQMSwEfxxhz9STmiisa25vhviOV1IAW31rgdYVdzjAxg0UVlDc9CpsWvELnTvD2m2Fr+7huY/NmweXI6An0HpWDawpJY3EjZ3RkAfjRRXQjl6DIpmjhAXGB7VPMAYskZ5Booo6mbOg1XxGdes7MS6Tp1q8GyKJ7VHUpGucIAXKgc5OByea+joP4vYUUVotznl0IkZvLJyc461z/iGZ3vwhPyqgIAoorKr8LNsN/ER53r7EQSEda5PQ9VudO1WRrcqGlXy2JGTtz29KKK56ex6FU39SuXbUdMuTjzJo3RyB1AxipTfzxodrAUUUpFQ+EyLvUrl0ZS/ByaxvNaZ2Zzk7sZ9qKK0itDmqttlnT9abR76aH+z9PvYZnDGO8g8wKyDggggjqcjOD3Br1T4W3k+o3Wu310/mXFw8ckr4xlju9KKK6I9Djnsz0SfjaK5LxNPIqgBzjB4zRRUVdmXh/jieT687MnJ6nJrGs4leQuwyQMD8qKKyp7HdUJ9Mvbmz1JjBO6A8bQeOldDfO2s3cFveMWhRBIqDgbj1NFFY1vjua0PhZswfuYmiThNp4+lZOsSMbeRCflAzRRWcdzSfws5i9A/wCEatm/i39e9ZV/4l1bVdNt9Lvb2ae2tpXlQSSMxLMB1JPONvHpk+tFFejT2PKq7n//2Q==", 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qtjcwwpapIG2t5zYJ4zxx0p2leHr241A7baMTR4G8MDtyM9Poa0clbUxcNdD0RLqI6ZHdCQYAAcbueuM4qleanNKpih3Fc8vng+tRyW6WkJNyiLKgEbAew7Vkx6nF5hVWBI5x3rCU2dEKK3ZLLciNPf61ga1dbrR3cgAVplPtAYnjniub8QPtszGO74/CphqzSo7ROw+BDebJ4iYkcGA8/wDbSvT9fAWy5HzFgufbrXmnwQWO3GtlARv8jcf++8V6vq9qt3psgUjzEHmr747V6Uo3p6HjKdq2pxEsmySNT91jtNec/EHTcOJ0HPevRLqAyxcEg9VPvXL6wo1iKaJiN68MPQ15kPdlc9iS5onlbPNJEhQt8nJxV/StRYTrb3TAwucbj2NWLHSbz+0pLNFXBzjJx+HNSXXhe+t7sQRws0wOSo5x78V2XRxyi0dppRMSvb7WkgkXDxr3HWtf+xkOnssmpuLc5YRhefYZqtpthLa2kDbngnjVkmz/ABZGMfTBp8fkgKrMWCDAyemKxdW2iNoUG9Rr20LRJHkiNBgKOM/WsbWEiggzDxirtzcHcyoTgelYWuTmDTSxOWJwKyjds6HFRjocjcXbzXhjH94V9grkxDdgcDp9K+MIDJFqCSOpGW719nzxFY/MUj7o4J4r0acUtDx8RJt3Ob8Tomy3b+PJxk9q43U7iK3tJZGYbgK6TV7g3d0zE4VPlQe1eU+Kr9zfSRKxAL7MevNck2nLQ9ChFxgrjtStjZ3qeUT5dwCrDtz/AJzXPatazLN5mWPljaDnrXc6rAr6vo9ucYaeIMD0PIzVvx5p8H2N5YIhF9kGXRRxgnrRF6E1YpPQ4LQtan+0/ZJpWZT80ZJ6EV6Db3sGp2v2S8UMG6MD/L0NeUQ3FtHdibBVkHA9a6Cx8Qo7okSsrg8d8mtG7bGSTPQxounQuk480ug+RnbIHtXO6q6/apUfa0TA5HoelWHS51CFTeXDbAQVRPlwffHU1T1C3jjtTtFYupdm8aL3ZzUi+SNu7Ir0v4KSGR9cwenkf+z14/qWoNFIUzXqfwDuPNbxCWz/AMu//s9b0oe9cxxElyNHtO1QpJwB3Ned69dxvc3MpZfmJCnPboK67XdSFnamNGIkcEfQV5P4guvMYyocKq49adaWqiZ4WGjmc9d3L6prFtYQDBeRUBH1Fe63O9LRQnJVQDn2ryD4c6O+o+JDfSAGGzy2SOrnpj+dew3ALWxX2wfeqhB2djPEVPeR51440SO5e31XDZC/6sDgn3rzu7ucz7QQpJHyk17lrCJJZxps3L0AFeOeLfC0lpdrc7xvlLSHBwFHoPesb2eptH3jsNK8WWEqR208qCYKBnd96ovEPi+10tRHCPOlYcAMMD3JrzDS4JJroiMM0g6DvXT2vhljcfaLodQPlJzzSk0upcYSb2NGLXYdRsmu7mHEuMIg/veufSsG7nWWQucZ7Va1KSGzOxVKqBwAK5q4v0kztPIqIxb2NuVRPqqXDx4ABbOfeqTiNvMR4/MOdpAOOKsHImJG3p2PJplxGnlblUA4+Y+tek2eKtXc4bxRpn2WIzxqWh6jB+77GuDubkTwD5cEHrXsmyG4ttpX91jB49O5qhqOn6dIkU9wi+VDngKMdsGuGdNJ3R6VPEStZnlmj6FqV/LCdODRndulkPAA9OetehrapouZ4oiX8sIX4LFR7d6ZYSz2+pT2ccismzdEzL949sY/X6VDdaVqklwks14jErgBQck9x9KhrQtT945PUfEfhu81J4tV1C8tmB5VbU4P1IJNZd3FYCeC70R45raOdt7KCNykD5TnnNP17w3HdmYuu25znOOc1Lp2gQWMaG3lII5YEkgnHcVMmrWW51QTTv0LvkofmjOVNeda5fFtT8liQoJ/OvQXnW3jJwF3E8e9caNAW/1V7q6uo4Id2QCRub6CiitdSMRK0bI9I+CcAB1wNna3kn/0OvT5BsYqmQDwO+M1558Ltsf9sRRK+I2iPXk53V6MU85AjMRj5hj1r0ab9w8asrzZzGv2gtIjNEdyZw2B9015NcTz/wBtS3cHyqDhhnhhXuci72eJyCpTBT19azJ9Ds2t5wllbFiC0YVAOnauapTXM5HZRxElFRPHVg+33/2i3ZfkILKW5544rq9EureO7+03WxZYY9u5nBEmSeo9at6rImmgWX2e0SYr+8kgjAJ7gGuC1iTy3O3g9RzWL1djri7q7H6z4wvX1i4t4jGVYhfQHHSq1nqd6dShhnZQsxKYHY9q4u9RprpmByW55NdP4c0iVXSaZy6dsHO1qqdNct0OnUlzW6HYIjQ5Djnqa43X71ZpFtwf4t1dtNNi0lZ2y2zr615LdSyz6oxQFm3/ACiooRuysRJxj6m3pssEV3CLsL5LOA2RnivqrVpzBpUsi5I2gYx618u31ibfS47ssvmKykoV6dK+o5VFzZMknCumMV2w1TseXV0aucNNNvXjivP/ABBpmdYtHkGQ9wvH/As16JfWL2V0Y35XGUb1rndfiT/Rrk8eVIrZ/GvN1jOzPXi1OKaMvX7lYPEOmnJGLmPp9RXdappg1NZrWYhYW4LqeXGciuN8XW1ndWlpNZoJZnfduHJPoKn0TU9bdkmum8m1B2ZK8Zx71onoZVIOT0Oen8IWjeILnzFc20bOoReBnHy/hmp9E8LW9jKZ5GLzA8e1dBqFzHZ+Y7Nv3MSG/vZ71grr0bXIRCck4BA4zSlJ2NYU0lqX7ufyGZOCe3FZVxIzxMzHgA8VcjYyys0nJPrWXrVwkCyYIHyHjPtWcdWXJ2RwGoMbi8kYcDOBXsn7PhVl8RAZyPs//tSvEYGdHLv9wnJya9t+ADo8viMqOD9nPH/bSvShozyKzumdp4mnE1xcJz8q4/SvJNQ1gBZLdwAynB+lezeKLQCVJwB+8BQ/WvBvEVq1vqVwpwpJOO4rlmm6judlFr2K5T1rQJ7XwZ4Aj1G7BJnxMVB5dn+6B+FdZpWpwaxpdtew/wCrmQNj09RXL+KfCt/qHgXSorWeMx2kCuwPSQbBgg/561J4Eu3t/DMFreqsTQMY4yGyJFHOa2UrKxySp813a5b1Yvp7yyLOTlhiMngZ9K5jxZZXus6YTb7QkaFsk44NT+INWkuLuZYkUI+VYt1x2xWct4ttbqrSnZjhc1hJ7nXCm7JooaFpKaNa4ZVaeTl368elXbi+RTj24ou7lGhHlt87cCsuW3kVfNY7sDPWudtt6nWlZHO+J7jbCz55PSuJSSQsRmuj8Uyl5okx1G41y00gY4U8V3UV7pw15e8fYssrQyJ8p2ONocdiasBx5bBcNtIBzUEcgKmGY7lUDlupqNmNgT5rKIJGyrHjH1rqep5a0ZHLCttPLgHaRjnp9Ko6iN9mtvgBJWwR6L1q/POsySg8RL1I7+9ZE0wnuAi7sR8c965JvU6YGZJol5dXXmW9xGka4Ctk7lFaG+WJ2VeWiTAeT5tzAdfzpyyuJdkWEJBJyeDiuX8R6rqWn3jRef8AuXOY2WMZI9KyNUytqEF3baW17eOXuGlK8EEYxwRUln4eFxYrevqReF13KsI2k59zT7qDUb/wxAssZed5CWHAIXHBPvTmtpLXRfJVgiRx5Zm7Hjp75pKKZr7SSVrkN34Ztria2eOV0ghy06FiS3oM1g+IzaiGWzMEa3ClVWTyxgAjOM+3FdlYS2aaUo+0g7j8xPVmPOPrXEwWMuq+NbqwutRltt7SyR7I9/zBCQozwOB1Pp71pCOtjOUtNTp/hdElpBqzdMiLKgc4+bk16XBJ5gDocxkfKR3ry74RXE/m6xLcu0nmeQAff5v0r0hk+yyROAzw5Odp+6a64fDY4qnxNiXsZ3i4iIBztOfSo5XiiZ5mb92qHjsMCrUksflJkBt7ZUVzfiC6Ntp0kO4BpmwoHUDvWFR2Nqau7I4/UJ1luJLg9WYn2riLpI9Q8RW1m8myOSUB29F6n9Aa6a+dvKc8ivOdakkW4MikjOeQccVjBXZ6MtInReOo9EuJY7rR2j8qICLKDAfH+etY2m63c6fGUKB0PbOKNE0NtU0bUb64uPKitItyoerknA5PaslZPLiOTnitmuhjzdjoL3xQ0kbBYXAK7QAcjNZ1jG1hIt5tQzL82H6VVsfn/eMMgHinajLIyFY2wARn3ojFLRETnKW5svPNqpXzA7rKASewr6fRt2UZ8KVG0egr5rv9PstO8OW2o6Tql9Kj3f2Ym5hEa3BChmeIddqnCnd6j3A+jHDFUwASSCa2grHLVfNYg1CyN7CIGGJRko5rzvxKjLYtbGNjOSFUAfePbFenyv5sZDKd68qRxisW9ni2/abi3VZ4IztUgZ3dvzrKtTjJ8xthq0oe6jgE0v8A4RzSVhnuTNezLmQg5ECd1X3PTPpmqvifxXbT+HXtrZCrBNvPHOKdrk7uS0jZdjucjpn0+griBZXGuX/2CzGZHyeegA6k1zRV2eg3yo0PD+v2F7dRW+vXbCMLtXcMLntmtvxJFbOjR6Y8LL5kZRoiDgDk1yFtoPmR3NpdRlLmI967DT/D9tb28RiwHUDPPU06trKw6XM3dl6IrMitjDY5GO9cX4ukZLkwg8N3rsXkEDFsgbRzXD+JZPtF7kHJYZArOkveuOs7QOVlZXcBc4Fe1/AKNoYtfcjG77Pj/wAf/wAa838I6Fpmr6/HYarcT26TPsWWKWOMRnqWYycYxngck4Feq/CK3k0zU/E9jIJ0EE8cYS4AEigFx82OM9M44r0InlTejPRNdQ3OnPtAJT5h/WvDPFsay6p8gwSDnHevemZcZY8eh71xWveG7OXU1vHKJCPmPH6VjWhrzGuFqfY7mL4E17WrjTptFmZpLARlI2k5aP2B9PatK/11NAkttN2o9u55dh8wauevdeXSJCbZUVkGOnSuN1bxEb7UoJZgZFXJZQOuaxSbZ3OMYrU7DxDO0JLcqTkg461xreIN10kJkPmBsZxxXrHhvVNJ13R4rCWCKSNQc+YvI9vWvP8Axx4XsNLaS/tHWKNZAqKp60e7F+89xRk3pFbF/TFlurPzZCMo2G/z9KnvnMNhIRyMdah0VZItPSQrlJBg59D0NTazIg0uQ8DK4rB/Fobr4dTzXVJzd3ZI5Cjbms02DAA/MRWlPbvFYifOC7AgitTxD4X1Hwx4f0jULx7hZ74yebAYyBb4CFAx/vMrZx26dQa74J20PMqSXNqfS0MSuXc5yff2oS0huYdsqlhu9aKK1kcS2Mvc0fyqxAE2PqBUV45MFzLwHXJBFFFc09zeGxUDtvkXPBU1zXjz5dCtpV4kWT5WHUfKaKKgsnhuJLbUvsaNmGS0S5Ktzh8YOPY9cetOvUFxDDHIW2M43AHrwTRRQtzQxfDp3eKrhSBsiZ9iY4HGKx9T1GfTfF15qEG3z45mxvGRyu08fQmiitI/ERPY6P4YZDaigJCqYvx+9XpPmupaMNhcgEfUUUVutjmluZto7RSeWGJVSSNxzisDxQMSwEfxxhz9STmiisa25vhviOV1IAW31rgdYVdzjAxg0UVlDc9CpsWvELnTvD2m2Fr+7huY/NmweXI6An0HpWDawpJY3EjZ3RkAfjRRXQjl6DIpmjhAXGB7VPMAYskZ5Booo6mbOg1XxGdes7MS6Tp1q8GyKJ7VHUpGucIAXKgc5OByea+joP4vYUUVotznl0IkZvLJyc461z/iGZ3vwhPyqgIAoorKr8LNsN/ER53r7EQSEda5PQ9VudO1WRrcqGlXy2JGTtz29KKK56ex6FU39SuXbUdMuTjzJo3RyB1AxipTfzxodrAUUUpFQ+EyLvUrl0ZS/ByaxvNaZ2Zzk7sZ9qKK0itDmqttlnT9abR76aH+z9PvYZnDGO8g8wKyDggggjqcjOD3Br1T4W3k+o3Wu310/mXFw8ckr4xlju9KKK6I9Djnsz0SfjaK5LxNPIqgBzjB4zRRUVdmXh/jieT687MnJ6nJrGs4leQuwyQMD8qKKyp7HdUJ9Mvbmz1JjBO6A8bQeOldDfO2s3cFveMWhRBIqDgbj1NFFY1vjua0PhZswfuYmiThNp4+lZOsSMbeRCflAzRRWcdzSfws5i9A/wCEatm/i39e9ZV/4l1bVdNt9Lvb2ae2tpXlQSSMxLMB1JPONvHpk+tFFejT2PKq7n//2Q==", 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", "info": {"video_id": "60860", "label": "closing paint tube", "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": "ffe2eb084d7912fee265e6a45468c560d7cb2dade8165d7bf00f507370f6543b"} +{"episode": 80014, "episode_seed": 3171351083, "split": "train", "timestamp": "2025-10-13T03:41:18.049680", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3171351083, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 5 markers onto slipper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "104496", "label": "putting 5 markers onto slipper", "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": "104496", "label": "putting 5 markers onto slipper", "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": "7ec4454d3ed2bdbefea95a510e1cd3c172b76380252439360057c7f8399c0491"} +{"episode": 80015, "episode_seed": 2278220096, "split": "train", "timestamp": "2025-10-13T03:41:20.241493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2278220096, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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uCcD7zf4ZqvJOjMu5XOw7zx95v6AVeFowkbIHI6moprAuA+9C3GdvaknM2caC6mdNdhVRvLc4bcw459vp/hVW6Ku0e3qcnpgfnWjJp5XKknJGNp61k30Tx+XGWJ64OOnSr5pLVgoUpaQepNDtA3O+R044H0FK14CSI1zgcHHA+lVYVDH95uI6cVbCQsnAKHp0JJqXNtaDVJQd5K5FvZsFskfTipiql8BT0A71pRWaEAtHGyeoOGB9x/SpWtIHR2hcIQQGUjJB7D6Vk6be7Lji4RVkjMt7V7i7IWNiB1IXOBWoUFvAPLAYA8xrkn8j0pYbfYpH7sZ/5aehPbINLJMEB+zjcM/fbqSOn+NVFKCuzKrOVeXLHZFaXUT9ujsnR0Z1yGHOSOi/WlntxsYuWkZexPDOe2KZJB5zxO3OCcEnoT1NEsOMFCxZTggE8UlV6WNJYduzbsO2iCEAAYiGTj+8f8/rVaS3idWV9hXbuYkA4J6jNMaBs4MZwfY1EqSJE0QDjYcrxx/hWiqeRH1fqpakMNuSAAjgH+ILkfl1rQWBUCPG+QWCklRUsCyIASWkTHf7y/41PsicCSOUHLDcvr7+xq3FIzdaUtOhKWgELYiIlAIO0EYP1ogtgkImlkzK6/L7HPSp0iMgWYLuKHDKTjJyf1pjhR5YOdxBDhuqkH9M4rOUrak048zUUS2+2aYrI+M/dzx+eOlX0ieAHy5Y2ToULEkY6YrPWLCfdJOK0Le+kEe2RenRlXn/AArOnVT0kbYjCta0/uHSeVKm/OBnnj7p9x6VE8Kt0A3emev41PIba6O7DEju7Y/lzTWt0jjHlYRj3AI3fRfSt7nFazsZ7jZkZHXnPTPoRVeYovLsV/2icFfY/wCNXJ4ixHmNIzH+HO3d+A7e9VhYxpJtKBmHzM2O/YU0WkurOZ1oq8sJRgdueV6dqghjJwBgk5PJrV1OAzSRspUZZidw69B/SoxEpgaIxojgZXHQ/SuepC8mzshXUYqKLNpYr+78yOQnrkAEVrRb2kVI5RKp5KnjH+fSqaPJCVRCoU/c457cfrV2B/s8IVBulydxP0POapWWhzy5pu71JhGpUJEW5OcA5GfXmp4IA7NHK7hv4QxwT269+KpwuySB1UHbxhh29K241iuYi+yADOeeq0QmpbBWoypWuUZNNRBnJdRz+HrSfYgrqRnaOOD/AFrQdZ0TbGrSjOVIXBH58EVGGfYWkiAQcHBBB9RV8sexCq1O5Qa1g2EFOc/eLZ/P0qF7WMZITJHUYAI/pV2Z8nMSu+ThWxj8CT1/zmqh+0S7dgRBnCHOTjv+FNWRSc3uyg9vErEbQVfgkL39/T8a5C3s5HxkJt643c/mK7C8tyzZeRmw+0dvqeK5+0gDZltyB2I7H/ChpMp1HFbjkhjZV2psdWUMuecZ/UVrLNKo8rapY/KDn73bOKrjbhA8DLLuGwnBB56ZFX7eMOu4Nh4jhWHPqf5YqfQzvezkSRNHb221eXZSHI5x05NPtJUWXMiko3cfw/SmSK8flq6Y2ZUkdG9KkVB5fDDp6VjUqNNWO2hQjODct2aYsx9+ISqxz1ICn60yeZUA85drZ5GevoQfWoLeaSKPbuDLnhWyQPwq2t1v++UjJ7KQuf51tGopHJUw04b6ogBjlJAODnGSMc9en+cVUmZYj8zYI9SMj/EGtCfyzGAxAXtyQP8AFjVUwFiFWMqP7wXGB3x3J960TMkluZrzox2ojSAnGAvAPsT2/lWNqSvJIrFNoBIyTkmunZVTe3ARPlX8Ov6/yrFvIopGt1k+9gkdRz1NNptWNqc1CV0jPjhZYw7KwTudvStG1tyUjKshHfevOaR0eOFxhnjKkc8lf/rUrIVQMpboFYA4HA61k0olTquorbF23jW4nTYhQhsM6tnPsKsBxK6x9Sc4J59vSoF3QwbEIVN+N4OTn2+uaREYnJOCD2qJ1OUqjQ9rd30RoxQfZpCXiLJ93KocqO3FTtaxMgkRVBPf3/8Ar0tndpKu2SSTzMY4IwamkgG0mN0TeMEbt+fwrRNNaHLOMoO0tGVGtVYhtvzDtjn/AOvUZBUFcLhunAAP49qtLDKq5MjMcYVSnJ9/Xj3qvP5rkkKiE9QzZ/HHbHrVArvqVHjQDgBQTgHHGfQjsaoXW2DDttXB5ycA/T/A1ea2kkGGmcB/lUAYyPU1TvLaNVkKKARhQTyQfX+VO5aSW7IzILFVCrujIzjJyPxqdBJKVndAMDcFx27kmm2Fuv2dIHALZLYz3q/bnfBOz8EggfQf5NJ3a1HzKL0H2/ySMhLFZDuXII5wavy2KXMTNgB/vBh/n3qpao0tkmbjagxncMlSPQ1bgknsnCXCHyScCQjGQRjn07VDs0J3jLTdFQ2s8asrowKfe7/5FOW2l3lNuD2U8Z+lbDBvNWaP5iV5X1xwR/KpohHcRGP+EYZD3H/6qz9ir3Oj67LZoxHiuI4gV3KCMhkbg4pAxCjz2lGRyEA+b8euK1GWRc525z09GH+NQSGIRkMoEf8AdPp6fUGr5LbGMq3P8SKizW/zGO3cnOAABz+tV7gtBCzuAJHOQo9ewFSyxwYJUZZTjI4B/wDr1w6TXWoeNrrTv7auLeIeZ5BRd5yE3BRngDg8+2Kak1uVGnGbtE2721IeEK210H5/UUwkiDZNDgn7rAgjd2PrXMeHtQ1C/FzNcXMs0ihPmZumc8Yx9K6u1tJJdvntulZSf90e1Ju+wnBRfvMt26LKZEb+EgjHUZI/kQankSVI1DDcqtv3/X1/E1HbBmCXS7DjAlCk5Az1x+FbNn5c8W0EHI257dD/AIUmroIycJXsZ8YUrkk/gKmgyjblYhj0PerRsIxKI0cgOMpnoCe1Trp21TJjcBwydGH09awVKSeh3vFU5R1IUuG2gzO7rjjI3f1FSG4jfaFy5xwAmT+A6D6mpGs4jHgEgjqQ3BX1pi20sabY3KMMjaGwCfb+YrZc63OKfspO8dANrLIcFcKeCN2SR6egH0qF9oeSQ4wPkHpx1/X+VIROB8/mOrnqJCPw+tc94y1OS00F/sbtbMsiLkH5iD1AHpVqelxezd7Jl2cjZEW4zljk9OCa5sSNJCJLUnIOG9z9O9UNZu5RosGo2eu6hLGbg2/+kxKizkKGZo8c7QcKd3qPcDY02MQeXCMndkt+XWjmvsFSCp/FuS29rIy7pH3TbN5Pp6AfjWlbjgXC+X5T48za33Tzz7dajgHkpKXIw2cH0x2qWxEXlIksG+QAYOOCD0yfzp6Jmd3JNs14Y4rm3I4YFf6A/wCNQnTcSNCj7iOVB4yP8aX7I9mwmtn3kkEwKOPw9KuoUuUVgSrj5Dngqw6ZqXFS0YQqSp6wZU/s1lG9j8jdGB+79RRLp5aMBWJzwVOOD25/z2rTtpQZnhlG1m6qemfb6iopYliJGSMcFs9ux/ChU47FfWaj1uZoikt08yJEbC/eKfMBTDdT8o7+Wx5JEfQVbkmcFtkTSFDliv3V9cn39KqSPK0WVibAb5cDp7DP8qduV7gp8y1RWnaORFhiJKDh3IwAO/PqazLmSGS6KEgoOAx6MfasKO4GoeNp9Ovb+7tLaWUrG8c0aJH0JLF+MYz7k4pNLF5NqGrWFxLcMbWXy1S4271wSMNjjPAzjPtTU9bGkqNo8xuOxiUpHNvyD8jDOB9asWwCTlMcNGCue/QfyxTLC1SPbEPmI+aQ/wAh9M/yqaFVaAgmVWRiEYfMMg9MdqGZOzWhO1izRkQnAPzFB03DNNi6EFRkHkHrmr9ldp5myVDG2c7WHOM//Xq3LDGjI5iDDG18dSBWU6fMbUcS6ektjKQBeq9R+lTxyeUMptzzxkj+RrVisoWGI2IcDKOO49xQVXBiZMHPHGdrf4GlCk11LqYuEtLXRQjuGmXCooycEM+Afr3P0p5hiPElxH6kDCj8qmNvEUOR8vUY6gf/AFj+lVXtGiztfBHJBUfMPUVpeSOb929nYaxV3aVDlANqse/qf8+lZVw2YPMJwHfd+H/6hVXxjfXtrobPDKyAugDwjGQe1c34ht/EGl6LpV5qF9diS68zfAVwIQNpQMcfeIbOO351TnYuNByV7nX23FySP4UGPxJ/wqa7cx6eJEOG4H5nBooqmc8PiXyLMIVZoDtBLRhiT2I9K1bM/bo5RcAOoOAvaiio6Gk/iFXNvPLChOxF8xQecHpj6VLP/o93G8fG/kjseQP60UVSM5E1woZh2LA5I9ulZtvFHdWMt3OgeTftAP3V5xkD1ooo6AhDZw+RGSmTIxUk+nPT8q8l1O9k0vxfdXlsqCWKR2XcuR8y7Tx9GNFFZSOnDt8xb8DDbNdxgkr+7HP0au2sv9bP7EAfTH/16KKqJFb4n/XYsabBFNbgyIGIYgfTrTtxtr3MPyDdjaOnBooqVshz+KRvBRKiBh1Dj8jxUtjI0hUt1ZOfw/8A10UVa2MXuK8aqxwP+WmPwIqu7ssbYPRT19ulFFWBW3tNEzMcbnCEDgYxn865DxrM0ugSbwp/eRH8yaKKzZ0U1scPr/iN9WhiifTbC3MCLHHJbq6lUH8IBYgDnPTrzXb2fzPuPUKoooogPGdP67FuT95pC7v4mwfzJqaAmS4t4iSFU7AVODjmiipf+QU17v3/AJG9ERao5jA4HfnP1qxcW6iIzhnEpXk56j0x0ooq+pyx2M2yu5bmR1mIbygNrEc9RV+2le8SXzT/AKvIGOM8d6KKpbDqKz0L7W0Udq8arhIlG1e2cdfrWLdzOJpI8jaqhVGOgJwaKKEJ7nmWsar/AGb4j1VDY2N3FLc5Md1DvAKD5SMEEdemcHuDU/hm8nvr++vrl99xcTJJI+MZJJoorNfEdk/4SOvhUJcuw6s20/QAYpLWd4ROVweC/Prmiirl0MKfwy+RsPZwy2RlcEyiPcHzz0/lT9NmeayV3ILBkP58GiipRLLMRMV95a/dBBHtk4IqzdjDHHdcn6iiire5lHYytRmeAr5ZClz1x0z1xVdMuwUsfr34ooqKjOiilZs5fxkGHhuSTzGyJYuO3JzXB6hr+p3+nwaddXc0sEEjOu+RmJLYznJ5xjj0yfWiis0dkNj/2Q==", 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", "info": {"video_id": "25806", "label": "letting pen roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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47ZVdxIzOsfJX+Hcfb/PWpPLkdklULvXLBivJPc1CZpQFw2MHceOp9T60lUibSoTe2gj2sYbKg/IArsD83tg1lahbNDcJl2O4ZCk9PxrQEsi3AZpNyPzgjjPrWZqzySPGjY3Atkj8PyrRVIk/V6mzFh2gbnfI6ccD6Cla8BJEa5wODjgfSqsKhj+83EdOKthIWTgFD06Ek0nNtaDVJQd5K5FvZsFskfTipiql8BT0A71pRWaEAtHGyeoOGB9x/SpWtIHR2hcIQQGUjJB7D6Vk6be7Lji4RVkjMt7V7i7IWNiB1IXOBWoUFvAPLAYA8xrkn8j0pYbfYpH7sZ/5aehPbINLJMEB+zjcM/fbqSOn+NVFKCuzKrOVeXLHZFaXUT9ujsnR0Z1yGHOSOi/WlntxsYuWkZexPDOe2KZJB5zxO3OCcEnoT1NEsOMFCxZTggE8UlV6WNJYduzbsO2iCEAAYiGTj+8f8/rVaS3idWV9hXbuYkA4J6jNMaBs4MZwfY1EqSJE0QDjYcrxx/hWiqeRH1fqpamXbWcj7chNvXG7n8xWkkMbKu1NjqyhlzzjP6im2kAYebbkDsR2P4dq0BtwgeBll3DYTgg89MilZIw9pJuxYWaVR5W1Sx+UHP3u2cVbiaO3ttq8uykORzjpyajt4w67g2HiOFYc+p/lipJFePy1dMbMqSOjelKTsh04qUlH7x9pKiy5kUlG7j+H6VqCzH34hKrHPUgKfrWYqDy+GHT0qzbzSRR7dwZc8K2SB+FZU63SR1V8Jf3qZPPMqAecu1s8jPX0IPrTAY5SQDg5xkjHPXp/nFTrdb/vlIyeykLn+dNn8sxgMQF7ckD/ABY10KXU89wcXZoz5mWI/M2CPUjI/wAQapvOjHaiNICcYC8A+xPb+VaRgLEKsZUf3guMDvjuT71Gyqm9uAifKv4df1/lVq5Ssjmr5HlmQmJuCR6sce9Ot7ZW4kZkLcBSuP1q7OjExBXKNt9OCTzyKeuxh5dx+7J9TwfoaHFbs1VaSVoiWgSPeJ1VkDbc7OnpUzQi5ulii3RxbfmHPPtjtToUCsyFt+5iNwHXjirHk+Uwjk3KuT+8B6ntn8qzZDet+pEdsa7ImBXAHtnvWhFbxyoskcwUk4yWII9sZrPhQSbTtwccgdBVuCWS2lBRRzjgjrWKre9Z7HXPCXp+7uXVcghJ2jyTgOv3c/54NR+WmWAH1U9R/wDWqcXkbqVkEgz2AAWoxa27NxECOu0Ek/meAK3Ur7HBKDi/eVirJCBgjG09M8Z9vY/54qsxzn5vru/kf8fzq/KjndiRjGTyEGfyY/zqhJaxyK0j7nROSSxO4+g9u3vVXGl3ZRuJIlUjfgjgoTyPp6fyrlYEO7B6V2c0CxxomwAu25gB6c1z9vbtF+8ZI5PoOR9O1ZVYuVjqo1Y00xbO2MrhtuVAz8pGa3LWBII/lkeBjzlx1/xqlaxYmeSDbkhSp7H1FX7dzK8byHMSH7oBwT/WpglEmrN1HdvQuRoSkck4G7OVYMQf8+1P8t8bwZNpPJxkZ9SO/wDSoZZWkIG35RkL7gmr1jKAvkyJH1+Vn4/Cmqi5uUmVCap89h5sIpVDpIxwM9cnrzxUQ09VLDHzjvnr/wDWrSNvskJhKRuOcIhOfrUTG4D/APHvgH7oZh19B3x9atpdTKM5r4WUfsiBVDqTg92x/n/PFRvaQZJA2j3AOPr/AI1oSsoyhDCXgAbc7vY4qi7zbgI4jk5C7yB9fwppJFKU5bspz2keNpQD0Bxgn2/+vWJq8QPkOBg/MG+XHIxW/JFOYv8AWAKzbVVRkY+p7ViXVtD5yKxYkuwXLHnGP1otc1hNwd2yjHCyxh2Vgnc7elaNrbkpGVZCO+9ec0jo8cLjDPGVI55K/wD1qVkKoGUt0CsAcDgdalpRFOq6itsXbeNbidNiFCGwzq2c+wqwHErrH1Jzgnn29KgXdDBsQhU343g5Ofb65pERick4IPaonU5SqND2t3fRGjFB9mkJeIsn3cqhyo7cVO1rEyCRFUE9/f8A+vS2d2kq7ZJJPMxjgjBqaSAbSY3RN4wRu35/CtE01ocs4yg7S0ZUa1ViG2/MO2Of/r1GQVBXC4bpwAD+ParSwyquTIzHGFUpyff1496rz+a5JCohPUM2fxx2x61QK76lR40A4AUE4Bxxn0I7GqF1tgw7bVwecnAP0/wNXmtpJBhpnAf5VAGMj1NU7y2jVZCigEYUE8kH1/lTuWkluzKWRpIRJak7hw3ufp3q/b2sjLukfdNs3k+noB+NRadGIDHCMkNkt+XWtOAeSkpcjDZwfTHas0r7ic0vhJLccC4Xy/KfHmbW+6eefbrWxDHFc25HDAr/AEB/xrIsRF5SJLBvkAGDjgg9Mn860vsj2bCa2feSQTAo4/D0ovdXCUbSt2EOm4kaFH3EcqDxkf40/wDs1lG9j8jdGB+79RVtClyisCVcfIc8FWHTNWLaUGZ4ZRtZuqnpn2+oqfZx3NPrNTa5mS6eWjAVic8FTjg9uf8APaoxFJbp5kSI2F+8U+YCtKWJYiRkjHBbPbsfwqrJM4LbImkKHLFfur65Pv6VXIuhPtpy0lqVDdT8o7+Wx5JEfQVWnaORFhiJKDh3IwAO/PqasyPK0WVibAb5cDp7DP8AKuED3Gq+M7vTpNSuLSFjIYVjUPllTcF9AODyf60KXKaRh7R7WOimCT3TFCf3Q+V+xPf60yK6kuG8pIgGxlmPIA9cGuX8J3l1qNxI9xO8oiCEbiOM54rs9oUIyDiY/MR6d6tNsiSjB2EihZYyi7gww6fKeR746dK17cJcr0BV/X6mqj/8hCILIULLgEdOvFWfIuRIZIX82UHJjC4Hbn2PFT5Eyu7PuNn09opDJEpMZwSB/Dn+lR/ZplLfI25cZ4PFa1tOLqJoiCsoBUqeDkcipInMWwEZIGYz/eX0rJ0lLU2hi5wVnqZaW0rEbQGyOMN1pg+0eYQxfZjJDHdjt0Nbc8OCHiICyHJPoexqs3UFkGc549e4/GrVNLYmeJctJIzzLbjHmLLK5wMuB+QHQUr4mKqkJWNTlmbHOOwqScW5YltpboeOWB6H2Ncx4uuJLDQ5ZLOeSCQSqAwbBIzyDTTcdxJQltuaU482VyMFYwQT7nr+n86yYIZIcBV81B/CTgj8e9YOrTzQaBDe2Gu6hLC1x9mImjWNJyF3M8eOdqnCnd6j3A3IY7mSXyt7JEBliTkgemaHO45UeXdlqN1DvKibNpBYH17/AKfyrUjgZHDwnJUhinZuAP61SihRPLQ7Aky9GOAMdPx5rStWMDCKYgOvTB+8MDB/SpJemqK8YKuVcFTnOPrU5QE4BPv6VqS2ccybs7WUHBHXg0yPT1lAZXwrfLkj7re9YSpO90d1PFQ5bS0IoppUwscrhfQdKnW6jBwSQ+OTtwT+OTUwskjfEijK9cMcMPUf4UxrJVlBUk4OA27kZ6H+laxU0c9WVGfkxqhplzEhx6j5F/DjJ+tNkgaOI7sb5CEGOMfT2AzRLHcggCVmU9Pnxn2+tRNMIg0ssMhfoGZ87fbnpVxl0Zl7Ps7kNxjzURRwoJ6/gKw7nyiUVyvzFuD9ayIdUkvPG9xp11q91awyzbI3gljRIgOeS4xgDPHUmq+mreS6hq1jcz3DtbS7FW4Ch1wSAGxxngZxVKavYp0Wo8zZtOxiUpHNvyD8jDOB9asWwCTlMcNGCue/QfyxTLC1SPbEPmI+aQ/yH0z/ACqaFVaAgmVWRiEYfMMg9MdqGZuzWhO1izRkQnAPzFB03DNNi6EFRkHkHrmr9ldp5myVDG2c7WHOM/8A16tywxoyOYgwxtfHUgVlOnzG1HEunpLYykAXqvUfpU8cnlDKbc88ZI/ka1YrKFhiNiHAyjjuPcUFVwYmTBzxxna3+BpQpNdS6mLhLS10UI7hplwqKMnBDPgH69z9KeYYjxJcR+pAwo/KpjbxFDkfL1GOoH/1j+lVXtGiztfBHJBUfMPUVpeSOb929nYaxV3aVDlANqse/qf8+lZVw2YPMJwHfd+H/wCoVV8Y317a6GzwysgLoA8IxkHtXN+IbfxBpei6VeahfXYkuvM3wFcCEDaUDHH3iGzjt+dU52LjQcle50Fod0hY9Qqircn7zSF3fxNg/mTRRSnsY0fjXyJoCZLi3iJIVTsBU4OOa3oiLVHMYHA785+tFFJdS632SxcW6iIzhnEpXk56j0x0rNsruW5kdZiG8oDaxHPUUUU10FbRl+2le8SXzT/q8gY4zx3q+1tFHavGq4SJRtXtnHX60UVTM4mLdzOJpI8jaqhVGOgJwa8u1i+m0vxle3tttEsdw4XcMjBQr0+hNFFTPY2w25N4NASG/IHIVf8A2au7twAY0/hCnH5UUVUfhRFb43/XQjg/e3t1E5yiJ8vtxmtC2uXjgi8sKnmEZwPWiil1ZU/hiaV1bRxRvcxgrMg3bweSff1qRFE8TK442hxj+Ennj8aKKEZvYdZOZrco/K5x+YzVG5LNNaxbiFnbDkdePT0oop9SUOksrcXphWMKg4OOp4zya5Lx3DEnh9mWNR++HGOwOAKKKzkbU2+dHC63r7azbW8b6bYWzQxqkb2yupVB/AAWIA5z05PNd/1tVPdmCn6ZAoopRN8Tui9MB9othgYJIIx2OBVu4tYVg+WMAk43DqPpRRTe7MekS3o8zyqEc5BbHPuD/hVtflaIDpKh3fh3ooqomUy84ElvC7DJ+U/nVZlCkAcDcUx7UUVSAqzTv5iJkYfaTx3Jxmqt7K8XmkHJwwO7nO08UUVMtzWmtDy/WNXOma9qqmwsbyOScMUu4d4BUcEHII69M4PfNT+Fr+51DVdSvLqTzJ55Y3dvUncTx2ooqV8R01P4R2UKhLl2HVm2n6ADFJazvCJyuDwX59c0UVcuhy0/hl8jYezhlsjK4JlEe4Pnnp/Kn6bM81kruQWDIfz4NFFSiWWYiYr7y1+6CCPbJwRVm7GGOO65P1FFFW9zKOxlajM8BXyyFLnrjpnriq6ZdgpY/XvxRRUVGdFFKzZy/jIMPDcknmNkSxcduTmuD1DX9Tv9Pg066u5pYIJGdd8jMSWxnOTzjHHpk+tFFZo7IbH/2Q==", "info": {"video_id": "25806", "label": "letting pen roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "25806", "label": "letting pen roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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xHB6H1qF4HxtCsQOnXFCq36GksNr8ViSZRkxsQDGN31Y/5zVG5to0mVgqhmHIXj8MU54nVlmVGDKew5xUFzI8MgIz8wyuR+dWqi6on2DXwu5dgQngKEUev8zTpZYFB3AMfQjJ/Gs1biSUbUdUX0J5qxFablDBg4Pccfqalzv8JMaai/fZMlwxJCBUB9AM1IVzIctk8dRViLT4nYLvKkf3lHI9j61O+nNDlwocfe3DGMVk4ze50xr0Y6R3KEEPnXJVe5xWvFbQ2yp5q47b2GD+IJwaLSDywwRAZWAyrKpHtnvU0kiQkA5kYHj+6PTH8/yq4RUVdmFerKrLkjsU7ydra2lmit3by1LbemRjpz+FVYJhf2EV8h2KyhgE6hjxjP8AWtCWWSRguFPVgMZy3rVciS3VFG3y+WUBRjJ74p+0jcaoT5bW1CS1gSMq4LALhyc/MT61WnsmaN0V2jdepU8D8KdJJM6FPNIbO4cDrTftEnkKxw2D8+epPvVqpEX1eotTnLazkfbkJt643c/mK0khjZV2psdWUMuecZ/UU20gDDzbcgdiOx/DtWgNuEDwMsu4bCcEHnpkUrJGHtJN2LCzSqPK2qWPyg5+92zircTR29ttXl2UhyOcdOTUdvGHXcGw8RwrDn1P8sVJIrx+WrpjZlSR0b0pSdkOnFSko/ePtJUWXMiko3cfw/StQWY+/EJVY56kBT9azFQeXww6elWbeaSKPbuDLnhWyQPwrKnW6SOqvhL+9TJ55lQDzl2tnkZ6+hB9aYDHKSAcHOMkY569P84qdbrf98pGT2Uhc/zps/lmMBiAvbkgf4sa6FLqee4OLs0Z8zLEfmbBHqRkf4g1TedGO1EaQE4wF4B9ie38q0jAWIVYyo/vBcYHfHcn3qNlVN7cBE+Vfw6/r/KrVylZHNXyPLMhMTcEj1Y496db2ytxIzIW4ClcfrV2dGJiCuUbb6cEnnkU9djDy7j92T6ng/Q0OK3Zqq0krREtAke8TqrIG252dPSpmhFzdLFFuji2/MOefbHanQoFZkLb9zEbgOvHFWPJ8phHJuVcn94D1PbP5VmyG9b9SI7Y12RMCuAPbPetCK3jlRZI5gpJxksQR7YzWfCgk2nbg45A6CrcEsltKCijnHBHWsVW96z2OueEvT93cuq5BCTtHknAdfu5/wA8Go/LTLAD6qeo/wDrVOLyN1KyCQZ7AALUYtbdm4iBHXaCSfzPAFbqV9jglBxfvKxVkhAwRjaemeM+3sf88VWY5z8313fyP+P51flRzuxIxjJ5CDP5Mf51QktY5FaR9zonJJYncfQe3b3qrjS7sozyRKCN4BHBQnkfT0/lWFDCxcKFJPsK6aaBY40TYAXbcwA9Oayra3TZugZlJ7g5/MUnHmN6dVU07EdvDmYIxKv6Fcj271oqohQeaqSBjjCcE/hVcKXnbzEKMUCke+eCDU1vGfOyTmRWAXc3UnIzUbbEzk5u8i9EhtoFJJG4kbc5C4+vapY7fz4vMRRj02np16jpVSRnkdskcMQV7Lz2q1azG2c5dtjfeC4/rUe1Slys0WGlKnzrcuxxxSgRSRFHAxhhxn196Q2qqxUL8p4x6H0NW8Q3Kj5iykdXfbj6VC8ErS5Wbcfu/KufzPT+ta3OPVPsVfs/lgBQD3HH+f8APrUUihzkqpJ4B6Z/wP8AOrsgdUK7fNUj75+UE+tUZYp5Hwsi5buq5yPU5/yaZau92VpYwwJA3AcEY5H+feub1chpIkUglC3IJ74/KukktFMTyMzSEjahc59s1jaha77oLHsVF4wR16VNROUbG9KShJNszoYycAYJOTya2rSxX935kchPXIAIqsIlMDRGNEcDK46H6Vpo8kJVEKhT9zjntx+tYxgo6s0qVpVNI6FyLe0ipHKJVPJU8Y/z6VOI1KhIi3JzgHIz681DA/2eEKg3S5O4n6HnNLC7JIHVQdvGGHb0q5VFHczp0JVLuPQuQQB2aOV3Dfwhjgnt178Usmmogzkuo5/D1q9GsVzEX2QAZzz1WldZ0TbGrSjOVIXBH58EVdkzBSlG6WjM/wCxBXUjO0ccH+tMa1g2EFOc/eLZ/P0q+GfYWkiAQcHBBB9RVeZ8nMSu+ThWxj8CT1/zmhKJftKj3ZSe1jGSEyR1GACP6VTa3iV9u0FX4JC9/f0/Grx+0S7dgRBnCHOTjv8AhVG7tyzAvIzfvAo7fU8VWhSbW7MNZGkhElqTuHDe5+ner9vayMu6R902zeT6egH41Fp0YgMcIyQ2S35da04B5KSlyMNnB9MdqhK+5m5pfCSW44Fwvl+U+PM2t9088+3WtiGOK5tyOGBX+gP+NZFiIvKRJYN8gAwccEHpk/nWl9kezYTWz7ySCYFHH4elF7q4SjaVuwh03EjQo+4jlQeMj/Gn/wBmso3sfkbowP3fqKtoUuUVgSrj5Dngqw6ZqxbSgzPDKNrN1U9M+31FT7OO5p9ZqbXMyXTy0YCsTngqccHtz/ntUYikt08yJEbC/eKfMBWlLEsRIyRjgtnt2P4VVkmcFtkTSFDliv3V9cn39KrkXQn205aS1Khup+Ud/LY8kiPoKrTtHIiwxElBw7kYAHfn1NWZHlaLKxNgN8uB09hn+VcIHuNV8Z3enSalcWkLGQwrGofLKm4L6AcHk/1oUuU0jD2j2sdFMEnumKE/uh8r9ie/1pkV1JcN5SRANjLMeQB64Ncv4TvLrUbiR7id5REEI3EcZzxXZ7QoRkHEx+Yj071abZElGDsJFCyxlF3Bhh0+U8j3x06Vr24S5XoCr+v1NVH/AOQhEFkKFlwCOnXirPkXIkMkL+bKDkxhcDtz7Hip8iZXdn3Gz6e0UhkiUmM4JA/hz/So/s0ylvkbcuM8Hita2nF1E0RBWUAqVPByORUkTmLYCMkDMZ/vL6Vk6SlqbQxc4Kz1MtLaViNoDZHGG60wfaPMIYvsxkhjux26GtueHBDxEBZDkn0PY1WbqCyDOc8evcfjVqmlsTPEuWkkZ5ltxjzFllc4GXA/IDoKV8TFVSErGpyzNjnHYVJOLcsS20t0PHLA9D7GuY8XXElhocslnPJBIJVAYNgkZ5BppuO4koS23NKb97K5HKxAgn3PX9P51nIsRXzElEbd2BH6iuc1aeaDQIb2w13UJYWuPsxE0axpOQu5njxztU4U7vUe4G+tmpuFmmb5MZPT/OKpTuOdLk3ZKpebec7iq/KQMZGeuPqK0Y4o7mKNsY+UFW7g4zUJTyxbuVbc7HIU4PI4H6Cp0dYHJjWVoycksp+Tgg5/OpZD7oZJBLBLuk+YOclj61IRu/hHqa2ITDdxDADgjGPqAR+tNhghf70eHUdP7y/41jKjd3R008ZyxtJGcu0lcgD6+mKnF2VKqUVgeM5P65OK1DbJAFaMkxHG09dp/wADUTxRu28JtY87cY57j8f6VcYNbMipiIVNGiuAZMtJJGg9SwZj/QfhUcgijRhHKHmk4GDk/U/SpZrNGOVLccnA6jsRVdhPDu2PG7YyOOoq02nZmNoPZle5ADRxLwBzj2H+RWLdRGW5JV8OrHHp26j8Ky7bUJrvxvcadeaneWkMsvlpIksUax45538YAzwOScVW05r2PUtVt5ZbpntptmLhl3ryRhgMjPTpx6UOa2NPYyS5rm8SRBsmhwT91gQRu7H1q/bospkRv4SCMdRkj+RBqpa2kku3z23SspP+6Par1sGYJdLsOMCUKTkDPXH4VJDSS0JJElSNQw3Krb9/19fxNSxhSuST+ArQs/Lni2gg5G3Pbof8KDYRiURo5AcZTPQE9qynTctjpw+IjBWkirBlG3KxDHoe9W0uG2gzO7rjjI3f1FTLp21TJjcBwydGH09ac1nEY8AkEdSG4K+tOEZpDq1aM9yM3Eb7QuXOOAEyfwHQfU0ptZZDgrhTwRuySPT0A+lC20sabY3KMMjaGwCfb+YqAicD5/MdXPUSEfh9a1UmnqjmVOPRivtDySHGB8g9OOv6/wAqyp8bIi2BnLHJ6d6peMtTktNBb7I7WrLIikg/Ng9QBXNeIIvEOlaPpl7eajdq915hkhdMCHG0qGOOpDZx+HrVOaRcaMpK5tWh3SFj1CqKtyfvNIXd/E2D+ZNFFKexz0fjXyJoCZLi3iJIVTsBU4OOa3oiLVHMYHA785+tFFJdS632SxcW6iIzhnEpXk56j0x0rNsruW5kdZiG8oDaxHPUUUU10FbRl+2le8SXzT/q8gY4zx3q+1tFHavGq4SJRtXtnHX60UVTM4mLdzOJpI8jaqhVGOgJwa8u1i+m0vxle3tttEsdw4XcMjBQr0+hNFFTPY2w25N4NASG/IHIVf8A2au7twAY0/hCnH5UUVUfhRFb43/XQjg/e3t1E5yiJ8vtxmtC2uXjgi8sKnmEZwPWiil1ZU/hiaV1bRxRvcxgrMg3bweSff1qRFE8TK442hxj+Ennj8aKKEZvYdZOZrco/K5x+YzVG5LNNaxbiFnbDkdePT0oop9SUOksrcXphWMKg4OOp4zya5Lx3DEnh9mWNR++HGOwOAKKKzkbU2+dHC63r7azbW8b6bYWzQxqkb2yupVB/AAWIA5z05PNd/ColtijdDIF49OKKKdM2xO6J7hiYIjnkEn8q07NzdTmOQDZ5YYgcZJ9aKKct2Yr+HH5hIBY6lGlv8qOm4r2BB7VpXICRTOvDRMSp+oB/rRRTjuZz2LVv+8tGVugJAx271Wf51YnrtDZ9DRRTW5PQxxPJMz7mwAdoUcAUkwYorbyNwJOAB6D0oorKbdzrglZHmur6u2k+ItWhNlZX0TzglL2HzMFRwQQQe/Izg9wav8Ag++uNT1PU7y7k8ye4lR5GxjJOT+FFFJG1X+GdjZf62f2IA+mP/r1Y02CKa3BkQMQxA+nWiire6ORfA/kO3G2vcw/IN2No6cGt4KJUQMOocfkeKKKURTJbGRpCpbqyc/h/wDrpXjVWOB/y0x+BFFFaLchbFd3ZY2weinr7dKrb2miZmONzhC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", "info": {"video_id": "25806", "label": "letting pen roll along a flat surface", "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": "e47ddf28460cd0b1eb71442a2a573a5100d3eae896d1191218c595e5cf107a2e"} +{"episode": 80016, "episode_seed": 681640646, "split": "train", "timestamp": "2025-10-13T03:41:23.532139", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 681640646, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 button up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "188513", "label": "scooping button up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "188513", "label": "scooping button up with spoon", "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": "8d5a63d3e51dd719cb3f8cb210e9b591e2b11d33e4f17ba791c3cf7b3d464ef8"} +{"episode": 80017, "episode_seed": 1037757509, "split": "train", "timestamp": "2025-10-13T03:41:25.060083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1037757509, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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WVnkPzYCoMk59R7YrenTUIkwjyxsTXRYoCu87G3BE6t2x+lVydrByQEbHKycZPb9an84AfKxkbbgGPnk8D+tUwsSs0UabjGuSMYwTxnFW3Z6FDpWVJA/lsHlbAweMcDGf8agh2xxBtysxBO5WH41cc7onjMpVmBzkcjFUYZE8pGZU3feJK5wOwPpRFWZLGu2JC3lNG0pAVTzkYwB7HrWnGxQvj5ByOnTjof1rPlulS3cFmUrtIA+8eeMGp0uInwSWOclQT8w+tNbgPQ7LlgpALfMi5wO3T3z1qxLeQWw3ThXRT8yN3Udc/hn86ybnVYUZmWNo2I+QHjj1B+pqpPJ5ksMKlpd58xt3UgY/mcce1ZVZtLlju9DOrJpWjuzdedp5JnUqsZJOwD+8TgD2Ax+VI3mIII1wFB+bdjIGMcVUiRYt0SnfhtxZhnt0+g/rVqdgBvKBigBVc8Z4wc+nWtErRNCzIvmJsOCewPY8YP51T3naCGkaVTt5HDHPb24qx5jAjZGQw+bBGQM9MVBJuidMkCLkeYp6tj3+tNy6oY6RHeBikoyeTu5+UDgVXu2WdUwxG/O0kDnp3qxFIBgDacdcjHpWfcsYLlV80NIRlEPI54wPyo2AdBL5UOHfDM5JI+UHHTBpZZ820m0v8w24TjLZ6H0rNZZFQxMTK5zwWxt7/lmkDyhXIkYhTkRsOTnucfpWd9NCjUW6gICsx354j3AspFUbrU4g+9EMZwNgYc49R261FCPMjWRoh854Mg6gdvbmpZYbeO2+1XeVgjYBGI+d2H8KjueaJz5Y3ZMpqCuyOZt6NNPcHy0OWkIxyQOmOvsK0IrmKdVeC2NshCjZvOTgdST3PP04qlb2sl5LHdXShETmCANwnvnu2avKGS5YrH8u0GTcByPr0HH55qIKV+eX3EU+Zu8vuLE7gfM0jIE5PGWOO2O/WpvNTCsWBTJIwvIA68dulVfmk3YixGozh8g4znqPXP4U+Is6s8kIUhsZK9gP5Z71q3roakREZcxkszSMWdBnJ74INSoQ0exthBGNrLjtTbsfJvVlV0OTIwy23ofr+FRJKCoIY4YZXeMjt0NEVZ2Yzjd/FQy8+9PBAFRRvuuMgBscAVx043kds5WiDQLgsDtc/d3cEVatLU3ELqSWIznP8/enSZM0bCIPIDwx9MVpWNssTbh1ByAOoP8Ah1NdsVc4WM0zTQruFYs6tjLdCOwrclREtyikcDdz146AjvUULos5RXG5lDKgX5eetShmmJGxWjxk72z07cf54quhJZWSMRDBIJJ/dlhuBx1/nSxtEsv/AC0R5SMHlSB/Xj8s1BDI8jEyQgYYKAwHbkgVYkkcFipQuGHzvwV7c+nWpd2rjJjFG6EOuVPJIwGwAeh+n41UV3UbJAi7BtAbrtGcfQ1Y81XXCsrDHUfgOfTr1qpcZSVWSMbpQwkLnPGeMeppvTUDM8RH5bbgjG4dc+neuWuJMEnNb/iGQjySqbEO7Ck/nxXLTmRnGOQetck9ajZ2U3+7QQwNPdISoxnrWxdP9ngG3gDjFVrJCg3v940XR86VUyQo64pSfPOyLh7kLsuWNzKfLLZb0BPGMda3reCQruYFQOijr9Ppj+dY9iFVd3lbwHGwdAT3rdEu/asbYbG77mdh9K6oJRVjinJyd2WbbEbSjyyYQ3IC85x/iegqcNK6eYYlIUjCsCCGxjHvioGSRXhKzfut2MueQRz/ADqxnyogxzuUk8Hle/5ZNNJskniJkRZHTaxySSADye/oeKr3pChJC+FT7wC8tnnn/GmxXCpLIgaRmyXLDkAdse1THcULAqV2t16dByDStoBEJNgKsWXgH5+nc9e1c9bamJIMMqwlMAIO4rYCyxxrC8jbiAWLj5uB+XtXLJJtndwNqj5fZSaOYTNv7Q2//VgxoxbcG7+1SKIy3nhA248EjAIHpVa2ZiAwAOP4ezAcDFW4GM1uqy7cLzheqjOaaWuoBLGJwmFDbWGHb+HHX+dP05PMaS9IwshxFnsi8DB/Wq+oyoFNrG4Luu07eu3qx/p+NXkcLbxxqhQnC+Wo3YGMZ/OoWtVyfTT/ADMEnKo32J18xZ94G0BQXLHhu/J+lSKZGZnY+UByEGDz1A9j1NVpY8WuROVKDMhc9c9ePpVhAAjHIO7GCehGe/pwK0S11N0SRblDpK6lw2cA+2PzpblBICuwMwPAPrnAyKqq7eeoSNQXA3s/Yen0qcOu0SSfKF+bI545PH50LawyBJCUJLo2xcyD+6c88/hWdq8oVonKoQw2hs59D/n6VabyYzEoUlmbcVxg8kn8aydZl3/ZxncSrDaR70k7oCsJgsjxiYOwICgdMe/v71ciyxUh9vOVPoT0B/Csu1gja5k+VyvdyOg4rWTO4L1Y/wDj3/1wKhDJbY743RpvNYHBX09gfXNBt57uRri+KzyouyNACFjHYBf1qGKZi8gVF8piSo/i44yT/npVuMgkMx+cgKrbiNhP8uKLJ2YnFN3ZZ3vsWNlO9sAhE+XGMA802aM/ZwROVC43+Z3z1OKhhkDRshkDOHwwA4z2qSd1aBsruXGQp7HoOe44qkroZaA4YnLEkHryfcfgKiS4BuOTLI8gGMdB6/jSRSb4UDIV3rkRnjnGBj35pkqzYXymYbnxvUfNgcYIqntcC2uZSGADDPIPQ9Tz6GqQE6A7pP8AWEhd38K5/h+nXmpTuYbHMYXHl7gx5OOufUdKguBEmJixSFCA0Rznp/LmovcDiZJCBin2cez94Sf94dqqltx9atpIuxF2lWBGc9D9TWNJWN6rJndTguSFDglV659q1raZW3MpDgYwG9B2yO9Y/mKkau0TAL90g9f/AK1ads5VVV22/LjOeD3Oa2TMTULlpwhiG6U9VPH4HtxVmDavAQKM5CqMMAeT9elZUswWNC7siI+SoPIJH8ulaAOeVyAfzTJ/UYq47iLMMhNzJulDs+Dtz269e1SSASYLEspAye46kgjv9aps6xyqwi3M6tvPoOxFWRKquwjkR3Q/KzDqDx19gKd0tBCQz4Td5O0L8sQQZzzxn0z71K3mtuKvkkAIhUKSO/0571AZJYZ0jwojTkuowvA7+5qjpEcmreJn02bU7izXbIYRGm4llQsFHoOCcn+tSldajM/XdwjtVZvmAbK/3TxxWHty4OKcbmS4+aSRnJw2T70qtyOOK46nxs66XwIsk7YR6mqsb77kDByCOald8p9KqWrZmd/9r7p74p0VqOu9LHRQFwjBDuZSdqMB078+vvWravvSJ2fI4J2deev1xisSJvkABIX7ue6+v61o6cxe02mPywDtBHrxk+4611rc42aNzIgiV5ecEN8vQ9+fpkVbDB0OcjGDnHK5OenccVSLERSSbQTtJ9gT0IqSOWTYjOrGbON64GV4BPP8vem3ZiHsJjJFHGdgcFm287/8KkYtNu8xECk7gA55APOPXNRShiCqSuJGIARjxjqAfWsvUrmWDTN0Uv7yMqrFT/ETzio3YF668qNhK0mUYMqISchvf/69crEZppTuOBnp61va1BDB4fh1TTtWv591ybYNcwrGtwQm53iA52qTtO71HuBgWxjjudrklmxls8Ch6A0bMRAUAEjB4JPKntTrWWKJpEXeG3k7wOCR2H41BDKSVZE8xiCBzjPuafA5aV0jDLsGCG7k02xGki7pt/yhioxlMkn05/zmpInZ4mDsu7dhkz0x05+pqsJBtygPrt9OwxS2r5mmRYyyA7mfoW7/AKU1uBdmkUwsDkpzweo4wMmlgmzAhZfL3A4U9DgYH481FEGLIQQxXgE9OOSD+dFsJlVhwxkPyq/bJzke3eqbswJZ4N6rGSAvmZKM2OnvSqyZ4kdlB2BRxxjJ4qNmjMTEqjZUAkDpzjnP41WWSNJXhj3sIwX355yelRa7uBZuHYxh1VWmUja/YcD/ABrIv1WV4hvywyqnPT1+tWdKMGp+Lm03UdSubaCdjGs0MscaoOMli/GMA8DknArFuke11m8065W52Ws7oFnwJFwf4scZ9cHFN6DRZUus6+WdgyAq4+U+5/xqddx4MpRdxyyH+naqQO25AJLAx5Veu0fX6VYR+cLjJAwD3H+NZpFEiN/pDJM5fC5UKMFV7+1WN7OA2RuI69mz1BP0qj832kHeEQqSAepIxn8KmjJeNhxg/eVuME+n4U0Bbt2KyuhKKhG6OJurZP8A9erMYZSGH8OcM3UADGD7VmqsZl87zvlXhH6n5fT+VXSrO2+5CMCVY7c5AI6fTvTUugD4FnSLYy73blA5wUPJz9Kkk2OhYlgXACsJCQMnB596rruiuBI022NgxQk5Ynt17U7OxSpC5BGR/C2Bn86a13ENR/LLQmVWkUksf4TnoMetSzfNu2rkj7obqrAjGfUVjahM1rbMIFdXYrvkP3vcVd13Rda0DQtI1C8ubpZ7syeZEUI+zgbWQMcfeIbOO31BprsBx1sgklw3TBNSxyMFHuc0UVhE2qbk7uywnB7flmrlsTuiQnIdQGz35oorZGbLcbF0uCesa5U9wc1o20rvpv2pvmlUZBP0ooprclk0MxeLzCq7l2BSB0yMnFPeV0SHacBlIYdj81FFJfEIq6izKRCrEI0o49Of/rVjPqM+jeJJr212+dCzFN43D5k2n9GNFFWCMn7sYA7cUqnBoorjq/EzspfAhZ2KwnHpVewUFm9xuz780UVVHYisbaMRCrjr8uffJPWtHSmL6g5J4JY7e3b/ABoordnOX3kkRkKucZc7ew2kYpI7iR0csQd6Dd+NFFT1DoSy8eYmThAzKc8g4rK1SNY9FLAZZpQxJ65yaKKt9BFbW/E765b20cml6dbNAqxRvbJIpSNQcIAXKgc5OByeap2oxdRDsxyRRRSkM0kJCFhw2Tz60qMXupMk4CcAdKKKQixGzGFnJ+ZGwD7AcVH5rteRDOAI1HHfnvRRTYGpNlpZPmK/Mo+U46nmo2d11VId5KgZBPXgUUUdRDgxFvvH3lIH15J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", "info": {"video_id": "189884", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "189884", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "189884", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8afafe4b05cff2ea906d1ba1612336d5259083fb4762fa5ee09d7fb0e712bd2d"} +{"episode": 80018, "episode_seed": 3509680229, "split": "train", "timestamp": "2025-10-13T03:41:28.359057", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3509680229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing mouse from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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VIrfV/KcsnmeXC+44zgZqpLrd5NiPzmSMcKicACr/AI+umvvGN9OMhflVR7BRXMFmHStV7y1EbLSzSQM/mFuPmz/OsJ5mbO5iTmpEvbiAnaw9wRnNRW0wa7DsinBJwemaLWQLcnNneT23mQWuY/8AZ5Y/1qtbGQTnII29QRzWjFdyqTtcr9K1bG78zd5qI+O5Gayc7I2jF3NPSbxvs6knkYq54itWv9Ne6tFY3CIMr6genvWejopOFUA9MVo2d4UIANZJ2dzZxTVmdRYyb7CE5H3McVzPjfBggPXGRWxpcyLpqFjgAnJJrImsZ/GOtLZW+5LKE5mmH8I9B7mlDexgTeFtDfV1jkfK2kaje394+grf8Q+CLLVkURsYWUcFR0rqLGxgsLKGztoxHFCu1QKtla1UUmTKbZ4df/DjWrUsYfJuI+xDYNcfdWFxZSbbmEpk4Ga+mZYi0bAEZIrxrx3ZGC8Ns7J5pO8AdhWiZBjeFtMXUNWSOaf7KqgujsAAWXnAJGM98e1b/h+8kt9YOpWrrO0Ec1xKsuI8jcRnIGCxB9Mdq4576eREhZyywghFPRc9SPeu18CeGZ9YlN5eErp7thkU484g9P8AdBoYz0fwZC7+GopJSX8yWR0bpkFifyzmta50q3u4zHPBHMh6q6Ag/nWlawJHCiKgVEGFUDAAHYVbWMbcgCsrjPO9T0HT9BSSSytVt/tCnzApODjpx26mue8H+FZLu7fU71CtoSfKjI5k56/T+dek+INMjv57MTt+4j3Fk/vnjAPtT1jCIFUAADAAHShK+rHexGEXZt2jbjgVyXiTSrW6iIlt43+q9K7ILxWTrNtviOBxiqJZ41qvhm0iVmhBjIyRzxXIQSeVMc+uK7fxJqIine2icHZ98jnn0ribhCH3FNoPIqlqgTsXxKwAweKuwybUDjrWNBIdpVu3SrkFwE4blTWbRvGRv2OomQbT94da9E0HxHazWi2mpJgAbQ5XcpHuK8hil2SBlPFdFYXyugUmptYp6npd74C0DVEE8Vuse/5lltW2598dK9PRMKB6V5T4F1pY5DpszgJK26Mns3cfjXrAppt7mMlZkiinjpTB1p4pksMc0yQZFPpDzQIoyQgnkCuP8R6YEcyKvyt1ruGXJqne2a3Fu8ZHUcUxHz54l8PO+6WFctzxXKRWxisrl5VKsFwM8e1eza1bfZ2eNx0NcfqWggNZs7s4vY5JWjI+VVUhVI+uf0qoy6MdjzPOeD2r2P4Dpk69/wBsP/Z6841Pw9cWjs8StJD/ALIyR9a9N+BCFTr4P/TD/wBnq5axEtz2RExVDV9Na+gAU8rmtFetSDpWFijwLxZ4J1STVJLiCHdkAYHeuTk8L60hIOnS/UV9QzwLISSoPHpVC5sYpIyAij8K1jJpWJZ8vSeHtTDMGtipHXJrKubaWzl2SrtY+le7arYiOeVSo6ntXmXirTHJadFyF6gChT7gcpuVYd6ysZP7mOD+NXrO7KKwB6jmqPlP5DMPuA+lQwswmyD1602k0XGTR0C3rryTxV6G8ZoiV6jnjtWAJOOamgvDDJkHgjBBrFxNlM6yfVHi00wg7Tya9G8LLaWWh2sUYCu6CSVu7OeSTXlAHnGR24jjGSPU9hW5a61c2e1ZuABjPamrIxep68u08hgadiuG07xQrgDcM59a6GHW4jEWLL61RLDXdZTSrOSVYvNmVCUjH8R9K8btob7xRrv75jJPOS7uBwoxnj2HQV3NxfPqOtmAruMsbBfr6D8P61teEPCy6DaF5cG6l++RztHZRTQjzuD4c6qNZjB/49ywLOBzivW9C0WDRtPhs4A2xCTlupJOSa0hGuSeanjUZFDuBZiAxVgHFQrx0rg5dS1K78bX2mDWrq0hDSeSsahuVTcF9hweTUpXKNbxnqq6bLp4LY83f+m3/Gqthr8cowzA/jXAX1/e64sR1C7luPLGULnlc4zj8hWTLfz6TMF80sh5Bo62C3U9siu45ehrG8S6iII44I2VWkIG49q4nTPFuQMv+tXpSNXmRmudnzBievQ0CORbw3PqXiO6t4Q3kK3mO55wDzj6k5qbVPDpgOxo9wA64r1y0FisQSKNFyBuYAZY+pqvqekxXERwAcj0qrgeB3en+USFXAqkEwdpFei6zophkb5Dj6Vyd3p+wk7SCKQ0zMmt5YIo5sZhc4Vu2fT60+3vGjYYOMGtXSp7fbNp1+m+0uOCR1Rh0Ye4rD1axm0m7e2dtxGGSRekinoRRYpM6/TtQ37DuwwIII7V9MIflFfLOpadp9j4ftdV0rVb6ZWu/submERrcEKGd4hndtU4U7v7w9wPqZD8i/QUuWwSlclHWn7hUQNLmgm5JnNIaaDQaLEiGmsDtNOxSlcgimB5p4pGbqQLkkms7w94clNlJPdROkrSSBQxzhC2Rj2rsL7RftOp72YbRICee1b7TWNtEFUBioqSkeZ3uguhJVCfoK3/AABYCyk1I+WFL+XnjBON1c/c+IJb7x1daXPrF3ZWck5SJopYo1iHGSS4xjGeOpOBWl8Nrq8fV/EdreTXLtazJGFucb1wXHzY4zwM44qrMLnoop4pgNOBpCFIqMoDnipM0lMRyniDTCzGVV6153rFkE3bl6DmvZ7qESxEHmvKfEitJM8Sfed9g/HipYHl89ml20kMaeWjMTx6D/69VTo7RDhc+9egaL4VY3moQmRpUtZBArEdT1P86lvfDjxBjtJFXcDy2S2kQnioVUNIFkbYCcbsZxXU67YNbWjSKSpDAcVW8R+ENQ8P6DpN/eNOs98ZPNhMZAtwAhQMf7zBs47dOoNNajuaG0CK2j/hYqxHqSf/AK1auAVClQQexoorF7miOWkuZba+KxNgBuK6PT72eRVDPkE0UVoyGdNorbJmlCqXzgMRyK7K0ndsZNFFCJZoIcgE1MtFFUxEydK8l12+m03xtf3lvt82Odtu4ZHK7T+hNFFTHctmLbjAIHQYFY+vDkf7tFFT9sroct50kTgoxHNdDpepXO7G/pRRVMg7fStQuTty9dVa3czgBmoopAR38Mc1uS65PNcDqdvGGbiiigaOZnjVZNwHIpmtHzdFV5PmaJl2E9geo+lFFUtxlfW/FsniGO1hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1r63X7i/QUUUSJQ9afRRSAUUtFFAiGSRlzg1Qnu5RnDUUUAYdzdyh2O7nNYWoalcqrYeiikM8x1DxDLp2sagHsbC+jmlDtHeQbwGUcEEEEdTkZwe4Nd98G7+51S/8SX15J5lxcPDJI+MZY7+w6fSiiq6AesCniiikA6iiigAxkH6V4/40lezuWmgYrIk4ZT1x8woopMR6FpGn28dluVPmmYySHuzHvRcWMDlty0UUAeYeP7KCHT5Ci4PmpXn2pa5qWo6bBpt3eTzW9tI8qCSVmJZ8Zzk8428emT60UVURn//2Q==", 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VIrfV/KcsnmeXC+44zgZqpLrd5NiPzmSMcKicACr/AI+umvvGN9OMhflVR7BRXMFmHStV7y1EbLSzSQM/mFuPmz/OsJ5mbO5iTmpEvbiAnaw9wRnNRW0wa7DsinBJwemaLWQLcnNneT23mQWuY/8AZ5Y/1qtbGQTnII29QRzWjFdyqTtcr9K1bG78zd5qI+O5Gayc7I2jF3NPSbxvs6knkYq54itWv9Ne6tFY3CIMr6genvWejopOFUA9MVo2d4UIANZJ2dzZxTVmdRYyb7CE5H3McVzPjfBggPXGRWxpcyLpqFjgAnJJrImsZ/GOtLZW+5LKE5mmH8I9B7mlDexgTeFtDfV1jkfK2kaje394+grf8Q+CLLVkURsYWUcFR0rqLGxgsLKGztoxHFCu1QKtla1UUmTKbZ4df/DjWrUsYfJuI+xDYNcfdWFxZSbbmEpk4Ga+mZYi0bAEZIrxrx3ZGC8Ns7J5pO8AdhWiZBjeFtMXUNWSOaf7KqgujsAAWXnAJGM98e1b/h+8kt9YOpWrrO0Ec1xKsuI8jcRnIGCxB9Mdq4576eREhZyywghFPRc9SPeu18CeGZ9YlN5eErp7thkU484g9P8AdBoYz0fwZC7+GopJSX8yWR0bpkFifyzmta50q3u4zHPBHMh6q6Ag/nWlawJHCiKgVEGFUDAAHYVbWMbcgCsrjPO9T0HT9BSSSytVt/tCnzApODjpx26mue8H+FZLu7fU71CtoSfKjI5k56/T+dek+INMjv57MTt+4j3Fk/vnjAPtT1jCIFUAADAAHShK+rHexGEXZt2jbjgVyXiTSrW6iIlt43+q9K7ILxWTrNtviOBxiqJZ41qvhm0iVmhBjIyRzxXIQSeVMc+uK7fxJqIine2icHZ98jnn0ribhCH3FNoPIqlqgTsXxKwAweKuwybUDjrWNBIdpVu3SrkFwE4blTWbRvGRv2OomQbT94da9E0HxHazWi2mpJgAbQ5XcpHuK8hil2SBlPFdFYXyugUmptYp6npd74C0DVEE8Vuse/5lltW2598dK9PRMKB6V5T4F1pY5DpszgJK26Mns3cfjXrAppt7mMlZkiinjpTB1p4pksMc0yQZFPpDzQIoyQgnkCuP8R6YEcyKvyt1ruGXJqne2a3Fu8ZHUcUxHz54l8PO+6WFctzxXKRWxisrl5VKsFwM8e1eza1bfZ2eNx0NcfqWggNZs7s4vY5JWjI+VVUhVI+uf0qoy6MdjzPOeD2r2P4Dpk69/wBsP/Z6841Pw9cWjs8StJD/ALIyR9a9N+BCFTr4P/TD/wBnq5axEtz2RExVDV9Na+gAU8rmtFetSDpWFijwLxZ4J1STVJLiCHdkAYHeuTk8L60hIOnS/UV9QzwLISSoPHpVC5sYpIyAij8K1jJpWJZ8vSeHtTDMGtipHXJrKubaWzl2SrtY+le7arYiOeVSo6ntXmXirTHJadFyF6gChT7gcpuVYd6ysZP7mOD+NXrO7KKwB6jmqPlP5DMPuA+lQwswmyD1602k0XGTR0C3rryTxV6G8ZoiV6jnjtWAJOOamgvDDJkHgjBBrFxNlM6yfVHi00wg7Tya9G8LLaWWh2sUYCu6CSVu7OeSTXlAHnGR24jjGSPU9hW5a61c2e1ZuABjPamrIxep68u08hgadiuG07xQrgDcM59a6GHW4jEWLL61RLDXdZTSrOSVYvNmVCUjH8R9K8btob7xRrv75jJPOS7uBwoxnj2HQV3NxfPqOtmAruMsbBfr6D8P61teEPCy6DaF5cG6l++RztHZRTQjzuD4c6qNZjB/49ywLOBzivW9C0WDRtPhs4A2xCTlupJOSa0hGuSeanjUZFDuBZiAxVgHFQrx0rg5dS1K78bX2mDWrq0hDSeSsahuVTcF9hweTUpXKNbxnqq6bLp4LY83f+m3/Gqthr8cowzA/jXAX1/e64sR1C7luPLGULnlc4zj8hWTLfz6TMF80sh5Bo62C3U9siu45ehrG8S6iII44I2VWkIG49q4nTPFuQMv+tXpSNXmRmudnzBievQ0CORbw3PqXiO6t4Q3kK3mO55wDzj6k5qbVPDpgOxo9wA64r1y0FisQSKNFyBuYAZY+pqvqekxXERwAcj0qrgeB3en+USFXAqkEwdpFei6zophkb5Dj6Vyd3p+wk7SCKQ0zMmt5YIo5sZhc4Vu2fT60+3vGjYYOMGtXSp7fbNp1+m+0uOCR1Rh0Ye4rD1axm0m7e2dtxGGSRekinoRRYpM6/TtQ37DuwwIII7V9MIflFfLOpadp9j4ftdV0rVb6ZWu/submERrcEKGd4hndtU4U7v7w9wPqZD8i/QUuWwSlclHWn7hUQNLmgm5JnNIaaDQaLEiGmsDtNOxSlcgimB5p4pGbqQLkkms7w94clNlJPdROkrSSBQxzhC2Rj2rsL7RftOp72YbRICee1b7TWNtEFUBioqSkeZ3uguhJVCfoK3/AABYCyk1I+WFL+XnjBON1c/c+IJb7x1daXPrF3ZWck5SJopYo1iHGSS4xjGeOpOBWl8Nrq8fV/EdreTXLtazJGFucb1wXHzY4zwM44qrMLnoop4pgNOBpCFIqMoDnipM0lMRyniDTCzGVV6153rFkE3bl6DmvZ7qESxEHmvKfEitJM8Sfed9g/HipYHl89ml20kMaeWjMTx6D/69VTo7RDhc+9egaL4VY3moQmRpUtZBArEdT1P86lvfDjxBjtJFXcDy2S2kQnioVUNIFkbYCcbsZxXU67YNbWjSKSpDAcVW8R+ENQ8P6DpN/eNOs98ZPNhMZAtwAhQMf7zBs47dOoNNajuaG0CK2j/hYqxHqSf/AK1auAVClQQexoorF7miOWkuZba+KxNgBuK6PT72eRVDPkE0UVoyGdNorbJmlCqXzgMRyK7K0ndsZNFFCJZoIcgE1MtFFUxEydK8l12+m03xtf3lvt82Odtu4ZHK7T+hNFFTHctmLbjAIHQYFY+vDkf7tFFT9sroct50kTgoxHNdDpepXO7G/pRRVMg7fStQuTty9dVa3czgBmoopAR38Mc1uS65PNcDqdvGGbiiigaOZnjVZNwHIpmtHzdFV5PmaJl2E9geo+lFFUtxlfW/FsniGO1hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1r63X7i/QUUUSJQ9afRRSAUUtFFAiGSRlzg1Qnu5RnDUUUAYdzdyh2O7nNYWoalcqrYeiikM8x1DxDLp2sagHsbC+jmlDtHeQbwGUcEEEEdTkZwe4Nd98G7+51S/8SX15J5lxcPDJI+MZY7+w6fSiiq6AesCniiikA6iiigAxkH6V4/40lezuWmgYrIk4ZT1x8woopMR6FpGn28dluVPmmYySHuzHvRcWMDlty0UUAeYeP7KCHT5Ci4PmpXn2pa5qWo6bBpt3eTzW9tI8qCSVmJZ8Zzk8428emT60UVURn//2Q==", 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", "info": {"video_id": "168146", "label": "pushing mouse from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168146", "label": "pushing mouse from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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z3rp49DvJdNa7EZwQdgxyfeuSUbyOiMrRPNdR1CS6u3LklFYhR6CoPNyvNSXdpJazuk8bI4P8QxVNiQRiutJJaHPJ3ZPJcTTDLMxVAACecCrmlSAync2RmoLR8xmMgEH7wqzFDFA5MakCpkzSC6nYafMpA+bisTX7P7NqRlT5VlG7K+tO0+5w+MmtS/j/ALQsGjUL5oG5M+vpWUZcsjWcbo5tJpx1cOPRhmplmLD5owCPTvTbmyvNOIF7Zz2/u6HH59KSN1cZBz9K6UzkPrNV4qVRTBTx1rAseOlGOaBRQSxkgyKpyQgnkCrx5qFlyaaEcP4j0wI5kVflbrXlHiXw877pYVy3PFfQd7ZrcW7xkdRxXm+tW32dnjcdDRezA8ZitjFZXLyqVYLgZ49qyc54PavTNS0EBrNndnF7HJK0ZHyqqkKpH1z+lcfqfh64tHZ4laSH/ZGSPrWsZJg0ej/AdMnXv+2H/s9e1ImK8b+BCFTr4P8A0w/9nr2ZetZzXvDWxnavprX0ACnlc14v4s8E6pJqklxBDuyAMDvXvo6VXngWQklQePSlHR3Gz5ek8L60hIOnS/UVQk8PamGYNbFSOuTX1Dc2MUkZARR+Fef6rYiOeVSo6ntVubJPCbm2ls5dkq7WPpTdyrDvWVjJ/cxwfxrq/FWmOS06LkL1AFcp5T+QzD7gPpTumC0L1ndlFYA9RzVxb115J4rn4WYTZB69aviTjmonHU2jM34bxmjyvUc8dq9IsJN+nwHI+4BxXj0F4YZMgjBGCDXqmlTIumIWOAuckmsZKw5O5j+N8GCA9cZFT+FtDfV1jkfK2kaje394+gqGaxn8Y60tlb7ksoTmaYfwj0Hua9NsbGCwsobO2jEcUK7VAq1G61J5rHL+IfBFlqyKI2MLKOCo6VwN/wDDjWrUsYfJuI+xDYNe4laryxFo2AIyRWi02Mm7nzNdWFxZSbbmEpk4Ga2/C2mLqGrJHNP9lVQXR2AALLzgEjGe+Patnx3ZGC8Ns7J5pO8AdhXKPfTyIkLOWWEEIp6LnqR71VwR2Ph+8kt9YOpWrrO0Ec1xKsuI8jcRnIGCxB9Mdq9L8GQu/hqKSUl/MlkdG6ZBYn8s5rzjwJ4Zn1iU3l4Sunu2GRTjziD0/wB0Gvb7WBI4URUCogwqgYAA7ColoNGbc6Vb3cZjngjmQ9VdAQfzrmNT0HT9BSSSytVt/tCnzApODjpx26mvRFjG3IArD8QaZHfz2Ynb9xHuLJ/fPGAfao1ehR5t4P8ACsl3dvqd6hW0JPlRkcyc9fp/OvSAi7Nu0bccCpFjCIFUAADAAHSlC8VVhN3ON8SaVa3UREtvG/1XpXm2q+GbSJWaEGMjJHPFey6zbb4jgcYryLxJqIine2icHZ98jnn0pq9yTiIJPKmOfXFaAlYAYPFULhCH3FNoPIp8Eh2lW7dKqSNIStobMMm1A461pWOomQbT94dawILgJw3KmpYpdkgZTxWXKbKR69oPiO1mtFtNSTAA2hyu5SPcVfvvAWgarH58Vuse/lZbVtuffHSvNLC+V0Ck16J4G1pY5DpszgJKd0ZPZu4/GlzNESjdXR6utSDrUYwBxTgasyJdwozmo80oNFhDjTDSmkxQIawO015v4pGbqQLkkmvSyuQRXJ32i/adT3sw2iQE89qGBx/h7w5KbKSe6idJWkkChjnCFsjHtT73QXQkqhP0FemNNY20QVQGKivMLvW77U/G19pa61c2VuWk8hIkDZKpuC+w4PJotco6LwBYCyk1I+WFL+XnjBON1duK8w+EerXeqHV3u7mSYqISN5zjO6vTwaLCHigikBpc0ARlAc8Vy/iDTCzGVV611dV7qESxEHmgR4xrFkE3bl6DmuAns0u2khjTy0ZiePQf/Xr1DxIrSTPEn3nfYPx4rF0XwqxvNQhMjSpayCBWI6nqf5046AefnR2iHC596pSW0iE8V6le+HHiDHaSK4/XrBra0eRMhgwFO4zmEUNIFdtgJxuxnFdtNqjxab5IO08msnXdD0618P2+qabqV7OGuja5uYVjW4ITc7xAc7VOFO71HuBKB53mO2RHGMkep9KUkUmeseFltLLQ7WKMBXdBJK3dnPJJro12nkMDXkNrrVzZ7Vm4AGM9q6fTvFCuANwzn1oQmjucVj67rKaVZySrF5syoSkY/iPpRDrcRiLFl9a5S4vn1HWzAV3GWNgv19B+H9aLknDW0N94o1398xknnJd3A4UYzx7DoKvwfDnVRrMYP/HuWBZwOcV6J4Q8LLoNoXlwbqX75HO0dlFdSI1yTzVAZuhaLBo2nw2cAbYhJy3UknJNdFEBiq0ajIq2vHSoY0TA4rk/Geqrpsungtjzd/6bf8ayn1e6n8c3Wlz6xeWlqZikbRSxosfAOSXGMYzx1JrlNelvb/UJbXUbi6l+ySuiC4xvTnvjjPAz2oasrj3O2sNfjlGGYH8a14ruOXoa8Tlv59JmC+aWQ8g1u6Z4tyBl/wBaEJnbeJdREEccEbKrSEDce1eUt4bn1LxHdW8IbyFbzHc84B5x9Sc110pGrzIzXOz5gxPXoa7S0FisQSKNFyBuYAZY+ppp6geR6p4dMB2NHuAHXFcvd6f5RIVcCvfNT0mK4iOADkeled6zophkb5Dj6UXA86CYO0ippreWCKObGYXOFbtn0+tad3p+wk7SCKl0qe32zadfpvtLjgkdUYdGHuKZSZlW940bDBxg109hqG8Kd2GHII7GuR1awm0m8e2dt2MMki9HU9CK39b8Nap4Y8P6PqF3JcJPfGTzYTGQLfAQoGP95lbOO3TrnCcblqdj6mpy0UUjNj6UUUUyRahkkZc4NFFAFCe7lGcNWHc3codju5zRRQBhahqVyqth68t1DWbvTfFE+oQFDPHI23euR8ylTx9GNFFEdxndfA0/8hwdgIAP/H69gFFFDAeKdRRQAUYyD9KKKBHj/jSV7O5aaBisiThlPXHzCvQtI0+3jstyp80zGSQ92Y96KKSALixgctuWvL/H9lBDp8hRMfvUoooQ0cP4g8RHXYbeKXStOtjAixxSWyOpSNc4QAuVA5ycDk81bCgRW0f8LFWI9ST/APWoopzKiauAVClQQexrlpLmW2visTYAbiiipgOWx0en3s8iqGfIJrptFbZM0oVS+cBiORRRTIOytJ3bGTWghyATRRVokmWpk6UUVMionlOu6qdO8U6shsrO7jkuNxS6i3gFRwQcgjr0zg9wayJLue+u57u5ffPM+92xjJNFFEvhHHcwNeHI/wB2uW86SJwUYjmiilHYbOh0vUrndjf0rt9K1C5O3L0UUEnVWt3M4AZqjv4Y5rcl1yeaKKBHA6nbxhm4rmZ41WTcByKKKaLGa0TLoqu5y0TLsbuM9qzL7xNq+p6XbaXe3009tbSvKgkkZiWYL1JPONvHpk+tFFUhM//Z", 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", 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", "info": {"video_id": "168146", "label": "pushing mouse from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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cIT/nNYv4TaG5psxUZHNc9rGqBJTDAf3i8M3pXQNnYWHYV59PvNzIxzyxPNTRgpO7LqTstDasfEuracwayvJIvm3Mq9GPuO9bWs+LH13QHhnUJcggkD7pGckj864pHK8GpZJiqjyz1GK60ktjmuKvPHp61ICQwOeaILeRFikmj3pKThUcBuDj8PxroYPC019epDpvm4eIvG13EYt5HVQeQSKLgzHRmA4PNWI5mwBJGjDPXkGrF3oGraaWF3YToF6uFLL+YqojIf4hTQH1qq8VKopgp461gUPHSjHNAooJYyQZFU5IQTyBV481Cy5NNCOH8R6YEcyKvyt1ryjxL4ed90sK5bnivoO9s1uLd4yOo4rzfWrb7OzxuOhovZgeMxWxisrl5VKsFwM8e1ZOc8HtXpmpaCA1mzuzi9jklaMj5VVSFUj65/SuP1Pw9cWjs8StJD/sjJH1rWMkwaPR/gOmTr3/AGw/9nr2pExXjfwIQqdfB/6Yf+z17MvWs5r3hrYztX01r6ABTyua8X8WeCdUk1SS4gh3ZAGB3r30dKrzwLISSoPHpSjo7jZ8vSeF9aQkHTpfqKoSeHtTDMGtipHXJr6hubGKSMgIo/CvP9VsRHPKpUdT2q3NknhNzbS2cuyVdrH0pu5Vh3rKxk/uY4P411firTHJadFyF6gCuU8p/IZh9wH0p3TBaF6zuyisAeo5q4t668k8Vz8LMJsg9etXxJxzUTjqbRmb8F4zR5XqOeO1dR4isbjV7y0srSPfO/5KO5PoK8+t7wwyggjB4INfQWk6VFYxbwQ9xIMySHqfb6VCjqE5EGhaJDotikKfPNtHmS4+8f8ACrWoW8csJDIpyOcir+3mmyx7oyParM27nkut+G7Cad3NuqNnqvFef61py6fKixsSrE9e1et+KGSxie4kIAHbuT6V5TqdxJeSEldzDnjotONyStbzbkAB5FW4JCz4NY6lo3yM+9XVl+YEHmlJG0JGzHem3kC/w+ldToWtyWF2syKHUjDL6iuGM6yqOzDrWhp955TAE1FjS9z2aO30DxRHtkggllx/q5Uw4+hFZTeG7Lw1qkZshIi3StuR33AbcdPzrlrDUGhuYrmFsPGwYV2uvanDqTaJdxkYfzQyj+E/LkVLbtYzlGzuMlP7p8/3TXm9lGX1qaKNSzsSqqOSTmuy1jVY7KzYDmVuFUVd8E+FG04nWNQTN9Pkqh6Qqe31ogroV7F3TfCsEOnMt3hriQfMQOF9hXIav8MZXkeXTrlQSc7JOlesKuKa6ZrWKtsZyk2fPGreEtY00jz7Uc9CjZBrFijYttRCXzjAGTn6V754ss3l02SfcoSIFmJ7V4m08ljey3NvJsLE7SvbNXcR0LWVtY6Npx/tDK3ReV1CKwjYKQSRjOQTjGcV1nh6a9lv/DmmyBB5ANyNj7iyOpzu9Mc/mK8zsobrUbyGyt03yTMFVfU+/wCpNe8+EPDyaPaiSVvOvpFAmmPXj+EegFTIZttaq3GPwNZGoeD9J1MMbrTonc/xqNrfmK6pIxkACpCmPSouMvrUg61GMAcU4GmBLuFGc1HmlBosIcaYaU0mKBDWB2mvN/FIzdSBckk16WVyCK5O+0X7Tqe9mG0SAnntQwOP8PeHJTZST3UTpK0kgUMc4QtkY9qfe6C6ElUJ+gr0xprG2iCqAxUV5hd63fan42vtLXWrmyty0nkJEgbJVNwX2HB5NFrlHReALAWUmpHywpfy88YJxurtxXmHwj1a71Q6u93cyTFRCRvOcZ3V6eDRYQ8UEUgNLmgCMoDniuX8QaYWYyqvWurqvdQiWIg80CPGNYsgm7cvQc1wE9ml20kMaeWjMTx6D/69eoeJFaSZ4k+877B+PFYui+FWN5qEJkaVLWQQKxHU9T/OnHQDz86O0Q4XPvVKS2kQnivUr3w48QY7SRXH69YNbWjyJkMGAp3GcwihpVV22An72M4r27TfEyuB+89uteY65oenW3h+31TTdSvZw119lzcwrGtwQm53iAOdqnCnd6j3A1ZbUwRmWByjKMlexpS0GtT16DVIZlHIz7GrT3EaQNITwBmvGLHxS8Mmx2xzXSR+Ifttv5RlwCPWgRneMZDqlhPPu5hlyqA9OcH+dZtl4QuIdPNxOpEsgzsI6D0rt/D1naQNNJcMk5lYMEYZCmumeGC5Q4wCe1CegHg19o4jJPl7TWJLbtE2ea9m13QQys6J+lcDf6YVJyn6UXBHNW9u1y+yIfvD91fU1GsrxOQwwwOCD2q88LW0oZMgg5FX9XtItXsTq9ogW6jX/S4l/j/2x/X86ZaZFpuolW2k8V0UF8UeJ1JKqSfoa5bwfaadqviSHTtUvJ7WGc7UmjmijWM9SWMnGMZ46k4Heriiay1PU7GQXCm2nMSpcACRMEjDBcjPTODipceo+fSx1/hmWHUfFHnXYDxwR+YinpuzgflzXp8M0cq/K4rxeyeexmbyeXCgyfj2/Cuh0/xQUZVdgDnBB4oWhDPT8cUyV1ijZ2xgDqa52y8QJKo+ZetM17WgbFo4iMlT0p3JOR8feI7i6kj0y2BS0+/I2OZT0x9BWDD4Iv8AVdFju4RhpMsEYYyK6u28OHxNJpt06hLWNT5hz177R+PWvRIbeOOJY1GFUYAA6CqA898E+BpbB4b7Ud32mJiyIOgyMV6baxhFxjimIgB4q1EABUsaLCAAZp+RXOeMb660/wAOPPZzvBMJo1Dp1wSciuV1e48UaPpOn3dzqt6st0X3xFcCHG0qCcfeIbOP/r0krjuer05aKKAY+lFFFMkWoZJGXODRRQBQnu5RnDVh3N3KHY7uc0UUAYWoalcqrYevLdQ1m703xRPqEBQzxyNt3rkfMpU8fRjRRRHcZ3XwNP8AyHB2AgA/8fr2AUUUMB4p1FFABRjIP0oooEeP+NJXs7lpoGKyJOGU9cfMK9C0jT7eOy3KnzTMZJD3Zj3oopIAuLGBy25a8v8AH9lBDp8hRMfvUoooQ0cR4g8RHXYbeKXStOtjAixxSWyOpSNeiAFyoHOTgcnmtq4/49n/AN00UUVN0VHqcPqHEuRSWN/cRthX74oopvYTOz0rUrn5fnrtdPv7goMvRRSEa4cyoA/Ncvr1rEDkLjNFFAI4i/hQE8VVsnaCbEbEcfnRRTKM1da/sHUb6BdM029glkV/KvbfzArLkgqQQR948Zwe4NXdDv7nVtW1HUr2TzbqYmd2IAy5yenYewooqpbCW50VgAfNY8sXPP4Cq2tALbJKoAcE8jvRRWMdy+hW0vULnIXfxmumgleZV3nPNFFWzM7bTJ2SJUQKqLwABit6F2ZRmiiqQmWFqZe1FFEgRz3j3/kVX/67x/zNecXOs397Yw2Nzcyywwu0i73ZiS2OuTzjHHpk+tFFEdhs/9k=", "info": {"video_id": "168146", "label": "pushing mouse from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6fca6a7e89abf0cf34581ac5980447703205d537393392f23d5584e7bf5519bc"} +{"episode": 80019, "episode_seed": 2841680218, "split": "train", "timestamp": "2025-10-13T03:41:29.592456", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2841680218, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74947", "label": "throwing book", "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": "74947", "label": "throwing book", "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": "d38bdfeda5697498230c6212db5048b5440d01a1f626ba9b33013c002391c40c"} +{"episode": 80020, "episode_seed": 2410253327, "split": "train", "timestamp": "2025-10-13T03:41:30.553265", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2410253327, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) cabinate door of medicine cabinate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39607", "label": "touching (without moving) cabinate door of medicine cabinate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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WdrWTcQsT8mw5GfQ8/pVzT0zbXEW0oFY4UnOARkVlLWVgtoZMLCKbzGXKtHt/HIxV+PzLggYKp/dB5P1NRIixD94RgHgVp2dvPdfLGvlJ3JHJ/wAKXI0vedkNyje6VxI1ETBEUvIeiL/nithdHZLVbm6I3Z+VBwq/41YsLOCyjeRuSiF27nj+db+n3Fjf34hGxgsKlVZsls9Tj16cUoyW0NCXd6yPP7VbuPXoHu0eZERU3vkq/wAuAM+mTirraW9hd3YlzFIoLMpGFyT8qrnr/wDWr1bR3sJ7lrdYVjljOFVlGcD0/wAKzb+2i1LxD/Yt6xkuN0ZgPl7QR/GR2OB+NbRUZLUhtxeh5TNM0qxs3VGKnjuen8qsRPkCun8X+DV8PWNzJEzMjssqA9gvB/8AQq46GX5RUqyVjVu5omQKuWIAHUmqMWqwXFz5SBuejHoadIPOt5Iz/EpFZOnJIwTCkqrBj8vJOMEZ9Kib0CMbuxqSaMb2ZpPMVY34b1A9aglVrq6cLkQ5wq+oHGTW5bjdbsvTKkVmQ2U8s7RhtsasRuXqR/Ss4WldydjWolBKyFjQKwjjXzJPQdB9a6HSdHC5urv946DcABwv0FQx20On2/mrEWAxnHrWoZr9nngt4QYx5ci7jt3Y5Kn1Jx0qlUV7R0Ri03rIoX3g++1cHYghb5cMe4BPGPxrQk8F3MOlQm4mgF0vyeXu3EoMYCjsxwa6Q3Fz5cc9oylouZYByce/qPpV7UEk1zRFu9KWP7bbsrlHXJbbztzWtOSWhE02tDyLUlmtLsTNA0Kv0U8gDsKrW7jbzXsErabf/Dm51aWAq9tFK0gkXDLMCcj3+YgV5/PYRSDJQZx1AqZyUHtubUo+0XoZKyCqM+qqLnyY49+DhjnGDWu+mJj5d351Wnto7YEhF571DqX2L9lbcclrb3UX79QwX5sg4NY8zNeTkoAkC/KirxxWpBeQrCwcgL0YVRggluXIiQxR549cVMI7uTCrJJLlQ+NEhwgG5+yLW3pmjPeTI9zyufliXp/9en2GnRQxEhQzDksf8avWt1dSx28logU+ayuu4fdwe/8AhR7VbQVjBpvWRYudCl1NgsMQWEMFyxxjGRnH1o0r4fvYW0ovbyIW5GUZuCH7H0xx0rW0zzYtONnPcRxSkkRyLnDDPGT2rf0m8a5STSr8eXc7SqSEA544P19K0hKKdhNNo8v1fSLq2g2rF5qx/vPOQEeZkn5gPTjFY5uDJ5QbqM5yMV7N4XtZotQvdD1WAyTRQqYZgvySRbj+uW/H8K8g8SNG3i7Vnthi1juTDGR0+Xj+hrWSvJSCDaXKSRt0qR50hiLyMAoGSTVSJ8gVFqg8zTZeOVw35Gkyia2v4bt2WPcCOcMKx5Yyty+0cpJvFS6VKn2qFQyEYdOB8x75NWLsRx3jsScnGFHeslFy2HdJkUUUs/D52k529vxq+igMEjXzZeyjoPrTbO1uLpgCDHH3x1/+tW/bW9tYNGCMb2Cg+9JuEPNheT20Qun6KBCbm9IdwPkTsD2wPWs7UPC+o38vm2ls2d43hhjjaAMeveujg1GYy+UttJ5cNyBJsXqOik5Pv0FdQb+SynhlaINaNwWXkg/4+1NT+02Tboji9Q8NXwgttRvIXA2gPuI3QICeAO//ANeudacwXzZBVX5CtwVBr1rxIxtYrTWbaA3NqpzcbXJwpGAQvT61meL9A0hPAja3B5Ujx2ymOVOjs2AP1P6VrKKlHQmEmpanC+KYfJ1iO4A4mjAP1HH8sVRjfiuk8U2nn6SZVHz27B/w6H+dclDJlaKbvEt7j7+zF9Eil9hVsg4zU1lbpZW7KrFmblmPc03fxUbzHGM0NpaiL2l6Us6CblmP41skpYmMMh+Y8KODj1o0ONJNLjWKcB8ndj19K0tS06W5tbdFkVSsmXYryVxyBXI5c0veZdrLQZDp7PeSTnYVePYV21qxwLZwqYkCFBtjIHIHf+VTWUSkqvtmplUXs0tsFkjeJVYblwDkfrSiny6D0vqRG687bK4ZbuMjbKnG76+/vXQpY2vi23gNwzW9/ZSJIs8fDDB7fXGPasMafLAw3IXB9O1UtFm1FvEl7Zrq9zZRuXCCJQ2dqlgvsODz7VpRcubUJpcty58RNSN3rr6ZHtZIbUeYD/ekJP8AICvNk0N4RgS7scZIqxoGrXOt6tq99dzvNJK0Z3ucnGCB+gFbbRg0VJtTdjalTi4Jswl03HDMSO+KSeJbaMjAA9q22AWuf1eb5gg+pqVdjlaOwyG8d3EI6t0PrXR21mpiIiKuwGdoOOa4GHUljvUz0DYr0jTLuxkKmMqHbj3NKcUjFycippiC/geO4xJtbGD0FdJb2iogOMAYP5Vn2NrDZAxQRhFyTx6k8mtmSGae2ia2mVG3KSCueh5oi1KWhNmlqZyu6Th0ZlcHII4INa+jPcxarCYj+8lkCsvZgTzVk6fBNklcOe4qrfw3Gm6XNf2dzJHLbvGqyJwRuJGKIU5KSL5o2ZJ8W9RTTvB4sYtqte3AUhRjKqdzH8Tt/OuN4wM1n/EeY3um2uoLrN/dCC5Noguo1VZjsDu8WOcKdqncOpHPUCy8m0de1bV3doeH0TFkYAGsG/l3yBO3U1oXV0qITmsCWYuzMe9TBDqSGXNxEqbeMjBrqbC2iSGFHYLIyjIx615zczEXZY8gMDivRtK1y2mt4ZZovLyowWHB+hordDGOo9A0euNas4IKbtgPAXHGRXRWdkoHyooHU4GOTVbZC1wLmNFy6jLY5I7VrWQEkbpvKsDuBHcelYpqTsO1ijdLtkAH3QAAfWpYRIwRmdiFGF56VqWFl5dnFDcMZ2QY3soBP5VatdJhl1CGFSR5jjIPQCm6TvoyoyXU3LjUH0rwnJqd0R5sNoZSSOScfL+ZxXz1ZRNe6Vqsh+aVGjmLdyQWz/M16b4uvo7/AMYT+F9R1e7tNOubjy08ueKNIlXByxk42+3UnArh/DFo1pq2v2Esc6iCYQlLgASAAsMMBkZx1xx6V1zlZKxlExbeTKirJ2vGUbkMMGqUkRsr6e1brE5Ue47H8qnD8VQBaWVvZsXjB3HjLHOKuafbR3eoSbhk4HPtVB3NaGh31rbXMiXPBlG0E9PpWNV6WQ0tTde1a3tHkjXdsHAXmprSAajBE8pO5G/hOACDVyGC1msZYo5DiVCDg888cVLp9vFZ26QxqdqcDJzx/jXNdJeZVmXIrfy4y/oCTUcE8kLMq4ZHGHRhlW/CtCaO4FxbiJI3gZvny3O3HXHfmpzpEZBaFtr5yOelU4S0cRxa6k/hqeRblbB1ElvcZUo3Qcfy9ax/izcW2leE9O0OzQRRSS7hGp6InP8A6Ew/KtC6hu9P0S61O2uWhmhkjiWSPr8x5/SvPPibp+t21rpGp6peXU0s4kjaOROLcDaygnH3mDk49vY100bqnZkTtz6HTTxrLA8bjKupVh7V5lASMjPAOKKKVLqVIsbjio2Jooqpkl3w4pk/tCXe6vFIoUqfauz0i4lubJmlbcQ+B+VFFcdT4max2Rr2rFJFZTghhit9FG8nvRRV0yZE8hKwNg+1cF4m1GbRdS1O+swglgDbAy5HKbTx9GNFFdMSHscX4E4+3jsPLH/oVdg1FFc1T42dtL+GirMTtJrkdQkZrmXJ6HFFFXEyqHMF2W5Dg8q4I/OvWIIo8rNsXzAQQ2OaKKnEbxM6ezNqL5mGa2rEYjb60UVjT+IJbGlEcRk96xfEkzx+HH2nhp49w9eaKK6o/Eieh474n8WzeI3ijudL023eHbHHLbJIrKi5wgBcqBzk4HJ5rqrgkLn2oooql0dmYF9IxbGeKz3YhTzRRVR2JnuYMpJlbPrXfeEmMmgx78MELgA8jGaKKzxHwip7nWW3MSA844rYslAkQj0NFFcy+Mvoa0H3jTkY/aGOeaKK6SUeSeN/E9xYeNdVSaw07UY5JEYpfQeYAyjIIIII6nIzg9waTwbqFzqt9rOoXshlurl0llfGMsSxPHb6UUVrU2IjuVfFUax6zC6jDSRAt74JFZwJxRRTj8KB7jWYmmWbH/hILAEAgsQQRkYIoorOezGjvrGCKGeN412lwwOCcflWtEPnoorhWxtLc2rQn7OntxWgpxCSOuKKK647GXUoa9cSR+EZ4lI2GWN8e4J5rwfU/E2r6tp8GmX17NPb28rzKHkZiWfGc5PONvHpk+tFFbx+FES3P//Z", "info": {"video_id": "39607", "label": "touching (without moving) cabinate door of medicine cabinate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "39607", "label": "touching (without moving) cabinate door of medicine cabinate", "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": "549266feb0d6ae5d97e5afa5b47344406a54e2339fd701bfad286fb585faa105"} +{"episode": 80021, "episode_seed": 1890734035, "split": "train", "timestamp": "2025-10-13T03:41:32.758644", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1890734035, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open cupboard without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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ynmAllkllwgCZEcUYx1Zz/IcmlDEQkm+wqkOWyvuZnh8J5d2gZXLBRgA+9dzp8wm02KQ4JK8n3rC13R7fw9HZw2pYyXG8SOeAcY6fnU/h9zFbtayPlseYAfTv/SuHFNTjzx/roaRTSsya/tY7l8SDPcEcEGqqW95bcwsJV9Ohq3JMikmR8YbA4zSpdr0RCfdq6cPaVJXMXKUZOwkeqkR7JVaP1UjB/CtKzeYWu6dPKyflVm5A9/es95TMAGC4HI+XpT8SSZwGY10Q0YSldWsUtfu0W0dUky5OBgf1rkWdjEEyduc4zxXR67bSpZ72AHzAdeapeH9D/ti+8t2KwRqGkYHB9gPcmqlKyuxQXQ5u6B8wYOBjNRQxGQEZGcEksegr2GLwvpCxmP8AslHDLtLyKWb8DXLat4Mg0+7lIuDDZyrlcrudBkZX36jBrGGJjJ8prOm4x5jikjTnEyfkf8K9K0SYCeeFuDw4H4f/AFqh0rwVpkrbyJfLQ9HYea3uy9EHt1+lY+lztDfrfSOdgIDY6YPH9awxNSNWLUeg6cWjqrsgk+1VdiSrtdQwPrUl6379Vz1FVluoRwGLn2GB+tLAy9xpmdW6d0O+wDrDKy+zcijZeRYwgceqGnfamI+VQPrzTWlkkPLE12NRZMakkQ3V0txG0Lxqm3li/PP09a5fUbgvqDOjnCn5SOMV1ElrLLnCHHqeK5O8iKX0yE/dYjimiubmZTkyQ5J55Oazyp3AEn3r1HR/B1olkk1/btcTyLuMeflXPQEDvirGseCbHULRjZ2iWd0g+RkUhTjsw9/XqKweKhF2ZqqTavc8reEfKWdFDDIBzkjpmtzQWWAzSK4OxkYnkY5Nalt4Xsp5h5ssksuEATIjijGP4nP8h1qzr+gQaNbWsFszb5y/mMeAcYxgfjVVasLcj6mdNNyujpS4e2VhjkVy80QstRmcD9zO2447E1q6XOG014CxLwHBz78iqk7xEAzPwRjGMk152FX7xxZpKTiro0rW7RCpRsr0Na6S5UEGuLD+TJmMsYz/AHutalvqEjIFVyB6CvVpzcdGYzhze8jfkbCkk4HqeK5rxBdotm6pJ85OBtH9astK7ttGWY/jWVrtvIlmHbj5gOvNac99jNRszmnkYxBMnaDnGeKoXQy/BwMZrptA0Q6xfeW7FYIwGkYHB9gPcmu2i8LaOsZj/slHDLtLyKWb865qldU3ZnRGnzLc8egj8wEZGcE5bsByTSpGnXzkI+h/wrt9V8Fwafdy7bgw2Uq5UFSzxjIyvv1GDV/SfBOmTNuYS+Upxh3Hmt7so4Qe3Wq+sU1HmexEovm5VucxafLoxxnzHOwnuK6Jp/N06FyeRhT+VZEMAURQsoVUBd8etaNhFNcW3liNizNlQBxjPH6V51ZqUm/M1gmopPcmhtJJJCwKhGOQSa0orFExvLE/lWlbaS8KLEoG4gK7HB69cemKjspLq3vpbW4l+02xDbfMT5hgDOBjrgevviumGI93bZGPJeVr7jYbfLBIYssegUcmpEtDInmuSkQOCcc89MZwK2oYVKpc2qbrcrl8Y+U9wc8iqseGeS3xvZoXDKsxO/AyDj+EdAAPX2oeKb+FaF+xtdPdEWj+DdGuQuozRyTyu2WDP+7U56gDr047GtueNYJWjc4AIPB5Hv7+9UNDvFjujEs8FxvjWQ7IwnltnG0gf/r4rauo2nhLq7b87S2QAfXFY4jnkr31Q6Mo7PZnLeIbm5RY7O1Ba5kZjEFHEa9N5A/H8TWfpdkv2CW1jwbi2Z4pHcDLhv4ueMkcZrTucL4jiO391PalUaQ4+42T9eD+lctZQy3Hji507+057SGRXRTGm4yMqF1XnoOvJ+nerpXmrx6k1LKLg+hB4nWV5tK80rhZpUCAliq5AA9xxxVW1nK6u8w+7xH9BVaO8u711lup2k8pSV3e/YVPaxkiJVw0hG9/x/8A11Ndp+72/XUKEWo3ZclRppJI1HzB881bttPOAXf8FGataZpclxK9xIjbABgdNx9KvXtreW8CTW85ilVwqoqYDAHPPofw59KeHq8seWwVY63K8VtEmPlz7nmrnkuVTCEB/unaccdelXbF4ryKITJGly8XyMBgMw7emTzU9yjQoizx42g7laTy8g9CSOig9q2+tdEhqjqrvRmU+iWmo3MdheyONzHcIyAQRyMdeO5OPSuhtvDtjo1ky2MJjG7LFjuZsdCfesi5cKsM73EcINvvEkyBvMKngAn7uRzxyc+1dNa3X2i1iypUSAZRRyWI/pWc5SqRs2KLUJ+hns4QGRXwUbc564Hcg/h2riy8lxqMGp3KsLBJtscbZ53ZBl/kfYV2WqWrta3cCs7PJE6Rgcjocn6dK43X5PO8HQXMR2OyIoVW55wpz+INY0bvR7rQ0nyxflI1nt57OaDZ5arxHnOAEAYkEDk57niuARt2l20YH3myffB/+tW/qEzw+H4tQsda1CfbcfZGa5hWNbjamWeIddqkhTu9R7gZCqBKNxGyGP8ADJ//AFVtVXKtd/8Ah/8AMwoJ81+iNSSculvI2d2MGmw2cjOx4VSeMntSw28s6RxhCXyOldLb6U8SrGB8zfK7Hnr1x6YrGhUVNu6NakbpGXFYouC7Fj+VXIbfLhIo8segUcmn2Mlzb301tcS/arUhthkT5hgDOBjrgevvityGBdqXNqge3K5fGPlPcHPIrqeJ5dLakKlePNfQxUtDInmyMUiyATjnnpjOBVzSPBujXW3UZo5Z5XbLBn/dgg9QAOenHY1JGNzyQY3u0LhlWYnfxkHH8I6AAevtVjQ7xY7oxLNDcb41lOyMJ5bZxtIH9eeDS9rKQ5QUJaF6eNYJXjc4GQeDyD6+/vWD4hublEjsrYM1zIzGLaMCNem8gfj+JrqbqNp4C6u2/O0t0B9cVzNz8viOI7T5U9qVRpDj7jZP14P6VyRTU3B7bmsmrKqt1ozM0qxX7BJax7TcWzSRSO4GXDfxc8AkcZrL1p5PtOnrNt+Uz+WuSSoBAA+nHFJYGNvHU2n3Wo3VrazuIPNjmjRV75YycYxnA6kkCs7UZryLUr63uXnZ7V3iRbgASKNxwDjjPAzjiuqSfJzP+rnPb95aDHaRKyzzZziZjk/oP5U94muEVUGWRu57YqO2TynSNAG2Abvr/kVuaXpkkzSTSI3lg/KOm49h9K5IStUUjonqmUrfTSR87j3CjNSnTliIeHOe+TWve2t3bwJPb3BilVgqoqYDAHPPof5+laNk0F7HEJkiS5eL5GAwrMP0yea7HiFa7WhlCEm2k9TCtLOcFXaNsSE4bacHH+FaDaLaajcx2F5I43MdwjIBBHTHXjHJOPStO5R4URZ4wu0HKvJ5eQehJHRQe1VblwqwzvcRw5t94kmQN5hU8AE/dyOeOTn2pKtKWi0HOK5eY17bw9Y6NYutjCYxuBYudzNjoTSO4QGVXAKtucjkAdyD+HatG0uvtFrFlSokAyqjkkj+lZeq2rta3kCs7PLE8aAHIxg5P0rmqtqan33Lio1IOL6bHHb5LjUrfU7lXWwSYIiMDzuyDL/I/StZreeyubfyxGq5Cbs4AQAk5A5Oe5rJ16TzfB0FzGdjMsahFOTg4U5/EGquq2fiLQ9A0q9vr25Fxc71miKcRBQpQMcfeKtnHb65rpjBuNuiMKs1K0ludE+j6cXLGziyiEjrg89x3rYREjURJGipuVcBQOMUUVxzfuI2pO9V/wBdSLYgvo32DcXKknntnv8ASsnSZZLvYJnLCNpI0A4xxyeO59aKK2p605P+upk/jj/XYuQv9pZ0YBFR1QbMjgkD8auajBHA1vJtEjiUDdIMnrxzRRWcPhOif8U517+4t/E4tVZWRZQAzKN3zEdSOpxwDXeiV2jfcxbCADPbJoorqq6NJdjkpa3v3ON8SsVlsl6iO6QLkdA3ykfka43W76XR/FV3f2oQTQysE3DI5TaePoxoopYZvk+b/Q1xCXtPkv1LPge1t7uxne5hSVlRAC/Pr/hXa2FhaWaP5FtGhKoScZJyfWiisqr96YovWCL8irIr70BBk2kdBgVj3txLaDTvIYIXleIkKOmQM/X3ooqcNrJJ/wBbjxGibXl+hM0n2WygeNFJI2/Nk4+Y/qetaVpao4mLM5XeFKk5BG3POfrRRSXxyNp/w4mLqErWmlXEsARDBNkLtBVs+o6flitDwnfTzaZIS+3aSo28Z6dffk0UV0PSjdb3OeWta3ka+pO0Y8xeGjUAfTArzm/Vf+Ed1NdowmoBVHoCd2PzJoorOk7Vpr+t0aVUnSi/P9GYWq+Jn1q7traTS9Pt/KjEaPbrIpVF6IAXKgcknA5PNd6dG03fv+xRZRNw4OMj1FFFa1/jiYxbUGbSqqqEVFALKvA7YqMxoL2Nwg3GQqSee2e/0oorii9WdMvhX9djH0iaS8KCZiwjaSJAOMDHJ47n1q7E/wBpZ0ICKjqg2ZHBIHPrRRW+I0q2RFDWg7lvUYI4Gt5NokcShd0gyevrXPNqFxbeJhaqysiygBmUbvmxnJHU44Booragk73MqzfLE73zXaN9zFsIAM9gTXG+JGIlsk4IjukCkjkBvlI/I0UVhFv2lN+f6mzS9nUXl+hyGuasNK1nVIzp1hexSThjHeQ7wGQZUgggjr0zg9waueFJP7f+3ajqiJc3M5WSR2HVm3E8Dp249qKK3rN+wv6GEPjOv0+wtLNXEFvGmVUnjJJPvV51SVW3oCDJtIHAwOKKK46v8RG9LWm7/wBbGNfXEtp/ZwgYIXmeIkKOmQM/X3qcyC1sYHjRSx+T5sn+I8/X3oorap/Bi/X9ScP/ABmv66GlaWqSeduZyu4KVJyCNuec/WsXUJWtNLuJYAiGCfhdoKtn1B4/LFFFOn8SFPSEjR8J3082mSEvt2kqNv0H68mtbU3aNPMU4aMAD6YoopYj7SKw32TzjUFUeHtTUAAJfqq47Andj8ya5q58QanfC20q5u5prWBpJVEkjMSzY6k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"info": {"video_id": "171431", "label": "pretending to open cupboard without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "171431", "label": "pretending to open cupboard without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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O6QfI6KVU44ww9/XqK5q28LWU0482WSWXCAJkRxRjH8Tnn8ByaUMRGSv2HUhy2V9zM0E+QlxIrg7CjEgHjBNehGRXtVYfxDOa5rX9Cg0SC1t7UtvuN/mMeAcYxgf8CNaOkzD+zHt2Yl4ODnrg8ivPxTU/fiaRTUbMex+cj15pjWcUp3YKN/eXio/OjUBpHxngDGSaeLtf4FJ92OK76Ek6auc0rqTsH2S4j/1ciuPfg0faprVS09uxFONxIRw23/dGKiZZJBwCxP41pZdC1Ul1MrVZ1SCZlZFkkI4Qc/ia5xnYxKm47Qc4zxmuh1q0kis/MYAfMB15qv4e0M6zf+U7FYIwGkYHB9gPcmm2oxuwT5mc1cg7xzxjNMhjMgIyM8klugA5r2CLwto6xmP+yUcMu0vICzfga5bVvBkGn3cu24MNlKuVBUs6DIyvv1GD9ayhiYSlymk6bjHmucVHGg585PwB/wAK9A06ULqajgLImB749PzNSaX4J02U7yJfLU4w7DzX9CyjhB7dfpXO2s0s1zFcq2Fi5wPQVliJxqJpdP12FTTWrOzvADGwA7Vhtpw3l7d/LY8kdj/hWrcTK8UciHKvggjuDVQXMKtgMWI9BiscE000yajcWmiOK6u7Rx58TFezryKuQXkt1cp5CF2H+sfPCD+ppoumI+VQv601Sfm28bjk4GM13JWegvaXWq1NG6nRFO51Ht1NcJqdwZNSd0dtqn5T0xXVSW80gOFIHqeK4++iKX06n+FiOK1cmzOKsU5SWDknnrms0glgCT7ivUdH8H2iWcct/btcTyLkx5+VCegIHfHrVjWfBNjqFmxs7RLO6QfIyLhTjsw9/XqK5XiYJ2OiNJtXPK2hA2lnRNwyAc5x07Vu6GAlveFXBPyYwMc8kVp23heymmHmzSSygIAmRHFGNv8AE5/kOTVzW9KtvDdvbR2odpZ94ZiODjHQdupqqtWNuTqRTTb5kbsDLLaxzA/eUNVU8Niq2hTO+lCKXG+Pjj07UpnQOTI+ADjgZrz8N7laxVVe6XF5FRvY20hyYgD6rxUa3a/wKT7saU3ErDhto/2RivW5kc6uthr2HlDfHMy4/vY/nXO6zNckNI8yFirIAnJGfeugZZJBwGY/nWLrlpJHah2AGWA60rLoaKpJaHPEt5KpuO3OcZ4zVW5B3jnjGa6Tw/oZ1m+8pyVt41DSMDg+wHuTXcReFtIWMp/ZKOGXaXkUs351lUrxg7M1jDmPHoY2kUj2JJJ4A9acqIqnMyfgD/hXbar4Mg067lxcNDZSplQVLOgyMr79Rg1oaT4K02Zw7CXylONrsPNf3ZeiD261X1imo8z2M3B83KYQO7T7NAPvEMw9xz/StqW4LxwStnP3T+FZi480lyNkKAD6n/8AVWjBBNMkcSxkvkZAFeVUabuv6ubxTSSZFDp8jSHoqknBJ7VfGlxFcOzFvyrcg0polWNQCxG13YZ69cemKispLmC+ltriQXVqQQpkT5hgDOBjrgevviu1YhNbbGCi+a1zKisZ2kWGNWfJ+6Bkmta2tCYPMlJSPOCcc8+mcD2rahgTbHc2iBrcrl9uPlPcHPNVo/maS3xvdoXDKsxO/AyDj+EdAAPWp+sfyo0dNu6luhmk+ENHu9uozRyTSu2WBf8Adqc9QB1HHHY1szxrBK8bnAyDweQfX396o6HeKl0YlmguN8ayHZGE8ts424H/AOvg1s3UbTwF1dt+dpboD64rKvzSV76oVGUfhlszlfENzcokdnahmupGYxbRxGvTeQPx/E1Q0qxX7BJaxhTcWzSRSOwGXDfxc8AkZGa0rkBfEkR2ny57UqjSHHCNk/Xg/pXL2UUtx45udPGqT2sMiuimNN5kZULqvPQdeT9O9XSTktOpNSyi4PoGuPILvTRMF+Vp9iZJKqCAB9OOKo6TKRdXBOdszEE/TgVTW/u7pWluZ2laNPk3dRnnA/KrdmhjKIvzFVBb61nXtsv66jopqF2TbGuI1VBllbvV63sGI+d8D/ZGasaXpjys8zo3lg8DpuPatC+tbyCBJ7e4MMqsFVFThgDnn0P8/StKFa0VG2oqkdblWO2iQfd3e55qz9nkZUwhCv8AdODg461o2LQ3sUQmSNLl4vkYDAZh29Mnmp7lHhRFnjC7AdytJ5eQehJHRQe1aPFdEhqjqrvRmS2hWmo3EdjeyuNzHcIyAQR0x147k49K6K18O2Oi2LLYwGMbgXLnczY6E1kXLqFhne4jhzb7xJMgbzCp4AJ6ZHPHJz7V09pdfaLWLKlRIBlFHJYgfyqKkpVI2b3FF8k/Qz3cIDKjgFG3OeuB3IP4dq4rfJcalBqdyrrYLNsSNs87sgy/yPsK7LVbV2truBWdnlieOMA5HQ8/TpXG6/IZvB0F1EdjsiKFVuecKc/iDWNG733WhpNRi9NpGs9vPZzweX5arxHuzgBAGJyByc+tedWY8vSZY/4mkMefUZ/+vXS6hM8OgRahY61qE+24+yM1zCsa3G1Ms8XfapIU7vUe4GLGgVokdhsjUuewz/k1vV92Nn1/QwoxvK99EaMcxOmxgg5jIX8McUsVm8kpYEKrHIJpLW3mmi2JGSXxtwO2eP511FvpLwosagbiNruRnr1x6YrnozVOTZtUjdGXDYomNxY/pWhBACQkUeWPQAcmksZLq3vpbaeX7TbHdtMifNwBnAx1wPX3xW5DCu2O5tU3W5XL7cfKe4OeRXW8Ty6W1M1SvHmvoZCWxkTzXJSIEAnHPPTGcA+lWdJ8H6Nd7dSmjkmldstuf92pHcAdenHY1JGNzyW+N7tC4ZRMTv4yDj+EdAAPX2qxod4qXRiWaG4LxrKdkYTy2zjaQP688Gl7WUhzgoSSLs8awSsjnABB4PI/x96wvEFzcokdnahmupGYxbRgRr034H4/ia6i6jaeEurtvB2lugPriuaucL4jiO391PalUaQ4+42T9eDXJFNTcHtuayasqq3RmaVYr9hktY9puLZpIpHYDLhv4ueASOM1heJvMe60qOYqFEk6qoJJVQQAM+nHFWLAxt46m0+61G5tbWdxB50c0car3yxk4xjOB1JIFZmpfaxrVzDeNM/2KSRFFyFDoM4wQOM8duPSuu1o88v6/q5zNfvLQHaZcFdVl6hHUIB2GOasSIZZXROWDZ5qhCrI8BUZkcl3x1AP+RXSabpj3E0lw6MIx0HTcTXImozUjpktGiC3sCRl3/75GavR20SDhcn35qxe2t5BAk9vcGKVWCqqrgMAQefQ/nn0rRsXivIohMsaXLxfIwGAzD36ZPNdn1lJXa0MY0nJtJ6mf5EhCfIQGztO04469KG0G01G5isb2VxljuEZAII6Y68dycela9yjQoizxhdoOVeTy8g9CSOig9qqXDqFhne5jhzb7xJMgbzCp4UE/dyOeOTn2qVXlLbQJQUYqRr2vh2w0WydbGExjdlyx3M2OhPvSO4VTIrgFW3O3UAdyD+HatC0uvtFrF8pUSAZVRyWI/pWbqtq7Wt3ApdnkidIwDkYwcn+VctRyjNT77msUqkOR/I43zJJ9Rg1O5V1sEm2IjZ53ZBl/kfYVrNbz2dzBs8tV4jznACAEkEDk57msnXn87wfb3UZ2MyooVTzg4U5/EGq2q2XiHRNA0u9vry5Fzc7xNEU4iChSgY4+8ytnHbp1zXVGDat0OerJStJbnRto+m+Zu+xRZjXcOO4PetkKiARqiAFlU8dsUUVwzb9kjel/FZEY0F7E+wbjIVJPPbNZGjzSXhQTsWEbSRIBxgY68dz60UV009YSf8AXUylpUj/AF2LsT/aWkQqEVJFQeXkcEgc+tW9Rt44Gt5NokcShd0gBPX1oorOGx0z/iHPPf3Fv4mW1VlZFlADMo3fNjOSOvHAJrvBK7I25i2EAGe2TRRXTV05bdmcdHXmv3ON8SsRNZLwRHcoFyOgb5SPyNcZrd9LpHiu8vrUIJoZWCbhkDcm08fRjRRU4ZvkS83+hriUva38l+pa8DWlveWE7XMKylUQDf8Aj/hXbWFhaWYYQW8aZVSTjJJJ9TRRWdX4pii9YF6RUlV96AgybcdBgVj31xLaf2eIGCFpXiJCjpkDP196KKWGV5JPz/JjxGibXl+hP5gtbGB40Uk/L82T/Ef1NaNpapJ525nK7wpUnII255z9aKKhP3maz+CBiahK1ppdxLAEUwT8LtBVs+o6flitPwlfTzaZIS+3axUbe/A/Xk0UV1PSi2tzB61rM1dTkaNfMU4aNQB9MCvOdRVf+Ee1Ndowl+FUegJ3Y/Mmiis6TtVn8vzRdVL2UH5/ozC1bxK+s3VtbSaXp9v5UYjR7dZFKovRAC5UDkk4HJ5ru/7H03fn7FF8iZHH8/WiitK/8SJim1B2NpVRB5aogUsq8L2xURjQX0T7BuLlSTyemaKK4It3Z1SXur+uxk6RNJebBMxYRtJEgHGBjk8dz61chf7SzoQEVHVBsyOCQOfWiiuqvpVSRFDWg7lvUYI4Hgk2iRxKBukAJ6+tc6+oXFt4mFqrKyLKAGZRu+brkjqccA0UVrRSfNcyrN8sTvRK7RuWYthABntk1x3iRiJrFOojukC5HIDfKR+RoorBN+1pvz/U3svZ1F5fochrurDStZ1SM6dp97FJOGMd5DvAZB8pBBBHXpnB7g1d8KSHXxf6jqirc3M+2SRmGMs24ngdKKK6KrfsfuOeGkjrLDT7Oz3GC2jUlEJJGTyfU1flCyI29FIMm0joMCiiuKo/fNqWtN3Mi9nltf7O8hthaV4iQo6ZAz9cd6lZxa2UDxopJ+X5sn+L+fvRRW1RL2aDD/xWaVnapJ5pZnK7gpUnII255z9axdRla00u4lgCKYJshdoKtn1HT8sUUU6WsokS+CRo+E76ebS5GZ9pUlfl4zwP15Na+pOyKZFOGjAA+mBxRRSr7SReH15Tzi/Vf+Ef1RQABHfhVx2BO7H5k1zdz4g1O+FtpVzdzS2sDSSqJJGYlmx1JJzjbx6ZPrRRXXB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", "info": {"video_id": "171431", "label": "pretending to open cupboard without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "171431", "label": "pretending to open cupboard without actually opening it", "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": "be2daa8415c1a332173b3d5026a2ba5474d9fa19e6b66d353b315ea3c00ffd27"} +{"episode": 80022, "episode_seed": 3736804341, "split": "train", "timestamp": "2025-10-13T03:41:34.009181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3736804341, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a toothpick into a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "165542", "label": "putting a toothpick into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "165542", "label": "putting a toothpick into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "165542", "label": "putting a toothpick into a box", "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": "0dab070a84b9164debd2f3293ab5212ea7d9215029f189dd58b8bbc25e7ab72f"} +{"episode": 80023, "episode_seed": 773852824, "split": "train", "timestamp": "2025-10-13T03:41:37.025746", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 773852824, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pendrive down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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R7Etovn2j2zHLDJjP6kf1/OmaFFJca1badzmaZYx+JqW12hQ6gjGDnuDXWeAdIS98VLqxQCG1haU+gc/KB/M12Qr+4+6OCdC012Z6Fc+XZ3Mlzj5YVEcQ9DjFedaveH7dPKnzF2OPrXYeILwpY7QfmYlj+Nef799ww64yea4qsrRO6K1sYOr6tcW7xxxD/SJTtGe2a7Hw/Nbm0htYP+WCgO27OXJJNctqmns9yt3CFE8J3LkZH4+1XPBkpW6uM5+b5sHsf8mso8s6Un2JnfmR6RC7M3rt4rY0xibqPPrWbaxeVbKW5cjJ+tX7FilyvrWUDCRxfieIp40u1xhXKuP++Rn+VY80glnmP8Bwgrf8at5OurdH+JXjHuRgj+dc0Y/3BXvxz79a7qbvA6Iu6PH4n3SsOhzxT3BkgZGGGj+Zfp3qCNXDFiCMDOfaneczFWUZPofTuKyhLlfkRKN0e9eE3/s3QfCrlRlbQO4I5XKuf5U7S3JzM3/LRyWNc54S8XLrFncWd1DILq3tSyThso4GE+qnDdOR9K3oj5ejRjo0smB9M1yyjKM3cq6cVYS4fF2SOixjH4nNadwpNpDOoz8m0/Wsi7OL1v8Aax+QrTkkDaSYy2Du4PpSEZW7fbyKeo5qO3bbLHTA7YnDDDKvIqFZdjLI3QL+tNCZi/EE7biG4xnynA/NT/hXEKP3TAkfMMn6mu+8ZQNd6LeyrgmJonOT2AOa8+jwUDMRnH3T3xW9KWljWGxraDiGWbJyG25z2617X4LUweFrh2P+tmJz6hVA/rXimlv5hZtmAQM4HSvb4o/7H8EW0LHEogG7/eb5j/OtV3JlucbrV3519I2epqW9SIaLpMUabWZDLKT1LMx/oBWNPdQx3iS3AZoFcNIEGWK55Az3rpNb8h54vspbyMKY9wwdpUHkfjXFiJNa9DWnb5iWMOHXPc5q7ESnlsOoNQ2xxPGParBXBArlTuKR0EbCSHIIPGSKchGQuayoJiWCpxIoyv8AtDuKsrNuRSK2iYyRrWcmPMyf4TXnOvgxa75Z+7MqS/XjH9K7WO5WOQR7x0Oa5TxjAEu9NuFbDvCE249D1/WumnK0kTTXvGSpEu1QMk5Oah1i5HmPzSmQBf3W4YOCc9ayNUmLTEA10TehtJbFGY+ejxOPvDKH39K9S8BiS1+HumuIxue/dwGHUeYBkflXkM1wSDsyGVsD69jXovgTxcJJrXRru2ZgFIhmRuF2gttZT0wR1H4isqvNOlyroZpKNTm7nVS3BudcvrhTxvIH0zVfUpw8i7T8ocn8uP6VVtpvLgvZyeWwo+tRSMTFH6BQB/n8a4m9DVrU1bOTfZnJ5Rs8+9VJSTMSxBzyDUcE/l28gPdelU0mIZCp/dscj/ZPpUJ6iexZPIJz3qPxGPO0Ip1IiZsfTn+lM3ncecAc1L/x/wAYiyMMki/mCK2TtZmZ57G+8mQnGT+lKzKhDqudwPOOlQxqqbldshWKgr3PTiplnZJBvXeg4xjHFdyehrJaE1jKI1cnHlkDOegNeseEbUaZ4QkvGGHvX3j/AHRwP5E/jXmCWz3tzFZQJlppFCgDu3AzXr2vvFYaVZ2EGBHEgjAHoBimtXcz2Ob1e787cM9K5qPbJKy+o61evJ8rIQazYJAgYnnvUVGnuOJYljAcO52rjDD1puhR2cOo7bcPuYhSSciqt1eG5UxxJlzxkngVpaBpxtXWWSNpHHOVbp+FYpqCcV1Ll5ndJMHRiv3V4FWbeXbNvbpkYqgrouFUYDYOPSkuDJ9oiRG4AGfaoicsjO8e27S6Wl0ik+XeNuI7AqB/PFcmjFk3v904OM47V2XjByfC8sYJz9oDsfbj/P4VxSdWzjgACuqi9Gb0/hPIxvljU9SetOMSRxh8ndUUb4iDKeCDz/Smb3mkSNFyxIVR7k4rOz2HdHd+AYTHDrV1j5Bbxxqe2S4JH5LXfoPMhsY/7qBq5LQVWDSNSt4/9XDJDACO5CuWP4mursJMtE56IgrG95sdSPLoJe/8fzkkADCj+tPnmJEkK94iw+o5qC9cs0Zz8xOT+NRK5e/kUdRAwH1pMgLiQb0kHSVMN9az71f9XGDggnNTFswRnrxgj0INRE+awZupNAiDxExPhq+jH8aqSfoM15vG2CG/2a9H1hvOt3tx0WMlv94jp+VefeGNPj1zxANOuL+W1VopDH5ce8s6oWC+gHByT6e9OhK9zVOx1XgayN9q6WRGRK6bvYDJP6Zr0/xpeiOARDjviuC+CUbXep6pqE7bvs8SBc9i+f6A1seLr83N62Dxn9K6toilqzktQd2gbZnexwAOpNdxqi7LyOPsp2/kMf0rkYVCr9pIBbekMWezseT+C/zrrdR+a8B/2m/nXn4lvRG6jaNye2bMwx2FaClQwLAtgHpWPE5V8g1cM4J5YZ9BWCMmTbijCReCr4q1FdDz8j7jcmqCMWjcj+BsmnMPkzH0PNbwZnIvIgacy9u1Yvi7JFg7dU+XHpkZH8q1bWYfcbpjk/zrmvHtzKvht7qJykouI2BHUAkjFaxl7yFHR3M+LOQvvmufmkMszHNWNSC2uhQ6lp2s6hKGuDbZuIljWchNzPEBztUkKd3qPcCgH5JzjjrXTN3NL3IjAoRpHPzA5xW/4DjLeIjcLkpFaTux7AlCoz+JrlJ7kn5ccA5rvPCcX2MTW4GHWwMkp7lndOPwXArKd1FsqMU/kbkcpNmUz96ZqszHBQZwFWsy0Ysdvo5NS3M53O2cAnArkb90T3LMkwWNAqnk8k1VEnlo0ZP8XFV2nGEIOcEE/nT3AMrI3c5U1C3JZY80SW208OasWeYEJX+FG59M8f1rLyyS5PQdBV+ScC0CDgyHn6D/AOvVt6WElqcHKuyeVR/DKw/Wn+auERl5lJ2tnGCP8c1Fapbah4/udM1C/ubS3mnISWKWKNY+hJYycYxngck4FZ9wlxBql3ZTtcf6LM0apcAB1wxHzbeM8DOOK9GnrYKkvddj1LwBYPca0L10/c2qFtxHG/GAP5mr/iXUS8y/NwtanhA+V8PLKTP7yVXYserEsRk/gBXD+Ibk/apVLdDgVTXKiU7kM90ggf5uapQB7lXfdiNR+ftWc4eVSckLnH1rchXyrZYwMc9PauapVSWholYfZ2yiRTj866iz+UMP9mueiypDVuWD5dTntXPF3FI1YsLiQnIxwKs25DuGY8k1VijJIxyh/SrKMsTh+oXqK1urGDWpW8Sjz9JuohnEcJY+7nn9AK4u3w5U8EED+VbfjK6uLXw1O8EzRzF13svX5s5FcHqun694f0PSb26vLpJrvzPMhKYEAAUoGOPvENnHb65rei7LU1gzzqx+aUxn7rKSfqBWnoEat4htQwyFYsM+oUkfqKKKp7hT6HZeHHZtGvyTy16Mn/gH/wBeuugJW3fH90CiiuZfxGXW+IhvmP2yLntRbH/iaqfXg0UU2ZEAGHKD7pJ/nTcASrj+8KKKh7DKBJeTLclizH615jY6lcaNri31ps86F3C71yPmUqePoxoop4bYt7no/wAHJGisPEQQ4wIF/wDQ6n1libsgmiiup/CL7RSuGItdKUdDclj9dyiuwu+bnn3oorhxG6OqfwoYvG3FNcYcY9aKKyRgy7Z8ySA9DirEY2XDIPu+lFFaIhizKFJxxng/nXM+Oz/xSlz7TR/zoorSPxE9jhtX8SvrkEEUul6dbGBFjje2R1KIucIAXIA5ycDk81LHycHoaKK6XujSJTiiWTUYYm5VpFU/Qtg13OkSM2u64c9IlUY9PMH+AooqKvwM2h8DNKy4DN35qG4JMYzRRXE9jF7lXJ5rSZQ8bE9QBg0UVKBkiAPFhhnA61XmJzj0Cgflmiim90T0Z59q+tNpHibVIjp2n30M0yuY72DzAGQcEEEEdTkZwe4NV4b641LUrm+u5PMuJ3Esj4xljk9O30oor06XQmfws970keV4I0ZE4X7Kp/E5P9a801uVmu5Mn+KiirqbBESRFFpp4AA3Qox9yck1oqMvz2FFFebPd+puy5EMgCrEbtBOqoeD2NFFENzKW5qxXEqpgNjNXrViUcnnbzz7DNFFbGRz/jLnwhcSfxedFz+JryqbX9T1DTYNPu7yaaC3Z5U8yRmJZ8ZySecbePTJ9aKK2plxP//Z", "info": {"video_id": "137137", "label": "moving pendrive down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137137", "label": "moving pendrive down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "137137", "label": "moving pendrive down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f531b8b225547fa50d012eb55af00e9f8fa081d2c6f8096670d4af68d83d605b"} +{"episode": 80024, "episode_seed": 1048046084, "split": "train", "timestamp": "2025-10-13T03:41:38.324962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1048046084, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a glass bottle on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110983", "label": "putting a glass bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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mhqEWYYhIqrI0WJEUYVDzhR6YGK4TSN0ds0fUpcOn5iuu0ZpLnw/5sjmSRZgWYnJOVGSfqRXP6bZO2u6jbBSAJlkBI4AOcmvNw/7upNM9DH/v6FOcfT+vuNvw5byO0sjf6vdhc9z3r1fwxaSJYTy27BpnO0RY5OAeR+f6Vw1rAkEUaIMKowBXUeG7uO1lvnnDun2ckIGI7gZH4Zqoz5p3Zy1KXJS5Ua2rzz/2lKzsSqkKVzwpx/Xk1ReYFetT+I75JLspG0YjByFU5YnuW9OuKwmnz3rRuzIguaKJ5pN2eeaoSP609pT35qvI4IqJMtKxDM3ynmvJmwCfrXqczHBArzOa3/0x4o3UqnLP/CvqSfSvZyWSTmn5fqcWPWkfmPtYXuLG4IB2xNHIzY4Ubsc/nVWGxfTNSWByQZ4N+0jlSecfp+tdTolpIbYkjEMiF4Ldxy+3kzP+WFFYuvqU1fT58k7yVYnv/nNc+YZhGvXVOGyvqb0cBKnhpVp76FmJ8X0Y48vj9QM1rXEDXkItozhnUDPp71zpkK+Ww6q3OfYkV22mW5OJSpyFGeOgrjqVORGdGl7SXkdzo+nI2mAjUEgRImRlbdlgBjOBwfpUqzKIwFYkYHJ71n6dcSfZQkZ6I/UVHbzf6Oik8rwayubRiW55sjrmsyaXrzUk0me9Z8snrSkzSKHLdSwOXhkaNsYyp6+3uK5TxbPHMiPNxLtZYwo4JJGT7VvyN1rnNcSSe8so4IvNuWLCKMjjPHJ9hXVl9bkrx5pWjrf5I58VhoVFz8t5LbvroYdhZzSXMccIX7Uw3gv92BP+ej/0FdHNAosYVjd3ikQjzJPvy7eN7fXt6VEYrXT7adFdmhUh7yfOWnf+4p9M1Hb6ob+GT7RF5EsRGEPACEfdH060sxxVXGtyj8K2R6GApUcG0qrXM/wOX0olIpIzxtnZPzFek+EfCdxg32rRGO1Y5SFjhm92HYfrWX4A8PrPrmoX11GGtoZwYA3RpMZz7gAj8TXq87KLdgT1FZSqaJI4PZJTZh29pB9pk+xxRRMr4VAuQeCOlaWqMYLsB/vbBux0HoKwtMtL2Sa+uoGSVY5AGib72CDyo74745q9rUk4uf3ylCijMeMYyBg496lO0S+XmqWQPKNtUJ5DzzkVGbk461A8u7PancrlsRyPmqkr1JI3NVJX61lI0Rn+FPDJ1iP7RMhXTYWBVjwZ3Ht/dFdhd2MWyNbc/ODkZI4/wrSFxFb6UIoI1jjiXaqKMAAVzv8AaAlm2ZcKT1QD+taVMRUrVHOTM404wjZG9YWUn2pboTSGNl2lEXgn09/rXE+JtB2+KZsxlYJSJz7kgZH5iuwtb5jpxKeYWjPypuwc9skVm6kJryzS+kP7xcZX0Uk4/lUTqWVluFKjzS5nsjNt1247VqpLhRg1kK/PH5VaSbjrXMj0JmiJvemvMTVPzc96DJmtEzBofI2aqO2Kczk1XeTrmk2CRVvbiC3i865kxAhBMWf9Y3b8Bzk1l/arfUFnmulWS6jiMJKjAC+Z1Htg4/CrN/a/ap7fhnGSmxf4s44/Q1d+HegG/wBcuI7mBTaWxEjlskvz8i+mO5+lbRiuT1Maspt+SOl8O+HTZaBBO8KKGUkxsnL85DNz+Q44PNVL+8ha/WEqqnHOOteiXYXyyD0rzrVbKNdWYmIndyjD19KJa6hTk21d7DA+3pV2wvhBLJuXdvTaOM8ZBI+nFY900trLslXa2M4NXNPAnjMh5I6AUoLU0rNOJcutQa5uTxhEGAMY/TtTEkzUF4gt5hgHBOCD1BpUbK1bZjBaaFgsKryk9qC/FQtJjrUs0IZXPI9q5DTdOgnt2uLhW+xQuAQP+XuTso/2R/jXUztnJzWTc3QjiXy1ELiFhYw4yEwPvH3NXCvOEJU4faD2VNyVSp9kel+V1eK0cB7i4YCdh0RcgCMfTIzWF4rQxw28uOYZwDVvTtHaPxAoa6Zii5LZGWkAzj5iOclffmtfWtEk1q4OnoQkk8iHd12dCx/DmudpKUJI6o1JVaNVMztD0SXVb8LFEXWNyfbOep9hXpUkUGmaSIYcbukjEcsa0dJ0220ixS3tkwqjlj95j6msTxGxUOA20OM59MVU3zO5x00ox5UXtNhkmmkkiaPYAc7sjqKzJJAkjhTxk1JpFwA2yQANtbcGDAg479jVC8nzcu2Sdxzn1qnsiYJuTZK82etVpHB71CZc96jZ6GzSwkj4qlcSuNwjKx7lIknP/LNO+PrxUzycU60tobrzFlQOqlW2npntUJJvUpTcPeRl3tnGtrY31ziOzVsLbM2SUzzI3YZ6VNc+JvCC6xe3q6Zcy+QEEdso2JMc4z7dj7g10D2cE0eyWJHQjG1hkY9Kp6lp0clvK9viO5IGJAoJ4xjr9BXdGtGK5UtDzZ0pzk5yd2R6X4r1O81GO51KK202ybEdrZxJjGTyfU/U12090HhBB4IrwjULm5S92SuxlQ53d8jvXq2maj9s0mGUH7yBvzFYV+6N8O3qn0NLw/Kljq1/dzSSLCsBcMnJRvu5HoQCeferHiW9V4YmiC+VKqvvLgs57DHXgcnOOtYUs/lMSGIV/lYA9Qe1VL6dprRZkwIkk8ph3Bxxz3GPyqYT93lLnT97mHifPekL571QjkJ6Gp9+RQarUc74qtI4Ip7NuOKrStg1LKN64vj9nuI844qr4Q0OfxFLqLw3YjntVDRxH/lpnPf8Kp6kMSuvY1n6DqVxp2uW/l5SOYhJCwIBUsKVK19TOd+R2O9stD1H+zbq4kTylwAsUnDuc44Xr1qWVP8AiS3bSW7QeeQkaNyQqDH4c5r0CS387UZjcXbTK7xvBCox5YUHHPfOMmuC8S3Vw7zTXELW8e4x20bpsZgerY9Pf3FbVKaSuYwrSd4o4jfhvepFlqpI3znHrQr+9cqR6DZfEnvTvMqkHNShzTJJ2eoJDnJpC+azdLjfVvFE2mTanPaxsshi8tN25lQsF9hweT6e9EYuTsTOagrs1bG/0yzZvt0DSSsR5LAcKcHrznGcA45weortfC8llYWGyOVJLidvMmcADcemcdh6D0rxBbm7ntWupJSyRlQWY/dLAn+hrW8N3lzaXH207hbZAAP8RrsjB+zRwzrL2j8z3S5uAycd6xLlQzZPbpS2l+LuySTPUZqpe3PloTmuds3ijkPEN4ZL0LnlRg1d0O5IsSUwZFJyCM8Z61zV5MbjUJXPdq0tFv4rbzILlJDE53LJFjdG3Q8Hggjt7CnF21Y5xbjZG7qVybieMFQrFslQMYGOKTO0VSF1Hc3BaGIxxKMKHOWY92Y+vTjsBU5figcI8q1Hs3pULPSM3FZOuXE1vprSQuUfeoBFK12U3ZXL1wuF3KeMVwd7JO9+k9zMUEzbm5J2HGDgDoMV1OsJHBoEOpafrGoTK1ybbNxEsa3BCbmeIDnapIU7vUe4DBoi3+oW1pbvHMYMGWXHyOc57+wHFbU6bbsjmqVo2uzO03V7Z9Qnn2MzAZR2wAD0Lc9T6eld94dnt5tl6Cp3J5UfPOB1J9+1eaPpNzFqNzDcIsKxSFZBH069vb0rQ0rWlTVYbG02rEpJZs8A0qmHXxLcKeMny+z6M9rWUeWSO4rjvFcrm1cxnDKcg/zrchut1qPmycdRWJq4EyMpGQciubY6Ejq44YdXtbTVJ7WWS6mhPEYwhCjjecj5s8D1xzXF63/o14IPNSUxgqXTuc//AKqv2ms3MD2Swb3ghjIeIjKE9s+nbv2rm9WuEkvj5YRVHGEJIz35PJ57muiTTj5mFPmjK3QkEue9Bk45qoj1IWyKyZ0oe5+XNWNKcZm59P61jaP5Go+LP7M1DULm1t5X2JLHLFGsfcljJxjGeByTgVPpXn2ur6tZzm4Bt5vLC3AAkUAsPmxxnpnHFDi0rmbqJ3idG820YqtLccEZqCSbC81SlmOTSuSkcf4sUJqUbg4WRecd8Gux8LTn+wbQHj5Mfqa43xWcy2p7/N/Suu8ORGHRLbOQBHk/j/8ArrWesEKmv3jNF2eebauSqHefpTL1jb6UICp3SSiVmPpjjFPhbzbG4MbAOGPHc8cGqF1LI9oglIGWG1e/v+FTGFlcc6nvcqEhOKsb+OtVU4AqXdTZoh7HjrVaVjyDVXV7iSCwZ4nKPuUZFL4g0XWNB0HSr69uLlZr0yeZCyYEAAQoGOPvENnHb6g0lFtEyqKLsa1/zMc1l6ZKz/ard8MkfzITyV59aKKzjsX0PS7+VvtGkX5JMxgbdyQDgexrI1iV/wCyUmJLS3Cl5HY5J5wBk9gP50UVvLZnLHZHJMTmkB5oornR3vYlQ1ICaKKZKFJxXMvqVxpPiSS/ttnnRO23eMj5lKnj6MaKKqnuZ1vhKmm20dwrxSZMaFW254JGQM1q65M0XlwRgJGiqFC/SiivQp/Ajy63xM7LwtPI+iW5ZsnGKl1aRgpwe1FFcE92elT2RxHWUn1qzB96iimaGvaDBNW26GiihbA9yP8AhrH8Qn/iVt/vrRRTW5E9mZmteJX12G2hl0vTrYwKkcb2yOpSMdEALlQOcnA5PNbesajJp2qX7WcUMIto9iKi4Hy8An1PJ5oorto9TzK+yOW1LXb7UfCHmXDJ5q33l+Yq4Yq0YJB/EVlIottPV4uGc4J79KKKJbijseveHpXl0qFmOSUBP5U+85BzRRXmSPWjsZNw7JFJtJGCMYqprKKmoKVUL5kMcjAdNxHJooq47kMrx9qkHWiihmkTDbWm0rUb2NtP0++imkDmO8g8wBlHBBBBHU5GcHuDVvRr651G+1O+upDJc3DiSR8Yyxz2HT6UUVcvhOb7bNWVjjrVSU80UVijRHM+IEEt9aI3Qj+tdofkiWNThFGAO1FFbv4UOl8UifSpCF1AcZih85D3DZCn8CDz9BVW/wANDYzEfPcK7ufTa20Aeg6n6miijoTL+IV88U/JxRRQWjN1s/8AEuJ/21rKvvEOqajptvpt3eTTW9vI8qCSRmJ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"info": {"video_id": "110983", "label": "putting a glass bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "110983", "label": "putting a glass bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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qQD9Tmn2MpewSVeW8pcZ9QcGumvYA1mFDM6zRbvMb70p5Xe3ucVx2kuVslU/wyOn9a8GeL+s1pz2PSr4P6tSgnuzptMcC1JPUAj+VdH4S0/fq01xI4RZgI1yMgDkknFcroYaV5oyPlzyR2zXdaXm1niGCpHOMe1ZTqWfKRTotxczqp4BZyRbr5bmQxfw7iAM+p+vTtUMk/HWqVzPKJrVnPy+WQO3+elMkl4qL6mqWlxLiXOazpZM9akmkPrVJ3zmpkzWKH3F/ObcxNIXQKQobnb9D/SvM544pbphA+II1y0j8AAdTXfTNwa5bTLKGS1+1XcRayR/3EfQ3MnuP7or1Muxqw8Jzm9rWXe9zhq4CM6q9lGzlu/Qs6HZM3ls4KRzKfs9u4+8vUzSD8OBWN4j3C5sLkkkmTDEn1rZutWksbwq0bTTsQbp0HEa5GIx6cf4VS1+1e+iiiswJJTOnlqvOdx4/nXnVZ1qtZVp9T1V9Xhhp0IPVfiO0rSb/AFm6W3sYi7q/zOThUHPJPavTV0Ww0zT44pIUlusjfK/XPt6CtLw9pdvpGmpbQgbvvSuOrv3NUfE26QRiNyhLqMj60Tqc2iOClTUdWa1nbtDY3XzKYFHDAAE9eM1R8/PB6jg1ZSHULC3u4pUjIjUA3EfKkZ+8G/yfWsJpWjYqc5HrTbsVTje7Lk8noazppOcGle4z1qtK+e9JstIjkeue16R5Fitoog0k2QD3AGOB/ntW1I+Ky7uxfUZ0UyeTaorNcTjqqcfKPc9K1wdWFGvGpPZXf4afiKtTlVpuEN2ZmmWEVwjvJk6fEQJWXg3T9ol/2R3NdHqEWYYhIqrI0WJEUYVDzhR6YGKz9R1NLSJJ1VImCEWUBHEa95GH+efpT9GaS58P+bI5kkWYFmJyTlRkn6kVjmFerim60/kux6OXwpYaaoR3e7OR0jdHbNH1KXDp+YrqfDlvI7SyN/q92Fz3PesTTbJ213UbYKQBMsgJHABzk13NrAkEUaIMKowBVVKvuJLqedSw/wC9k3smdz4YtJEsJ5bdg0znaIscnAPI/P8ASpdXnn/tKVnYlVIUrnhTj+vJrJ8N3cdrLfPOHdPs5IQMR3AyPwzV/wAR3ySXZSNoxGDkKpyxPct6dcU18CJelV36kDzAr1qhNJuzzzUDT571E0p780uYvlGSP61VmbjrUsjgiqczHFZstGB4U8MnWI/tEyFdNhYFWPBnce390V2F3YxbI1tz84ORkjj/AArSFxFb6UIoI1jjiXaqKMAAVzv9oCWbZlwpPVAP61dTEVK1RzkzONOMI2RvWFlJ9qW6E0hjZdpRF4J9Pf61xPibQdvimbMZWCUic+5IGR+YrsLW+Y6cSnmFoz8qbsHPbJFZupCa8s0vpD+8XGV9FJOP5VE6llZbhSo80uZ7IzbdduO1aqS4UYNZCvzx+VWkm461zI9CZoib3przE1T83PegyZrRMwaHyNmqjtinM5NV3k65pNgkYevIJbmzURGaQlljhH8bHHX2HepFtoNMguImlMgB3Xs46yt/DEvt2xV13KyZiUC4KlVmP/LJP4j/ACrDv7f+0oCbaYraRxqsSYwWlYkZPvwPzrd15zpRpP4Y/i2/+CJRhSk6v2n+BrQ3LX+mxXjIFy5jCjoq4BA/DNchp8RF1dwYJKXPA+oNdppVkYPDgAk8wECQkleGzjAAOenPNang3wpENSu9ZuQHEsg8mMj5RgcsffOcVnB8lSRpif3mHptlnwl4cWxhS5vYjtPzAMPvt6n2HatS4m867kXcNwYBePety+5tHX24rjFnYai8jklDjOVJC+mcUlq7nO3ob+pQvb2lsJjGWA+Xaay2n461a1C4DadCAeducDJ6E9SefXisVps1o9yaafLqWXkB74qpI3emmTNQu+KlstIbI4wQaqwJPeXqRqqRztGRGC21LWPH3z/n+lSSMDWrDZQxM7pGA8nLt1LfWnTUea8gqVJxg4w3ZzKX2haJoup2moQPdXLOFjkRTvxzhsnpz3PrVr/hLUtQ+meENJUzYG/UrsAsoI6gHhcA9TW81hasH3QJ+8ADfL94DkZ9a5LxJBcWJkeCUi1YAeWAABgAZ9+grs9spaHmOi467noXh3VkubIp9oWaSP5GZehIqLXM3FuyqSG6jB7jmvP/AAJqbRahPCxOJV3jPqDg/wA67y5k35H41x1NJWO+k+aN2dVDfwCxjs8vJPHaLK0LMFRmPJPYEknnn+VcTdXTPdSMzKXLclTkZ9qVb0eaqucsxEIZuQBnjI7ismZ5I7mSOUjzFchue+a05+ZIiMOWVzQ83PemO/HWqySccmnM+KlmyEeSqdxcQW8TT3MmIEIJiz99u34DnJqeQ/Lmsy5tvtU8I2swyU2L/Fnt+hpRScrMrmcdY7kf2q31BZ5rpVkuo4jCSowAvmdR7YOPwru/Dvh02WgQTvCihlJMbJy/OQzc/kOODzXNfDvQDf65cR3MCm0tiJHLZJfn5F9Mdz9K9euwvlkHpVO2pipTi99Tzu/vIWv1hKqpxzjrUYfb0p+q2Ua6sxMRO7lGHr6VRumltZdkq7WxnBrJq7OmDSibFhfCCWTcu7em0cZ4yCR9OKLrUGubk8YRBgDGP07VT08CeMyHkjoBTrxBbzDAOCcEHqDWq0RzSS5ydJM04sKro2VoL8UmapBKT2qnK5yamaTHWqczZ5BqGM0bi+P2e4jzjiqvhDQ5/EUuovDdiOe1UNHEf+Wmc9/wqnqQxK69jWfoOpXGna5b+XlI5iEkLAgFSwopWvqZzvyOx3tloeo/2bdXEieUuAFik4dznHC9etSyp/xJbtpLdoPPISNG5IVBj8Oc16BJb+dqMxuLtpld43ghUY8sKDjnvnGTXBeJbq4d5priFrePcY7aN02MwPVsenv7itqlNJXMYVpO8UcRvw3vUiy1Ukb5zj1oV/euVI9BsviT3p3mVSDmpQ5pkk7PUEhzk0hfNZulxvq3iibTJtTntY2WQxeWm7cyoWC+w4PJ9PeiMXJ2JnNQV2Vdbed4BbwvsV/mLA45UggH2rAt9QSCwkR5GaSRxiMKSFwc59OpNa2jSm7jnuby43iNAFibqzMDjH0IH507UfDt3aaHDdiGNlkm5OPnXIwM+3B/HFddOk3HyOGtXipX6/kbWlX9tO0VlCoi8xCqKxB5PViR1Nei6bJCLdI4f9WgAGPSvFFaPRoxcXJ3XHYen0rvfBeqS3VksszKGfkqD0/CsqlFQ1RrHFTrWjLodlqE37o+uKwPCc7y+INR0uUBra7RSwIzhRknHcHkkY7gVoXs25TWFZzix1KS4UskjRlA69R6EVnB2kXNXib+rWMNnYJLCkkEYQqFueHkJzgEZOCMA8djXFCb3rZv9Vlm0WNLtFMyg7ZHyHJJ7AHHTjJGRnFcxG56ZrWdr6E0m9UzR8ziml9xxUAfiqOsTywWDSQuUcMACKz3dja9lcuSsAa6ASBR17VyWsW8FvoEGp6fq9/OGuvs2bmFY1uCE3M8QHO1ThTu9R7gb/m8D6UOLizFzU9iy9x71ja2Rc6fMhxnYcflU80/Ws+5k3RsD6GknqFtDlPCUpXX4jkklGBP4f8A1q9JmuMQhs8ivNfCMRfXAw/gVj/T+tehSukckCP3YZ+laVleQUNID4IH86J5Vbajec+OuAazbmZptQnkYYLOSR6Vfu2uI7/EbBtw+8On1rLyHuZWByC3B9afLyijNyZbRuKcWz3qBWxSluKlmyFkYjOKm02/0yzeT7dA0krkeSwHCnB685xnAOOcHqKzNGMGoeLP7M1DULm1t5X2JLHLFGsfcljJxjGeByTgVj6nHd2l/fxyGdUs7hoT9p2h4+TjcBxnA7cVpSg+ZM56tVcrR7J4XksrCw2RypJcTt5kzgAbj0zjsPQelbdzcBk4714X4bvLm0uPtp3C2yAAf4jXrVpfi7skkz1GaKi5XqKnLn1QlyoZsnt0rhvEN4ZL0LnlRg1197c+WhOa84vJjcahK57tWR0JHS6HckWJKYMik5BGeM9atalcm4njBUKxbJUDGBjisLRb+K28yC5SQxOdyyRY3Rt0PB4II7ewq+LqO5uC0MRjiUYUOcsx7sx9enHYCqbM1B89y7naKYzelML8VGzcUjUVnqvOuBlTxVHXLiW304yQyMj71G5etQ6/pOt6DoWlX15dXKzXpk8yEpgQABSgY4+8Q2cdvqDQoNoiVRRdjQv+ZjmsvTJWf7Vbvhkj+ZCeSvPrRRWcdi+h6Xfyt9o0i/JJmMDbuSAcD2NZGsSv/ZKTElpbhS8jsck84AyewH86KK3lszljsjkmJzSA80UVzo73sSoakBNFFMlCk4rmX1K40nxJJf22zzonbbvGR8ylTx9GNFFVT3M63wlrw6I4dD1d/JjdyYYFZ1yUVt2SPQ8Dmnz+KNStNZ022RomhLxMyOmQ25hnNFFejT/ho8mr/EZzN2PtXia8jlJKRXDoi54ADECuh8HXMh1yZM4XbwB2waKKxq/Czaj8aPSZyTGp9qxbnhiR1zRRXB1PRexWOJrfUkkG4Rw+Ymf4WBHI/OsePrRRWq2I6lgfdFUNb/5BZ/31oopLcuXwsp674lbXYLaKXStOtmgRY4pLZHUoi5wgBcqBzk4HJ5rpCxx17CiiqqnNT2K0hJzVG4JEEh/2D/Kiis0a9DP8GRqiXUy5D5C59ua37iRlUuCdy/MD7iiit5/EXR+BG3Ptm1G3tGUCCa3EzKvGCU3FR/s5/SucgYvErnqwyce9FFIxp9SYE5pSaKKTNUYLa22k6heRnT9PvoppA5jvYPMAZRwQQQR1ORnB7g1HFNLrt7d3eoSNNLPKJ5D0DOc9h256UUVvS3Rx1dmXtcmaLy4IwEjRVChfpXZeFp5H0S3LNk4xRRTxGyFhfiZLq0jBTg9q4jrKT60UVyI71sWYPvVr2gwTRRVdSuhbboaj/hoooJMfxCT/AGY3P8a/zrDvdf1PUNNg027vJpre3keVBJI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"info": {"video_id": "110983", "label": "putting a glass bottle on a surface", "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": "0090bd4a25d176c039b97b82d63014b45844f18d20afe869749acfaac067e4ce"} +{"episode": 80025, "episode_seed": 723950138, "split": "train", "timestamp": "2025-10-13T03:41:41.725261", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 723950138, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding napkin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216768", "label": "folding napkin", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216768", "label": "folding napkin", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "216768", "label": "folding napkin", "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": "88105c786cf64aa771c8ab417aacfc9c615c510a53af45824c3cefd21611251f"} +{"episode": 80026, "episode_seed": 3786090207, "split": "train", "timestamp": "2025-10-13T03:41:43.508407", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3786090207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a deodorant upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "68195", "label": "turning a deodorant upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "68195", "label": "turning a deodorant upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "68195", "label": "turning a deodorant upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "999b3daa4311816b907ff909c6c8849aee963d30bf3ff22c0db273fce5a3e86c"} +{"episode": 80027, "episode_seed": 1225697801, "split": "train", "timestamp": "2025-10-13T03:41:45.195098", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1225697801, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a window 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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/48apko8r8ZfL4xv/AGus/qK1YTkSN6k/5/WsvxxkeMNQ9fPB/lWpEMQ/X/H/AOtXm4nc9TD7G94Uj3+ILMdg+78gT/Suk8P4Xx/4rA7m3P8A47WD4RGNcgbB4z/KtvQ2/wCLheKB/s2x/wDHa6cN8ByYr4/kR+Izj4g+Fz7Sj9K4/wAdSB727w24bmAwc/xCuh8e3E1n4g0S9gALwJKwz68D+tcTqgLac7sxJZScnvzWjmublM1Tfs+dm/4dvktAk5BZYoy5A4JABP8ASo/B3ia6vfGd5JDZ5i1CVWkxk+UAMA5qloQEssI3HGAMevBrrPC6LH4y8RqoA+eHgDH8NWjNm341P/FF6rn/AJ4f1FJeuD4LTB62sZ/QUnjb/kStW/69z/MUyY7vBcPH/LnH/wCgiqYkeE3HF8n+/XW2z/uEb1jJP5kVyN2duogekldXCcabER1KY/8AHjXl11sepRe5PCQluznsrN/n8q0/hMwa/vWz8xkBP4q1ZN2fL0q5PpER+h/xrS+E7Bb+8Hcug/8AHGrTD9WZ4jovJna+GuPF3i3/AK+oj/45VfUjj4paV/2D5f8A2apPDrf8Vl4sH/TxCf8AxyqetSq3jy2nglHnW1m8ZGMgMQx5/DFdzaW5wRi3scJ4l+aaQ8Ah0HA967Dwxe29kss9xIscEUZZ3PQDiuK19WxKzkFt45H1rb0S1XUd9lMx+zzgJIqnBIyD1/CgZs/DzW7Oa41CyR286a7lnTjgoa2PHp/4lFifTUIP5msf4d6XaWz6nMkK+dFeyQo55IQdBWn8QTjQbQ+l/B/6FVEdSfx4T/wjk23rk/qCK8Qs2xqyH/PWvbfHAz4en57/ANDXhsB/4mSn2Nc1Y6qB2gOWX8/61H55i1zSgMcGRuemdn/16kHMregGKo6jdkXhjiGHjbKv/d6g/wA64KbSZ6MouSsjvdXv4J/GPhgCVd1qztcZ4Ee+MYyTWb411yG/lEEMqva2wJLKeGf1+gHH51yCMznc7MxPUsck1FqqznS5TEhMaFfNYdFBOB+Z4rZ15Vf3a6maw0aP7x9PzNzWYhZRRW6PuZVGT6k81haHNsuFy2Bk8e+a7/UPCbX8pu1ugu9VO0pnB2iuW8N+FZ9V0oXsU8anznX5gc8Gu9WSsjzHdu7OmLAeOdDb10+X+dd4xzE3uprz+4haz8a6DEz72SylUsBjPNdz5nyHPpVEM5jwMw/4QeEA9HmH/jxryTxOwOqzEeoH6CvTfC0rxeAm8slWWaYAjt89eX+Iif7RmyOhH8hWVXY2pbs6Tw/zYn65/DA/wrldM/5Di+zn/wBCrqvDhzpQOf4/6Vyen/8AIbX/AH2/nXn9JHrU9vkb8EijxtC45Anc8Hr8gr0zVJQ/i7wdIBgMk36xivIr26ay8QmaCLzGSYlUHf5R6V0934x1E6xoN1c6HLA1iHCRHcDKCoBxkduvFdmH+Feh5uI+JrzO1+JLf8U1AfS9g/mazfHLhRJ67KwPFHjc65pkVi2mTWzfaI5N7tx8p6YwK6nxVodxqLtcxSIESI7lbPYV0HOkeaaZOyvCu4BSw6122gvnx5Gc8Npn9a57Q/Ct5qejW97AY8OTjLEEYJFbmjWlxpvjq2huipk/s1s7Tx97/wCtQgaPR5DmxkHrG38jXNfD9v8AiiLIZzhpB/4+a6FZN1qR/sEfpXMeAHx4Ot1P8Mso/wDHjTZKPNfHRI8WXpPUyg/oK2V+4g9QP5Z/rXPeMZWm1+7dzlywycY7CugU5mAHQdK87EfF956eH2+41tFvotP1GGaebyolO5z/ALP+TUB8TvB4qv8AV9Nz5V2UDJKv3lVQBn05zXPajL5t6EB+VFX88URY7Vmq0oxsjoWHjOXNI6K6v7rxNq8CzlI2kYRIq9EBOT+PWsbxIyESRw/cRcAY6AYq3orN/wAJHpIAODcjP02mtzxd4bsrXw9qF9F5gkVCwBbgHIrqw2qc3uzixeklBbI5Xw5cLHdxq3G4jk/Q13Ph1seOPEI9TB/6BVXSfB9nLYWN350oLRJIQCOpUGpdEPl+OfEAHrCP/Ha6kcbN/wAZnPgzVx/07Mf5VA8g/wCELtyf+fSPH/fIp/ity3hHVV9bZ6ybtmfwdpYB6wR/+gUyUePagSdRLdP3h/rXWwgmxtB2Of51yGoZF63tI38zXZ2ozY2J/wBg/wA682v0PTo63I9WcJpUw/vfL/n8qu/C+cx6pOoA+eRAc9vkNUtRaL7P5Urbd0ZIPoccfzrM0oPZkSQyOshYMGU4IIHapp1FCNzSdF1JHftq50rXvGDxsBcSzwpD7Hy+T+A/pWHpFxOPEFuspYiWGdzIxzvwpH86o7rm8vZZjunvLlucAZdsYH9Kt6WmqT+LdMsdUsRYtHZTRRALglSDlupyc10U5+2nzdEYVYKhT5PtP8jJ8QSku4Byu8Z/OtzwbNm9iUtli39RUXivwzJpWjPdNcK/7xFICY6nFbWkeD7nT9RhuftEflrhiADk11HDY0PAjYfWh/1Epv6VY+IRH/COQn+7fQH/AMeqj4JfZc62v/URlq18QHz4Xz6XUB/8fqiepb8ZMP7CnJ6ZP8jXhUJ/4mSivZfGssn2HYp+RkYkeprxiNsahGehrCsdNE7dJFjgmkY/dXP6isRWMs8kzdXYmsv/AISIXIKSK0a8fKpyDWrYvHNEHjcMPUV5koShds9WjOEtmXIxgZNSXEsj6VeWKhQtxsJYjkFTkYpgICbahdXnbykkKMw+8BnHvUU5OMuZGtaKnBpncw+ObQ2axva3McgUDoCOmPWszwr4k07RdINncyMr+a8hZVyME5HvXJJYahJNIovI3KAEbo+v5VHc2WoIju8Vu+FJJDEZH+RXYsU77o854aNtmdhf+I9Lu/Fmm3sV5GIYbeVHZztwW6Cusi8UaNJ8q6jbk9OGrw68tLgMDJABkZBRsj+VUXjMXVX+mK6Y1kzmnQaPYvC7IvheS0lljU+fKWBfBwWyMV514tMI126SBwyJtGQc9hWEs8yIPLeRfbJFXvDWlxeIPET2F3fy2xkikZGRN5d1QsF56Dg8n096bfPoSlyanT+GmzpoBGf3nH8q5exYLrIY9A5P61seCp5ZbWYM5ZV2kA9snmsWyw2sBSMhpCD+dcbjbmR6dCXNC/ka8UgbW/tjx71EjHYCMnIxXXXXimO71zQb77PLGmno4dSclsrjIrlTpQR4mjuZ1JPPzZ4z709rC8t8vHdxkgdXiGcenFKOI5VZMylQ5ndo67xb4lsdb8P/AGW3ZxcpcRyeW4/hU8nNb0vizSriylSKflkKjIxnivMvI1NNrlLaQsvBGV/CmGS/Z3zYZCnDCNwe3pWqxTfYyeGXmegeCtStbLwva2k86JMhfKN1GWJFNnu4JfiHaTRyKyfYWQsOgO48V5tPIVVt8NzFnsUOBWfLcTRy5inmjI7EspFbQr33RlOhbZn0NbyhrdeeormvAkhXwrjbki5m46fxV5BHrOqQ8rfyjvy+am/4S3WrOyMdteyRgnJKYGTWvOmYODRo+NUEPiC7QEkja3P0FNTxVao+Qr7/AFYfLUfiSxs30OPXLTV7+7eW6+zM93CI1uSE3M8XO7apwp3eo75Az7XS4gnzrvY9zXLXUV8R14bnn8BqWk0dy7Msoc98HmtFABn9K5W5gfTbiOeAkDr/APWroRdq0aODwygiuSpHROOzPQpTd3GS1Retr2Syu4Z4ceZGwZc9M+9aureLLjVtLmsJ7aNPNQqTG5J6+hrnEj+2h8uyRDgspwSfalttGMlvvS9uEbcRy24Hn0NOFZ01a9jKtTVSV7XOosvH0dnYwW8lk7CFFiBVuSAMZrPsfGmm23iPUdQm85Eu/LKqEyV2jFYVzplzHtxeKwZwvMQ71k3WnzJKwbY/uMjNdVPE36nJUwy6I9J1Tx5ouqaJeWaTOjzwsimRcAE1Ys/EGjNoVlbzXsTmGFEKEZ5AxmvIZIJUIVYsk/7VMaOQkEgjp1rb2tzD2TRav50uL6aWM/IZmx9MnFdvpnOl2uT0jY/pXHeFLHTdW8Rx6Zqt3PbRTttWaOWOJYz3LGTjGM8dScDvW3DcTaXc6jp8v2kG3keCOO4Ch0wSPmxwDjGcEj0rmxMHyXR04aa5+UXUn+0aiQPuIAo+uKkgUAACqsCl+Sck9TV6MYTPQ1xSfQ9SEbF7TrxdP1G3ujF5vlNuCbsZOPWr1x4piu/FVjrAs50S1heB4uCxLZ5+nNYbS4IOOlQyadepK5S+IIORuQH8K2o13Tja5yYmipyuzqPFXiKz1vRDaQCVGZ0b96uBw3tW5F410UxpvujGMAfOuK81istTeBZVkgk3DkEFf61VntLxWVGtIvmJAxJ7V0RxTvq0crw0bdTvPC2s2Fvd6o8l5AizXrypucDKnoaveMdRtNS8NvFZ3MU0nnRMFRs8Bua8eltnDndG6n6VAXMZAzID7A8V1RqpnNKi0e6a+be6sJJZJUCJExUh+vHevEkcfa4mHQ4/mKgub68ETKLiXaeCNxwRWxr3hLUfDWgaLqF20yT3pk8yExkC3xsKBj/eYNnHbp1zUy9/UIvk0GCzgkiClBj2qrocrx6gYlb5GByPpRRXFTd4SuepVSVSFjoHdhnmprTi1Ev8bsQT7CiiuaWxsy3Y/wDHzN/uD+tF0Sbeb/cP8qKKzfxC+yZt5/q4z7D+VZM3O3P94UUV00tjCY4opXlR+VZUWp3Gh64NQsxGJ4i4XeuR8ylTx9GNFFdVD4jlxHwnQ+CABBcj0K/yNZNmca0v/XU/zooqJ7yOnC/B8jrCMOPqKjuCTJJk9jRRXAtzcvSHbawkddtRWJJa4J68fyFFFR0Y+wy+JNpLn+7WVforSZZQaKK1pESMi4giYrlBy3NVr22ijtdyrj5hx2oorug3dHJUSsyfxB4rk1+C3hl0nTLUwIscUlqkilI1BwgBcqF5ycDk81qQ/cWiijF9CsB9r5EGtAfYGOOQQRW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", "info": {"video_id": "168447", "label": "poking a window so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168447", "label": "poking a window so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "168447", "label": "poking a window so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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r1QXRJt5v9w/yrNvP9XGfYfyoop090TIyZuduf7wpxRSvKj8qKK6+hgyjDrh0W5uY/wCzdNvoZnDmO9t/MCsmcEEEEdTkZwe4NWrO/udVvbnUL2Qy3NzIZZXIxlifQdPpRRXRV/gnNh/94NWMZQ1gSOYdUuSnGFP64oorlo7s78RsvUv6KzSTOzEkqOPat1P9dA3cv/Q0UVnW+Imn8JemP7w1nSf6q4/66H+QoorngaSMeTrUUX+pH0FFFdvQw6lTVP8AjzJ75FL/AMJJq2p2Vvpl7ezT21tI8qCSRmJZtvUk8428emT60UV1UvgZx1v4iP/Z", "info": {"video_id": "168447", "label": "poking a window so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3ad60b05857dc78bccf659952b444de71e507fcaa79ccd479d894816ad584826"} +{"episode": 80028, "episode_seed": 1813478313, "split": "train", "timestamp": "2025-10-13T03:41:48.700649", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1813478313, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a marker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73619", "label": "holding a marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "73619", "label": "holding a marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73619", "label": "holding a marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "73619", "label": "holding a marker", "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": "bf77fd45acbeb20bebd38944f5e5db27c28720786ff43cfb94d912bb2180613f"} +{"episode": 80029, "episode_seed": 204981324, "split": "train", "timestamp": "2025-10-13T03:41:49.585785", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 204981324, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling pen on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "165644", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "165644", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "165644", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "165644", "label": "rolling pen on a flat surface", "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": "59b9165228596622356050295ffd63489dc64e134d60ba3f51ce0dd302a68fbf"} +{"episode": 80030, "episode_seed": 1167877045, "split": "train", "timestamp": "2025-10-13T03:41:51.291185", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1167877045, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piece of 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "162882", "label": "piece of paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "162882", "label": "piece of paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "162882", "label": "piece of paper falling like a feather or paper", "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": "14bb04121c108bf6a76186e0d25cc77f0780b85cbdf6f802ce3f1414b12c7e0a"} +{"episode": 80031, "episode_seed": 1204184287, "split": "train", "timestamp": "2025-10-13T03:41:52.168745", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1204184287, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pill bottle so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "16476", "label": "pushing pill bottle so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "16476", "label": "pushing pill bottle so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "16476", "label": "pushing pill bottle so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c64ad5e5ecf6d600a9db8b410bc46b2d0126839c7ab9a4e13850d096f847a59"} +{"episode": 80032, "episode_seed": 1788132597, "split": "train", "timestamp": "2025-10-13T03:41:54.273147", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1788132597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 10 yellow tins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10363", "label": "stacking 10 yellow tins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10363", "label": "stacking 10 yellow tins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "10363", "label": "stacking 10 yellow tins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10363", "label": "stacking 10 yellow tins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8755d89e36539c4a9fdccb937fe4c676f731703c2ed0c1efb940f19bc7e17b3d"} +{"episode": 80033, "episode_seed": 3889697577, "split": "train", "timestamp": "2025-10-13T03:41:56.018610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3889697577, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of easter egg so that it separates into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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Ax9sngfXmonIToeK4XFHG5O5sRXe2QYPeussbxpY1y3QV57DKSc9a27HUmjYc8dzWco2HzXNzxLKsNzpkj4PMg5+grOjS0u5FjmTKMw3DOCOfWrOtGHUbCzEh5G7B/KsK6gbT4jdQSFo0xuUnn0604fEkVKVoXPabSK3s7RLe2jWOFBhUXoBSSvk8V4/H4xvw3z35bIB2q+M4zwPTI712HhzWWnlNvNIzeaN8ZY5Occj8v5V22szx2jp5m/dNTkb5F+lV52/ctUiN8q/Sn1JK2vNjQrv/AHQP/HhXIfEZseHLFfW6mP5Liup8QPjRZR/eeNfzda5fxxbS6lp+m21sUaQNO7IWAOCwAP6UWGjzOSaEwyorcsABxXu/gQYtL0+jov5KK8EMDpdGGRCrhwpUjkHNe/8AgkY0y8bHW4YflxWdrMtm1dN+8H0ridQlWdTGoBLZyuK6+6fMuM9BXH/Z3i27j875ycVzSep24VXOO1ffp+QpwrjDCqtnMuQR3ra1+0in3rOWyqbgAcc1kaLaxpdqdrMvUE8iunD1/ZO56dKpyO1jvvAZ/e3r+oWuxV/9Kf6Vh+HLCGztnnict55yRjG32rVR83T/AEroqz55c3c8XF1FUrSki+Gryj4iuf7fdvSNF/TNepK3evPPGGmXOr3d8LVd8kdwgK7gMqIgTyfSpT5XcnDVfZ1FI86aQMpFRRogdCo5NOwinpyetSL5SjKjkHjJrmqTcmejKfMRHImNd34Ek8xb5W6jZ/7NXCOf3pNdh4IkG2+UHDHy9p9D81ZmTOwkkCoYnPA+61czrsm+B4jhieQwrRu7o7ihBEvTHr9KoyWoKOZOWOMU2zSCJ9N8VeHjpph1DR4YbgRGITxRhsnGMkHkGvPlxuyeSKm1O0liuJljUlA2evTPNQwQOZFEnAPvWsJpbl0bQk/MlaTC9aILt4X3Kavrot5qMgTT7Z5mVcuE7Dtmr03gPV7WzFzcGCJSyKRvyw3MAOB9a6OdTiOtiIJ2bMKa/aZgSehoW7O7Oa1Nf8O2ej21ulvqK3N4xcTR8DywDhePfnrXP7TGfmfJPoMYrklCxyxm5ao1FuuOtbWj3u3I3cVySyZcgelXrW4MePX0rOUS1LuesJYu75kcnuQBwKW6i2eSB93eQPpitwwLHAw6/wARNZdyhEa5H3XX9f8A9dZp3NoWvocvr0iwS26v0JOfyrm7aza+vJYVbavmcNjrXUeJ48TKwGSkLN9K53SrwR3qenFWa9TsvBWmXMV5JcXSFVgysZP8TdMj2xWv4w0SLX9Njj88QzwMXjcjI5GCD7UmlanFcWKSxNkbdp9iOoqZ5GlyT0FdSso2PGqVJSqcx5Nc+HL6BLiTzIWFuWV9regBJH51nNpV75Qk8rKdmzx0zj613N+wbT9XI7vMP/HgtUSkzWUMbIShZjgDgkY/Xv8AhRyIarSOIi4dge5/WpxIysOTWtqGnGeNrqJQXhCifC43ZH+sA/EZqh4d01Nb8RHTbnUJbVWjlMZjj3FnVCwX0A4JyfT3rLl1sa+0Vrk8k1xPBF5T48vOQe+aqahqZ/spoWG2STA6/jmqFrqjQWku9i0jquwHtVOOI3Db2fLHrUxhqVKr7tkMhcrMhYb1BHynoRXb2960TxXETYZSGWuZislBya1kk2oo9Bit0zkZ6tBex3+mJcxn5XAJHoe4q0sgCAk9q4Dw3q5t2kspD+7m5T2b/wCvXTyXTMMD0quYiw3xDeg2SQqfvTx/owP9K4/UridtXiKE70iBX6ljW3q7bUttx5a4U/hgn+lYMokOsjYMkRxgfXBP9aW5SLNzpEOveRe24Ed3E6+ap/iAPIP9DXong8FPDu9uC8rsQfrXmljfyadeLcsGKP8A6xAOWBI5+ozXa6zq09p4WaSymKFnQpJH1IPUfjSYEmt63Jp826NVdnbA3HgAVPPFl4MjHJ/UVxmvwxTaPbarb6zqU6faTbbp4VVZiFyzxgc7VOFO4dx7gdL4g1y20u2WWSRQedi55biuSUXzHqUalJU4qK1V7/oZWsRRtMXIHMm3J9KzLGZLedjgYUkYrCvvE00ydFA3bh3qO21EStvZuW61rGBLxKWx6T4b1hWvZbNjhJTvj/3u4/H+ldGj/wCkyc9q8jgvHjkSWNiHQhlI7EV6FY6ut9bi5Xgso3D+6w6iuhPoedPV3N97pYkJJrh9TvnY6vMhxl3/AERRW60rS5yeBXJXz7rHVCD1eUf+PBaL3JSsZun2NlcqkV9BhZAFWZflKtj19D796sx+BZp9Tjs47nas7kROy54Az83oc8VGVma0ijZPkJJxjgkY/wA/hXXeENXM2IZWzdW+CHYf6wY61Lii1OS2Z5lcWM1ndS2lzGUnico6nsRW/wCFIpQL0RDIOzd7dcVq6nZWPiD4jTW2o3dzarNL5ayxSxIEAA5YvxgDOO5OBUPg20lg1XX9PkE6G3nWILcACRQC4+YDjOMdOPSueatqdVOopOxrxWjE+ZK24ryPTNRyQ/6VKhHQL/Ktu4iCxqFHGcCs51/0rP8Aejz+RqFqztgcJrGUvruMKSOMEDviodOsTduocshxjArR1sDzJpR0M+2qOlTt9rEa8szbR9TVILpO7PR/COlHSdMMk7K01wQxK9l7D+v41S8e6lNHo8cVuxCNKPMI68cj9a0hMUhSJDwqgCsrWsCO1V8Hdcqee4wT/SurpZHkOd587PNMXFxJtjR3Y+g5Oas2vhvVb9WaGFSFJ3AsAQfTHrW/Ikn9uKIlGVijAx64J/rT7DUJdMvlu2DGOT/WoBy2SBn6rmp5NDR1pM4do3imYOpVlOCDU4JHINeiePtJgvfD8Wp2hAmjZQrIPvqx7+9cb4g8Kan4b0DSNQvHnWe+MnmwGMgW4AQoGP8AeYNnHbp1BxLiUqqZ7tKMwD/aIzWVqHEUn++tFFcsTuhucdrF1Ib+4BwQI9vPpzXCi5kVjtIBXgGiit0ZVW7HW+BryZr6a2ZsxPHvI9wR/jXfdEXHrRRWyPOlucRdEjRL5u5mcH/v7/8AWqJJnkjjVjwqsw+vX+YooqkHQlnIt57O5iAVo04X+EgryCO47fjXIarcv4Y8bXk+mqqtbSsI1kG4AMmCPyY0UVEikc0VAKD04qWBisnFFFSijZiOQKmB4ooqiWKGZSCCQQcg139hK09rBM+N7oCcfSiigllDXCfMsh2Ex/8AQDWHJM8esTlT91VA/BRRRVIETQAFWJUE+UWyfXOP5VKk0i+Grq0LFoopY2Td1GWOaKKTAfqviFtZt4IpNM0+3MCKkb26OpRFzhQCxAHOeByea46+vbjUbgy3UrSN2z0H0oormh/El8jaHwlF1FLExUcGiitkDNqydjEcmuo8LTyfa5YM/u2TcR7g0UVZmzrwcIPrXG3DEaPeHuZXB/7+/wD1qKKZKGJM8iRqx4VWYfXr/MVM7taXVncwHy5IlDLjpyOc0UUMET6hq50/XtQDWFjeRzTByl1DvCso4IOQR1ORnB7g1reF7qa/vdUvblt9xOyySPgDJOaKK4sR/Eib0NzoZwAyj0UmsO9coyMvXyTRRTid8Dz/AFK8la3KEjDMWPHfNZ8Urq6upw3XPeiit4nJXbueqaZK1xZW00mN7xhmx64qjrpPm2A7ee36I1FFaI4+pgSzPFrdwVI+VVA/BRU1sFZSWUE+SWyfXOP5Ciir6DJIp5F8LXdmXLRQzRsmTyMsc8/hXPeJNY1C+0q1sbm7nlggleVQ8rNlmxnOTzjbx6ZPrRRWMhrc/9k=", 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", 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", "info": {"video_id": "29712", "label": "pulling two ends of easter egg so that it separates into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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wV7nC6qm/dLsd30GaswXeJV56GsYyBVz6VLDIQQaxcSlJrc6q8vVM1jI+DtLD8wKfGlpdyLHMmUZhuGcEc+tZNusV9CySk/LjaaddQNp8RuoJC0aY3KTz6daiKfMkauXuXPabSK3s7RLe2jWOFBhUXoBSSvk8V4/H4xvw3z35bIB2q+M4zwPTI712HhzWWnlNvNIzeaN8ZY5Occj8v5V22szyGjp5m/dNTkb5F+lV52/ctUiN8q/Sn1JK2vNjQrv/AHQP/HhXIfEZseHLFfW6mP5Liup8QPjRZR/eeNfzda5fxxbS6lp+m21sUaQNO7IWAOCwAP6UWGjzOSaEwyorcsABxXu/gQYtL0+jov5KK8EMDpdGGRCrhwpUjkHNe/8AgkY0y8bHW4YflxWdrMtm1dN+8H0ridQlWdTGoBLZyuK6+6fMuM9BXH/Z3i27j875ycVzSep24VXOO1ffp+QpwrjDCqtnMuQR3ra1+0in3rOWyqbgAcc1kaLaxpdqdrMvUE8iunD1/ZO56dKpyO1jvvAZ/e3r+oWuxV/9Kf6Vh+HLCGztnnict55yRjG32rVR83T/AEroqz55c3c8XF1FUrSki+Gryj4iuf7fdvSNF/TNepK3evPPGGmXOr3d8LVd8kdwgK7gMqIgTyfSpT5XcnDVfZ1FI86aQMpFRRogdCo5NOwinpyetSL5SjKjkHjJrmqTcmejKfMRHImNehfDxvOh1JW7eXz6ferz1z+9JruPh+3y6htYK48srnv97iszJnb3NwGi+YhZAOT61zF2wa4W6ZEfyXDBf72DnH6VozzNcTeWilWJ+YHtUL2kYt2UnBOePrRc2gtCz4j8V6Fq/g+8gt7dLK9fawi8sDcQwJAYD615tBhTnvTNQhuFnwI2KgkBh0NTabaPPLtlyoHauilVUdWbYZRp3iR3EzAgg8g5q5/bRlgCuzBsYIPSkl0TULi9eCztJpxu2qVUkH8elYzRuzFT8u04Oauu4yVxVakZPQ0ftedhz06/nmpRdA85qnLFaLbw+S05m5MrSbQvsFA5/Emqvm4YD1rj5Uc/MzrdIv2VyM11NpJv75rzi1uTD68/ma6rRNT3Tqrnms2tR81zSMFzI53nbnqB1Jp09sIbOQL/AAgE49c1trAC7SHq3AHpVC4jyky44IP6Cne5UErnO69Ft0uRwOQV4H1rkZN0l1kKQGXBJ7V3OqgNp8Q/vslcVdOYriQd1kINWXI39D8OG8vbYeaPJB3TBu6jsPr0r05rhIkyccdq4fwnMxhlnPQDYv8AM/0reZ2lJJPA5rohpE8zFS5qluiPMtevrq61i8acsWMpOOwxwOPoBWclhfXJTbEQGbaGfgZ9M12F/tay1RwBkvMM9/vBap7Jms4o2TKEk4xwSMf5/CnyX3F7Z2skc5qehahpcSPdw7Vlzgg5x7H3qnH0K+leseGr6PVLV7C9AlmjXBLr/rFI+8PfmuJj8Kwy+OLnRpb+a2t8Sm3dI95dlQsF9B0OT7e9Q4jVXuZNuJ23GJ8bcZHrS6hqZ/spoWG2STA6/jms6z1Nre1m3sWkkC7AaqxxG4bez5Y9ahR965pKr7lkMhcrMhYb1BHynoRXb2960TxXETYZSGWuZislBya1kk2oo9BitkzlZ6tBex3+mJcxn5XAJHoe4q0sgCAk9q4Dw3q5t2kspD+7m5T2b/69dPJdMwwPSq5iLDfEN6DZJCp+9PH+jA/0rj9SuJ21eIoTvSIFfqWNberttS23HlrhT+GCf6VgyiQ6yNgyRHGB9cE/1pblIs3OkQ695F7bgR3cTr5qn+IA8g/0NeieDwU8O724LyuxB+teaWN/Jp14tywYo/8ArEA5YEjn6jNdrrOrT2nhZpLKYoWdCkkfUg9R+NJgSa3rcmnzbo1V2dsDceABU88WXgyMcn9RXGa/DFNo9tqtvrOpTp9pNtunhVVmIXLPGBztU4U7h3HuB0viDXLbS7ZZZJFB52LnluK5JRfMepRqUlTiorVXv+hlaxFG0xcgcybcn0rMsZkt52OBhSRisK+8TTTJ0UDduHeo7bURK29m5brWsYEvEpbHpPhvWFa9ls2OElO+P/e7j8f6V0aP/pMnPavI4Lx45EljYh0IZSOxFehWOrrfW4uV4LKNw/usOoroT6HnT1dzfe6WJCSa4fU752OrzIcZd/0RRW60rS5yeBXJXz7rHVCD1eUf+PBaL3JSsZun2NlcqkV9BhZAFWZflKtj19D796sx+BZp9Tjs47nas7kROy54Az83oc8VGVma0ijZPkJJxjgkY/z+Fdd4Q1czYhlbN1b4Idh/rBjrUuKLU5LZnmVxYzWd1LaXMZSeJyjqexFdR4Jtmf7cEfaP3eeP96rmp2Vj4g+I01tqN3c2qzS+WssUsSBAAOWL8YAzjuTgVL8PrN7fWfENnOLhRaTrGEuABIMFwAwHGeOccelc800rnXTqKTSZ0kFn5WCc7ie/XFUSh8lyexbn8a3rpCsuQOg5/GsyVAsN2DwFLH9M1nE7YbHnd9MssAKZLiU8exJq3a6TegRTWymVpH2lFHT3+lVL0+RIikY/dgiuo8NarChiikbBkBVfrWkVdiqT5IOSO902FdP06C3yDsX5j6nqT+deX+I/BrWt60tldRtbzzAKj5DIWPT3FegyXTMAF9KxdcIVLQN1a6Q/gAT/AErpdnoePGck3LueZT6LfQXQtiqtJtDAK2cgnArPurSe2IWZCpY8e3NdzMsp8QL5YBZYYh+OCf61n3USyoxuEJSUfN8mWDEgBvqucfSpcFbQ2jWl1OYVzjcDj1q5Y3bwyhsmqmrWlxpheJjtcMMMvRlPQj2NaGveGNT8OaBpGoXkk6z3xk82AxkC3wEKBj/eZWzjt06g4y5bmjqJM9gHr6Cs+YYQf9c2NFFYo6YHIa1cyRrahSMBc/jiuPnnea6kZ8fMcnFFFbxM67Z0vg25l+2S2+f3TJuI9wR/jXcDhF+tFFao8+RxdyxGjXjdzK4P/f3/AOtTEmeRI1Y8KjMPrjP8xRRVoCZ5GtLqzurf93JEoZdvTlec0uqX0tj4pub6FUM0cjFdy5A3JtP6MaKKzlsB5vPGsc2xc4U4GadAxWTiiioRobMRyBUwPFFFWSxQzKQQSCDkGu/sJWntYJnxvdATj6UUUEsoa4T5lkOwmP8A6Aaw5Jnj1icqfuqoH4KKKKpAiaAAqxKgnyi2T65x/KpUmkXw1dWhYtFFLGybuoyxzRRSYD9V8QtrNvBFJpmn25gRUje3R1KIucKAWIA5zwOTzXHX17cajcGW6laRu2eg+lFFc0P4kvkbQ+EouopYmKjg0UVsgZtWTsYjk11HhaeT7XLBn92ybiPcGiirM2deDhB9a424YjR7w9zK4P8A39/+tRRTJQxJnkSNWPCqzD69f5ipndrS6s7mA+XJEoZcdORzmiihgifUNXOn69qAawsbyOaYOUuod4VlHBByCOpyM4PcGuh8E3U2oX+rXdy2+e4dJJGwBuY7qKK4sR8cTfD7nS3PPmHvuArnNZmeK1vdhxk/0oopwPQjscBr1w+6E4XIUr07VmR3cyuu1yNv3cdqKK3iclds9d0uZ7qwtbiTG+SNWbHTOKoa+T5unj0uG/RGoorRHEc9NO8Ou3BQj5VQDI9Fqa1CsGLKCfJLZPrnH8qKKoox9bt438IT7sl7KdBC5PzAMxBBPpxn61zF94j1XUtMt9LvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRWbKR//2Q==", 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", 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", "info": {"video_id": "29712", "label": "pulling two ends of easter egg so that it separates into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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c4XVU37pdju+gzVmC7xKvPQ1jGQKufSpYZCCDWLiUpNbnrPhiUXVtc7m5AX8OvNatzcBovmIWQDk+tcf4HnMkd7tfDrsKk9+uRW1PM1xN5aKVYn5ge1JaIpau5nXbBrhbpkR/JcMF/vYOcfpWp4j8V6Fq/g+8gt7dLK9fawi8sDcQwJAYD61We0jFuyk4Jzx9a881CG4WfAjYqCQGHQ1cZWZpKCbTfQfBhTnvSXEzAgg8g5qTTbR55dsuVA7VPLomoXF68FnaTTjdtUqpIP49K7Y1YyXKdk6sVC4v9tGWAK7MGxgg9Krfa87Dnp1/PNZzRuzFT8u04OatSxWi28PktOZuTK0m0L7BQOfxJrinFX0OGUuxcF0DzmtfSL9lcjNcl5uGA9av2tyYfXn8zWTiHN0Z6PaSb++ar6hKs6mNQCW6risrRdT3TKrHmtT7O8W3J+d85OKUdBxV2cfq+/T8hThXGGFVbOZcgjvW1r9pFPvWctlU3AA45rI0W1jS7U7WZeoJ5FdeHr+ydzrpVOR2sd94DP729f1C12Kv/pT/AErD8OWENnbPPE5bzzkjGNvtWqj5un+ldFWfPLm7ni4uoqlaUkXw1eUfEVz/AG+7ekaL+ma9SVu9eeeMNMudXu74Wq75I7hAV3AZURAnk+lSnyu5OGq+zqKR500gZSKijRA6FRyadhFPTk9akXylGVHIPGTXNUm5M9GU+YiORMa07C5CXMTuAcHAz7isxz+9JrR0+CG6jlWTr8uP1rKWxMHaRuxpaXcixzJlGYbhnBHPrXqtpFb2dolvbRrHCgwqL0Arxa6gbT4jdQSFo0xuUnn061Yj8Y34b578tkA7VfGcZ4Hpkd62or3bnNi3dpHsEr5PFVpm/dNXMeHNZaeU280jN5o3xljk5xyPy/lXQzt+5atuhxFhG+RfpVLXmxoV3/ugf+PCrKN8q/SqHiB8aLKP7zxr+brQhHLfEZseHLFfW6mP5LivNJJoTDKitywAHFemeOLaXUtP022tijSBp3ZCwBwWAB/SvLzA6XRhkQq4cKVI5BzUyRcT3vwIMWl6fR0X8lFb1037xfpWL4JGNMvGx1uGH5cVp3L5mAz0FY1Nio7nGGC5kc7ztz1A6k06e2ENnIF/hAJx65rbWAF2kPVuAPSqFxHlJlxwQf0FYXuerBK5zuvRbdLkcDkFeB9a5GTdJdZCkBlwSe1dzqoDafEP77JXFXTmK4kHdZCDVlyN/Q/DhvL22HmjyQd0wbuo7D69K9Oa4SJMnHHauH8JzMYZZz0A2L/M/wBK3mdpSSTwOa6IaRPMxUuapbojzLXr66utYvGnLFjKTjsMcDj6AVnJYX1yU2xEBm2hn4GfTNdhf7WstUcAZLzDPf7wWqeyZrOKNkyhJOMcEjH+fwp8l9xe2drJHOanoWoaXEj3cO1Zc4IOcex96px9CvpXrHhq+j1S1ewvQJZo1wS6/wCsUj7w9+a4mPwrDL44udGlv5ra3xKbd0j3l2VCwX0HQ5Pt71DiNVe5p+BYpJxfgPtA8vJx/vV3MFn5WCc7ie/XFcX8JA1z/ajSsSFELAH/AIFXol0hWXIHQc/jXPL4rHZSacUYJQ+S5PYtz+NcNfTLLACmS4lPHsSa9ElQLDdg8BSx/TNed3p8iRFIx+7BFNbHSy3a6TegRTWymVpH2lFHT3+letabCun6dBb5B2L8x9T1J/OuC8NarChiikbBkBVfrXXSXTMAF9K6KWiuedjJty5FsefeI/BrWt60tldRtbzzAKj5DIWPT3FczPot9BdC2Kq0m0MArZyCcCvTdcIVLQN1a6Q/gAT/AErm5llPiBfLALLDEPxwT/Wq5UzBVpo4a6tJ7YhZkKljx7c05XONwOPWunuollRjcISko+b5MsGJADfVc4+lczq1pcaYXiY4cNwV6MD0I9jWco2ZtGpdaluwu3hmVsnrXq08WWgyMcn+VeX6tpmn2mgW2q6Zql9MrXX2XNzCsa3BCbneIddqnCnd6jvkD0PxBrltpdssskihudi55bispx1RtQqrUytYijaYuQOZNuT6VmWMyW87HAwpIxWFfeJppk6KBu3DvUdtqIlbezct1q4wKeJS2PSfDesK17LZscJKd8f+93H4/wBK6NH/ANJk57V5HBePHIksbEOhDKR2Ir0Kx1db63FyvBZRuH91h1FdCfQ86erub73SxISTXD6nfOx1eZDjLv8Aoiit1pWlzk8CuSvn3WOqEHq8o/8AHgtF7kpWM3T7GyuVSK+gwsgCrMvylWx6+h9+9WY/As0+px2cdztWdyInZc8AZ+b0OeKjKzNaRRsnyEk4xwSMf5/Cuu8IauZsQytm6t8EOw/1gx1qXFFqclszzK4sZrO6ltLmMpPE5R1PYimxxTJloGx6j1rttTsrHxB8RprbUbu5tVml8tZYpYkCAAcsX4wBnHcnArhb6eTR7/U7GQXCyRTNEiXAAkXaSPmxxnpnHHpWEos6oVk9x2oamf7KaFhtkkwOv45rBhcrMhYb1BHynoRT44jcNvZ8setXorJQcmtILlRjUm5u7Omt71oniuImwykMtejQXsd/piXMZ+VwCR6HuK8pSTaij0GK6Hw3q5t2kspD+7m5T2b/AOvWiZi0d+sgCAk9qxfEN6DZJCp+9PH+jA/0p0l0zDA9KyNXbaltuPLXCn8ME/0ovroTYxNSuJ21eIoTvSIFfqWNTXOkQ695F7bgR3cTr5qn+IA8g/0NVpRIdZGwZIjjA+uCf606xv5NOvFuWDFH/wBYgHLAkc/UZo6Fnpfg8FPDu9uC8rsQfrWbrmtyadLujVXZ2wNx4AAqPWNWmtPCzSWU5QtIhWSPrg9fzrlvE+ka1p+k6TqGp3V55l35vmR+X/x742FAxx94q2SO351jUi2tDfCypxqJ1VdHoQ9fQVnzDCD/AK5saKKwR2QOQ1q5kjW1CkYC5/HFcfPO811Iz4+Y5OKKK3iZ12zpfBtzL9slt8/umTcR7gj/ABruBwi/WiitUefI4u5YjRrxu5lcH/v7/wDWpiTPIkaseFRmH1xn+Yooq0BM8jWl1Z3Vv+7kiUMu3pyvOaXVL6Wx8U3N9CqGaORiu5cgbk2n9GNFFZy2AtfCONY5tZiGdq+SOfbfXodzz5h77gKKK5JfEehR+FHOazM8Vre7DjJ/pXAa9cPuhOFyFK9O1FFaRNaj0MyO7mV12uRt+7jtXrulzPdWFrcSY3yRqzY6ZxRRW6PNqblDXyfN08elw36I1c9NO8Ou3BQj5VQDI9FooqyETWoVgxZQT5JbJ9c4/lWPrdvG/g+feCzWU6CFieQHYhlJ9OM/WiipkNGDrvil9fhtoZdJ0y1NuiRxSWqSKUjXOEALlQvOTgcnmqt7e3GozmW6laRu2eg+lFFQzSBRdRSxMVHBoooQ2bVk7GI5NdR4Wnk+1ywZ/dsm4j3BooqzNnXg4QfWuNuGI0e8PcyuD/39/wDrUUUyUMSZ5EjVjwqsw+vX+YqZ3a0urO5gPlyRKGXHTkc5oooYIn1DVzp+vagGsLG8jmmDlLqHeFZRwQcgjqcjOD3BrjvFt1Nf36Xty2+4nd5JHwBknFFFclT+LH5lw+FmHAxWTitmI5AooroQMmB4pQzKQQSCDkGiimSzv7CVp7WCZ8b3QE4+lUNcJ8yyHYTH/wBANFFNC6mHJM8esTlT91VA/BRU0ABViVBPlFsn1zj+VFFMZLHNIvhu6tNxMUUsbJnqMsc1Fc65qN/p0On3V1LNBA7SL5kjMSWxnJJ5xjj0yfWiiuXE/wANlQ+I/9k=", "info": {"video_id": "29712", "label": "pulling two ends of easter egg so that it separates into two pieces", "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": "26aed8c4cd2cc184e4ff8170ef6a81ebb6b7b8b934de521078f67f89904cd70e"} +{"episode": 80034, "episode_seed": 1056827842, "split": "train", "timestamp": "2025-10-13T03:41:56.609411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1056827842, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping brush behind mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115687", "label": "dropping brush behind mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115687", "label": "dropping brush behind mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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dPtrO9twuA9xncdhwBkgKMdOp9u/HeqarH/bBt7ME/MVWUPyuO+Txiiy2BMuzsHtLfbbrbSRDZKrJgPwOnqMD9aaNRmd4ludyQycOyDAKjvk9fpUHnvGm64jCiGby2Uk9AqkHIP1+vNTyXrXDJFDKsSS4VmJGTk8Z/X+vFCeg3uWmP+kLHaIyoqksyuVPTP4//WqpPI+mMEgkQtLtBUj5sDpgdvzqvelbaeMWssryhTuVRnA2jHTn3/Go1+02Y825hZnwz7ixYEHGSSDweadyC3a6lp9gsy3BYzdZN653Ac4//XVFda025nkZLi1hjJ3K0hJH59a5+91EXt7cPtxhtowc8Y9f61yiSsECZ4BqOZ3ZSPTLzxNauvlC+t5EJ65xn8/51dluYphHE9skRfuowOOmK8lkcEYr03Tb/dFbXMkLyKYVQAgYGB8p5+nX+tNMGagfTre0lC+YZwgyFJUkk44J9z+VPitvKtlvopxuIUssgAAwecDrn8qzYrq0nvELmJLTO7YeoHpnt/nirWpWlnbWXnhCGdgFVn7kZOePQj8/rhtdAuySzmIuvtVxZiaMgxsUTJXBGMD09SahSa4tXaJPLkJyG2qSQo9MdcVFbmdLa1nEREMkixld/wBxSygsB1wf8akgvUgEsMgXzQTu54J6Z56fhRtcb2uWba5inge4nDvcjPD/AMI6DpQ9s81sGnZk2oSA7ZULnue3TpzUK7bmOS5vboYB2kKR8uMcfr+v1rPgF7cCMRrI8MZ3Yc7QeSM9eePSmmSyxJfC5bzbxi9vG+D5YwGp2p+ItL2JGpQythgWGOB29+g65xmsrVtUFtp62/kld+0fMSCVJ9Omff8AxrkNXlPm27r1G4VLlZoaPQE12xtYy0eoWmXIPljP68cfWl0/WYr6ad1WG5zjey8lfwHT6+1eXeYeSTW94RuTHeXUSg/vocHHYA5oTbGd5A9lKWubgFYzklVySPy/z0qd1tb6+NtFJKkflj5wcgng8Z6cH9KoSX8QtkiMAinXOHk9Rwfz46/4Va0+2s723CECSfO47TgDJAUY6d/58d6p92TcW686JhZZjkVzt+XrgjgZ6dRyfrRcNvtLfFultJENsoKYD8D7vqMD9aoqkZ1g29kONxVZQ/K475IxjipPOeNN1xGqiCbyyCSeNqkEEfj9eaVrWK3RMNQmd4luQywycOyDAKjvk9f8Ktk5uFjtI2VFUlirlSeM/j/9aqr3rXDpFDMIklwrMSMnJ4zj8f68VVvStvPGtpJK8wU7lUZwNox059/xoT1JZZnkfTHEcEilpdoKFfmwOn0/OktdT0+wWZbjcZ+r71zuxzj/APXVRftNkvm3EBdsM+7cWBBxkkgnB5rnL3Uhe3tw+3GG2jBzxj/PNKT0BHQLrmm3M0jJcW0MZO5WfJH+NLeeKLVl8oX1vJGx6njP5j9a8zWVggTPCk0jvkUczuUeuy3ccwijkt0iL9wMDA6EVY87Tbe0lChzOIxkKSuSTjg/X9KyNMvy0NtcvA8imFUAI4GB8p/T/JqWK7tJr1C5iS1zu2HqB6eo/D8qrcm5qRwmK2W+hnwxCllkwMY6gDrn8qjsp2+1/ap7QTRkGNiiglcEYwPT1PNRala2VtZeeI8O5G0M/cjJz+BGenX61BbNOltbT+XiF5VjKb87FLKC2OoH196lpNNlLcmtbOIR5lbzNwBJdsjAPOCPYHPPp3qhLbmaQi2lZo3GS7AjIxyCPqOlZ8t9NGuBMxjJ5Xdwe3b/AOvir2na08cQt/JQOz4ifb0PYn6fyNKzWpLHf2k9mTaiBI3XjBbAzkHPv07dc1QuLS21cb728ljlBHznv27/AMvb3rSis1lka4mZslyB5uVRmJx94nIwM8jPSqGowpFCDE5DMBmD0UgHqfpkexpqzdhXZmp4dtruYhbqfywN2XK7tvsPX2qe+8I2VjaSyveyiVCB5TKu/wBCSMdKtaffzWVsAAkkUmP3QIy/XCseu3PUUzUbh53CxHMCIAisDyzbdxOfUjpT5fe8guVtFsrfTdR8yS4KhlKklQCB3IwOvGOo61rajcxyhLfzGKhcsE6bjzj14yBz6VBcW2nQ6YZUCO3GxwT82d3bOccegxkZFFtp8lxAZLlvKx0mZCynngHHsDR7u4a7FwWoht98cvy+qHjnPQjv1PfvUOn2t2ZTNYgSvGN2BjPPTAPXjPSsy8hu7FEUlzbkbQ2TsY+q59uc+/vW9puow21ukUzzNCkbMolwFVgCAFxzuyfandpX3DqK8h1O8JcSRmOMKyKcOcZ456n/AAqW9itwu1W2zN8yqgOGxjOfT+LtzVLVrpjqMmxwrKqqPLxtOPTHUf5PSs+HU5o7pJCPOdX5L/MWH8qi19imX1SWzH2uWPzBxjcSSg7c/p7VHNqb3iKjsUhYAMqEkkgDk/lkD8+tWZbxtWjj2q4i8z7kanJbu2B27/hQ9lbxLt3riIZaUk7lwVJ3KMjq2M55OKd113J16GDdaJp67jDeXBdiW2ggBR75FTQeDbWSLe91Mo4JdQpRQc4ycZB4Pr2qMB1v9quG2cB5MfMo4wR0Nar6xNIksjAm7QYjm6/NkZxjgALwFx/EabjpoO5z154ftIbyWGC7kdIyBv2rgjrkV0un3VtbadEUm3NDHgBcdfuqBnAyeWPHYd6zbGC3eZxdbGMaDah/iwvPp7d/wNPlhT+05ILJAYkYhwpyGAz+Y9MYFDUdhXe5PaxR3MzyGQ+ZjPzdScZyO/8A+ulvIcTCNpGJQnhgT9c88e/4UyfSJIm3W0jNOoP7hEYOhxj9CMfiPWq2lzyRXxeSSdJowVDREbvpk9+DzVJ9UwNvzb7TbB7e4hPkyIVRxhlJPXkdT9emKmtbSJYsyneGAJZ2yuAeQCPYHPP60XGpwSaXMY9u8xDzB8u/LMTzxjIA5xjt6VgS3ssagCVjGT93PB7dv/r4qHeXkUaEtuZ5D9mkcxuMl2BGRjkEdOozij+0ns2NqIEjccYJIGcg59+n459Kbp+tSRxC28pFZnxE+3oexP0/kalhs1ldriZmBLkDzcqjMxx97ORgZ5HpRt8RJmz2lrqq7766mjlBHz+vbv8A5496ox+HbW7mO25n8sDf8xXcV9hjr7Vo6jCkUIMTFWYDMHopAPU/TI9jSWF/PZWwA2SRSY/dZHz9cKx67c9RVWuroL9ytfeErGxtJZHvJxKjACJlXd6EkAdKbotnbabqPmSXDAMpXkDIHfGB14x1HWrGoTvO4ERP2dEARWB+8du4nPqRkip7iDTYdMMqCN2+XYw6tnd2znHHtjIyKmyS16j9CfUbmOUJbb2KKMsExjcecevGQOT2qT7MsNuHjl+X1Q8HOehHfqeM96qW2nPcQF7lvKweJmTcOvAOD7HtVG8t7qxVAS5gIKhsna/uM+owc1StsmLc1NOtbsymaxAkkQbscA89MA9e/Srkkh1K9LSB4zHGFKA4c4zxz1/+tTdO1GC2tkimedoUjZlWUjaGAIAUDndk+oqDV7stqL7HAZVUAx42nHpjqP8AJ6UpNtlLYvX0VuBtDbZm+ZVRTg4x19O/YZqgsctmPtckQkGRjcclB25/T2rPh1OaO6STHnOj8lxuLD9R61qy3j6uke1X8rzPuRqclu7cdv8ACpSa3JZVm1N7xFWRisLABlQkkkAdffjgfn1rMutF01dxhurguxLFQwAX65HvW69lbxpt3LiIfNLzuXBUncoyOS2Mg81hgOt/tSQHZwrvj5lHBBHQ1UUnsGpLb+DbSSLe9zOAcEuu0ooOcZ4zng9Ae1ULzQLOK8lht7qV0QjD4XDDrkVvPq80iSuwJu0H7ufqd2Rnp0AUYC47tVKxgt2mYXWxjGg2IR97C8+nt3/A0JWu2G+xpafdW1tp0ZSbc0Me0Bcf7qgZxyeWJx2FQWkcVzO8hkYyY/i6k4zkd/6c1BNCh1SSGyRTEjEOFOQwGfwI9CMCpbjR3jbNq7NOoP7hUZXQ4x19iMfiPWjRfMPIfeQDzvLMjEpnggn655496v8Am3+m6e8E8RMMkZVXXDqSevTr+PpWHpc7xXxaR51ljBRWhYBvpn14PNdFcapBJpcxjKhzEPMGV8zLMTzxyQBzjHb0py0stxxKrSQR2b7iRCu8yQE7iMgKSrEDkk9APWsby5r66ZrO2dYm54GdqlsZJqvJqZvGUhmUxk+WoXcP8e/NbEN9a29kBGFZokwI8l3yWGVGeOgLe3FYq8QepnLqktneTeUA4dmJ3LnJB4H0BAP4UulzfaZtl0zu3308wArjpzntz29OKp29vcX9w07x3EkcQIlK4BUDsPTA9q030IPC406QSgA+Y0h24CsAOegyDu+grRyitxMi1G6ieVUjYzOE52EOQOBjJ4zwOQOc+tSwaekiK1yXRpBtQqRImOeu3p820fjnjFYFzd7rpwxBjDgEKACwHv8AhXSWl7avBK1vFHao8LDyVGcRryNzdSzMMfSibcUrDWu5nXemzWV8YJCschUPtQ9BgcEdjn1ParWm6slo2XULOnzGcgu+QDtAHQDOM1V+0nVdUYCN42lZiANztH1wPpz+HWrt5pcFmiv5JjkJ8tIy3mbW7lj04wfrQ5aKMhCam0V3LFGJGOwAbySd2fQHvnjHT5at3GniC3Fx9x4R88QPzP16qPu+p9OfSsqGC4mxLDG7KAeY+Cc9z6Zqho7z6v4im0efVbq1gxJ5SKgYlkRmCn0/i5PuO9LVaJjWu5v6W9ubskBo9rptdSR5Z7HA+8MDocdaTUriFgIRF5t1sDGQAY28t0Hf5ua5Tw/rc6RTBnyWC7SOq5Bzj+X510Gm3MMM/myM21cmNmymCeowOucY/Gpe/MHkNlhuLazDXMbIzupRGH3gFzjA7HNRT6vd3Qhy7IqgszRrjPQfkAAMdOKn1m8Mnl20APlYCFoQAjEgfKCeSAwx16UtposWyOO+M0E5AwGI2kHOMY6cjH41akrXkIuCe1hsRKHWNZFLEMwUseDtwBz7HPr2NZtrG95JsjjOwr/E6R5XHb1OOe9M1W2udLiLTCMGcIVXqQMZ5U9Mfd/A1FpN5bCWWOeGOSWQ4+0ycrFHj5iEx19Pwp9G0C7M07jRkltJZ7Vv3UK/O067CACMc9OVIPf0rOhf7MElkDSQsMmIttyOwJ6//W+taOramBbRx7C3mohLMxGxV3KFbHquCR60adpi31qtzJASr8BnYqqNk5x/eBAyMdCMUlNqN5DaLiatFLasofbsUkQxKVVSxx8p64AAbnuDVXTLGOQzPgGPoSSAseQcfN647ehPpVSSNIpvKgHyqcDzFKkkcFiO3J79qoa3Je6VpyOnnwSAhAxPGCORgjuKWiWgt2a97HFZSNbOfM2ciTBPBPbPbgDPHetRpYI7Ni24Qrv8y3J3HkBSVZh1OegHHNcprghj0aHWLHV765Zrs2+68hVFuGChnkiHXapwp3DuPcCw+pNeMrAspj/1YC5H+eTmk05WK2LXlT310zWls6wtzwPuqWxkmmrqktleTeSAwkZicrnJB4HuAQD+FaMN9a29niNVZolwIsl2yWGVGeOgLe3FYdtbXF/cPO8dxJHECJSpAZQOw9MD2pxle99hF3SphcTbLp3dvvp5gBX05z257enFLqF1E8qpE5mcJ82whyBwNuSOvA5AqZ9CEkEn9nSCRQD5jSHbwGAHPQZB3fhXP3N3uunDEGMOAVUYLgdeR9P1qk1J3QtTfg0+OVFe5Lq8g2oUIkTHPXHT5to/HPGKp3emy2V8YJGVJCokwh+6MDgjsc+/atK0v7aSCRoIo7VHhYeSoyFjXldzdWZmwPpWaLg6rqrKInjaVmYBdztH1IH+7z+HWpjKV3cbXYtadqyWjZdAs0fzGfG9yQDtAHQDOM+tO1JoruaKIOx2AAPyS+fQHvk49PlzTrzS4LOMOIDHKT5ax7jJtbuWbpxhsetVIIJ5v3sMbsoB5jODzjk+mfyoTi3zIWuxrXOniC3E+djwD5owfmfr1UcDpk+nPWodMktzdEhWjw6bXXI8s9jgfeGB0OOprB0S6TUfE50bUtTvLS0kk8uNlmijEWMkly4xgZb3ycd6Za31xpWp6pYP5ymGdolEwAlQDIOccBsYzjI6460ndpoqxvalcRMBAsXnXWwN5oxjby3Qd/m5qnNDcW1opuY2RndSiMB8wC56DtzS6bcwwz+bIW2rkxs2UIJ6jC9c4x6c0azeGTy7a3B8rhC0ICoxIA2jvgMCOvSiLafKSQz6vd3Qg3O6qoLM0YxnoM/QAAY6cVqi4tYbESiRY1kXcVZgpY8Ntwo5HTBJ4wexqlZ6LDsSO/M0M5xgEgqwOcYx05GPfOararb3OlxEzeWGnCFVHJAxnlT0x938DVXi/dQaj7ZHvJNiJ8hXgM6R5GOg98fWrlxoyS2ks9q2IoVy7XC7CADxz7qc9+eKy9JvbZZZY54Y3lkODcyciKPHzYXGM46fhWnqupj7PHHt3eaiEszYKKu5VVsdcrgketEnLmsh2VjPik+y7JZA0kLcmIttyOwJHP8A9b61uLq0UtqyhtvlqWEMaFEUscfL3wFAPPcGqenaYt9arcyQErJ3kYqqHJzjuwIGeOhGKrSRpFP5MAIVWwPMXaSRwWIzxyeM9qJOMnYWqLml2MchmkwDH0YkgKmQSPm65x29Ce4qO+SKyke2fMm05EmCeM9Bk9OAOx61ka299pOnI6/aIJAQgfPGCORjHcUeItL1rRNI0vU7+4n+1XryNLHJHxBjYUDHH3mDZI/DsaLu976DS0KlnK8kbKWwqDIUdMk//XqSdmMLZZjsVGUk9Mk0UUdRM07GzhTw5JqJUvceYqAsThQXwenX8c1a1S4mk02SQyMPPmkR1B+XAVcAD8KKKxetT5ldDmo1DQYP8b4J78DNEXNs7kklFJX9BRRXSyXsXdOuJo4mlWRldRtBBwSDwQT6Yq7r1xIphiU7UJkYhSef3jdfp2oorOXxoaLNqx/4R1pk/dyhkjLoSCy88H/PauVGq3NhrUmrxbDdrI53OuQSylW4+jGiise/qaRKemk2rExcEYwTzit5yyI7K7bgmc55JwDz+dFFax2REtxbW3W51xLZmZY3bnaenGa6GHbbazLp8CiKAXUKfKTnAAPUn1ooqKr/ACCJzeou9xqCea5ckhCSecA4/lVZifPSQcFySQOnBoordbE9R5ZobuNEOF2jI65zyc10VlcPGjoTvWAfuw5JwPLfj6c0UVFX4QW5kabO0mor5w84SAq4kJOc/jUniqWQST2xctD54wjcgben5AkfSiion8fyNI7mVr3iE64lvBLpWnWxt0WOKS2R1KRqDhAC5ULzk4HJ5qayleSJlZvlQAhR0yT/APXoopx6hMlmZvJcFidioy5PTJNadnZwx+G21EqXuDKqAseFBfBxj+uaKKc9I/MhFrVLmaXTHlMjDz5pEdQflwFXAA/CuaiUNBg/xucnvwMiiiij8ISCLm1dzyUUlfbkCrunTypAZlkYOo2gg4ODwR9MUUVo9iS7rtxIDDEp2JmRiFJ5/eHr9O1WLV8+H2lUeXKGSMuhILLzwf8APaiisH8C9TRHNnXXsbi9ebT9PvxcyiR1vYN43ryCMEEdTkZwe4NVk1G6u9SudRnl33VzIZZJCByx9B0HXpRRTjvYuS0NViyI7K7bghOc8k4B/rTrS2S611LZ2ZY3Yk7T/s5oorToYo6GDbb6zNp8CCK3F1EmEJyQMHrmua1Fmn1BPNdnJIQknnAOB+lFFZUdypbFdyfPSToXJJx04p+5obtEQ4XaMj1zyc0UV0EnQWdxJErp99Yf9WHJOBsfj6c1k6bOz6gvmgTCQFWEhJzn8aKKw/mKiWPEzOZZ7YyMYfNBCk9NvTH0yRXMXviLVNUsrfS7y7mltraV5EDyMxJbHUknONvHpk+tFFKGy9Cj/9k=", 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", 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", "info": {"video_id": "115687", "label": "dropping brush behind mobile", "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": "f36be0fad060474d39ab5fa267ee1ba10e9df6fc941052fed64b015d52952638"} +{"episode": 80035, "episode_seed": 3667687919, "split": "train", "timestamp": "2025-10-13T03:41:58.858598", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3667687919, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting an oil bottle with a match box 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "21435", "label": "lifting an oil bottle with a match box on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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et65ESsB0foKpEBiQUOO9XZGV2cNd64CJoQkkcoBXJXBBrrYbt5jsjzz36Vna7oKXo8yIKsoHyvjr7H/Gq0U90WXBCgelNxVkkOE+Vu51DQWdvGxmBLkZ3lun096oLdBmysR254BNVx5tycyuTj1q3DahuSxPoMVHL3KlUb2LFvqTKceQfzrRjvXbnCjHXvVdLIYAx1FWGsjsGM/hxmlyxI5mKWiPWKLrnBXvUsJJT90kaDPO1QP5UqWTFCWY4HTHUVbgttqgjn8KOSIczM+R5QeSp/Cq0onIyMY7itp7NDnI61RkjWP5SfxNNQiF2czqN9HZYNyQgPAJPBpdG1RJ5Jvs7grheB65Na97p0F/bPHKgkQjlf6iuWtLCbSLudVAMUuNj9OBnr6HmmoxSbHGT5kdPPfFQAZEH1amwajhDlhu5xjvVW2eKGH7Q5jeTPBYZFVbi7a5nyvyRj8yfWpSubSnym19tkuZBsBVe5NWI7W2b5niVmP8Tda56MStgq7j8avQLIDhizEYPWlyMzdRsku7FhftLAmIjGCNhxhh1/pTGt7+8McNy8rQhg2Hk4GD9ato4JIXGB6jvUsalpRgD3AqPYJu9yfavYtvMnPzj86qyyqBywxVmSEbVITOaqmEbtrKfoelWqQucpTygg4P5Vm3EojR5JDtRQST6VpXVmGiYRnYex9Pwrg9Sm1S1llguimCCPlXhge4q40tSXPQ6eziHlnjBrWtLfhcjI61DbRIwAHA6mtOKMBQqkiquUTxxxjGTRJEm/B569aVCgcqzBj9KkKGRlBwvA/xpDQsVuzQ5XBwBwKuw6bHwWiBcDHU9qWKLyVBUHpnFWBKShIXnpxUtJ6MaK4t44CSYgCTzipDGJIG2lc4q+MuEMiZPt6VEbYBvkCj+IcYoSS0QMwhZorZwpYfrVae2Ug8H1963bixYYkBbHJyK4oS3l/4xutLk1a5tIgZPKEabssqbgvsODyf61cVdkS0G3ziGRFLmMnPYnP0qOG9aNsMxPocEVl6Tqd1ciSS6maZ1C7A/bNbUEbyMJZT82OlRJam8JWiTLcXEwKqmB/eY4q1HBtQM7bmH5UJExAY42+9WxAgjIA3ZHOD0pKKQpVJMghjyw2jkjuatDTluS8csZCHjjjHepLWz+YsT3zWlG4XCkHPBz71T13IMp9AslZf3blfUvWjDGnCIAMcYz+lWopN7FSm5etKbaNlDKvzL68fjUqKWwMyL2y3zksoxjscH8arSWoUBehHqetbslo7p3+UE+pNc14olubDQXkglZJRIg3LwQCTxVollaeIRqwLMAePp7VgWlvu5bkDmp9XdotEiv7LWtQmVrg22biJUWchMs8Y67VPynd6j3Av2Vn5a85Oappom6Y22tDMMAclq3bbT1QKMZNFpCqoCQQAelaCMeNhBqGMheMrgIgB96fGm5BuOOhO361LMSMNxxk/yqzaoGQo6deBikFiOC2Lop6HHJPrT4bYkgZHp161pRxxxLwPl9u9DW+/HlnAOPw4oGVJLZWgbJ4AOCKxBZM7/MQUJ5yef/rV0qiRAVkCnn6YFVJgUcjadpOOlNCMOW3aP7qjIPQ965bxNGS1tghd27O3v0q8ty9141uNLutWu7W1ebZG0csaLH0JJLjGMZ46k4Fc/cfajq93a3ctwxgmaNVuMb1wccgcZ4GccVfLZXJv0C3gIGASQD3rShiUsFCZxToLckxhRxnNbtlZouWxljSGV7e1Lc7APpV2K2AAyBmriwlUwCAajSLLAgk5B+lSBFHbR7yDggGrCxqr9BjtxU8UR88jGOMdPWrb24DLgEcckGmBXWEHp/KqF26KduMNmt2FEOAoOcc81SvrMSXGWUbcdjj86aAxAXJOU6dRjrWZrOkRajCVYcclWxyh9fpV3xW0un6GZLeR4ZVkRdwPODXO67Za9oWi6beXV9drLeGTzIiuBDjaVDHH3iGzjt+dWk3qiWzV09d5ySa2Yvp0FFFZs06j44UyW5zjGc1oCNd6nHQCiikxo1LYB9uQOlTxxqqfLxljmiipLJYwCxBHaiRRuHHtRRQhMaVAinwOnNeP6tfTab4xvb232+bHM23cMjldp/Qmiitae5nPYz9GAWSQDsFrr7JFdMnk4oopT3HHYtyKCFTsQKvQRr5Lj0AooqSjRs41CHjtmrv2ePfEdvf+lFFIZJEitkbQATzgVKEUr0HIoopAIqDKHkciuU+IAC6DIABjzoz+pooq1uS9jgda19tYhgjk02xtzCqpG9urqVQdFALEAc56dea7K2xlRgdjRRWlQyiaqD7oqQvslXAHI9PpRRWRaJti/uyeSw5z9avADy1Ptn+dFFIpiDiMjtnGPwq7DGojTGRk9c0UUMCZQHZNwB3A596WeJDbhscjgGiigXU8f1vVP7M8S6rGbGyu45LjcUu4d4BUcEEEEdTkZwe4NU7CeTUtQu7y7cyTzOJHbpljmiit/smfU6S3UB1AHfFa8YAVscYHFFFZsomTJ3DJ4/8Ar1HExVxg9qKKQzaiOVzgZyOanUCQMrAYGKKKQEAgXKuCQevBpk5JjUk5ODzRRTA5jxj83hdyeomjH6muAvdZ1C/02HT7q6lmggdpFDyMxJbGc5POMcemT60UVrDYiW5//9k=", "info": {"video_id": "21435", "label": "lifting an oil bottle with a match box on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "21435", "label": "lifting an oil bottle with a match box on it", "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": "833e38804850b918b16c932410a51f112ca70b3a8718d515f72c856e346b47e2"} +{"episode": 80036, "episode_seed": 1374571721, "split": "train", "timestamp": "2025-10-13T03:42:04.073100", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1374571721, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting synthetic resin adhesive roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62066", "label": "letting synthetic resin adhesive roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62066", "label": "letting synthetic resin adhesive roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62066", "label": "letting synthetic resin adhesive roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62066", "label": "letting synthetic resin adhesive roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4b0a1345742f87966154af0f26a976f9cd6d243cb502990565254a331bec9fdc"} +{"episode": 80037, "episode_seed": 265352870, "split": "train", "timestamp": "2025-10-13T03:42:05.177920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 265352870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51622", "label": "putting color pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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1btpfSS6TbXS4ckiOQ9+45/MVUtpJrBgLklo1XkuemKW0u/s0sqxrE1jLIzpjIIyM4I9yKiEHujWpUjHcty2umX62jyWMLyQqrBXQcKDggfT+VbkMiR3rJ0DtsweO3Fc6W2XgG3EfLAA8gHOf14rUuJcRx/e8xBjf3BGCM/nQ7p2YJqSujWjjZg6jnad3B6djVe0ukvtMaBnVpY5GVlzhhhuDU1lcpLdo65xLHuHp7j86zZ7BHjlvrJzHOk5YZ9ejAj0NHoNLuTWGiWFtfS3NvI6/IA8KngD+8Py/nV64zaW8lwHEiR/MykcFc9fqPWoJriMSRXMcaruQPHIvQ9ypHpU/2uHMiK2VZSxB54qndkJJE0Lhlwrbo3AaNs9QRVO5hFx5sUoJLja2TxIPf/Gs7R74ebeaSCN1u2+DnkoTnFX5Z4ZsFJQsg7f0pwZE49Dl2uJrSJVcfLJgOV7epH4Vm3VoJJTIhKvtOSTyOfvZHbp+BqzdvL5UCQP++iXfjP3hyMfjzmq5nZY2Ee2Nl/gySB6g8/pWKFVd5Fq1mmaFo38vzFOPMAzwTnn1J9K09NMpllV/nV8PgptIHTp6H+lZSagHnbeNrscny8jsB+nf8609IkEt3cSqz5EIGXPUk96pu6Jp3U9DUSJBebn4UMNhHUZGDn2NVbySQXkdrIw8qOIMyMN2CcqDx2OadOwkmMCyiOcIGRT/ABjJ5HrjBzVKeK8i8SW927ZE0PknBwAQCcfyIPtSUbNHRVfusihkuNsLKWkeGSQbS2SVI5XPf+Eg1Z/tJZLiETjCucxybcZBHRv8ajeE3M0bJJtUMHEicZIyNw/M1eTSlmE9qRzGwljwezDPHtndTa1FRneGpzXiO5aDS7i0lQsysUjXsWY4H+NZ3gLxGb0R6RcKq7nIyvI3diOwHGPxrrfEWhC+04AMBKFXZI3cjpn26g157YaJfaBqEWqNZyQRxSrGys3JO7Ofp2rRpcnN2Fd83L3PSLywFm0fklixB3bj6Y2kVlXMwv43EwIIJBAxgDHBx371o3eqedL5khJjSIyRv/fVsfqMEVhhpYGIlAZFOY5SxAAPJUY6/wBaiLM6zaSQluJrKVWVkMXG5G54xjcPwOfzrSZpTnawjCkELs3bQPU5qn9tePejqrx7lYZzuGM4H14zj8Kme6SS1Zd7ncnChjtJ9R+daX0OezWx0xBe2L7Qkh2sM9Oxp7Bbe0eSFjGsaupIP+ryc9+2f51HLJ5FmWO5kihG7HJxjk1VuLea5sryCK4R4biMqGU5BJ9Paot1O65jpqgUQ3u8xbZmMpY7cjqC46EHPXtUWmeJ0MIithviEhEZkHBTJIBHY89a5jWtVuJ/BemafaRsbi8cw4HVipH/ANYH2FVfD+Y43gLK5QkFh0J9quK5nY0jSUZSXn/TPQ/tayWaXduGHky4ZT95Qa8/13XW07xRb3cUeY0YLI2cMW+8cd+M13vhe2S5t7mPJY4KvGTwwNcr4q8ITTXxkt7drhJGPCnHluRjJ9jj8wauEFdxZz1G4s7bSvI8Q6al+7HJJWXZxzxk/ToaznuJrSJVcfLJgOV6jnk/lVLwdeXWi2V5pUgY3FswbZ13gLhsfhzT7ySQxQJbv+9iXfjP3gcjb+Pesk9QnpFla6tRJMZEJVypySeRz97I7dPwNW7WaZoTG+zzFOPMAzwTnn1J9Kq+eyxsI9qMv8GSQPUHn9Kspf77h94COxyfLJHYDj6d6tM5LaGtpZlMsqv86uA+Cm0gdOnof6VprHGLws5woYbD3GRgg+xrJ0ZxJeXEqs+fJC5cnk571duH3zG3WURzBA0an+MZPI9cYOfrU2u9DqpO0Fcrard+TeWlnMxK8bkb5lTgjccc85FU7ea4ZIXVmd4JZBhmyWUjlQe/8JBqPUnlt/GGnTy/ObmJ4cDjDKAR/P8ASrBga4mQrJtUMGEicZxkbh+ZqkroKnuSjLv/AJtEOpeIo7OJZrgDGC0T4wWUjo3vXmF94xu57sqkp8oE4U9BXR+Obi50rURbywLJZn5lyuRhuf55rmJ9N0/Vtk0Ev2cqMbAg/pTitNDsiklc6bw/rdxIEDyHbnJHb8q7C4twI7VoXJLgiRWPXGMEV5/plobQBQ5bAxnFddZ3bzCAS5xDuw3sR0/SqqL3Lsyktbj5Z2ut0MyklcKMHgjuenJBxWfFDLZskkLqFXnDjhhnr/T6ilaZhI0paNoXPmDe3+rY+2fzqUXcsfmAbTG6gFXHI5HGe2c1imcMndtl5hLIpCMYlI4Cx52jrk88delbybpbLzCAsjKGU449a5oXiyQM37xsg567Sfcdj2+tdLGTDpse0FzFACV6scDn8acrGlC+pMdsFpJLGxjEYfcwONmecj2z/Ouftr15JLW4TcrtMwcHjdnkbuxBz17ZrSMP2+xuFtrtZLa5j2Bl5yen/wCusfQ7hrnw7aAjDKrIR6lc5PsRxQk07M1qJOnzro1+Ny/b3c9pbpAqiRUBK5GQ8YJGPYjIpGu/9EhvLcNhC0bKRyM9Aamt7LyYDcFiTHL5jLngKxw2PbBz+Faa6PGnnqoykq52dj/nrSS1K5rxTPJLrxA+leLxcwoohJKBifmyONx74z2r1CwtrbV7KC/beqyjJC/LtbP+P864XX/BVxdai32WFZY5icOTjyiTk8fmR9a3vDWrz6dpEto6sXs5G8yLruToTjvjr9DWk7Rs11M43kvNC3NtFJEJMxlkIbB746j8RVBJLcRsoSRtyk7ljIyx/wA4qWBQ4bJJ5q/BFFGgcjLEd65EzWdFSdynaCK5ulAtShU73DA5U9Mf/X9hW1b3MFvv85VQM1VpLoqBsACkdf8AP41U5nJDNg9x149aq9whTUUM8XjbbWut2kuX06Xey9MxsQG/pW5b+XrNqHgmxEVDj+8N3Qj8q5TWLrRk067gudYhMjxsEjR84PYYHvXL+GvEf2bXbNkuZI9OMnk3QGSqAjK59gen0rqowdWPJ1W39fd+JE2oyvff+v8AP8D1CV/7NvbcsTKkkywTORhQHUlcDtyDWi4aALcwks9qxDr3MR6j8Otc5eX0Gp/brCwuHmV4FnVnhKlXRiVwT1HvW7Bq1odOt9TmkSNJIwX3HGeOR/OsZxsdnsrUYyS/rp+pqOR8yx8qwDoe2DVf7LbX0BE0K4kBR1PY85/nXITeP7C0iCWymTyGIRycBlPbFUbLxzdag8wBjjJbIUDP0OaaTZi6Utzc/sdtMZ7Z7jzIG5i39V/zxWdPDBazlcKcEyIEUsSew9sc/pVu91F7+3tGdvmXJyPQ44/Ag0sVukj85wQRUfDsZVKfPvuUzPbKwYwSlAAQxUgKwycf/XrUs4UhtYiYFG5txGOF79KlV44xhFXOB15yKqT3jvjPA/ix2qr3IhSUXc3Eu7WYFBIAxGGGK5fwxcHSbu/8Pzy5e1lD27noY25B/DNTbIkjLzXsVuo6uzAZHtXCeKdX06x1c3OnX4nkkiVfMR8kHkFT+hrWk9XF7P8ApDmtmt0UNY1q4ttTurW0YxQxyuEI/hLcMQe2eR9Km0G8WMcEZHUe1c4l2brT5Zp5MzGUeYT1J5xmi0u2hdZFPIqdYs7otPU9q8J3Q/tJ9uSJYiy49V5/lmuwkZXmRXQeXLwGxjDY4rxnQPEghnjlhbypEOcf57V6npurx6lpkgjYCSMbxH3A68eoBq5a6o560He43WPD6Xnl3lm/2e7iz8w5Dex/Hv71i3NtFLF5hMZZCGwe+Oo/Guqlnk8j7bA+RgNIg/iH/wCquMgUPuBJIJ4rJ9zJLmVmRRyW4jZQkjblJ3LGQCx64/lVm08q5ukVbUoVO9ww5U9Mf/X9hVyGGKNN5GWx3qSW7KAbANpH+f601IzVBJlq3uILcyCVVRWPp1rH8XnZbWmuWspL6dLvZemY2IDf0pctcOctg9x14Pes3WrnRU0y7gudYhMjxtsjVwQD2GB71UJOMlJGslFrlZpa9PFc6dY6lC37uO6jKt3Xf1P5D9K6K2t1glZizysGVHOPlKsDjjt3rxSz18+dBGsrtpok/fw9VyBuUH9QK9ji1GNdeuLK2k3RtCkrK0RGzrgA9x83UV0TocvvLZhCXtYqP2lf9L/rYyPGmgT61pAFq65tmxKD97y88/UjrXk+rWLeHdTFst3HcKV3ZQV7/f7vs8k0CbnZDwP4gRyK+adRllbWbjzFZSXIw3bB6VzbG1JtnV6VqKOQCcZrstNaNlfcw2kDrXklrcNBKD2zXe6HeC5gbLYxgVcpXptFTXU3rqOCKbjEiuQxCJkkgfyzg/hSeaG2k2cjDGHJHTnOQO9WoIkdlyD71dWRIgAgA44NYKRySoptsZaRlbYStAqvI24gr0ya1ItStnYISVf1ArHluZGOCQcdfpUF5NYafCsmo3v2WN+Yy3Bcdfl9etPVmiUYKxFoNxHo2t6hojS5i3i5tnz0VuSPwNXdHtoo7rWLaVmCW13zCpwGBxz7ck1574i8Q6K+pxyabK7bkVHbByGBIz9MH9K6fwjfSL4b1qLUYrv7fbBZZXCbpM8gE5/hxg/Q12ezc4Kp1W/9fd+JNOUVzU3qn/mv+D956EUWEgTKQEdoju5yvofwpbUvBFJayHc1r80TZ+9Gen5dPwosrmS8s1km5eVBIeMde4/OnE+XLA+OUyp91PUfhXM1Z2LnFxbi90OfLXHlyKCkg+QkdG6/rWRrGhR3bC/tH8m4RcHaOGHoa05t0dk7RMWEL5A7gA9KiuGCx/ao2LRkfvU9VI5P9fwp6Pcyd07o8l0O6Ftqdulu0/lTMY5Eln80EmMSI4JHHGc11wa4KLt5IyOlcj4diWfUoJFQrHEpuMMOUBURxKffaC3412hnVfljxk/zrnnudMdhgiLhS52now7AisW81+7WDZYLMDdAx20cIUvcAcGTkfKnv3qXXbvZAlrLIVSUNNclTyIFHzf99HC/iayPtEsMUsjSG2upo1lvrhVybaE8RwRj+8eg/E1dNW1IkzAj8JWFuNmoa3El6G+a0hhadwPTjvWlo/2PTtYfTIb3zrDU4vJbzIPJe3mBBjJX03Bfzq6rvZ2iCTUbTw4X5WFEDTuP70jHnNU9ctb66sYf7SntrpG4s9Ytzgq39yTHY9OehraEnGSkt0Z+T2PQorop4k0y7OMy2kiOM8ZVlJH5kiuM8VaNfSXlzDp8qmC0Dz7Hk2jym+ZSAevUg/QVD4OlnM2kO8m6GRpopo2PMcwTr9GAz9RUXjbUr/T9VCkEQOoMTY4KkcjP1zxRUioystv6Z6VKo1TXo19z/wCCcCb1gOTkGtzw/c7Lo4PUCpLe402aRp0tgk7rtkA6H3FL4a0u31bxS1gb6WzRkkaIxpvLMqFgvoBweT6e9QlqZyk1qzpb2ZJPsqvNcoA42tBPs2FmVdxH8XJFdFod9c3mlWc0hHmlSkmB1YEqf5V53pN+83z3TPIsarM5boEUhtv1ZggFek6FB9h0W1hm/wBcqbn9nJ3H9SaJnNL4myynnsQHGFIwG9DVa6uGtNixJ51zPny0JxtA5LsT0UdSfwq29wX+bIWJfmZjxjHeuRkuUvppZbyRo7aWP7RdNyCtqDiKIem85Y+uamCuRJmdrlteeMLuG4kvxFptsDGL24RYozk87FHJHFc3quh6Xp0a+RrUN07MQGW2bYf+Bniu0drm9vo457K3nlRAy204It9Ojx8pcDhpCO3YVgeJLm+mdII9bstSjRSfs8caqq+wArWT01FT+Iw7hhNM0yqFF3EN4HaReuP0P410HhDSLDX4bjS7gCK7Yb4Jx1BA5B9R3x7VxUm7dGYmeOMNjYT/AKtq7j4exyNr0VyvymFC7ex+7/Woeup0p+5IwdQsrzRNSks7tDHcRHkdiOxB7g103hrX5I5UXzCrjlWB6V2Hjzw+PEGhG/t1B1CxBHyj/WR9SP6j8a8YFzLbfPE5VgeCKqLswjNSjqfRmh6rDe2/lZCTAHKg9R6j8a830K6FtqsCWzTCKZzHIkk5lUkxiRHBI47g1XvJI7PQLbVdK1zUXBujbB54liE5CbnkixztUkKd3qPcCz4ciE+qW8gQqkSm4IYcoCojiU++0M3405WtoYSjrodfuuCi7eSMil8pnC7ztP8AEOwIqVrhUG2MDJ/nWJrt2FhW1lkKpKGmuSp5ECj5v++jhfxNZLcGyvfa9eCHZp/nKbkFLaOAKXuAODISR8qeh71x0fg/T4Pk1DXES9DfNZwQmdwPTjvXRGeWGGV2lNrdTRrNfXCrk20J4jgjH949B+dJ5j2doiy6la+HC/KwxRgzuP70jnkmt1tYyZn6PHZWWq3GiQ3fnWeqQ+XiWDyXgnB3R7h6bgB+NekWl3jXNLud4YSWTxn0wrL8v1GSPwrznX7S/u7GA6hcW15GSRZ6zbnDK39yTHY8Dnoav+C5ZTNpDmXdDL50U8THmKcJ1HswXP1FbLWHL2/XQ1ofxb901+DPX0UGIbDkDlD6jORXK6t4Y0g3smoSwITLxIpXOfcVtWdy0YRGPyE9PQGqGvGRAEjYq21vLfPRq50rmFSbgro8t8ceFI9HnjvbBf8AQpRnA/hNYGmyQtHKbi2W4WNC6q7sBwMnG3vgcE+ld/BJ/b3iCbRNV1C6t7Z5Ng8uWJFiyMktvGMdeByTgVwttarp2varp06XKLbzNG4nADRxKx3bgMjeQAuBx8xxQ1Zm8KjlT1O90CWY2TxeYzC3uXiVickqDkZPsCBWssU27Ln93nBB96oaGptNMU3S7J52aeRT2ZjnH4DA/CtHzWly5bYi5JJ9PWsXuHQr3twbPbHAY/tMoOPNbCxoPvSMewH6nArkdYtV10299q15NbaUh2wyTMXmnz3ROwOOKtS3Ud5PLc3SsbV1F3cL3MAOIYv+BHLEd81IHvlvJbyW4S3kiA+13TqGS0Q8iGIHjdjGT61slZGbZnS+G9Lg0+WW3tdfWHaWjujEoCEDglfvYrp/C+qW+q2Syy3KC8u7T7HOoYfvXjXCn/gSEfitYFtcadc3ok03xJqVresf3ct5kxyn0OeKzhaR2fiwLfxfYpLoNHcLGMLDLnKSx/7OQDx71tT35e+n+X4iv+B7D4cuhPo1gpOZEhUgHuNoBFadwgxtyQPvAjtXJ+GJX/sGwEjD7RDGUlK92V2UmuiaQ3FkcEGQZUE9+OKxlub4l/vJMgtLxGaaMliOuccNjuKsQFXj2ADBG3B/Mf1rhNZvruws5rq1naEl4wQp5U9GFJrCeJNC0bTby41G7Wa7L74tuBDjaUBOPvENnHb86GrHLSk5xbZFo0KwaTCykl51E0rt1ZmHJ/p9BWtBEi4IHOe9FFcb3Z2vY5XUf9K1W7jlJKvf2doR/wBMsbyv4mpdPYz36Sy/OSbu9YHo0kbbI8+ygcCiit1t/XYxYvhzT7W/0Qa3ewrdX90zNJJMN2MNjAHQCrH2O3sfEljp1vEq2OrI6XVv1Q4HDKOxooqot87Qn8KMbRIki0bTHQbZG1S6heQfedViyuT6jt9TXSarFHq3gK3lvEV3aBJM46NjqKKK3r7I3j/Cj6v9DyBGKScdjip9P1W50fWk1C12efEW271yPmUqePoxoornRpPY6PwXAlxqflSZMcSCYL2LKQFz64zn616LtEsgL84OKKKU9zFlHxIzR+H5UQlRK6QtjrtZ1B/QmslVV7+VWAKS6vIjr2KQR5jX6AgcUUVUdjJkMqm+Tw5pksjiDVw13elThpXPPJ9PasfxZo9hb3kkdvbJCI4wUMfBHHrRRRUdrFUtzl7dVvbiwM6g+flZMcbtvT8a7H4ayt/arRnlZIG3Z/2WwP50UVaWn3mr+GXovzR6pprkyTxHG3BP5EY/nXhPjK0hsPEuowW6bYlmyq9hnnH05ooqEZU/iY/VfF0uvxW8Uuk6Zam3RY4pLVJFKRqDhAC5ULzk4HJ5r0nRIVg0iBlJL3CiaV26szAZJ/kPQCiiipsWakESKQQOc1ymof6Vq11HKSVe/s7Qj/plguV/FqKKUDORNp7me+SaXDsTeXzA9GljbZHn2UdB61L4Y0y01DRV1q+hW6v7wu0kkw3Yw2AADwBRRVvYhbkbQQ2Hiey063iVLHVQ8d1b4+Q4HDAdj71k6BGsWn2BQbXbUrmJ3H3nAiO3J9Rjj6miiumhv/XcdH+LH1R6NptxJcaBptzIcyyQoWPrlc1q3USXdkwlXOYt/HrjrRRXO92TLVHmN7qp0fWb5BZWV5HNOpZLuHeAVHBBBBHU8Zwe4NQ6bANX8S3OoXrvJNNi4lGcK8mTgke3YdBRRSlsyqfwo6tEEjHfk45FUvEjtH4euwh27gEJHoxCn9DRRWS3KlsYzALd3DbRj+0GG3sVhh3Rr9AQDipYLaO91TQ9MuMyWrWhv5UJ/wBbMxyWf1oorZdTJ7k9tqTar4im0S6trZrLBTaE5wPx4qtbu0n/AAj95K3m3Fnrf2FJJOS0Xo3rj1oorWnuvkKRr+HM2up2UEbHy5UvUYHniO4IX9Ca66ykbzJUz8uCcfQ0UUq/xmsnffy/IwPGtvEunSSBAGZomJHc7jXFS67qN9Zw6ZdXUs1vBLI6+ZIzMS2OpJ5xjj0yfWiisiYqyP/Z", 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", "info": {"video_id": "51622", "label": "putting color pens", "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": "f7c897b85e9fb9bceeb56bf8a201f260ecf2e60c909b98bbec89826d193b94b9"} +{"episode": 80038, "episode_seed": 2990262782, "split": "train", "timestamp": "2025-10-13T03:42:06.826257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2990262782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging lock out of newspaper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "79436", "label": "digging lock out of newspaper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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fw9azPUjsdP4YkZIL0zGcIArOZUAIAyTgjrWvdzy6ZZ2rDAuLh/PkU8gc52n8gPwrA8KRs0k9sLSWMEq8oL7gEXJwB7nArqDrVqtze2+qeWbTBIkYgbdoxnPvn8zXTTjeJ5eIa9q7mH4v1Zbi3j8vaFuCOh7Dk/rUOi7RGCPSua1TUoNSukFpKrQxA7QO3NbWjyEKBWNV3kXQWhp6zH52i3WG2si71b0IOQayLHz7wmS7ff8ANu2hdq57kL0A9q2NQmRNIu93Tyz1rLsJB9mQ9z/OlSHXNyHy2hMUqI8RGCjDINUtX0mDS4LS/sFPkbvKlh6kAng+5B49wV75p8JJfBIz2retYml0PVJlZQ1pAZVLdM/5Aro0aOaLaloYenRhZoWt1wVZSBgjOe3SujvrVb6wmsXYbpF2KTjhgcr+uPzriJfEGqiRoxdJHIB91DGT+oFVpta1uQDzNSnUDv8AZQv/AI8oNZ80VojWOGmndFVvkd4ztR1JUqpTII691riRJyQ3Su1ku3u5Xllud8rkliJ15Prh1rjZoMEkVMTqqqTSaGPGCNy1q6Fqps5xFLzG5xn0rHVypwelPZcjetU1fRnOt+aO56Td6Gt3Zlt24NgiuY1DwtLby7oslW5HtWr4R8QB7RrK6f5o+UJPUV0Nxf27xhQQS3AFcvvQdjrShUjzHDLpZmEcjqWcHBUDniuy8K+GxZa5ZXlzGAJCdiEZwdpIP6Ve0LSg0jXjpyWOFx0NdZbx/wClxF1ViMlc9v8ACtottXOWo0nZHKapDYW2t3AmvyjrJu2KuSvOR/OnW+taXYMGJvJtuQCICev4VT8c27JrxkCviWFW4hVxkZH17VzYwIN7xhcfxPAUH5r/AFpuVuhpDDxlFO51l34w0yeOS1aG6eKZCjNJEEx6H5vQ4NcTe9E6d8EFTn/vmrcUjOcRvuPpHcdfwaqmo7x5W5ZV6/6wL/Mdalu52YamqctCl5hU7T/+uq9zDgefB8rryQO9SuMjPcUI2R/OhOx1VIKasylMwlgW6Th1OGrZ8M3ot7y4jP8AqpEDgeh/yawz+7W6i7dRRaGXz/3XUAZ+gq2rqx5U5Wkm9+vrsejLFdXl5byWFw8U0LBiAx2lc/NkdOldqgcFGOOWXg9fyry7w9qUx1dIvnAbCnqMj/Cu5sY5BqM8gLlFbbuPQ4cVC91WM5xUpXRb8bxtLoaSoJN0Uyn93JsOCCP8K89iNwLjaovOemblQf8A69eo+I7T7V4bvo9iuRFvCscAlTn+leSpBtuVH2SzPs0uc/jmnJam+Hfu2LExdZCsn2j6S2qt+opn7jI+fTj/ANdImQ0TI8bHNvfRY/55y7gPpVy1ie7gfy9QQSKm8Q3kQ3MM4JB71B0s7rVZYtN0RGhti08uIAqDHzZyd35dazNEDXup3d6crGZNq5HGFGMfr+lcufFXiGSFQ81tMwbd5ixDOcenSqz67qxP7x7gf9c8KP5VvzpKyPO+rTN/Vopru6uIIwUUygM5U5Cjpj8qBZRzIRcW5J3E5J61zEurzXBHm314rdPvioFd3fMd75hPaVj/AFrCUL9Tp9nJ7nTwaVYWkyyLHFuDFm3Ec+lattq1vFJKZp0CuABhx2rhJAB/x82e7/aRjTEFgD964iPsM0owSlzdQ9k2rHon/CQabG8bfaF/d8jmnJ48063jCNcoSOMjNcBG6LjydTZfaRKkP2vBPmW1wD64JrXm6i+rLuWdYvVvdVnurW5tfKlk3ruTkZ6549aTdKkiT/ZLWeRTlZYm2nP0qpLGwUGXSx65Tv8AlURaxJ5W4tz6dalnRFWVjutB1qc2mozzQGOYIqb3Iy+c9/bk/lXHeNdWsNQu4rPSQEgiQeY3/PR8f0/nmql1fPbWMlvaXbyLNwd2QUA/qc1zTqyH5gQa1g7KyPPrwtUcmtBfnicEEqw6EV1vhrXBLMttOQJjwp/v/wD165RJgRslGV9fSkaNoXDq3GcqwpyXNoyI+770dj1HXYJpPD955Snd5e4D6EGsXStRgFrHIzgI3JJ/gPvWv4T15dY09rW4Yfa4h83+2v8Ae/xrF8SaC1gWu7Bf3MhxLEOgJ7isIvldmbzjzx5kX7+VY5rC83oUWdQzA9AQR9MZIz9BVjWdSvP7KvLO0jlImAiYgHkZBZj/ALI4XPck1y+jeGr6+eOSGIJGXwJJJCFBHt1Nesx6TbjwvcWG8zyTwkySOcGR8ZH0GcYHatzlSSep5nbeaSVkFyQEGd0KuvHqOuKjVollwj22e2x3iP60QW7rc8WcynGQYp/mH0q3BaXd4kjxSs3lfeS5jXJ+meTWLPTTshrGYD5he7fdUmFcnHMG+U117R21yqxwWEsN2obesUpAYDnI9OO3rXDOrRvVRszKdRxs0WJ4ONy/Wq0chVsHp3q1bzBhtaorqHY24dDVp9GZ1Iq3tIDrffHexiM/MWAH416Fo2lsqJLPJlyflB78iuR8OWZur+CYpuWJsnPevQBOqbc4woPBI6k9a58Q3tEiHlsbdrkQFA55kI49+1TaDHJEEldmxI5ABPTj/wCtWNaalBHAVlnVW8zd94GrK+IbOFi/2mPlgeWqoJ8quKV7tIb8Q7QyRWF0sattLxEmTYRnBH8jXE2wlSCQrFMvPLQT7j+IPWuv8QeIdP1fRpLWOS3lmDq6I7dSDz+hNcdbwfu5M2SHB6wy4YVUtzqw/wAKTFQiSXY8wGe11BgD6kVFrFlLYypHJDFGSMgxSbg3TkfnWnHf2S2i2t1bTIi9JGXLH6nvWNqb24aIW8peMAgBuqj0rNXudFN++Us9qYPlegnvQTnmqOpmfcn/AEqQDvitTRzdafdRzRxxlhz84z/LkGqUUghu2mePcc/LuGQK0or64k5juYoz2GzFW27aHjyi5TbO2s5J9ZvhqF2lvDJCoijWNdgAHOT3JyTzXRLcxRPKVZdsgLPjqW7V5nG+pOM/a1cenmYqUC9x89t5w74lP+NK+mo/YNs9VOt2LxGKV02upVgx7Hg15RJamO82JpkTKrEDL8MB0qu8cGR59hOpz1Vj/WkxYbl/eXCfUZobubUqTgacE8On3XnCxuEcDhG/eIPwp9xeaTd/vAskU/XjCgH8elUVOceVqmB2D54qQ/bSv3ba7X6Amo5b6mrVzKQ2TNlXkhPp1qZBlx5eoDPbdmskag7cvAj/AEFKNQgON9uV91NacrMVWibOy6wWCRTqOCQAagZ7ctie3eJvVaopcw4/c3LI3oRipv7SuIhiQJMmPrSsylUj0L0aMq/6PejB/hY4qZf7QJIUQSA/Tmsxb3T5wd8bxN22nipIxZN928KntkYosVzxZed5VANxpytgfeUVBusHOGili+hzU0cV2ilra8WQDtmh7q7RdtxapIueu3/CkUmIioMG31EqfRzip9+o8DfDOB6gGqTTWL/ftXjP+yan8PaVZ654kbT21Ge0Ro5GiKR7izKhYL7Dg5Pt700rkzmoK7M7WZpUaHzbVISc5KDG7pVFWSZcHkUOJ7uJDJO0m0ZUMc4zVM7on7girSVjmlVkndr3WSTW5Qbl5X+VJFKAPLk5Q/pVm3nEnyt19KhurfyzuQfIf0p36MmdOy9pT2JtPvZtI1OK6iPzRnkf3l7j8q9A1XWYZdNDR/MJACMehrzYN5kOD95On0rfsDJHbxbb1EYIPlbt7VFSN7MdHdpbM37fxNIsaxx+RGEGFDEjH6VKnibVgAIEtpFHYSGsgG7YAlLW4BGegzUEqxA5ksJIz6xsaLs09jAeUVLgvJp8qd/kc8fSpVvQsgKahPGR0Eq5AqGN4N37q/mhPpIM0l7LdpZsyXNvMMgfLjNKxq3Zal9rq9uPmd1nXBBeFxuA+lcxNCJAT3ro9a0jS7Tw/BqunahfSbro2u6eERrOQm53iA52qcKd3qPcDBBotyjouNVNGUyGJ6ssfPt8d6nmhEin1pdPt5DvKMmVPRu9VcwdN05cvRljTo/LjXy51DHqr8CrTqMfv7Vz/tRuajYgf8fFrj/aSpIyigeRelB/depbNIxSVhUFmo4luIz7rmraHcpWK+gb/ZkTBqONrs42TQSYPQ4p0nmgZm09GU87k/8ArUjRWHeVIzYaxt5veM4NRhbaInfb3MDf3lOajVrLdz51u351YjkkVcQakrA8bX/+vSGIkqjPkaiQf7sy8GqepiXMbSpCM5w0WPm+tamgW1trHiddM1q5eCGZtizQyRRrGepLF+MYzwOScDvWLqdu1lrF7ZMlxGbaZ4tlwAHUAkDdjjPrg49Krl0uRTqpz5Sur9jQWAHJx7monODSeYnR1JB9KLG86lkSRRz5yrBxVkGMDEtsQfUcVDEkDH91OUb0birgW9Rcq6uvYgg0HNGw1WsscxzA/WrCizyTFdSx/X/61NSW+C8wqwP+yKc10uMXFgv1A20jVEwEzf6rUQ3sxqVm1EHLxwzj3AqlnTZAOJYj370qQwbgIr/Zz34oGTtKuf32lL/wDIqINp5OR59s/vyKju2vrWAtFebgGHKnJrS8ReH9Y8P+H9I1DUWmM98ZPNhaLH2cAIUDHH3mDZx26dc01FsynVUXZnG4XY42jJHXuKqEkHGaKK2R5rEzUiuycqxFFFDBEkczM2GCsPcVOqqzAbQM+lFFSzaIsmYHHluw/Gpo9Tu48YlLD0YZoopG0TUsL6S8lEcyRsuP7tRw38ui6899ZrGJoGYJuXI+ZSp4+jGiiktx1fhM+FBGSFz0HWlnjV4yWHI6Giil1NoJOjqZv3eRwRWlGfNtfn5yKKKuRzYTdor6cF+15ZQwHY9K6SC3gmILwr07ZFFFTLcKPwjp9OgjhMke9Wx2aqC3lxCTtlbHoeaKKR1RLVvdtdNtmjibjrt5o1GytxYmRY9rAjoTiiihbkT2ZHr/AIum1uK3hk0rTbU26LHFJbJIpSNQcIAXKhecnA5PNZqmiiqmLCbMeKPKUo7cgjniiioNq3QgivZ4WAV8j0bmtmBI7uASSRJuJ6qMUUUMxRN/Z0HlbhuB9jVFp5raQrFM4A96KKEbR2Jk1GaY4lWN/dlq/wDYraWLcYgD1+XiiikyXuZcOsnQbq6hXTtPvoZZAxjvoPMCsmdpBBBHU5GcHuDVK41K71a/ub+9l825uHMsj4Ayx68Dp9KKK0fwnPS/jFeZjiqqXMgfbkEehFFFKI8Q3dE4VZEZiMHPaoxNLESqSMB7GiimZJk0d9dIcid/xNXoNXuzhWZGHutFFJm0WawSOaNXeKMn/dp0mnW7KxClcDPBooqTSLdzH1O3W3T5C3Dcc0XnifWNR0q30y7vpp7a2keVBJIzEs+M5JPONvHpk+tFFXHYxrfEf//Z", 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", 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", "info": {"video_id": "79436", "label": "digging lock out of newspaper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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sQ3u/Ee8zg8/61APyI61R8wqdp/8A11YulMaopgkhIJyrSbh+HpVRxkZ7ig6qfwIiuYcDz4PldeSB3qvMwlgW6Th1OGq6jZH86zz+7W6i7dRVxZx4iCjts/z6M3PDN6Le8uIz/qpEDgeh/wAmuqWK6vLy3ksLh4poWDEBjtK5+bI6dK85tDL5/wC66gDP0FdV4e1KY6ukXzgNhT1GR/hSlH3uY4+bmi4nqKBwUY45ZeD1/KqXjeNpdDSVBJuimU/u5NhwQR/hVSxjkGozyAuUVtu49DhxW14jtPtXhu+j2K5EW8KxwCVOf6U1rciK5JJnl0RuBcbVF5z0zcqD/wDXpJi6yFZPtH0ltVb9RVdINtyo+yWZ9mlzn8c1LMjxsc299Fj/AJ5y7gPpWZ6CE/cf39OPH8cTIa5ASc4bpXd20TXcEnl6ggkVN4hvIhuYdCQe9cPNBgkj9KuDRhXTdnEY8YI3LWroWqmznEUvMbnGfSsdXKnB6U9lyN61o1fRnKt+aO56Td6Gt3Zlt24NgiuY1DwtLby7oslW5HtWr4R8QB7RrK6f5o+UJPUV0Nxf27xhQQS3AFcvvQdjrShUjzHDLpZmEcjqWcHBUDniuy8K+GxZa5ZXlzGAJCdiEZwdpIP6Ve0LSg0jXjpyWOFx0NdZbx/6XEXVWIyVz2/wraLbVzlqNJ2RymqQ2FtrdwJr8o6ybtirkrzkfzp1vrWl2DBibybbkAiAnr+FU/HNuya8ZAr4lhVuIVcZGR9e1c2MCDe8YXH8TwFB+a/1puVuhpDDxlFO51l34w0yeOS1aG6eKZCjNJEEx6H5vQ4NVvC8gjgvi2BEArOwK9Bkn7v9a52KRnOI33H0juOv4NXQeG1lklltzBOQxV5C6r9xcnHHXJxRD3pIqrTVOk7G1dzy6ZZ2rDAuLh/PkU8gc52n8gPwrM8X6stxbx+XtC3BHQ9hyf1rcOtWq3N7b6p5ZtMEiRiBt2jGc++fzNecapqUGpXSC0lVoYgdoHbmt6i5YtnDTs2jpdF2iMEelWNZj87RbrDbWRd6t6EHINZmjyEKBWpqEyJpF3u6eWetcfU71sY9j594TJdvv+bdtC7Vz3IXoB7V0EPltCYpUR4iMFGGQaw7CQfZkPc/zrShJL4JGe1dUWcEtxmr6TBpcFpf2CnyN3lSw9SATwfcg8e4K981Lp0YWaFrdcFWUgYIznt0rctYml0PVJlZQ1pAZVLdM/5Arj5fEGqiRoxdJHIB91DGT+oFElFO7LjCVVWS2O3vrVb6wmsXYbpF2KTjhgcr+uPzrzU/JI0Z2o6kqVUpkEde61am1rW5APM1KdQO/wBlC/8Ajyg1Ve7e6meWW53yucsROvJ9cOtZzaex10KcoXTPQNVli03REaG2LTy4gCoMfNnJ3fl1rM0QNe6nd3pysZk2rkcYUYx+v6Vy58VeIZIVDzW0zBt3mLEM5x6dKrPrurE/vHuB/wBc8KP5VXOkrIx+rTN/Vopru6uIIwUUygM5U5Cjpj8qBZRzIRcW5J3E5J61zEurzXBHm314rdPvioFd3fMd75hPaVj/AFrCUL9Tp9nJ7nTwaVYWkyyLHFuDFm3Ec+lattq1vFJKZp0CuABhx2rhJAB/x82e7/aRjTEFgD964iPsM0owSlzdQ9k2rHon/CQabG8bfaF/d8jmnJ48063jCNcoSOMjNcBG6LjydTZfaRKkP2vBPmW1wD64JrXm6i+rLuWdYvVvdVnurW5tfKlk3ruTkZ6549aTdKkiT/ZLWeRTlZYm2nP0qpLGwUGXSx65Tv8AlURaxJ5W4tz6dalnRFWVizrN/NfGE3EDRyrnLN/F0796ys9qnu2jURiK6eZecBh92qpPelax1U9IpAPles+5P+lSAd8VoE55qtFIIbtpnj3HPy7hkCqicuL+FJF3RzdafdRzRxxlhz84z/LkGu7s5J9ZvhqF2lvDJCoijWNdgAHOT3JyTzXExX1xJzHcxRnsNmKuRvqTjP2tXHp5mKLu+pxqk2j0xbmKJ5SrLtkBZ8dS3arx1uxeIxSum11KsGPY8GvKgL3Hz23nDviU/wCNVXjgyPPsJ1Oeqsf60XGsO+5YktTHebE0yJlViBl+GA6Vagnh0+684WNwjgcI37xB+FZmLDcv7y4T6jNWFOceVqmB2D54qXqdaWheubzSbv8AeBZIp+vGFAP49K42KYMNprqG+2lT8ttdr9ATXGurRyelVCKRjVk6dmtixPBxuX61WjkKtg9O9WreYMNrVFdQ7G3Doa0T6MxqRVvaQHW++O9jEZ+YsAPxr0LRtLZUSWeTLk/KD35Fcj4cszdX8ExTcsTZOe9egCdU25xhQeCR1J61z4hvaJEPLY27XIgKBzzIRx79qm0GOSIJK7NiRyACenH/ANasa01KCOArLOqt5m77wNWV8Q2cLF/tMfLA8tVQT5VcUr3aQ34h2hkisLpY1baXiJMmwjOCP5GuJthKkEhWKZeeWgn3H8Qetdf4g8Q6fq+jSWsclvLMHV0R26kHn9Ca463g/dyZskOD1hlwwqpbnVh/hSYqESS7HmAz2uoMAfUius0BZdEg1NnhgjZkRVMcm4NkHoewxz+VYMd/ZLaLa3VtMiL0kZcsfqe9ZWp332e1e3sJy0cwx8x5UDsPzqYN8wV05QaSJPGurWGoXcVnpICQRIPMb/no+P6fzzXIfPE4IJVh0IpHVkPzAg09JgRslGV9fSui7ZwJLZ6M6vw1rglmW2nIEx4U/wB//wCvXS67BNJ4fvPKU7vL3AfQg15c0bQuHVuM5VhXp3hPXl1jT2tbhh9riHzf7a/3v8axqRt7yOinJ/BLcyNK1GAWscjOAjckn+A+9XL+VY5rC83oUWdQzA9AQR9MZIz9BVDxJoLWBa7sF/cyHEsQ6AnuKztG8NX188ckMQSMvgSSSEKCPbqaqMk0Y1KbT1Oo1nUrz+yryztI5SJgImIB5GQWY/7I4XPck1iW3mklZBckBBndCrrx6jrivTI9Jtx4XuLDeZ5J4SZJHODI+Mj6DOMDtXl8Fu63PFnMpxkGKf5h9KJm2GtqCtEsuEe2z22O8R/WrTGYfeF9t91SYUsFpd3iSPFKzeV95LmNcn6Z5NKYra5CxwWE0N2obesUpAbHOR6cdvWs7nVfUw0NkzZV5IT6damQZceXqAz23ZrJGoO3LwI/0FKNQgON9uV91NXyshVomzsusFgkU6jgkAGoGe3LYnt3ib1WqKXMOP3NyyN6EYqb+0riIYkCTJj60rMpVI9C9GjKv+j3owf4WOKmX+0CSFEEgP05rMW90+cHfG8Tdtp4qSMWTfdvCp7ZGKLFc8WXneVQDcacrYH3lFQbrBzhopYvoc1NHFdopa2vFkA7Zoe6u0XbcWqSLnrt/wAKRSYiKgwbfUSp9HOKn36jwN8M4HqAapNNYv8AftXjP+yan8PaVZ654kbT21Ge0Ro5GiKR7izKhYL7Dg5Pt700rkzmoK7KuomQlPNtkhbnlBjdVNX7Go45ppUXzZmkGAVyc4pHODRY1pzvBSJSwA5OPc02KOfOVYOKj8xOjqSD6VPEkDH91OUb0bihGVSXMyYGMDEtsQfUcVIrWWOY5gfrTgt6i5V1dexBBqRJb4LzCrA/7IoBDlFnkmK6lj+v/wBapgJm/wBVqIb2Y1C10uMXFgv1A203OmyAcSxHv3pWLLrNqIOXjhnHuBUTSrn99pS/8AyKgSGDcBFf7Oe/FMu2vrW3ZorvdhhypzRYlysrkobTycjz7d8d+RWPLAJAcV0+uWVpb+HYNUsdSvboNcm1JurdY1uCE3O8WOdqnCnd6j3A50Gqs0FKUaqaMpkMT1ZY+fb471PNCJFPrS6fbyHeUZMqejd6dzndN05cvRljTo/LjXy51DHqr8CrTqMfv7Vz/tRuajYgf8fFrj/aSpIyigeRelB/depbNIxSVhUFmo4luIz7rmraHcpWK+gb/ZkTBqONrs42TQSYPQ4p0nmgZm09GU87k/8ArUjRWHeVIzYaxt5veM4NRhbaInfb3MDf3lOajVrLdz51u351YjkkVcQakrA8bX/+vSGIkqjPkaiQf7sy8Gs3W5JY2gaWOH5t3zRY+bpW1oFtbax4nXTNauXghmbYs0MkUaxnqSxfjGM8DknA71z+tWLwateWRS4ja1meIR3IAcAHGGxxnjnGRVqPVnPKo3eMVqVFZJlweRVea3KDcvK/yqM7on7girlvOJPlbr6Ve2qM1KNb3Z6MrRSgDy5OUP6VZ0+9m0jU4rqI/NGeR/eXuPyqG6t/LO5B8h/SmBvMhwfvJ0+lPRmTUovle62PSdV1mGXTQ0fzCQAjHoaqW/iaRY1jj8iMIMKGJGP0rAsDJHbxbb1EYIPlbt7VdBu2AJS1uARnoM1jFcux1OCmryNdPE2rAAQJbSKOwkNYhRUuC8mnyp3+Rzx9KZKsQOZLCSM+sbGnRvBu/dX80J9JBmne5UIKOxMt6FkBTUJ4yOglXIFWGur24IZnWdcEF4XG4D6VQvZbpbQstzbzDcBlcZq34g8K33hzQdI1G+FxHcXxk82IIQLfAQoGP95g2cdunXNHLcU6kYuxyGF2ONoyR17iqhJBxmiitkeexM1IrsnKsRRRQwRJHMzNhgrD3FTqqswG0DPpRRUs2iLJmBx5bsPxqaPU7uPGJSw9GGaKKRtE1LC+kvJRHMkbLj+7UcN/LouvPfWaxiaBmCblyPmUqePoxoopLcdX4TOjQRkhc9B1pszHFFFJ7m0P4RVS5kD7cgj0IqcKsiMxGDntRRVHEm7kYmliJVJGA9jU0d9dIcid/wATRRQzSLL0Gr3ZwrMjD3WtYJHNGrvFGT/u0UVDNr6DpNOt2ViFK4GeDWPqcCW6HYW4buaKKFuVJ+4y1rni+bXre3hl0nTLUwIscUlqkilI1BwgBcqF5ycDJPNZ6miiqmThOo8UeUpR25BHPFFFSbVuhBFezwsAr5Ho3NbMCR3cAkkiTcT1UYoooZiib+z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", "info": {"video_id": "79436", "label": "digging lock out of newspaper", "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": "debfba7125b4ec486f13ea3a6e629a4dbaf1ee56c08c31dd721d87fac0026454"} +{"episode": 80039, "episode_seed": 4278889772, "split": "train", "timestamp": "2025-10-13T03:42:08.728728", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4278889772, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'perfume being deflected from 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8930", "label": "perfume being deflected from wallet", "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": "8930", "label": "perfume being deflected from wallet", "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": "c2478e383b521ee3c3148e54101313a8c61fbe8610fe8a98205e8ba36f83e41f"} +{"episode": 80040, "episode_seed": 527599488, "split": "train", "timestamp": "2025-10-13T03:42:10.833589", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 527599488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cigarette into box of shoes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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aRj5SfIo9BWeIjG3md2W0JVal38K3MrTpn0/VDPOG8q4RSrnt/k13mlXHnyfMfkUZJz+VcQGk1GEWoWNUjZsOT+nt2r0jwBp1q3hQNfxFpJJ5FR/4lAAGM/nVQVicTNTu+tzQkh8qyu2UfK8JKkd+DXMp90fQV1F3p8Wn6bdpDK7qyvtLHkDH/wCuuXQ/Kv0rixcr2aIw2zJAiEhmVSR0JHIre0mSw86FmjVJ402K7HsevP4msFTUqNg1zUq8qTujonTU1ZnXvDarKjcjyH84fNhQff2q1GYioZcYmJOc5DCuWiupfs0sAchJF2n/AOtW7Z3dv5EA3MzxoE6c9OTXq0sTCppszgqUZQ16EDwWl/pwvIk8hmYgBTkHnHNY08U9pguuARlW7H8a6mW9t4biK3KndJyqqnH+FUNdn09bJ3viwWJSw2ttPpxRVoRlqtBU5yvyrU4PxFrUNtap5pY8lsDr0qx4cnjttLggjTy0Vchc+vPP51yF0f7b1CfedkcilUH909qu6HdztcLYEE3CnaoAzuH/ANasqKsj0cRh1T93rbU7bakU/wBpjADYwD3xWFI25ifeujj8l7R496rKi5CtwWH4965nOanFdDmou7Zes1+Q55B6iteznFuw2qNo/hHFZdsMRge1XENcMakoO8WdDipLU6WHUIpmPzeUoU8Hue1XrGV7mxhlKBHdyWHTAB6VykbYxV6C8mhXCSHb6V2U8c9po5p4VbxZ0cdpHbi4y7ETuZH3Hpnt9KbdQWslm8LtsjbncDyPx/Cuf1G7murFIk2q6tuyec8dKz/F2tY00W1u/wC8aMMzD0I4x+tdar05xuiKWFqTqKHc4zxPfRXWp/ZrNma3ifAZv4/es2Jn0C6Me7daSMWUgdAT1qqGPzcEu/yjHWrNrHDcxJHcs/nSlVXeeV9vp1/OsqMHK9kermEoUHCl0SPULKyvtO02G5ktXlicBzs+bIIzz6cVl+IIyjQNsZA+5lVvTiu5817eMwo58tY1XH/ARXI+MrszGxidgZI1Ygf7Bxj8ODRiHLkt0PIpfxEzFtBwT6mtGJypBB5FULX/AFa+9XUNeU209D0NzYt9UmRNjYYdieorVstRSS6w4URbM5Y/MW9PSuZjNWo24rop4ypDfUxnh4S8jpzDLLPaT71CxbiwzzkjikNztvGeQlFAJYk4GAKwY7iSP7kjKfY1ma/q8zwRWzNjzXKtjuAARXZDGxlo1qZRwcnNRvozmPFuvyapdNbxyboEYhcDGeawWitn09BvxdxMQu08nJzj8+9MuWEdw5zyD+tRC6FjL5z4aVsEDH3T06/SqoU51Zux62ZTp4WhCnDQ9U8CadDqPhoT3czxXUjuquOmFwAceuc1vDSZBbP/AKZ9oljJHOfu1V8KPu8MaezAKSjucepNSXWpvZ6pp1tEoZbqZ4pWPZQm7I/GtKtOdrReqPBclN83c8709tw3D0rXjbFc/o8yiFU3BuMZFbqHgV5FRWZ6MXdFxDU6NVRWqZWrMotq1P3cVWRqlDfLSGUNY1KS100WoIWNpQuAMDBDEj8xmvObidDcEAgFj1rrvF0m23twM5aXHHrtavONQn2yxqG25bJJ9q78O3USTOqjNUcPOSNea5SyJ8lArNjdzxnGM4r2TwsSvhTTUbAJDOa8LuUkuIpbhCgiRRIxdwpwewB6n2Fdh4S8Q3Gu6mumJq91ZRJHJ5SRqGyQhYKOwBweT6e9e1W5IxUYnzcXJtykelX8m+C4XOT5Z/ka5KJt0an2FZ/hjxFNPZajPqd47rtjCmQ5wTu4FNsdUhmYIvygcYPY15GMg7XR24eavY2FNPBqJeeadmvMZ2plyNuKnVyBxVKNuKnDcUJjJpJN19a3crsTbkc4z8vOR+tcz421U3khhiYiONtpGfvEdTW/NzGw9RXm2r3TtcTgEbfNc/8Ajx/wrto1pyTg2a4OlBV1OxXJchQisQrAsVOCAeM/rXYeBbSF/FFvcR/ftoZHbd3bGAf1NcFBebrN2B53Fc/Stvw1d3NnpepX1rO8UylIw6nnBPIr1adBRpczep5mMxTqYiTjtse1XMdhdTx3U9su8A7mTgtx3rzVW3Hj1qfWdRnt9Dj1Cy17UZVaY237+NUWfCbmePHO1ThTu9R9Bl6fdxzNGqsG6c+tefiYWfMFB7nRxcDHtVhDVWJulTg1wHWi0jVOrcVTQ8VMrVLKRZJ+WuI8RXLRXkq7SQYlUexyxrsi/Fef+KyV1Wcn/nlH/Nq1o/Gb4b+LEworsfbChwSFLAfSpdJk87xJZhm4MoJz7VzpvPK1FpcA7fX9am1K7McUIgt41BJb7QCSz+x7DFfQ4eXs6LseRmE3VxDfY+lZ7kRrKxI+9j9BXCeIZhJqcJ3/AD/Z1+X23Ng/zrm/CWq3GqX1npmq6zfQQygBZFnjQRnuWMnGMDp1JwKhuL2e38RXlteSXLPCfJVbnHmKFZuDjjP0rkxGtNoik/fR1VucRr9KtqaoWsySoChBq4hzXivc9JFlGqyj1TQ81MrYpDLYORXMeLZPKFuwLBiW24PQ7a6FX4rmPGTKsFq2efMYfmpFVT+JGlN2nH1RwN/eGOZCctl+ffmn3iTTCWWNS8ca+Y79lUngmsXVZs3KjPSpYCupWhtnfbMh/dsTwfY19Bg24waW7OHN58+JfZHt3hHxRY3nh1BDvDWw8plbu2c8H6YrK8Za5fada2F9YbfOM8iglQ3BUZ61xGkSXGkeE59jvDO13264wBWl4v0DWbTwxo02o3Fyz3MkjtA64FvwhUE4+8wbOO31zQ2+pwp9jN0yV4pVVWIDHJ+vrXbWErS26s5yaKK83Gpcx1YVvlLy1MtFFcJ2jxUgPFFFIo5rxfxBZnv5/wD7Ka8s1Fj9rQZ7UUV3YMdX/dZ+qBh5+ksz8tE4Cn0BNXPDGoz6RfvfWu3zoiQu8ZHKlTx9GNFFerV6eh4a6m1phKWMwB4EiD9GqxvMbh14I/WiioavF3M27TVjq9KnklgIc529K0DRRXz8tz3IbEiHipVPNFFSWLIfkNeUasxUzEdd8h/8eNFFdOG+I3w/xP0Zl6Y5eJkcBlyvB+v/ANenxajPFqUtvDiK3kl+aFCduByOpNFFe3J6JHz/AFZ0+ueJpNbt0jl03T7doItkclujqVQA4UAuQBzngcnmszT5XiuogpOHPIoorGavB3HF2kjutNmeWDLnJHGa0lPFFFeNLc9SOxOtOBooqGWiTJArz3xix/tiQZ/5YD9DRRWlL40bUP4kfU87kJMsh+ta2k/6VA1tL80fb1B9RRRX0OG3PCr/ABP1NvT9YOlXLWxsLC9gl8tjHeQ7wGVeCCCCOpyM4PcGm3V1NqWpTXt2/mXE7GSR8Yyx57dKKKy6kvY2dKupVbIbocfWusiYlQaKK8bFJKo7Ho4dtwVyypqQGiisDoRKv3a5bxoSLW39pR/WiinD4kNbnk9/zdH6VFEzI+5Tgiiivdo7I8/Gfx5+p0LXMsulbXYkKylfatB/EGqalpdtp15eTTQW8jyJ5kjMSWx1JPOMcemT60UVti9/kcdI/9k=", 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", 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", "info": {"video_id": "34093", "label": "dropping cigarette into box of shoes", "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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WVJeeQDvJAFdhb30M9ubiMNsyckrjOK848cX9lbk2dgG82QZlO4nb7D86561FL3kdWEjKvUVMyLTUra88RLKsZeSAMwc9BuOOPwrsDIl3Dsb5s9M88V5qsb6c8N/GdwdQky+4J/8ArflXcaFN5lut04JgPCtjg+vNaU1ZJF14Ri249xNUcqlvEOETcFH5U206Z9TUniEIlxAY3V0YFlKn6VFaf6ta4cS7TY6LvE0rby45kkMasUOQOldLYX9p5WwhY89V24z+NcvGasIeBU0sROnsOdGM9zqXvFt4kmZeJXES7cAn0yfSrd0k0sdxBAcSCParMcfMfeuWSX/V7/nVGDqpPAIOf6VtxauHZc4TJ+YkZrvp4unPR6M5J4eUdtS69tJJaQwO6/IoD55BOKx9W0dxtazjBXB8wFwMdOmfxqZtWdvEC2at+5KZyAOTtz17/hWJ408QSadZvbwuRJMu36A9TWtVQcbsMPTnUqKnHdnnXiWWXUbie2tyXEKEjb/Fjr+laejaor26KOHQBWWsOC5a1dJlUNIzYwTjPHT861PD+nSTeK9LchdlxOPMQdMdSpH0rCktD08ZyQn7JdEd9Zw+falcZl27sVyztuYn3r0K80fTrho5bfzIGRsFVPy4zz9K87J5rLFyV0jhw/Uu2a/Ic8g9RWvZzi3YbVG0fwjisu2GIwPariGuKNSUHeLOlxUlqdLDqEUzH5vKUKeD3Par1jK9zYwylAju5LDpgA9K5SNsYq9BeTQrhJDt9K7KeOe00c08Kt4s6OO0jtxcZdiJ3Mj7j0z2+lNuoLWSzeF22RtzuB5H4/hXP6jdzXVikSbVdW3ZPOeOlZ/i7WsaaLa3f940YZmHoRxj9a61XpzjdEUsLUnUUO5xnie+iutT+zWbM1vE+Azfx+9ZsTPoF0Y9260kYspA6AnrVUMfm4Jd/lGOtWbWOG5iSO5Z/OlKqu88r7fTr+dZUYOV7I9XMJQoOFLokeoWVlfadpsNzJavLE4DnZ82QRnn04rL8QRlGgbYyB9zKrenFdz5r28ZhRz5axquP+AiuR8ZXZmNjE7AyRqxA/2DjH4cGjEOXJboeRS/iJmLaDgn1NaMTlSCDyKoWv8Aq196uoa8ptp6Hobmxb6pMibGww7E9RWrZaikl1hwoi2Zyx+Yt6elczGatRtxXRTxlSG+pjPDwl5HTmGWWe0n3qFi3FhnnJHFIbnbeM8hKKASxJwMAVgx3Ekf3JGU+xrM1/V5ngitmbHmuVbHcAAiuyGNjLRrUyjg5OajfRnMeLdfk1S6a3jk3QIxC4GM81gtFbPp6Dfi7iYhdp5OTnH596ZcsI7hznkH9aiF0LGXznw0rYIGPunp1+lVQpzqzdj1synTwtCFOGh6p4E06HUfDQnu5niupHdVcdMLgA49c5reGkyC2f8A0z7RLGSOc/dqr4Ufd4Y09mAUlHc49SakutTez1TTraJQy3UzxSseyhN2R+NaVac7Wi9UeC5Kb5u5z2uN/wATCL3j/rVIGq/iDWbVdQRFYM6AqxHRTkdTS2063EYZTz3FebiotTudlCScbItA8VLG2DUA4FPRvmrkOlF5WqZZ3VHRXIV1KkA9jVNWqUNmqjJp3Qmk1qKNQj0rRJYFJLmQhBjGN3T8sGvMrud5L2SWRixLZya6rxTMYreIggEyAj3wpNcBNdEXcQY/fbFd9KcqySe51YXkw9Kc0adsilpBdhwoJIG7I5GQR+dex+F4YrLwnp9hNFHLFJCXZWHUliTXhE0xlu40zgFgoH416Pp91fXXiJtIOs3NpCkTLCsahuVTcF9h15NenUoxppWep8+q0pt32NHxbFaWw0+K3j2N+83c8H7uMfnVKA4UD2rlY9XutRuoXvLt5SifKHPqef5V01vIHUEHivGxEOWVjuou8TQjap1bFVEOKnVq5jctq1Sq1VVbFSq3SkMkaZoGWdAN6cjIrhvE2o/bLqZ5GyRK6jPXAOBXaTEFCPUV5bqs265uGOf9bIPx3GumhKXw9DpwaSrX8hsbQyxs0ihgMbf9kg8EflXS/D66e68XQZA2RAnHpXB2NwZI5xuBZjvA+nGKvWesXHhi9k/e+VcuEw0MisVB+mfXpXvU4whR82eFi6sqtdy6Hv00wWBnz1yT715sjbj9aXWdSnj8PwX9hr2ozI1wbfNxGqLPhNzPGOu1SQp3eo9wKVhdxzOiqwbpz615mLWiZth3udFFwMe1WENVYm6VODXmnYi0jVOrcVTQ8VMrVLKRZJ+WuI8RXLRXkq7SQYlUexyxrsi/Fef+KyV1Wcn/AJ5R/wA2rWj8Zvhv4sTCiux9sKHBIUsB9Kl0mTzvElmGbgygnPtXOm88rUWlwDt9f1qbUrsxxQiC3jUElvtAJLP7HsMV9Dh5ezoux5GYTdXEN9j6VnuRGsrEj72P0FcJ4hmEmpwnf8/2dfl9tzYP865vwlqtxql9Z6Zqus30EMoAWRZ40EZ7ljJxjA6dScCobi9nt/EV5bXklyzwnyVW5x5ihWbg44z9K5MRrTaIpP30dVbnEa/SramqFrMkqAoQauIc14r3PSRZRqso9U0PNTK2KQy2DkVzHi2TyhbsCwYltuD0O2uhV+K5jxkyrBatnnzGH5qRVU/iRpTdpx9UcDf3hjmQnLZfn35p94k0wlljUvHGvmO/ZVJ4JrF1WbNyoz0qWArqVobZ32zIf3bE8H2NfQYNuMGluzhzefPiX2R7d4R8UWN54dQQ7w1sPKZW7tnPB+mKyvGWuX2nWthfWG3zjPIoJUNwVGetcRpElxpHhOfY7wztd9uuMAVpeL9A1m08MaNNqNxcs9zJI7QOuBb8IVBOPvMGzjt9c0NvqcKfYhujm6nBGQJGH61Z0q5ljlCq3AwOfSiiufFpeyJwrftTrAcinL96iivEZ7SJgeKkU8UUUDOZ8X/6q0/66E/+OGvNL2RxeJg9BRRXo4Mdb/dZeqLl7MIrRpFiTzjIpEnOV4zgc4/StHRtfv7V49SWRXuUZgGkG7OVKc+vBoor06jvJniR2K6/6+NQSNqDB/E11ei3UreWC3DdRRRXHikuS5th2+ex0qdKmU0UV5R6SJRT160UUmNCvyMGvJtaYg3GO00v/oVFFb4f4jfD/H8n+RzdnK8csZU9WwabfRJDfSIg+UOMD9aKK9z/AJd/M+ffxHa6z4lfW4LeKTTNPtjAixxPbI6lEUHCAFyAOcnA5PNUbCV4ruIKThzyKKKxqK8HcqL95HdabM8sGXOSOM1pKeKKK8WW56kdidacDRRUMtEmSBXnvjFj/bEgz/ywH6GiitKXxo2ofxI+p53ISZZD9a1tJ/0qBraX5o+3qD6iiivocNueFX+J+pt6frB0q5a2NhYXsEvlsY7yHeAyrwQQQR1ORnB7g026uptS1Ka9u38y4nYySPjGWPPbpRRWXUl7GzpV1KrZDdDj611kTEqDRRXjYpJVHY9HDtuCuWVNSA0UVgdCJV+7XLeNCRa2/tKP60UU4fEhrc8nv+bo/SoomZH3KcEUUV7tHZHn4z+PP1Oha5ll0ra7EhWUr7VoP4g1TUtLttOvLyaaC3keRPMkZiS2OpJ5xjj0yfWiitsXv8jjpH//2Q==", 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", 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", "info": {"video_id": "34093", "label": "dropping cigarette into box of shoes", "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": "39f02aa68f46e3cc6c39405cf8351ce1cd166037d0fb3045d226d2ed39179ee6"} +{"episode": 80041, "episode_seed": 262265039, "split": "train", "timestamp": "2025-10-13T03:42:13.390096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 262265039, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving key chain and match box so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178066", "label": "moving key chain and match box so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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UEo4P90jr+lemaJremWk9voodludqlVCHGCMjJ7VKl0ZdWircyO2j5jz7Zp6A8Dpg5qO3/wBWfqRVkAsQR0I4pzRyQ0LKHGM9q89vL9RDMc9DivQP+WbGvE9Z1ApE6of4iPxp0pct2wkrs5rXb+CW9mjEpDeYkgIXIJUk46j1rn72See4aQPI6ySb3BPG7GBxRf8AzX80oIIG0n2pyFr27hjhQiPcAPUmk6jceU6IQV00jpx4h1HTLCzs9Jm8n7TuV3UZb5cAYJ6da9H8NQywadGk08kz8M7SMWO49eTXJxWNvbaZYkRoZ1cohIyQScfypugGfU/FV1fJJIILeTy4lydvy/LnHqefzqFodU6aaZ6qG+ZAKkflT9KgiILLjsasN0x7VutjzXuVQcS5PpV4AlfXnFUjjzB7ir0HEak+gzUC7E0YOQe1R3nLRj6/0qxtO4/UGqOqSGNYiOpDf0qIfEjR7EYkAjB9qztRugidac0wMYxXM6/qHlIx3YwK6Xormd9bHF6ncTRX12bfJfMZO1QSF3cnn2NVJfHOq6VDe2No+yO4m3RzSENIq7cYHYfWsPUbmV9UcliQBkZ70l68UMYXZG7upwWUEjPpWPtf3fKdEYK6Z6Z4W8X2ej+G0/te6lZ5DujHMjt6j+XX1rvdG1mDXdPF3bxyxoTjbKAD9eK8Qs9Fn1PTLWYsEhhmIwf7pUf4V6T4f8SWFnfx6EIpTNtX5lUbEBGRn/PelCXRmtaimnJHWNwyjsM1bU5jz2wDVWQfMD71ag/1X0yP1qjiY9M/Lj1rQiPzL7GqoHzcDtVgcDPvWLWppujHjfdIxznnipZmwlVbc/NgetLdyYXFdS2IZl302yI88k8/lXHa/qJ2bAa6LU5MAjPrXBa1NmVvxrGq7LQuCuzk9WcmJznqKz7OL7VNFEfuqpP5VZ1N/wB2afoFs11dgL12kEj0NYLY66audV4V07fdrciPEYdVDnpkHP8ASui1azk1S/tFQgwG9Ib6Bev8/wA61dLt47XToI0jCjgKuPXgVmazeTaZos72fE8TDa57MzYyPwzWnQ2Z6lYW/k2EcY6Lj+VaKngE1yvgLWLnWvDhkvfmuImCs+3G7jg1jyalqV141vtMGt3VpAGk8lY1Dcqm4L7Dg8mq3PPaabTOu1xtscPuTWWH2pXMaBrOoaokpv7yWfZt2eYc7c5zitySbETH61rT2M5GRrF5sBwetcDql408zZPHNdBrU5Zm56Vx1y/U1hWleVjWmtLnP3spS/Vx1C1LZWnmQI+3dJOcKAOTzVS8YG8x7V3HhDTgZLaSRc4HyE/wjqTWaOumro2rC1NjoUsBAR2KRhffH/1zVjwzpUj+J9Ru5cEiYoh9hgD9KvXYVo1cr8sb7mAHcjIrn7nxFqWleIbdbR0ETqJJ49oJYk9/TjFa6Kxc7tOx7DanPHof51bh4yp7HiqVk24oQCAyhuaoeMru603QZbizneGYTIA6cHBJyKp7HmJatHREAxEexFfN15cGRjknl2P616NqWrX8GjR31l4h1KUNObfM6KizELlmj77QeDn1H0Hls78rzzis2jRGFMC93KoP3pAK6/wtoYvLx53ytvDnbj+Mj+lctYRG71MRj+Jya9U0GBbWz28fOwRR7dTSW52046XJZoRFLZQ4UJCpkbAxzWfa6/p/hueO1eOSSW4kLt5ePlBOcnP1rVv4z9iV3J3tncenGf8AD+dcXPatfeIJZlQvyqxKBnOBj+lUy3qrHtFuwZY2U5Dcg/hVsDPWqtopW2t1K4IUZHpxVtRwK3Wx5UtWQSL+8Uj1NXrf5k/AiqrKS1W7QHeV7dvyqQ6E6HKYPUVl69IEiiPGCT/SuZ/tS5l8cXWl3GsXlpbGbZG0UsaLHwCSS4xjGeOpNUBf6g93f219c3Mn2aYoi3ON68kc44zwM44pQXvIt7F+5vRFGefeuG1y9ad2GeDW3qFz+7Y5rjryQlzzSrT6IIR6nPXkpTUGbHRCKdZ2DTeXkF5ZsbB1NQXRDXrD2ruvCGngXEU8q/MsYCk/wqOv51gjupRujWhtzbaL9mwEZ5lQL6YABqz4R0h5PEGo3UpyzXDBTj+EH/CrN3tKJJtyImJIx1YiuZvta1Ox162XT7uSHCB5o0OAxJzzWt7WNJ3asj2GdflyPWrNsQwA7g81WVvNhjkxjcoYj8Ks2uRIF9cH9a16nlPaxagxjaex4qYgGMgdcVznjG7utN0CSe0neCUTIA6dQCTmuY1a48UaNpOn3dzqt6st0X3xFcCHG0qCcfeIbOP/AK9ZNGiOrtmJOaZdHKsfeiiujoZs5fVGO7r2/rXA6qTvc+xoorkr7o2pdTk9TPyVr+DP+P8Aceqj+dFFSjppbnrtsoZAD2Cke2K57xIoa1MZ+60gJ+oJxRRWjNZHZfDwAWF+BwAU4/A1yeu302m+N9Qu4Nvmxztt3DI5Xaf0JooprY4qnxsd4VGFuR6bB/Ougu3Itc57UUVvT2MJnD6wxDP+NcvcE7T9KKK46nxs3h8KOYuT/pb/AEr1Xw1xYxkcHygP0FFFNbnXR2N64UGA/wC0Bkfh/wDWrjLkBtYmlPLbQM+wooq+5b3R7TphPkWmTn9yPx4FZ3j/AP5FmX/rvH/M0UVbPM+0ef6rrzavFDHJp9lAYkCRvArqVQZ+UAsQBznp1rhJ2O8/SiiokWM8MWySXwkJbcM9DXp9mgxEmOMUUVMNzup7CeIWJKp0Gxenvin+GLKBLIXITMzMRuPYD0oopiq/CdxH0j+v9Ks9FFFFdB5oxf8AWD6VatP9e30H9aKKkT2PMNc1U6d4p1dDZWV3HJcbil1FvAKjgg5BHXpnB7g1Ws7ue+uL67uX3zzsHkYjGSc0UUR+I0exW1Nz5B5rlronc3NFFYVfiZcNjm5T/pzfUV6xpA22z7ePkC8elFFKJ20djVu1H2Zv9o5I/D/6wrjzGJtYZm+9IQhI9OlFFWXI9nSNYoYo1ztVQoz6AYqxD/x8qO2D/SiitWeUzH8ff8izL/13j/nXnF1rN/e2MNjc3MssMLtIu92Yktjrk84xx6ZPrRRUlLY//9k=", 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", 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", "info": {"video_id": "178066", "label": "moving key chain and match box so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178066", "label": "moving key chain and match box so they pass each other", "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": "69d7e7089035b719005c0f48f274a35dbf90c48c88fdbc64049c273ea3abf70e"} +{"episode": 80042, "episode_seed": 1125492339, "split": "train", "timestamp": "2025-10-13T03:42:14.699273", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1125492339, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a pen next to a piece of 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117362", "label": "holding a pen next to a piece of paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117362", "label": "holding a pen next to a piece of paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "117362", "label": "holding a pen next to a piece of 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": "cb45cfe0b32b5d33209fc8c6cfaed851d0cd75b10ec7bb7fe7273b648f9321a2"} +{"episode": 80043, "episode_seed": 3188445018, "split": "train", "timestamp": "2025-10-13T03:42:17.139715", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3188445018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle opener and face powder away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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SnyDGT3JzTBSQM7y4uGjwiBVc9C44qS0eWZSsyKJB12ngj1pQ3Z1zk46VatreJJGaNdvY4PH5U9bjuuW1iJrbd2qJrIb+n8Na6xZqR4ANvHah7GZ5z4gsnfU7REHzbWI/DmrVjpk94yKFyAdpYjheK19QtyfE+m8cZI+ueK6q3tljXCgChS92woz5Q0ewisbcRxoM4+Zsct9a026U2FMCnv0qQvc898ZQbdX3gf6yNT/T+lc5HbSyHCITXXeOUK/Y5x2Yof51g2rOkoIAAbu3SqRRc0aGS2WcyIeccD2zV5Lm5eUPGYjGD80ZGD+dMtZWkklAXG0hW+XHP0rQjSKYHzIgccDI6UMuDS3RaWPzIwcdaBaBs8VchiCRqoGMDFWFj6UEM5HxJbhNAm47D+dRXljJNYoEBJwrD8q1PE0JfRJV6ZIBOM4Ga0bK2L2VuXXDeWuR6cCpTtqQ9zlrDRZ711ZwQgO1iR047V3dhAlvbpFGu1EGAKbFCEGAKtxrgUSfM7jc21YqarD5+l3UeMlomx+VeSTRndwK9llGQQeh4NeSSo0d9cwHJMchGPahDRWSyuGwfKbFdpJOIEHGCehPSsaCbZbneFwBj1NbitjO5eOwqi1vqLZTXEkhjuEjyeVZDwfbFaP2cHtUNtbw+cjopVgMnBwPxFaiJQgm1fQoyWyrHnHrWJ4Zi3WN1/18v/SupuYz5BbHT/CsHwrCy2NyGHWdj0xyQM1MjNlXVdPkmhwgJOciodO0KW5dJJshASGB4JHt/KusNsG6ipkiC9BT5ny8ooyaeg+2jEcKooAVRgAdhXJeOLf57WbHVWX8jn+tdmi4Fcz42jJ0USr1ikB/A8UhpnnvlMzYVST6AVv+H4HhE5kUrnb1H1qjauRIrhc5roLOVW38LuUDIU5qkWTS3aw8LFJL6lO3+NXoY0nQOvKkZFV47aKR8qSjnkla07GAxxYZt3zHnGKNSny203CK0Uc4rG8Oxj7frDAf8vWP511CpxXN+F/nl1N8H5rksPpRLYzbNp48isLV7N5IXVQTkcV02zNQy2wfqKlaMiRw9rpNzeYXHCMM5GMCu0sbGO2sxaoPkwQffPU1LFAEGAKsKMc1U5czuVzNqx5BdQmOZ0P8LEflUG2trXIli8QXcJXjeWX8eafZQ2hUCRFDHocZpFGoq6m7/u1ijUONufTuf/rVuWkcq58xgQew9ayYbuVyu0Z/3Iyf54rRiuJFA3DGT1d1X8MDNUrFycnpZGrGvNTSJwn41Vs8yKXbaQT8u1iavyKFjTAxyaHsZvRkKwIXDFQWHQ45FWFXFIlTAVBmOTgUP0pRTX6UFI5PxtF5mhu46xyBv6VzVjeRDS1djh1kVgffOf6V2viKHz9FvI+/lEj8Of6V5HoFs2r69JpM2pz2kbJL5YjTdvZULBfQDg8+nHemXFndTvc75Ht4UeV2DEnOM+v5VcsYdQ3P5rRhd3y4HX3P+FcH4G1a6uGvWuZzKxWPBlYkjr0r0C2nmYZAfGf4Y8fqTT0KTko2sbcIIRdxyccmrsKZIrIjuHdgqhAxOAGlH9K2raMZGR+tNEtNblYxhiQQDz3qVY6DjzGx6mplHFZkS3GhalA4pBThTJRDN9015drGLTxfMG+67B+fwP8AWvUpeleUfEtZLW8guomKsygZH1I/woLia6zxM91bx4ZH2MwJxyP69KmeS+eR1gtxt25yx+8fSuJ1tUstBh1bS9c1KXzbn7GzXESxrc4QM7xY+bapwp3c8jnqB3UV/wA4Ux8e5Y/kKa2NE3e6VzWsVugVabZkj5to/lWvEMmseC4lxko5H+5tA/EmtG0d5XORgDriQH+VUJ3epelT9x+IqKOMKMAYFWnUC2JHqO9QrUS3IYoXilC808DiloIExgVieJYfP0O8THSPd+XNbh6VSvYxLBJGejqV/MUFI8z0aSGSwnSUjIU4z7VvJco0XnkYJjRcqQcgD07d64fw+kF14tfSNQ1C5s4JZDGJYpoo1j7kuZOMYB4HJOB3rY8M3F1Bqms6feNdstlOIY4rhR5iAMwwwXjPAzgkelNbmnY6OzvzNMoW1kAdMgnjA9a6K0JaIZQpjjBrKgvAD9wqB3Zgv9a0obuMgYdSe4XLY/IU1p1G25bI040yKo2mmQaa8yQggSPvOTmr1uS6qwOAexXBp0oxOfoKJEMRUzSMvtUqUjVJmyHb7UEYBqTFMbpQNHnPjFPI8RQzY4ljGfqP/wBVTW9vFE6BnKxSxE5DY59f58VF8UFeKwtLuMlWWTZuH5/41g67Z674Y0PRNSvLq7We6MgkhKkfZwApQFsfeZWzjt9c0Gi2OwdVjUMQXOP42Jq9Y/OQowgx/AoooqyjZg4JXJOO5qaViZUHYLn9aKKT2I6ksfSphRRUmbFzzTXPFFFNFIoXoDQSKehUg/lXgS6ncaN4ilvrTZ50LNt3rkfMhU8fRjRRQUtje+HEf7zUUDuABGODjP3q74bYzxGrEDOWyf50UU0X2Newyyq5OOM4AAH8q2oTgZ9qKKEOZVjJIBPerKdKKKzRjPdjzS0UVRK3IpeleafFRQNJtnxyJCP5GiiguJwniHxQ+v29rFNpOm2rQIkcUlqkilI1zhAC5ULzk4HJ5r1S0j3wozO/ToDgfpRRTRfQsBxE6KsaHccEsM/zresf9WCcc+wFFFN7lL4S7cMRAg7F+fyNRIaKKl7mUtkWO1IKKKCHuBqtN0NFFMpHheqa0dF8UatB/Z2nX0E1wWMd7B5gDITtIIII6nIzg9wa0PB99Pqupaxf3z+dcXEqSyMeMsSew4xz0oooRotzs9Pfe5ARE5xlUGevvXRxQApkySH23YH6UUUy3uasPamykm5f2wP0oopMyfUelI/WiikZsQUxuhoopoaOF+JihvCzMeqzxkfrXlWpeI9V1LR7XTby9nnt7eR5UEkjMSz4zkk8428emT60UUFo/9k=", "info": {"video_id": "210443", "label": "moving bottle opener and face powder away from each other", "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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SnyDGT3JzTBSQM7y4uGjwiBVc9C44qS0eWZSsyKJB12ngj1pQ3Z1zk46VatreJJGaNdvY4PH5U9bjuuW1iJrbd2qJrIb+n8Na6xZqR4ANvHah7GZ5z4gsnfU7REHzbWI/DmrVjpk94yKFyAdpYjheK19QtyfE+m8cZI+ueK6q3tljXCgChS92woz5Q0ewisbcRxoM4+Zsct9a026U2FMCnv0qQvc898ZQbdX3gf6yNT/T+lc5HbSyHCITXXeOUK/Y5x2Yof51g2rOkoIAAbu3SqRRc0aGS2WcyIeccD2zV5Lm5eUPGYjGD80ZGD+dMtZWkklAXG0hW+XHP0rQjSKYHzIgccDI6UMuDS3RaWPzIwcdaBaBs8VchiCRqoGMDFWFj6UEM5HxJbhNAm47D+dRXljJNYoEBJwrD8q1PE0JfRJV6ZIBOM4Ga0bK2L2VuXXDeWuR6cCpTtqQ9zlrDRZ711ZwQgO1iR047V3dhAlvbpFGu1EGAKbFCEGAKtxrgUSfM7jc21YqarD5+l3UeMlomx+VeSTRndwK9llGQQeh4NeSSo0d9cwHJMchGPahDRWSyuGwfKbFdpJOIEHGCehPSsaCbZbneFwBj1NbitjO5eOwqi1vqLZTXEkhjuEjyeVZDwfbFaP2cHtUNtbw+cjopVgMnBwPxFaiJQgm1fQoyWyrHnHrWJ4Zi3WN1/18v/SupuYz5BbHT/CsHwrCy2NyGHWdj0xyQM1MjNlXVdPkmhwgJOciodO0KW5dJJshASGB4JHt/KusNsG6ipkiC9BT5ny8ooyaeg+2jEcKooAVRgAdhXJeOLf57WbHVWX8jn+tdmi4Fcz42jJ0USr1ikB/A8UhpnnvlMzYVST6AVv+H4HhE5kUrnb1H1qjauRIrhc5roLOVW38LuUDIU5qkWTS3aw8LFJL6lO3+NXoY0nQOvKkZFV47aKR8qSjnkla07GAxxYZt3zHnGKNSny203CK0Uc4rG8Oxj7frDAf8vWP511CpxXN+F/nl1N8H5rksPpRLYzbNp48isLV7N5IXVQTkcV02zNQy2wfqKlaMiRw9rpNzeYXHCMM5GMCu0sbGO2sxaoPkwQffPU1LFAEGAKsKMc1U5czuVzNqx5BdQmOZ0P8LEflUG2trXIli8QXcJXjeWX8eafZQ2hUCRFDHocZpFGoq6m7/u1ijUONufTuf/rVuWkcq58xgQew9ayYbuVyu0Z/3Iyf54rRiuJFA3DGT1d1X8MDNUrFycnpZGrGvNTSJwn41Vs8yKXbaQT8u1iavyKFjTAxyaHsZvRkKwIXDFQWHQ45FWFXFIlTAVBmOTgUP0pRTX6UFI5PxtF5mhu46xyBv6VzVjeRDS1djh1kVgffOf6V2viKHz9FvI+/lEj8Of6V5HoFs2r69JpM2pz2kbJL5YjTdvZULBfQDg8+nHemXFndTvc75Ht4UeV2DEnOM+v5VcsYdQ3P5rRhd3y4HX3P+FcH4G1a6uGvWuZzKxWPBlYkjr0r0C2nmYZAfGf4Y8fqTT0KTko2sbcIIRdxyccmrsKZIrIjuHdgqhAxOAGlH9K2raMZGR+tNEtNblYxhiQQDz3qVY6DjzGx6mplHFZkS3GhalA4pBThTJRDN9015drGLTxfMG+67B+fwP8AWvUpeleUfEtZLW8guomKsygZH1I/woLia6zxM91bx4ZH2MwJxyP69KmeS+eR1gtxt25yx+8fSuJ1tUstBh1bS9c1KXzbn7GzXESxrc4QM7xY+bapwp3c8jnqB3UV/wA4Ux8e5Y/kKa2NE3e6VzWsVugVabZkj5to/lWvEMmseC4lxko5H+5tA/EmtG0d5XORgDriQH+VUJ3epelT9x+IqKOMKMAYFWnUC2JHqO9QrUS3IYoXilC808DiloIExgVieJYfP0O8THSPd+XNbh6VSvYxLBJGejqV/MUFI8z0aSGSwnSUjIU4z7VvJco0XnkYJjRcqQcgD07d64fw+kF14tfSNQ1C5s4JZDGJYpoo1j7kuZOMYB4HJOB3rY8M3F1Bqms6feNdstlOIY4rhR5iAMwwwXjPAzgkelNbmnY6OzvzNMoW1kAdMgnjA9a6K0JaIZQpjjBrKgvAD9wqB3Zgv9a0obuMgYdSe4XLY/IU1p1G25bI040yKo2mmQaa8yQggSPvOTmr1uS6qwOAexXBp0oxOfoKJEMRUzSMvtUqUjVJmyHb7UEYBqTFMbpQNHnPjFPI8RQzY4ljGfqP/wBVTW9vFE6BnKxSxE5DY59f58VF8UFeKwtLuMlWWTZuH5/41g67Z674Y0PRNSvLq7We6MgkhKkfZwApQFsfeZWzjt9c0Gi2OwdVjUMQXOP42Jq9Y/OQowgx/AoooqyjZg4JXJOO5qaViZUHYLn9aKKT2I6ksfSphRRUmbFzzTXPFFFNFIoXoDQSKehUg/lXgS6ncaN4ilvrTZ50LNt3rkfMhU8fRjRRQUtje+HEf7zUUDuABGODjP3q74bYzxGrEDOWyf50UU0X2Newyyq5OOM4AAH8q2oTgZ9qKKEOZVjJIBPerKdKKKzRjPdjzS0UVRK3IpeleafFRQNJtnxyJCP5GiiguJwniHxQ+v29rFNpOm2rQIkcUlqkilI1zhAC5ULzk4HJ5r1S0j3wozO/ToDgfpRRTRfQsBxE6KsaHccEsM/zresf9WCcc+wFFFN7lL4S7cMRAg7F+fyNRIaKKl7mUtkWO1IKKKCHuBqtN0NFFMpHheqa0dF8UatB/Z2nX0E1wWMd7B5gDITtIIII6nIzg9wa0PB99Pqupaxf3z+dcXEqSyMeMsSew4xz0oooRotzs9Pfe5ARE5xlUGevvXRxQApkySH23YH6UUUy3uasPamykm5f2wP0oopMyfUelI/WiikZsQUxuhoopoaOF+JihvCzMeqzxkfrXlWpeI9V1LR7XTby9nnt7eR5UEkjMSz4zkk8428emT60UUFo/9k=", 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", 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", "info": {"video_id": "210443", "label": "moving bottle opener and face powder away from each other", "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": "b3e032515f4cd33a8d4827b586358411fce8645d150c097bc9626adf1a19b1d8"} +{"episode": 80044, "episode_seed": 4163156809, "split": "train", "timestamp": "2025-10-13T03:42:17.977237", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4163156809, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take plate 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149679", "label": "pretending to take plate from rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "149679", "label": "pretending to take plate from rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "149679", "label": "pretending to take plate from rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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Vl8TX7D/XyfnXWNoukIctYow9NzD+tYVzceF0vHtxpBYx/fKTsMfmazeHtuU8XReyZhS+Jb7I/fP1r6ZguFWNeewrwYWXhK7iYxQPHKBnY8zA59ucGvSE1rIUB+vvXmZhT5eW3n+hMakZv3TrL/VFiiODzivPNYuJruRkhUvI44AP5VoPeSXcjIpJHc1oabo77GmdeWP3iO3tXJThK9+ppzRgjyn/AIR3WGnI+yuW9nH+NP8A+Ec11B/x4zn6YP8AWvSJ7fyNQOBwVz9KtIea9+jSjKGr1OOpj5wlblVjylrDWIjtezuOOxTNI0mqRoytbz4IxhoiRXqlxbrJyODVCaCSNSx6Vr9XXcazNveKPK5J70dY5F9thFVpLy5XruH4Yr02WTHc1n6l4iOl2TSsqOq8BSucmh4Zdyv7QT+wecS382M7/wBapeQ2sXCRyyMdnTB6Z/8A1V3UHjaCRFe6sLUqwzlVGR+YqV7rTtXv7cWkMaEKS22MIe3BxXNWjyU24vUl4hVHblscxF4OhlEYgknLH72QOK14Ph5nB+1SA+mwGvRtK0iJgpa13H1rrLTStqDy4I4/fHNeA8RipOyudcaqitGeNTfDmW3hEjXgU9dpi7fnU8Hw/nnjBF/CPTMZr1bV7KOKzkLc5HLHufSsWyG2IA4zivYwUW/dqvVnPXxdWPvROFl+HmoxDct5bOv0Yf0qqfCOrIMLLbtj0cj+leqKQVwearSWSuSV4r0fYwMo5pXW9jyubwvrmfuxsB6TD+tVD4W1122rblj6CVf8a9MuozCcHn3rNmuDFypwR3FHsImqzOq90jz6bwr4jQEHTrgj1Ug/1rMufDniBQSdMvcf9cya29S8b30OseRDdNHByFcc7j+NXbTx7ckFLqEvxjeo2kH6dDWUqcIvVjeNqSXwo0fB9gbzVHuGi8xIVwAem4//AFq9NgsjsBkwAOiDpXKeBfLttERiSXmYyMAPwH6CukvdYCJ5VuR5p7A5K/WvDnTp355dBObbsijq8SyTxxKMsDlvYelRWlxFJGDG6sASDg+lOjB3ZZsyMdxY/wA64X7RdaNrt5ZxSFY3AnUEZxurpwWJ5nKXQxr0eayW56OsoxwaeJK4VNcveP35/wC+RUp1y9A/1/8A46K7vrkDH6pM6u8VJYzk8iuO1W7MULiEhpSDtHp7/rUja5eFD+/7f3RXG6lqU4mZ2csyKfbIzVwxUZOyNYYSfU50B7i486PCScJIHPDN3P0NWrd0DFGVYmPSNwQWHvnqKNPsRqWqJaQy7Z5mAT5gA7E9MnjJ9610s5de8Xnw7rGosq2kMkVvIlv85ZELBOeR0PXOMEDtUTj7Qd+Q0PCkTNe3ETSFkXG3I5XrkZ7ivVNKschf3hrwXwdqk9rdzyIS4wuVY59a9e0nxQ5C/uTj0WuCvCnzWqasqMm17p6DDZxRpuIGfVqxNWeO4cQQncOrsOn0qJNVu79SkMLICCSSdzY749KSCNc7R2GWb0/+vXPKvGPuUUaKPWRmwX8Ml1cW8bfPbvscHtV9ZeK4TxHE1l4sBRipuLcyOAcc5OKiS8lHSaQf8CNevHE+zios5XhXNtpnofmDvWXqSJsMi9fauXOpXCgbbiUf8CNMm1W7aIj7TIRjuc1axsewLBz7hqd6YoXEWDIRwPTnGa81Z5J5zKpCSqdsgY8Mc9a2NQ1CcTM5csyL0PpWC+JZNsMu2ViMMGwGJ9+1aOrzI1dF00my5DIu5lKiNjyUfILD8a9P0SZbtc+YDjjB7VxHiy3tv+Ecsb2LVb28S3n+wRm6t0iEwVdzNFj5tqMdp3f3hg9QLmjMzRwyo+Cw5wetefiYqPvMI1NbHsei2kCqXcr+Wa2L7UIbaFVjXc54VTx+lef6XLcgALcug9jiuigSMIpVmklYnI6n65rieLsrQWpXLfVlPVZpbfTru+2751QsF9faqNlr1lcQpIJ1XcucHtXRXNuhspDLgqFLOewAGcV5FphZLCPPHJ/nXbhak6UHKW7M50o1ZWPSk1K1YcXMR/4FTmuYJV2h0b/gQrglkFIZcNXSsd5E/UuzNzUJBDKwOMda8/8AEl9JKkc0ZVogceWe+R3rQ1aRvK3hjnBHWuTurnYBv/1ZGV44Dd62jiedFrC8sWx1jbXM7tDYRtcnBcxgZIAGSQPUVs+HNTht9SUsHZDwwxhk/Cq/gyDTb7xBFbXWpXOnvM4jSWCeOLy88liz8EYzwOc4A61DAz2Xiu8sLoTI0U7wD7SqiQEE434yN3HYkVhWV4tmafQ940TWrFoo8TCun/tq1ii/1kfPTByT+Arx/SEhUhTwfSu10zyFZCIhJg8jpn8a8OWMnF8qR1qmmrmhdzy3zl5CRGpyq1x+paxNpHiQQzKzWs8Y8sD+FlHP8xXbpECylwM9Qg7fWvP/AB6EbxDplvGwLW6SSS47bsY/lXThPaRk6s3qKcYySia0Xia0YfMkq/hmrK+IbEjl2H1Q1wqvjintLxjNdf16aD6lA7C81axmtztuEz75FcVrGrxOogSYfvAfmU9DkcfzoeX5SM1yGqH/AEl484yCBW1PGubsVDBRvuY1ywW5mjkzJDvYxH055rUnsLiy0yzvmkiura7U7RFJmSHBxhl6/jWO908NwBIhwpAZQevuK6XxZ4Y1DQtL0rWpGngub4yb4PL2fZwAhQMRxvZWyR/XONZLn3OaXuOx0+jPIyRp5rhcAYDYruNMgj+xXUm35oowy/XcB/Wiivm62r1OlE9ucoGPVzgn2rhfEbH/AITO6P8AdgRR9MUUV34dWpaEr4yojtxzUnmMe9FFSdSGGRuRmud1BiL786KK3ofEaQ3MC7At72dYvlVQGA9OM1FpuvX+l6mmoQyCSeLdtMw3D5lKnP4E0UV6ETzK+5c8KOftVwvbYD+Ir03SHO1TxRRXl474x0TqrOaQsBuIB4OOK3LYAyBP4RRRWWDSuzWoeceJZ3n8XXZfH7pBGmOy1mB23YzRRXVU3LpbA0jZxmmM7YPNFFZI3RzN8x+3N9DWDqCiG4mVBhchsUUV6VPZEYn+EaOveMZvENrBBPpGl232dFjie2jkUpGoOEALlQOcnAyTzWr4Sndz5LHMZYnB7H2oopYj4DzIbnp2lQKQMs5/GuihcoAq8D2oorgpRXNsavYreNLqW18F3TQttZiiE+xYA/pXm4YiNAOgFFFa1djSj8Qb229aZ5jHPNFFYI6kU79i1q2a5llElrIrcjaf0oorrw+xcepV0zXn0YzxnTtOv4pWVil9B5gDLnBBBBHU5GcHuDUMupXera69/ezGW5uZjJI+MZY89B0+naiiuuXwnkv4j1Dw3cSSQxbyG+ozXe2czjABAB9BRRXmWXMdLN2IkKMda8h1K6luvFGsTytl/tDoPZVOAPyFFFVP4WXR+Iqq7Ajmh5G9aKK4ztIvMbPXtXOaqT9sQ+9FFb4f4yo7ieItMt7ZYGj37nsopiSeQx6/hWTqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiivWjsebjf4p/9k=", "info": {"video_id": "149679", "label": "pretending to take plate from rack", "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": "ec0ec67f963a85cc1f62f3a623d20dec11f2353a06ef8fd9679b27643105fe55"} +{"episode": 80045, "episode_seed": 3507489589, "split": "train", "timestamp": "2025-10-13T03:42:20.715303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3507489589, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from keys with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "206091", "label": "moving away from keys with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "206091", "label": "moving away from keys with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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hYPGccAkHrU0zW00Kq1vHn0YD/OaS0AdmzEQ+4MEJznjoDTrnDmMeX+9D7m3Lgg+hqHuSWITgOrAFgvc5/OnlcK2xgEbByTVeBCqsQd5xklRxSxPtnYE/ux1A/Wiw7j3Ee/dghcjGe9PE2WLqDuX04qu04KnZjAbGD6VY2gr8oGWXkj+lXFCbNDxVpSa5oKa3akboI/3isfmAB5HvjrXCafaG41CCEdXkC/ma7SK7li0jUrdV3RXMBUAf3vWqPhPSJj4o03zEzG6i5U9iuCf5ispRsztpT5o6nMLG0su7YzHbkj096mkgl+dyAXYjODyB1qe0t0knY7jx2HXHOakihKzID1d9oz2zW9zz7CWIhKsJ2k2sCRjoa2LKWNCD5TeUq5A65btmseZLq2WNTIrI33QCD/8AqrSivGhiwcMOpIHtyDUsCaC3N7IxeJI0wcHHT3BrShSNLJmG1o8mNDjPbms4T3BHlJgALk89BVi3lRYkgWRhGmWZl6Fz1qWMo3mmWmo5EyqjR/dYZU9PUVDpNpbaepGWMpXkyEkgDsM1qzughM9w6qrNgAg5PvVC6hiuZd8UhIUcL7H0poafQlWQXIdX4dcYx3o3S4AAby1GWG3gfWnxL5UbLsBkI5cjBwKms4rgXLBSTC43bnPQH3poo5/WA0ptwq8AtweOeKgt7IRw+Y3JHvxmtXU7YGaJVDbgTlT1zxRHAgEiswQnAApiZVhkMHlmI4GeynrUiXMNxPDvGJFkxv7P7ex96dcSQGaOE5YL1Izim74JJ/JhYs2Ackd6TA01IUTBHUSOxBB4z9fyqtfRQg25EZVlbMgB6jsauR28N6RFcT+U0YxHLnAQjs3qP1FRX2nXa3SrdY3bQ24HIZfUHoakVipGwluBkEAnAzVuRjuyGKunTiollG4xptiO7GSP8aneJlBfA2lc+uMinYBqTLcNtYtuC7Qw4+alVdoVWjAIPVf51WtSFYuJOerLipJLnzLvJGMnk9OD2qhjhCTGcElPvKc859KyYIkdCZMADqc9PatO2O2fCvwx4NUEiFxGF24JJLAelDBlqF4mcohGD91mHXAqG5jeG48k3W1ZeWbIJH5UsckVvI5eMfKMKucH8ahn/eRCZuJc4BB/zmkK5cN0tmiPFOu8YCKD8xP94+lXYdQjvmjjuokErqVMqDDSHnG4DjP5ZrCi2ny1lgBAHXoSevWtCMfv3CcqEG1vTPp+dArl2Oze2lkKS+ZEwwjJnB9iD0PFMmtWbE68HG5SO/1pLSZ7VWjDghuA3XcPf2p4mc7TGpRuQMZwx/p1oHcprskuNzYVx1B6HirFsohtvMJI3t9RVObJkVgNrA8qB/OrcrO0USEemcevamMuqI8KVILjkHcMCszVT5kkG4jBLDB7HitAKEVUUfKR970qjdozTxhP3nByB3/zzQwKiSQQnEfLAkk9hUt4oSJbhJyrdAtNkgNsiHHJ+YgDJP19KA8k7lnQbCCAABjjikK4iXFvb25Kyysw55XJYn19B1q/a6pNOsKXQE6FsBmHzAEdN3XHtWSkM8TYBAycletaEcbyOr4AwjA47mkxXLkVrEWkls5C6Y+6Tgqf6j6flUcsAOZY3y4GfQ49KjhVkfy4wV3jJUnoPap2gkkKq8wDEYDemKLDuUECylowuHJG4VeV0S4MWwnb0A5zVOOIi53kZA7ipoZBHMQ2f3gzk1SAtO+CFUgc5wOMGu+8KCyuLGB0iRbi2jMOe4QnP8687lZkRSFBXj5j/OtvQtROm6hFLnMZOJF7kGhq5pCVmcUr/Zm81F3B0+UjvxSecxVcqzNnjHrWvbR281l9g2iJc5WXqQ3cfQ1Wkh+yTKixAcnBJ7VKZnJLdDDaI0AknASUYGAefWpHtY47VZnYqhVtoHc56Gqkl552pHcC27CkAd6sXzSJDBGwIVScL6k0ySCYtLMI4JDJkBpCPXHT8KtWMTtBubcUjB3H0OKSCyuLpiYflWNdxI4JHekEU5lKmR47Q4DbTy5+lAC7TdWbJJk7XJX0BIpAr2YRlXex7VAJfkKKNkYbOM8gVaSUs4hLYyOp/SgZC0skcqzANlh8wNadnLK0EqZOFwuH7+lBu/s1lHFJApJ2ncevU1i6c9zq3i+bTptVntY2EhiEaBtzKhYL6AcHk+nvQUjU1K7NvOu85kAAyP4qqW945mRizfM2cHHyjuaydIuLjU9zXdw8oiAI3ds//qrXtPJe4O87FQjpQJli9htxZBjJt5JSMLyR7mq2ntaxxgrj7Rn75BwOOKdLJFdu1upLKWO1iOR7fSs4YSRYyxK5z8vGaAuaF3JDbskNvIJG4Z2DZGfT9av2WqypbW1vPJE1nE3yJJztyc4z161kJYwy3DGBlAQljgngf/rqz5CySJCUwQMgt60WFc09S00GNru3ZJIw+JF7x9hkeh9aUKFCJ5m7cuARz07VXTUJP7RREIUAAbscEY6Edwa0J4ojGjQL+9H7zGOA3+yfT2oGZTQurfaI8KRnjGOOnSopkE7FlOJNuSO2a15JI5JGSXMbNwePxzXM+IGnsbJ5LdyhEgAcHrTGaLoTcJsYc4OMUsU0se7IRGXocZOf8KzdSCQ6Nb6rp2s6hMPtJtt1xEsazkJuZ4gOdqnCnd6j3A0pZVjhcMwBIw2MA/Sk3cCERROokQAkbWHXk5pVbONqAFuT7+9U2MnkkksqKOB3JpITKzqkxZRt4I5I9KRJchAlb5R8x68VbVZEhPnQlY3AT5u/09ahkAWEpGylFAPPGTmmIZpTFgrxJltrdPemImSZRc4YKGHAQGrM12m5I48s+c4rLuYz9rZCC3zEbiOvPXNXBdiHa1sEDMPmYjpTAR5hcXbGUEYbBIqZ4PMjkKHKkDGKpGaEQldzkk52+/vUS3Uitlcqw9OmaCkaVtvRQr4IAJI7mo7mAFlKFhkY44DCs3RbmLUvFP2DUdRurKOR9iSQyxxpH3JYuMYxngdTgU2O4ubDVNRs7lrljbzFES4ADIASDkDjPTOOKTZRbklMU7K5G3bknmoWuYtz4JXPIU1HLKjSlpGUkkFFzxipHtoivnO6kMc8HJApEE0alsvyiDAAYdTTzPAkLMmfMJxy+QM02OfLFUZyAPkRyNzHHX6VUEs0TfPGCrE9RxxTEWpJWhuiqjjOMNwasyn5nM0xeQj92ijj6k9qpSXCzHzNrGUH5jjtjrUbNLtUYyT8pJOR7UAXBKbUL82Aw5BOc1NBNDdzLGxSGQgqGb7v4ntVCCCQDEyiTdxn/A07dsnYIANozn60ykbc1pNEcOF6Eg7uMgfwnuKr+cH2yA5xwwBrJ1K/lh0CZIpJBIHUk5zwTzj07ciq2t6Rrfh/RNMv7i6ulnvd5khZMeQBtKBjj7xDZx2+oNFyi1au0tncO53EHjParUxLaStwxzJjbk0UVL3QLZlHTVV9QLMATvUfmK0L4A2kBxz8vPfriiimZMuaYxhk+XoYScH6mqF2N0saknDKWP1GaKKB9Sg43KwPdQx+tRWnzFyScqRj86KKZRuXk5mgRHVCCc5xyMVxH9q3GleI3v7bZ50Ttt3LkcqVOR9GNFFIaNfwtGpW7BGQu3A+gNTSSMHWIY2sm48d6KKSJZPZDLRnuzYJ/CqkoDTPkfdY4/IUUUxDrUkzMuSAVycfWtSQebrESuSRsU9fQUUUAPniXyYnBIYyMCQevSpSxMW3JAQgDB/GiimMHmeZUZzlhkZ+nSsLxFM76WY3O5RIvB+tFFBRmap4nfXI7aKTS9OtjAqxxvbI6lI1zhAC5UDnJwOTzWvD+98zfztAbFFFSgZaslFxelJBlWPNOvJDZGXyQo4HUZznINFFMkin+S0CA8Ebj7nbVOF2EqKCQCOfeiimBdlndrZScZDEZ9R6VXZ2ERA4w2B7ZoooAZDlbp2DHIPXNaMp/cl8DdyT70UUDOXOtNpeo3cbafYX0U0iuY7yDeFZRwQQQR1ORnB7g1bivri+lvNQuX8y5ncSOxHBZs547UUVI3sIhL7mJ59avwO52BmLB8k59qKKZLEeRvtKSDAcgDOOmKfP99CeSQc59gP8aKKBCQjcjZJ6Z/WhnKrxgbRx/jRRTGWFQfZ4XySff604gD5MAg4HPvRRQNGXr3yaewXgeYv86zLzXdS1DSoNOu7yaa3t5HlTzJGYlmx1JPONvHpk+tFFJjR//9k=", 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", 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", "info": {"video_id": "206091", "label": "moving away from keys with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "749b05cb70922eb93230ba95047bc96918e06d6987f3e8ded8ef19ab6b2678b7"} +{"episode": 80046, "episode_seed": 2590275285, "split": "train", "timestamp": "2025-10-13T03:42:22.759170", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2590275285, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of watercolor containers 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "186164", "label": "poking a stack of watercolor containers so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "186164", "label": "poking a stack of watercolor containers so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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hh1AzNNnjyxgjH5V7OVVqdONRVH00Mqielj1doeTxULx4rRKDqD+lQMleOaGc8ZrPWPEX5/zraeOvPobi81DxddaY2sXNrFmXyhGobLKpYL7Dg8mmtQuWdcQeZb/8C/pUNtGCBxWJpWoXeoFzd3DzbQpXeemetdJap0xVdBFqKLpxVtEpsS9M1cjSlcBI046V5t8WB++0qP8A2XP6ivU0jrn/ABZ4SHiMWcqyBJrZsjI4ZcgkfpXXgasaWIjOeyImrrQ5z4U2m3S9RuCoy84TP+6P/r137RVm+F9APh7REs3cSSmRpJGXgZPb9K2sZFLG1o1a8px2bCKsim0XFU5o8TIePukfqK1WUdK5rxdcXFjpnm20rRS5ADLwcZFcpRLMnB4q3auhAydp9GGK5HVpng0SHULHW9QmVrn7Pm4jVFnIXczxgc7VPynd6j3A7a2UMoBGeO9DEy/Ag4rQij4qlDAuflyn+6cVoxRyqOGVvZhj+VTcCzFHirKpUcZYAb4yPccirMTxvkK4z6UXAb5QPamtCB0FW9nFNKHHFMDM2f6TL7Kv9ahmj61cKf6RMfQqP0qGVcikU5GRMmM1zHiFcyW3/Av6VA2oTXPjm60u61e8tbVptkbRyxosfQkkuMYxnjqTisqOe9k1W+tb2a5k+zSmNVucb05I5xxngZxxVJdSDSt4sgcVoxR+1V7ZeBitGFPWmwHontVpF46URpVlY6Lgc54xiU+HZibOK6IIIjlfaucg5JyPSvNrnxpr09vBbWFraWFtbIV/0G1AByeSWwT+te3yWkVxEYpo0kRuquMg/hQthBHFsWJFX+6qAD8q9PCZgqFJ03Dm1vr00sZzp8zuc94UWaTwrpz3G4ytDli3UnJrVeHcCvqMVeMYUACoyvNefOfPJy7miR5NrllFb38gLxsw6leRnpXNSssOpWkiZ3CZT+ort/HGizRLJex3CxhnHCjnk/8A1657XfBWoaLpuj6jd3M4muGdpImjx5ONhQE/3iGzjt+dYtNu6Ppf7VorBxotXdjuoswBdhJHoTmt21OV/CiilI+eNGIDirkYGaKKlDLKipNo8j/gX9KKKtCYFRjpVeVQKKKljK7ivINSvptL8WXd5bbfNjmfbuGR8wKnj6MaKKcNxMh0GMEzYZl2hcYP1rqdPlaTIbHy0UVbEjahGQKvRAUUVIFlQMCpYvvr9RRRVIQ50Xc31ppRcdKKKT3AhZRzXJ+N/wDkDdP4l/8AQhRRQimcdrPiFtZit4pNNsLcwqscb26OpVB0QAsQBzngcnmvTLTov0FFFORDNi37Vpw/1ooqGIux1OY0kT50VvqKKKYxHhEXzRu6gfw5yP1p0bl1JIA+lFFICso/fT/74/8AQRUMw4NFFAmeO69qp03xPqyGysruOS43FLqHeAyjggggjr0zg9waraXcTalqF5eXMrNcTOJHccZJz26UUVp0GdFYSMzbTjitqHmiikLqXogM1aUAUUUCRNGdsgI7VO3LfjRRVIZBIBk1XcDNFFSwOU8dDGiE996/zrgb3W9QvtPg0+6upZoIHaRRJIzElsdcnnGOPTJ9aKKaKP/Z", 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", "info": {"video_id": "186164", "label": "poking a stack of watercolor containers so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "186164", "label": "poking a stack of watercolor containers so the stack collapses", "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": "64dd2d7759e0e23afa1cd71bbeba868eb1988e34e74c5f791defd6d7697a40ed"} +{"episode": 80047, "episode_seed": 3103602106, "split": "train", "timestamp": "2025-10-13T03:42:23.846620", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3103602106, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping pencil in front of cardboard box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "21483", "label": "dropping pencil in front of cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "21483", "label": "dropping pencil in front of cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "21483", "label": "dropping pencil in front of cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "21483", "label": "dropping pencil in front of cardboard box", "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": "2f6a4f0dcaf1c8f11ecc1f4e98448d381849be807e4a1cd76aa0bfaf7d509ac6"} +{"episode": 80048, "episode_seed": 3274423178, "split": "train", "timestamp": "2025-10-13T03:42:25.490473", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3274423178, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking packing box so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198734", "label": "poking packing box so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198734", "label": "poking packing box so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198734", "label": "poking packing box so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198734", "label": "poking packing box so that it falls over", "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": "5b01115f408d0d0a79d39bfdba64ac37dcf10d462cef8fecfd14290204df7bb9"} +{"episode": 80049, "episode_seed": 2202307611, "split": "train", "timestamp": "2025-10-13T03:42:29.706162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2202307611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting sony mobile with marker pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46712", "label": "hitting sony mobile with marker pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46712", "label": "hitting sony mobile with marker pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "46712", "label": "hitting sony mobile with marker pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "46712", "label": "hitting sony mobile with marker pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "25c203c5d1ff41aab40e7116738bd6a2a0ab1441a1fbf80f5c6796e195e81403"} +{"episode": 80050, "episode_seed": 1028967259, "split": "train", "timestamp": "2025-10-13T03:42:30.736854", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1028967259, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 red plastic toy monster from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "59135", "label": "pulling red plastic toy monster from right to left", "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": "59135", "label": "pulling red plastic toy monster from right to left", "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": "6d276e6917aee23381fea45da6faaef74836667114d90948523a971fab58582c"} +{"episode": 80051, "episode_seed": 3284420953, "split": "train", "timestamp": "2025-10-13T03:42:31.619152", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3284420953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle over cupholder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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kMWlRSBMq+0DOATj6HrVbxJM2oW7p5TTEsMRhj8wB5Az7dq4J/vKq7Ho006dJmSLy53Kxjiy2CEEw3GrGpXEdzpUr28MyNAPOlhdsjAOOPxIrJh0+C4lC/YdTuZo9qpHKpUD2J9BXY694WubXw3dXbuEP2dA5PG4/LkfU17cMNh40pSas0tPU8arVxDqRi5XTep5VLfXEkp3XLpz91eAKaJjMCJTuH9/HIqs8ZUsrZ3A4OaRC6thTjNcZ0CFcMRTsZFOcfOfrT0QFTxSKSIo4mkcIoyxOAK9B8PaAYQihPMuJMZIHOfSpfhv8P73xHcPesBFaR8ea46n29a920jwjp+l25SJd7kfPM3UfT0rjxGIS91HRRjFe9I8s1bSL/TYoDcwAQPkqw55HUfWuNvrk/wBrRqGdVjwML33Zz/KvZviDLBF4fwGAMsgESn26n/PvXkCzf8TF2iA82JA659Rn+maxoyurs6Ky5qdkathayyzDFt8xGAjLyR6mtfxPZzP4fvBIkdtFFaeYyA/fAYAYx35/nWHpdzJPc/aHJeRvm69zXYeIo7q++Gt80Y/dmAkDALHDrgZ+oJ/CrU1z2aeh5uNyVwVOqpXV/wAd/wBDxqCxfVbt1iU/Mcluyj1NdNpfw7jv5flmnnA+9gBQPx5qPwdC9zZpbwqN8kuCR1I7V7qdMt9E0tbC2A87bmaT1PpXdKVhbnz34w0u00o2trbRqrJu3sOc9MZPeuYVa9B+JduIZrNguNxf+lchpOk3WrX8VraxM8jsAMChvS7Kir6G14H8ITeLPEVvZDctvndPIP4VHX8a+rdO0+00jT4dPsYVighUKiKOg/xrnvAXg638J6KsYG66kAMshHJ9q67AQFjXFOTqvyLlZaIz57GKVJkl6yqdx/DH8q+e9XZIbm4jDlkRmQE/UivbfGmrtpOhSPED9qnzHEB245P4Cvm/W9R8hpEDb5CMkZ7n1rKnG7sjrpScYc0mW7WeSKwTy3KxSymOQA/ewcitSzk2OWxlR1weaw9Ot7k6Wg4eNmEuRj5T3z6VqWEi2upQSTuAiur7QclgDngDJNXOKldXOvDV6UYONTZ9H1PQNS066uPBVzHJO4tza52A8FyeB+orxu38I3N2CzTLbgHaAyklscHGK9X1jxrNqVr9is7Y2lo7ZdpT+8cZ/JfwyfpVjwR4fi1OSXUr7i1t8YXH3j2Arqo2V+V6afI8Vv3Erdzz+38BwabbfadQeWSIjoRtU/lzXBSIUcj3r6M8TwC8BHljYB8oA4UfSvn+/XD9O9bx1VxLcogZpcEGpY0JYYpxiO8jHNBdtCxYW019cRwQruc8fT3Nen+GfDa2qbGcAt9+U8Ae9aHw6+HF7NYJe3EYgScbt8g5K9sCvV/+EY0yHS5LOWENCVy8hOGz6j0xXLWqSastjamoQ1e55Vq+q+XbuC2IYl5YNncB/OubNlp9+n2pZryOeQAyNbnAb2OeDjpVrxBE3myW1u4ZFuNhzyGAzj+QqKwt47SKxW5uPMkIH7mMZ2joc9OamhN01zIeMjXqNU6MbtnXaBo+k2Oj30upNeCSWN2WW4+bcwBPBHA9hXiWoR+a0NwiMpkTJU8454/Sve306G+0xpI7mYwxozyQnC7UCnp9MAfjXi+jW0mt3YUMEiiA3v6D2967IV51lebuuh4+F9tGc1WjZpnNMFGc9asS2xayjkMbKpyFZlIBx1x617X4c8J217gQWUKxRD5pmQE/UmuW+KFslrcafFGDsAkAJ7/dqjsUrs8rKlTil25FPkH7xvrTkQMDUGqRCqkkADJzXd+GvDxXZNKhad+i46e1VvAvg+/8S6mTbwbo4jlnb7oPua9/0TwTBpKKS3mXfXeeifSuTEV1H3UdFGC+KR5nextbOLd4nhcDLE8bvSuck1CRdZCxyKqINuSM4Jwc/lXqnxFijTT7aXgyBykbdynf8M15SgtotQmunhEwiYMVPfIxzWNGV9Wb103TtE2rOWW5uFdricqxABD4I9cAf4VpeOL+7vPDssHmzvYwyRSOX/hOQACfr2qno1/It00xZVzxhVAFavxIcSeA5p4oiGlaAyShjhgGIHH+elXGqnUs2zysXleIo1Kc3L3X2/I8ig02TVLtktx8zMSSegGeprodP+HM11LhrwuB18mP+prR8H2ZvLO0traP95O37xu5OcV7O+k2+i6d9itsNKF/ev7+grtlKxaVz5WxuYn3rsfAvgi58UakpYOljGcyyDv7D3qjo3hubXdZhs7VTlzlzjhV7k19N+HNAt9E0uCytkCpGvJxyx7k1zYmv7P3VudFKKtzS2L2k6XBpenQ2drGscMahQo7VbuR8i20a/f6/SnsRGqoO9UNQvWstOvb7+JEIjB9eg/U15q1KV27niXxO8RRS65IiP8A6NZnyYlB+8w+8fzrz3SLiaW7mut67s4Kk9Qab4ruRPrUyIxZYjjJ7t/EfzrO064jt7pXlhWaPoyn09R716kKVqem4Tqe9bojsbFGiZC0kcaDgl328V1/iTxm114VOj6bbFNtsu+5mG3dgYGxev4nFcdJqumWltHMLZzC/wB2aOMEZ9Cc8H2NUZ9dhvm2QxOuVwzMR0+lYLn5vhNqk+eCjOd7bGn4db+yZLSSMBmiYN9ea9c0/VftYbznUlvmRv7wNeI28+CATitrw3dXWp6/Jpr6tc2sIWRoPLUMTIELBR2GcHr6V2tXPP2LXxNt559Rs0VAVMjRxhTkscKSf1x+Fen/AA28BQeH9NivLmINfSjcS38AI6D3rkfhrYt4p1T7Xqkz3H2EK8ccnIVnySf/AB2vckAAwBwK4q9Ryfs0baRV11HqMLSHk0E1FcTC3t5Jm6IpaocklyohK7OD8d6hFFHe3MzYjtojFH9cZbH5gV8zyTtdTSySH55Mn8a9g+LWreTolrY7szXDF3PfGcn9cCvGM4bIrpwq0cn1Nq+loLodBoEtrcL5d7Pc+WOAqMQoHvjmutN94ativ2W4t4lVcH5gCf61wmlakdOuWYRCSGQbZYs43D29COoPan3WihpftkUytYSHKOv3s/3SP4W+v4ZqauEVSV+ZodPEuCtZM6uXUrO4UG3nEpXjC5wK7LwhrcsGmizz8qyb2B7gjGa8rhdYyEUYA4ArUmv7mysxPaTNFMGUAqf0rWlSVJcqMq1V1XdnsOtZn01lt2XzZh5aHPQnv+Ar58vU+dR6ZFei3t5LbaPFf6drupSKtwbb/SI1RZm2BnaLvtU4U7vUd8gcJeQMxDgZXv7VtG+pl2M+NOa9T+Gfw8Ou30erajERp8bZVCP9Y3+FYnw98FyeKdZUOpFnCQ0z/wBPrX01ZWcFjax21tEscMahUVRwBWU5OT5Ymt+WJOiBEVVAAAwAO1c54u1pdI0qaU4+UYUf3nPQf1rpGO1SfSvH/jNq5sdNhjQgvv8AlU93Izn8BUVukF1CilzXfQ851HVkTULWENmR5RK4HYVclCDUjLGcxkBgQfXr+ua4PT53k1IPIyNJJkbpTxntz2rurVbiOJVuLXcw5w8gAHtkAms6kIxVmdlDFTjUVRRvb7/8j0jw5ZR3vhnUbq5lK2yxsqljjBCknPtyK8d8HRiK4u13FoiwjDD+LB610N7q19Lp/wBieUx2bhj9mh+VN2MAtnJb8TWXo6JaWscI6jqR3PrWuEjBRtE5sfJ1K0qjVuY95sfs9roFvZWpXlA0xHUk815F8XINsmm4z/y14/75p3h/XJ7rxU2nXOsXlpC7CNHjmjjVAO7F+MAZ46k4rnvF15qF1qslte3FzJ9klkjVbnG9eec44zwOnFdXU5EcG6/vG+tbXhjw5eeI9WisrVSAx+dyOFXuaij0mW9vY4LZC0krBQgHc19JeBPB8PhrR4o1jBuXG6aTHU+g9hXJiK3slbqdVKN/eexseGPD1r4c0aKws4wqgAs3dm7k1rXICQrbxkh5OMjripgfLVR/EazNVvjZ6be3wA3ohWL/AHjwP1NeXe71LTcpXPGPiL4gjk1uVVk/0SyzDH/tMOv61wOlXU0wu5ZEzHPlM+nHFVPE9yZ9XmjDl0hYqDnqe5qHRbmCO6VLqSZIW6PG5G0+pA6ivShS5YDnVblZM7bRvPaQIqNggbmAyB+PSur+IHiPRpvCr6NpGLuRVUO0fMcQ+6AW7kE549K5CZdOgREnvFPG4CSbIYeoB4IqlqGp2s5eO3nWTeoyEHAxWEJLn0T1OjETnVpxU5L3b7eZseD7ldFv7NhyI8An0PrXq9pffbYiZcCUcNz1rwC4vZYrQvFKyOGAyDzXV6hH4i8N6BpV/eajeRT3O/fGUwIFGworHH3iHzjt065x3tXPNTsegfDfSbOz0S1uIov311l5XbknBOB9K9Jg4SiivFqO9V3OyrpCPoV3YtOcnoMiuc8aTyQ6FCqNgNJk++FJH60UUofEVHdHylcu0k7uxyzMST+NMi70UV7vQ4nuWLS+uLOVjBJtDDDoQCrj0IPBrt9C8OadrWlvfvE1rMueLZsKfwbIH4YoopMRpWfhWwXTri7d55WhUsEZwFOPXAB/WuCi167svECanbrDHLEXMcYT92u5Sh4+jGiiiIM9s+ByjOsj+6IAP/H69k6CiivOn/El/XQtjE5yT61Q1g5syn8LsFP0zRRWHQun8aPmv4pTPL4pmVj8sYVVHoK4PsaKK9Sj/DQq3xseACua0rW7ns8GF9oK4ZSMqw9CDwRRRWhkdVpuiWep6fHesrwO55WFsL+RzSeLLKHRdPt47ZSzTEEySHLLjsMYA/LNFFAilP4ok1+0hSbS9OtjAqRxvao6lUGcIAXIA5ycDk80RIHkVW6E4NFFXDdg+h9MeFdGsdE0O1tbGERxmNXY92YgEkmt6iiubD7NjnuRk5B+tfOnxxuZW12whLfJ5byY/wBrdj+QoorOP8VGkPgZ5SPv11Nrf3k3h26uPtcyS2jRxoVb7yt2YHg47HrRRXXJJ7mabT0M2PUr24uYlmu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", "info": {"video_id": "117239", "label": "holding bottle over cupholder", "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": "117239", "label": "holding bottle over cupholder", "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": "f598abcaddb78249bf057e4f3654d4228a8e3ef49dbb670ada0c541c6afb55db"} +{"episode": 80052, "episode_seed": 2638845621, "split": "train", "timestamp": "2025-10-13T03:42:34.105180", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2638845621, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a kick scooter wheel so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217696", "label": "spinning a kick scooter wheel so it continues spinning", "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": "217696", "label": "spinning a kick scooter wheel so it continues spinning", "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": "d99a4ad91bdfef368417a630452559a51e48c770b9aa4533a462b29d3d6298b6"} +{"episode": 80053, "episode_seed": 3276274245, "split": "train", "timestamp": "2025-10-13T03:42:35.948928", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3276274245, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching magnet to fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "100369", "label": "attaching magnet to fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "100369", "label": "attaching magnet to fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "100369", "label": "attaching magnet to fridge", "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": "18679ecd3b4d883b75ceed9ab5325e819fc4bed2892fd002871ad3f9114fb07a"} +{"episode": 80054, "episode_seed": 2479420087, "split": "train", "timestamp": "2025-10-13T03:42:37.466169", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2479420087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting candy cane, candy cane and doll on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "175221", "label": "putting candy cane, candy cane and doll on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "175221", "label": "putting candy cane, candy cane and doll on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "175221", "label": "putting candy cane, candy cane and doll on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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TSq2ieF1XG5LGUN9fNNYomyMnnvS6ld/aUtwAwSCERgE985JH1NdhzpqzNO/jVPhnYyqfnm1SZWHqAiEfyrlic4q7d3jzWNtaniOAuRgnBLHqR69s1QHCkGmhSbdl2HrwcU9WwwHvUanINHIqWCHu22bI9a9M0bTDcFeM15hJ/rFPqa9f8N3Qj2kEDNc+Ik4w0NqMU5amtP4aK2TOByB0xXDX9kEu/LJGRyRXtoltjZMzNn5eteReIJ411S42vlB2EeAPx71x4atKTaZvUirHPXBCnHpXovwomUW2qJn52kjOPba1eX3cwMp5rvfhQ7TaldJGG2pEXkPbsFH55r0n8BzK1z1C4ZYxk9cE1hzAiAt/eNaV5knn1xWbqLbIVX0rmbN1sYMgWORnPbmvKfFjyXuqzXOCVU7AccYFd34m1ddN0yeYnBAwvuT0ritL8Z30EZjlaGRcEbZIgwI9K2gnuYTfQ5oscgk9K39HHnED6CsO8kSe5kmjjWJHYkIvRfYe1bOgShZSvuKue1yYdj0HTdC8+FW254zVDX9F+xgvkbAOuK6nw5dRnCu3AUDFO8ZzW409xGSGC/wrk/hXlKtNVbHc4R5DyKVNsTMD1r1fwFcGXw9EjHJArzC5KsoBznHcYNd98Ni39nyEk7VJFek/hONbnYXZEcD+pGKxbyPyrYoe/WtO4kMkoQ9M5rG1WUmRhms09Te2hhSuLeGR89Oa8kvre5t9VuPtSOkjOXIb35zXoHizUfsmlSnPzP8AIoHvXn892135ZZmIjXauew64rop9zlqdghbDH6VJC4WYfWoU4YU5eJapomJ2+n3DoCc11Gl6rcSGK2gy0srCNFHck4ri7aQEcHivSPhRop1DXH1OVP3FkPkz3kbp+QyfyrkqU1J6m8anKj1y1tl0zSYrdTny0Ck+p7n865XWLtY1Ysa6HWL4QRFQa8i8f+ITYaTMUfE0vyR/U9/wotd2RMdFdnl3jDUv7W8TXU4bdEh8pAPQf/XzWaDg4FV4lLEk81IzYY11xVkZSdydXxmng9DVXzMRse9PSb5B2NNgi6AQnByc05R97PHGagicvGzHGM1d8PafHrfiNtNuNQltVeOQxmOPeXdULBfQDg8n096i19C27HQ+CiQt/wD8A/8AZq2LyYx7iDXOfDyR5o9RLsTxEeffdW5qfCtWbXvWC+lzl9avXYEbuKwFkIKHsM1c1iT5mFZW4gAVpFWJbuacM27IPTpRcS5QgetUoX2inu+4H61TBCuxK0zdlsetNZvemeZ+99qaEywg9T0p5B3Hniq4fLYBxk066dkjcq2GyOlJ7jJX/g9cV29hfGBUIY8EVzutaTptt4cttV0zU72cNdfZc3MAjW4ITc7xDrtU4U7vUd8gWVmKr196zqwurMunPW6O7l8UutoY1c8j1rkNQu5LnzmyxLDuazZr1m4BpiPmJzk5PvWEKKhqjWVRyIXdmkGa94+FWhf2Z4UfUJVxNqDbxkciMcL+fJ/EV454c0R9f8QWWnLn98/zkfwoOWP5Zr6VdUt7WOCFNkUaBEUdgBgCtZuysZLcy7shpMD1rE1Z8Db6CttgPM3NXMa3crvckgADrWC1ZveyPJ/iJe+ZcW9ijdP3j/0/rXHqT2q3reof2jrNzcZyrOQn+6OBVVeld0VZHHJ3kSdUH1rT0qURyZpvhWy07V/EUWm6rdz2sMzbUmjlijWM9SWMnGMZ4HJOB3qGSGTTtZ1GydJ0+zztHsuABIuGI+YDjPHODj0pSjoOMtbHZ6frTW7k7uMVDrGuSXakFyc8dcVzQuWAPNQPOXPJ71y+xV7nR7V2sXXlYsCehXua9n8EaU2neEreSYbZJ8yYPUA9K8j8M6U+veJLKwGfLJ3yn0Qcn/D8a99u2WKBYo1Cqi7VUdhWk37tiI7mVKR5zH24rndSf96TmugkwsTseMCuQ1W5WNJJGbCqCSfasom0noeeeMb4TX6WynIiXJ+p/wDrVziYzS3d213ezXD9ZHJ/DtTYzlhXalaJxPWVydfWlbAkzUUjFYiQcHPat7xH4S1Dw54f0jUb0zLPfmTzYWjIFuAEKBj/AHmVs47dOoOC1x3sT2BP2ZDk5PJr6Q+H9pDZeB7BoVw00fnSE9WY9TRRXPUNOhU1yd2kbJ6V4H8QrqWbXEhdsxxx5Ue5P/1qKKiluVPY5lRiLj2qJyd340UV1GPUa33WpVJyR70UUFF236Y7GmWuqXGi60NQtNnnxM23euR8ylTx9GNFFKO457HVfDgYj1IegiH/AKFW3q3RqKKyl8bBfCef6wT5hrOPUUUVqiSWPrQxOD9aKKBkZJqMn5qKKaEyaLkin3X/AB7bsZORRRS6j6GhrviuTxBb20U2k6ZamBFjiktUkUpGoOEALlQOcnA5PNWGY7T9KKKKgqZUJOTzVlCfs5ooqGaRPVvgvZwyT6nfOuZ41SJD6Kck/wAhXq11RRWVQa3MS5YhGwa808eXc0GhXjxvhiNufYnFFFRT+I0n8J4uDVqP7tFFdzONE9hrzaO9xGdN06/imZXMd9B5gVkzggggjqcjOD3BpP7QutV1C81C8lMtzcyebK+MZY5J4HQe1FFEthrckYnB5pq53DnvRRWRoj1r4Q2kJXU70rmcMkQb0XGePxrvL1iZCO2aKKwmXEydSciDA6GvNfGk8kej3Gw43EKfoTRRTp7lT2PMc1NF1FFFdbOVEk4xFkdcird/4l1bU9Jt9Lvb2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRSjsOW5//9k=", 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", 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", "info": {"video_id": "175221", "label": "putting candy cane, candy cane and doll on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7b07e74fe35de86a94446dfc1a405bc806c80b8c68a7fa1e5df99e8a3c5cecc6"} +{"episode": 80055, "episode_seed": 3071327964, "split": "train", "timestamp": "2025-10-13T03:42:38.598369", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3071327964, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 game controller up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "139102", "label": "lifting game controller up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "139102", "label": "lifting game controller up completely without letting it drop down", "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": "9ab8785b52b241dc085c2607e131fa34ba364cca53deefdfedd30b4348d13184"} +{"episode": 80056, "episode_seed": 3439744279, "split": "train", "timestamp": "2025-10-13T03:42:39.648808", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3439744279, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a cellphone on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "25438", "label": "pretending to put a cellphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "25438", "label": "pretending to put a cellphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "25438", "label": "pretending to put a cellphone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5533b88012d06189aecf2db761ea0efadb9c63d5f9ed6ebc1943b413e34f455d"} +{"episode": 80057, "episode_seed": 374858419, "split": "train", "timestamp": "2025-10-13T03:42:45.134576", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 374858419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing a dry mango leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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0nxI0Dqy3lsZyBggy2Uh/HBQ/pXqw06wv4P8ASLe3uY8dHQOD+dUz8N/Cd8vmLpn2RmXPmWsrwEcZzgHA/EVDSZsqrWjPPPEOtXM10bWcLHM0WFvHRDMynsWXk8jua1vD+rSxqZ2uGcNuR1Q42H1Ge/esjxPobaB4jl0sLc3MKRo8Ml04kYowzwxxxkGsHR7yayu7q2YFB5hdVbsDSvY7IRTivM7XxHc6leNpNlLHbXEayFobm0YgOWOAJEPKtxjjjOa63VXx4TaxLr5t1JFbEjvvlQH9N1cbZ6VD4i8u3aRI7m3Z5V3Z3NGVydm3kuCOB3DtXVvZRX91o+lCOL7THeyOyhiN0ccRYHIP3SWXmto1pWt0PPr4Zc2m51eq312NPlfTYnuJOSPLAY49h3ry3UDcarc7dQtGtriMBjExdwgYcDc4GW9cDANTXmh6zoN2PtPmR2jMxJjc7SCDwexHaon8RWaw25ubtvJOViMr56HDYz2pubmmzlVGNFKK1bJoNDt5oShjHzDHSpNI0G3W08uaNV2HGSR0qe21nSLiIqLyBkb5T+8HOfxrDj07F2x0nxBHpzqeJFud8br/ALh4z2rJs1hTWt9Dov8AhDNJuflmtIZj/e2AH6ZHeqlx8KNHvxmGe6t5McHcJQPwcH+dXYP7VktnU+INNvWK4KJaorA+x38/iK6TQU1XaZL1oSvQBAwIx36ng+maV3c1StG9ziLf4Z+KNHl3aVqtrfQ4INvcO8WfwO5c/lXM3cVy1z5V5I9rNavsYKARGQSCAoxkZz0/Cvd7uO5GiXsenqxuvIfyF3YJfBIAJ968Mu5ZNRlmu7nbLLc/vJOPuseSPrnIpM6sO29zS0/WNQsb+OBp/MMZyJkY4Izxk8MufQ4qx4gjt9XhGoRwpJeWzq8yHCSshYBiHAxIOejc89TXK3KXRkSW3Yl1G1oyeoHStfSr+90+5g1BoNxjbDRtg7lIww/I1KdtDapSUkztb+4uB4HnFva+UtzGloqK4YoZcIM+pw1SS+NLGHz9MvbS5gjh/ckRkEgDgdPbFW4Uh1I2F5aSxT6Kb+Oa4BbDRMiNhWHbLFT9enBpniXwvoMsyTLI1jPKww8qMIy2ehfoM9OeP0roU5bXPLnh6bd2jya88b3VxIlrPobvLEdwBVt6Ede2RV5PiBqVlcC3i8MiK4RN7KUw2MZLE8dcGrOjXEkgCNqkc77cE7AJFyehxycnGcYOD+cza/bWm+G9tZ98i5hliTzY5cdlZgOnPB6Vm5djqjSjs2VpPiRNIq3N14Znf5hHujlYZJGR065/pWrbfG3S1JS50S+hdfvbCpx+HFalmLHUPDl1ZahcxMUtoTa4Xy93LELx0Ix2OcEZxUdn4PsG+2z6elvMyREzCQtsdGBHXqDt3cj2yKE1cHT0NHT/AI5+EVOZo9RiPoYAf5GvPtX1q217xdqmoaVcbrK5lEiNOhDglRkYz2Of0rbTwRpDXiQL5O+RS8SyqPmAxn5h3Azx1xzUWqfDvfJv0e4SFgRujkbaNuRyGx/TmplJG9GHJK5X0awV7cTNhtzt8xHXB/8ArVONZn0HUxe20oRh8roRlXXurexp1l4c8TRzC2t4bWGGMYBMu4Hv0Azzn0rB16w1LR51TVbYw+cu6Ng25GGf73Yg9QcEVndnS+W1rntOgeI9B8QaXGljM0F9ApjEU8uXXJzyTnePTP8AOrsugW+oxyyEvaXJA8xrYgF8cjcCCp9iRmvm5LowSiSJyGHQqcEV3/hz4mXEFqLLUMzRj7jh2Rl/EEGtU7nHOnbYteLrC90PxJY2OmXFuXuosyG6kKqihuCV/hySw4JzjtisLU9Z8XWk/wBkTT7e8jmIUSQHzEcHgd+OfWtyXVLDXNbnne1aW0uoY4pzLOSY2UnaQxOVPPBBwCBnrmqAsZLXW5/Ll1GYO21JkDMjgKOWHYjIzg+tPmu9TFUopaIox+IPHdnFbW0OmQRJLnbgAhADg78ZxUh8VeNjp7XtxollPDH0eWLggttJBPoeD0rXvLnUtGRrtNP+02OP3gZhG8YIyCCCd4GeSQCMc5q5oOq2Z0a4n1BZpbKe3kVwXMixuzDbgnnH6dDwTSuzVUo7owbT4xeI0lkil8OW05hBZ/KdhgAZJyMjGAfyqW/+Nzalod7ptx4ZeM3MLRiRJt2w9mwV7HBrqtO03S7wGS1kW3kaAtHJ5afvTjlNvIIwOh7N2ql/Y2mQXgjlt5IAyF93lnahz90q3r2PQ9KHJWFGlqcNFeGOJIr0pFcHDAFgRIpGVwf0I7EVds7aCeSVZFVtgUkt7+ldHf8AgWw1a7eIXjJAH3tbxor7M9lOfl78GrsXgDS5IjBC955pTch+1fe9Dn05FZ3vsdnMlucjqU1rbQIvG3kEAfka0PDHxDn04pp2pA3Vj92JycSQnORtbrj2PHSuj1fwx4Ug0p7S809LcxIGXUIZykgODnO4kO2R93+VeN6naXWmSJ5yOYJfmhlK43rk4JHY8dKpaMxnJTWx9JWlzoXifT97GG8MYyvnAB4z9Mgj8DXlN94r0G4tXha82MG+UhN2CPUEVw+na3PaSZSVsEYOD1rpDY2er6i1xeaJE4WQfvo2AD4H8ar3J68dvatNDllC9mhqXfgVpVu7yaU3I+8IMxr79MHB9M1pprvgYxIsF/JbqGBxI0rgEcgjLfKfcU0aP4eN5BbXdpa2k0QYxI6eVu56gniQDscmtLRPCWj65Bc2q2MSvcRzMl0Jd6uAQVxjgEE8DHIPWldPQr2bTvc2tF8YeDbWERRa9HvbG8zSOdx9fmz/ADrrdP8AFnhyVgF17TT9bhR/OvIoPhpDLcw3Uts0yFVZreOPy946kgZ9sc4znqKzv+FYxvMRE0jIfmUfdfbz1U9xxn0/GjS1xeybZ2fxXn0+48QabqmnaxaTpNbmCVIJFkKFDkHjoCGP5VzWjWsNx58yvvAlAyeScAZ/nTI/hgYSfLndSVxzyRn1Ht7VoL4F1ZI0ii1FI1jHyqsZB/n1rOT10O2l7sUmU7+8FpcLNDKyzREFWjbBUiu48O+ONF1V7dNQVLDUoiQlyqDZIrfeBHYk9R68iuG1Twtq9pZLfqftY2uZIwuJECk5b0ccduR6Vx4ukDB0NEW0FRRmtD6Va1uNUjzDePFKyFCN/mwSjGPunr7EEEetebeMfCunafBax6tLDF5rkQNApUIdyhjg4IHPOTjvmud8M+P77QH8sOZLZuGifkY9vSuol8T6b4lnhe5h/cwRyh4m3SeYGUYC5JwcqPT9KtN2ON01dN9DD1TQrCz06HTpdHWdGceRdWS7ZHU9SSWyWHIKkHqCKpQ+CtDNssTTXaTTLtjlmm2lWznhehOCBg13GlaDP4k0FxaRSLaRZNsBKikSBePmU8AZPvjjnHFFLVbjTmsbrTrq5by2+0QtMSigHbgnjcBw2cZ4pO6RSs2Ydt8ONMGrRWr3t7HuCKuN37wlsctnAOOQB3FYsvhDxRpN8YrLVL+DynZJH888YOM4Bzjp19fSur8N2EmmandpPcT2sQuAsJlVt7KrfKxY8EcDp2AFbmn6tq5uYmu7U3czymRki246EHzPTpnOfT3oTtuW4p7HBnV/iVo160Fvr0s8atiN3Kssq54IyDkEc9az4/t2k2Zl1NFkSYb5EjBzC2eOD1BGDxXq9w0EtzN/Z5iGyYExGEgMrEkqB06n2IOD9aN5Y6Pq91b/AG2zRB5JdiJSiqoOQhwRnknjHrzUymi6ceU4iy1Gz87e8yeWUzuLc56/4/nUt/qqjT3uLeKVoY3GZhGxjU+hbGK9MtNE08xQpbWFo0EmFURxhhtI4IPcEd+vrVqa7i8K6abcTQ/YkD+dDNHmIBuny9Tycbf8TSWu7LlUtsjxXR/Fd/oGqrfWMpjycSRj7rr3Ujv7V654c8b6NrEbQzuls7A7oXOYnHt1x34PrXkPijRlcXGvaNZfZ9JeUqIVzhMAZYA9Fz27Z/Lmra/eCQOjkEelaQZzVFc9g1exn8P6pdXMF7bXELLxt5W3lwAOcZzwO+Ko6lYSa3YG3Oo284YwyqdjooXByo4zznk/SrkMz3+mXASPzklZY5BI3J+bk9Pvd/r9KtW+nW1jMuxGhyoRoy4ZVYZ6Y/Lipb6lqPRld7VLu1TTHt4kMbidI4X++FByoye4PH4c1Po5IllngvZpHjj/AHcMi7kVehBbqSOnOOntUEMkUl/G6Rl3BLrlSfLxxnd6Y6frUn2h4pA8cYVHxvyMZXOCfr/+upbLSLM+ZLFROyyT5VGeOER53fdLc8gHg8Zwfya15cwGadJEjuJGVTFcElkIBIVRnBz0469e1WpH8qOdQjSuqbmCdGIwc59cD+dZNxqf/ExuRI8fl7SIEbbuR8dhjPHXHTr0qSzd0zxPYy24vGjaN4t0YjJOQehHB4HQjOBzWV40ivNW0LfalXaRg8kK871A+4D9cGuXu9Z3oYyyMTAWJjIwzZ45HQjH4c10PhfU729sGj1FfKeVmdUVAoGehHqCev0754CdjzfVfDd5ZaVHq0MUv2RsiRHB3REcEn/Z9+1YInPrX0eIS9sY4vIuYtpUkPiTjtu5HXIKnjBIrxbxX4OlsvN1PTh5lsWLy26x7WgHXOOcqOmR0/lcWtjNti+E9RnjlnHnTJASomMW3IU5GTuBGOo7da9c1Oy8P6lpummwlna5BD27vgGM5wd44IOeO44ryP4eXFwt1efZWbe4WIxMFaKUNkFXDfocj0713uixXtqLW3nwI4BsZseh46/y/wD11baSt1IjFuV76EAe3vPOtLxLxJ5GlglLyj7p5IUEdiO3pV8xR20UWnzSyyWUm2JwUyY1BGD8uMYIFaMNoyWiguZXDbwzqNwPPfuTmql0Jzd5WPaARh8k7V79Ovf6e9Z3sbJIbZQCLVJne1SO5Cn/AEiJigU88oOmDnrjPBzmrBjYad5ADSiNlyZJC+Ax+Yr6EZDD6VWnDyPvSUD5iVKn8Rz68GtBjIWkjiwr+V1k5KkjP4jP9alstFOdLmJXG+aO4lcZkgX5ZGCkqT3Azxg9uOhqxaeKbu3sWku7dY7zlM4GAM4yM5yDwfYjmse8+1wX13OYJXFymxpI1Bj6AdcnntjGc4rm7u6vvtBtRFMZFgKgMg3Bs5zgZz2x+FCBnYeKNIl17SYpbaRlniYsN4wrt0II7d8H+lYniXQtW1Hwhbh0aS4hjH7pQDwB2IHzHA6DJ/UVe8MTvYWBh1G4WUszb3diWDE45B5BBzyB3711sVzBd2ZltbspGxKKsgDRlgcDAB7HoQe9CdtzOXY+Zg7JJtOVYHGD2Oa9s1bwzcaRqVrez2k5t52ImnErL87HJIUcdCRzj9KwfE/gddWMl5pQ26opMk0Rk3CXpnHcMDnr1rrDrDapcSTXRNziFleONOGG3oADjJOfxrTnT2MuV3MTUdPOqaTJt0RP3kbywtkFjIuBxz8o4yRUum2TW+jfZF+0rqXlERO67SHJBYDGcZx75GKm0/SBbLBMk7lNzbkkjywyByD6fmDzVi7KC5QNMU8pwBscKwbqBj+LP8qLmkV1JNEmv7XUYZLa5t5Y40OXY7ZZVJ+ZQDx1Byf9kcdasyuk9v8AaJE+yNbymSKQzbggzgPtHIOeuD9RVSaaK3vpLpIt0hZiwxznHOPTg81obE+dZf8AlqhUqSBuUg8gD19PapbNEkRQ31yZfPWJ5lii8to1wG80kAlj1POR+tammalYagqSLJsMbfvkOMrxkoSevXI/SsC4u4Lm8ihZGa3khUtOu4MMfNg9AenGfesSa9hjkyLfyJLlmDEZAYAHkE9evB69fWpQ2dn4j1G4k0iW80uISNF80ClR97oWA6dOR64HpXk93pCazo0mrWhkN+sjvc5wFcHBzjsc556fSu28Ka+NU862eERqCi7n3Entvx2GcnGepHrXUW9gkNswezEizHcxi2gntkqeHx6H3FF2Q9j5085gcHII6g11XhCQSC5EpYQK8bPtYg/xAcDnGSMmtrxL4B+3y3V1oaKk0QJe2ZipkOedoYAqec7STx0NYvgSGRbi/Dp5csRRW3jBXk5Ht0rRtWM9bncafqC6fd3CW8c0EM9qonjSTfHvB+bae4PBGRkbjWlc6cuozxSFXiZLbaJgAytndjcv5D8aV4o7Zre2+0xXPyBh5JDBCeWU46c/gc1egukUHdkeuV5olJt6hCKS0Kl4u20WN5ANy/MCwBwOuCen+FRyNHvt7ppHeRVRiR8vmY4DHHfAA9wKvXSWEqL5jxqScYY4zmpTpbSf8tVDEBlzgnAI5J7/AP16zNkRJ/pisdziGdGDDJGQw6/4+4zVOQQrJHZxshmuIw+JV3Rk7uTnPBOPpzV1o1tVg8z5YkJU7s/Kc5/Lp3rI1WC3gQXCTNbBNwUpGrhgCQcE8jv0zUlDLTU5dKSf7Pd+ZDK7eTG6n5DjJUA9BkA9Mg/WrqTWPiTQ7iykmjlYYMm1iWzjPbuCRxXLXGl3E8sc9rcI8algQFAcFuxAHI96uaGqeHZpLe3aR5kcMwRvlc4I3D0HUZ56iq8yGXrbwhct4Yu7J7vz1O4o3KgLgZLDPsOgPrXi+o2F1pF/LZXkLRTRnBB7jsR6g+or6H07WbPURcN5LJLZMMhG2yqMcMQDxnoOxrmvEHhnT/EUklq7KL04MN0ijcMk7d2AAwPTt09auMktzKSbLdnNHGVjDR8AHbnv6mtMTxSHDv8AUYwQa52C5BwSFBBxgYA/HmraT2wI3OoLY+XcQR24/wDr0kWaUUNnczPHBJEXDHADYYZ6kVa/s6NkLxu7spKjPGT+P0rJSwiZGu47mNXzhRzuHv2/nV+K6lsWeW4kjZJmVFfdjkDGfcH8MflQ0VcdcFrKZ5DDKYnHJVclG5PGO1ZWp+bJbiWOO3ugApeUYJVTyfm6+vqOK3Jg8swij2MHG/eenB5GR0rk4F1rRdbuba2tLU2ckgkkM6/KVx2ORng46daVrhewot7W7laeSyKzI22TGCJP5jn+RoHkwvLHcX4hhc+YkYjbqewHAIz3HcdKx9YlNpJc7tsTPEBGxcERIjfeHODnJGOuRkd6TVZLiCwsbwsJFHE4iJ2wyYGFYH/ZAI7Z9aFcUrGlpviU2s9xaXUoezlkZ47oSgvG3cPnlue/sOK6MmeGSO/jjLxT53FyCikjGFwf4sFhkdeAa8su7lWU3ECRB3OXIw3zf/X61b8Fale32svoU+sXNrDLHIY1WMMSwUsF5+6DjOe2PU1Tg3qjNysdpp2iaHYXsuoPdiGC5DGVYUbIlXquzHy43Zwe1WraYsrDYgIwBuYjI9cdfXiuL0vVrm6maeW4WaRwmWm6OOmM9j71rWurKXMY/wBarnKE5IwcY460nccTr1u3UKdmQ3t3psuqFbhN9szL0Yq2GH4Vi21/NcLI0MSyYADEknJJ4HTOT6CtaCaaBGkvbT7jNCQ4KlWAycdDx+NBSZr28lrcMY02FSmVbvjoc+hqG7hdGWS2kTzEADFlyGHviobC0a5kRLaMW9wylYm3Y68ngc/UDrinuyvdJaSNGZYn8uRYm3B+D39eCfXg0rF3MVYm1tZba1M0NzbBFdWPEjc9D74/Ws83fkO8N1IWkixIhaLPlITgbuoBB/lxU2p6Fp2oXx1eKaZoQAzBM5JHOd34Cuf1W6W7gubi33OCjedFIw3MvGB7rkA+uf1VuwX7mtJcW1pLvNospuCCu6YrtYrycHuAcnHGOwxWdp2uTafeXKKs72srt5tqyDCsO8bZ49SOnPas7UdQs4rWytULwXkKBfnB2zAjdlm6qQeB1BFYWtX0gs4w0xWfahIB7EZHIHpVqN0YykkeuwOl3bpqVhdI6kEz+UpDbiMbmznthTjHY81RsIkt3ZlUAv8AKzZzkelcQ7w6FoEF/o+t6g8E119lYXEIjS4YJuaSIddqkhTu/vD3A6q2lRgqsgVlA+bJP5UnHlY4y5kdIGilTa+McKcnkD0qJtPjNyZEJLj5soRwfoeme4rPR0Y795XAIYZGR+f1qRNOllma6gfmIcsHAPtx19aCkaH9luy4LoWHJAUdSOmPU00slrJDJI22EqqgnjYeBnn8adbXVzDIZLtPkMYDFeRuzwSOB04z1z2qzdSMdsZXLzAhFzgZHNIq5garFAbZbl7Jn+XKNCxUHrjIBwemRn1rHfTLC9l3xb454sM6MPlbI69OvQ1amvr3QPEE0MenTXiTqCkLSEbQTk4GCBnnP0qtqs7W13J5Uc8MZjdI4snLMfmXJ7qoBHHI602mtgTuXLe2MVz9ntWhit9oMbSuNydjnPIzzz6+lT2PiKSw1WWC8aSS3nCKl1GNyo44CsBxz13d+9c/eT3Enh60up0Uo8hiJBEhHXJPHyh+cZx04rLuZoGzdxK4L4yuSq8ZAbA9R3P9aSV9yG+x6JPcSrLHehg5VlRlUYLP2bcQBtIHPIwxGM1naq1qt1JfpDDG02YzsHzsVP8AGR356Hp61yPg3XnufEH9i32q3Vlp9wxjQRzxokWfvbjJxtwOg5JxV1nnGrX9pdefJJBI0Y+0hA6opIAfHccdOPrRyNbk86bsaiaokZTzmjXdn5kOASPY8g81pwamrMsZRmYnBAGSx/nWTBCk8LAojO3ykgDj0OevQVoafe6Ul/a/bJvs6GYRSznIJJGAoPfpg49aajfYblZamhBJa3ylJFeNAfmYqDgepGa0LXzIZQsNwJY4mJ8s5Hy4xgfX8enSmzamZ9QnjNusUTJsijLBSFQ5/h/QZ6DHrWa97qFrK4smhjRFUxFlyyODnkdGBGTRYcZN6m/Jci5twdmd/wAhjYY2k/3hiuVvbq70XWmgfTbi+t7iMFLcOAqc/MV4IH9ParC6pqyamWv50urpnWQgJsj28EJjoDjIPXr7Vo2g+1D7JJPI0rFtuZAWXAzwO4xnpStYu9zltRuBp91cNBG6qYyFWSMbpHBBUE9MbeCR3HPrUdxqt3a2thPG9xbfaU+Vj8u5RgMQOe/GBgYIPOKZquk3EKvbTzfaYpEby5gGBjPGRk+3OB1wfesPxD/aNhpUU/yS6Y0oTyyMNvVMZBA447jk96ajqTKWhYGoS2epC+SaBWGfLmBILIR91gOCBzXYaRqlp4h00PFM6XVs25o2cKrE46Hggdxzwc+ua8p1O6dESCI4BRCHLf7IJz9a1tR0rXPBOlaLq0l3dwT3plEsIUj7OPkKqzf3mDbsdsDuDVumY86LX2h1VCAvK5wRwOB/jXZ22j2sttfNl1a0iiMZBHJZuc5FFFJbGk9i3d28cWpSQxgiNGQbc5yNinB9sk1p6fdm2t9TCQxMILTzEDqWBOcYOTyP8KKKS2Q1sZWn3M1xEVZypkt5GDKMFD8hG36biOc++asyWy3Wgu8ryFzGp3A8/MMn6UUUnuUedIxmtbm1kO6IYIBH3Tu7flWN4iuJrO8WWCR1+RflLEryvPB+gooq1uZz2Fu5W+0PaHBhMasFxjBVMgg1h2esXekasmqWxT7TCWCl1yPmUqcj6E0UVoYPY6TwufNtiHAI2YwR17V1NpEhkhdVCMJJEygxwBnP15oorJm0djtPB9rBLrRPlKvlRAoF6Lx+vfr6ms631W5uBOsux8ybiWXJ5Df0UD6UUUPciPxMzLuN5rq9t5J5mgLrII9+ArZHII5H51FBEunXcdnbbkiASQHcdwZsMTn60UUG6Oq0dTNI6l2AVpFOD97A7+tcxrEMJuo5UhjiYhw3lqFDY2sCcdTmiioBmN4m0+2l8KpM0S+abzb5mBuA2scA+nHSuJvCWtopyfnSNSMewooransYVNyXXPFL+I/s1tPpOm2vkIqRSWiSIURQcIAXKhcnJwOTzXTw3UrbWJ5bryR/npRRRPoOl1NiCJZrCCZyxZ1lfr02jgD2ralUWtlayx53SQxM2emX3Z/kMUUVm9zXqdLpNhbySPFNGJogrNsk+YEhgP5Gsi2uHfULqABUjhaTYF7bYd4/X9KKKAKlrez6joiXk7ASsmflGAOO351xSzPdRXFvcHzVEbMpbqpx2PaiikthszNZubjT1tIrad0je3QunGGAJwpHcVRvZ5I7KzWIiNZEYsqDAOXNFFaRMZblWPXH0WW5Q6dp2oRySglL638wBkztIIII6nIzg9wa3NI1G61QX2qXknm3U7GaRiAAzHJ6DjHtRRRU+EmHxFzRb6aa0SZ9uTciIgDAKsOR6+1dPYWkFrrk15HGPMYOQpOVXbkjAoooLRt28KHSRIygyvJl5D1bOOtWdFkeXXPKlPmBImkQsBlTscfy45oorHoaspTqplMIULHESqqPYcH68VzEGsXemeO4UtmVUSTcEI4zggnHuBj86KKaGX/EVy7z3i8iOExusQdthOW6jPNVdbt1g0DTijvhm3YY5HKc8H/eP50UVcepnPdHm9yzNppUseI88HnKsAP0qO/8TaxqGmw6Xd3001tau8qebIzks+3OSSc428emT60UVuc7P//Z", 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", "info": {"video_id": "23672", "label": "squeezing a dry mango leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23672", "label": "squeezing a dry mango leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "23672", "label": "squeezing a dry mango leaf", "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": "f8838c3419cc9c7ba20d140ecc7d33c0876fdc338e302d59e315838d600a7c86"} +{"episode": 80058, "episode_seed": 548727901, "split": "train", "timestamp": "2025-10-13T03:42:46.260308", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 548727901, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking eggs 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73807", "label": "poking eggs so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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VDc6si3DpIl9Ed2Afs7MpGcA5HarryqQjelDm+dvzBb6sz7jR75Rg2kpHsM1i6nZzpZXIeCVcxOOUP901ty+I7SFmWTVPJYE/JMrISM4yOORVx7nUFAKyhlxnqDmuL67Vj8dCS9LP8mVyJ7M+ZmymAw2n0PFdNZSYgj9hXsN7MZ1K3dhbzKevmRBv8a888V6RbadqCSWaCGGdd3lr91WB5x6fSumlio10+VNW7qwuRpnpOu3NyJWxps1xGhAVg+xdu3JYtz3wOnY1l6I66ktyRDf2qFU+d5chh2C5APQDPFXZvEUiwsz20Zx/dYiqq+KLdiA8Ei/Rga9BmSLz2upJOz298oV2LHeO5Ppz04Fa0csgjQMwZwACR3NYseu2En/LUr/vKauw39pIflnQ596llEGmJJJ4hQFTtgDO5PY4x/M07U7m4Opbo75I0jPypvK8j+9xgjr9fXitlLpSn+syPr1rJlfUC53RW0oOcAAev+H60loDKEkl9LIA1xHLGWyUbYwx6delLd6o0crwWr29rBE2xpXTcWbqVRAR07k9+g70y4PI87Sgf9pOMVkyXcdtqCX4jkS3+aNvM/5ZuTnk9gR3PcY70hFyK7uby4lZbv8AeKg8peAh9dy89T+I7VmeIJhqHhqWVQVOQSp6qwbBB+hyKm1bUrU232mE7LhBlJBx+H+1npj3qjqkU1p4X1WWTDSsslxt9DgHH6fmaTV0UtGaHwxaOH+1d8qKW8rG5sZ+90roNU0U3bu8GoXCSEu6hX+UM2OTt5I4H5VwvgYre6dfXMZBX9yw9wQxq7qVxJbXHCTqMZ3opI/SrpL3UKfxHX6XZ3GnwPHc3012zEEGX+EY6D/PpUjafZPJva2Td7cfpXE2utXLAtBeSELwck8fga2m1XVLRlW5RcsoYb16g9DxVNCR1n+sUoxOG4JFM0nTn0+a6uJpY2aXCoEOQBnOT+lc/D4jkXHmQLj/AGTV9fEdtLHteNwCMHipsMbLZOZJHFqjhzljHPnOPr9TVWKJLa9SU2twhU8HAI5+lWUtbGZN0EpjzjgPjoMDg1DNZzplor1hnON3QcUmwMxHbUpHdo1uLlQGZpZCEizyFRegwMcnn+kTkwwPDs8m6h3SwFj9/uRnuD0P1zTpbbULaY3cDJLK/wDrUyF3EcBh25AGQfSqsy3+pTQrcWzQRI25mLKDjvjBPJ6UgMzxSyXdvp90h+SQZGfQgEV6lqMNzNDGIJlhKHd86FgflIHQjoTn8K8z8UxpDpduqAKsciqqjsMYreuruexicm4ljCcHDHiiHxMJbInSy11dSiM1zaz26Mu6SSJd7DvtwMjpjk9/atS406zuE2+WYxjH7vjjOSK5KHxLebsJdpLz0bBrQg8R3JH7y3jYdyuRWjRJ0ljbrZRFI5JHyckuag1KxvL2SPyELq5AZgeE+vpVCHxDCSN8Lr9DmtK31yxI/wBbt+oqGitixr8fnRRQp5/lrwfLTcCOBg8jt/OsCURqqYvJItg2gMrJgegxnjmteZvt04ktb51IABVDxwc/r0qGeLUwmPNjk55DDtQBTn1SSG0ggS8QNsJkuWXftUHAAHdieOePrwKz5rhmuYEuZrswbz/r/kJJHB+UDp6UahBeXAVRZIkseJEcHaGIOSp+vY+uKrzeILYwNBdx7JCuGjmG38wf6ZpCLTzPIt1ZTNukjThj/GjA4P14IPuPeofheBGNV5yf3Wf/AB6q+l28hH2uVpMtH5SLIDnZuJBOe54/yaz/AAXez28upG2mZB5gVgO+Cw5/Wl9pFL4WdTq0etIu82Nlcg7dwGXdnJ65+XAGR9MVY02yEunL9stFtJ8yDZE5O0NwTz3I/pWZP4kvI5yC0UoHGCo6+nFPi8UEkCW1H1RjWpKNaDT5oLgPHqEgiDA+WBgY9OuMYrTmMksEiICSR0HfHNYcXiC0fG5ZF/DNaFvqtk5GJ1B9+KloZJ4djkRLy6mVlViFTcOoHJ/pWWZ5hcySjUQHcFcksvBHoRjOe/bpW/LdmaB/JuF80qQjE5we1ZrnUDkOkE4z12jOOP8A69LYGU7Z7prtRcXSTwAEFZGVvx65qCbWZnxKs8FtAeY4zH5ksi+p5AQH05P8qybrWI7PV5EubNGVuFWMYKkdfrS2moR2F2zyB1gulUws+MkAAbc+oIPHvn1qU7lTg4uzLiXtwLWW8aZpSjs0sQOV2dfk9CB+eDWF4xCz21pKGBXccEdwRmtC9vYkuYXsvllmcRsuMCTPt6jrn0zmsvX4GtfDdpE7BmgKIT68YpS2CO5tyW+napapdWt+JY3Q7JI3Khh/XmsdLBoHbNy0oPQNjj8RXR29ta2Gl2+nW6gQ28QjTHYAdfrXKalbXltdF7NxIh5ZHNaqRNjVlCGOFY7bYVTDvuJ3t6+1RyiaKISJbySjJyEGT0J/+t+NcxdaprURTybQoQfmyNwI/CtrRPF1yF8i5t2WUngovB/PpSchpF/Tr77Vdm2EdzBMF3FZEK44B69O9dDaNdRuEjdnY9ARms+DxDHKwWeEr7jH9KvDULNXH74ISODmp5kx2HTatPHkSRJkfUGsubxAgJEkPB64Oas3cUd1EyRzY3DGQ3NcvfaZdwkkTs4/2lFArGlHfaMkwlW1hikHO8RAEfjiqniHWbV9GuoIm3vLEyDHuMVz227V9sypt/vKT/Kq0wJHPQnrQ9B2Of8ACPjDVNDsIrbTYvPknfyTGyblLAjZn/voivbdSWRIN86wsyqNxjUjnvj8a8f+E1mLnW7ucruhsiJgf9o5C/4/hXrtzdkQtnqelNu2hC1Odh1K1uncKNrKcMpPIqx9stWuFSS4COwwA7DpWdd6Za3EjyFSkjH7yHFZc3hqO4kDG5kLAYBf5qfMVY7WTRftaAx6j5DYwGQA9cHv9Kl0/Rru1eT7TdR3SfwbVwV5PU9+MVk6bpt9b6csP2rzFH3ecY/GrdtLqNo3zb3Qds5/WocwsbqwR7ZPNLKAvy7Vyc1h6nL9jiLs7IvTjtT5PEE8TlXgynv1omvobiEM0fUdjyKLpjsYJ1qRfmjudw/3s05fEd0g52t9RVS9k0qWRo/MUN3BHSqQskjR3hlDJjP3s0xlbxRrtxcw27txHHOhKjvk4/rXa+EvFEnizTbq6fSRCIZBGX3kbyRk4BHbj868v8V3C2umFG/1kjKEHc4IP9K9d0S2GkaHa2QXDhfMkPq7cn/D8KIuyuQ9XYy71dPS7CyRoJd3y5AyD9fWp4rgx28sEU+xJSC6464qDW7a31FsOMMDkMvWsC60u+aF4o79ijDGGHP51SkFjrYbCW5jbymAYggH0PaoX0/XreQE2ltNGWwSkhBUepJ/wrndEtdd065VY5fOiPVWkyPw9K6T+0tRtpASvy+hXj86lzsOxrpB5X3Mg+o61LdTXVq+1breMZ4bdiqJ16NY1aWIlu4AoGp2t4CFLA9SMc0rpjsU7rXblGJ3I2Paqo8S4P7yP8jUF/p1k7tJFIEY8n5yvP0rnprC5R90UxZB1B+amFjpp/E9ssLMqkuBwDXI+C/FdjpmsX2n6hFPJJe35WIQrkgknHH1aidWAYMMHHemfDyyhu/G+q3zANDZFXXjP7wgqP6n8KI7ikux6Bq2m2DuZGiMZz8zMuD9ciqFtbww7BG+9Vbdh2znn1PatrUniuLYpIAQenrXGNY31oW+yTq8ZOQknarUgsdJLvubl3EcabjkLGMAfhTJ7fUIZB5VhJcIQOUIGDznOfwrkTN4jhuzNE2FGMIoDKK66y8Q6ibNGmgaNx1DE4JpOSQ7FjTGa7jaQwzwFSBiRdufp61uwT3ojfymLrGMnKg4FZlrryXBIniCt/ezxVldSsZA0YmAJ6rmp5kwscp4kjnlu/tCNsdX8zcB0PWpLfxPBNZiK7gDqeowCD+Bqz4i2i3MiENuBGBXn0c0rtJFGpBTJ+YcGslpI6pJTpps9AtdQ0WJy8EMMLnjKoAcVg+OtcgXQysLbissbk+gDCudW6l5EqBcehzmqutfPod0X/55Ej8xitOpzNJLQ9Znn2hsHk9KyZZDuOae8rSMWNVSxbrQIdwTmtXT4gUZmXOemRWdbx7pF9O9bAO04XOOmRUsBxtrd2yYkB9QMVXuNPgdsLuHHGDVkNzjtiojJlgRxUDKkdtJBEVikVlz0cVzetT6pC7MvyRLydpyK6mQqp5PA9K43x5qYsfD0wB/ez/uk9eep/L+dVG9xM5S3+IcnzC4gB5475FZ2p+NJby2eGC1EJcEGQtk4PoO1ctW74R0S08Q64NPu7x7YNDK8ZSPeXdULBfYcdfaujlRlzM7X4PybItb5xkQ/wDs9d7LceZnPTtXnHwtYiHVlB+8Ys/+PV30h+Uis5blx2Imbmp7aMySAAd85qsMZrWs02RhscmpGXkcLHt9KcH2nNQqMd6RmKhxjnrmpGEu1w+cHvg96zbuC3kQgoQ2Oq8VcWTNU7iQ4wO/FIDzfxpax6Xp5kilcSSuEA7+p5+lcUutagsQjW5YADAPf863PHuqC91v7NG2YrYFeO7Hr/QfhXKV0QWhlJ6kzzzXEqtNK8jZ6uxJ/WvpW6udu0A8kCvEdX8PaNaeHrTVtLv7yYNd/Zc3MAjW5IUM7xDOdqnCncP4h7geuM7Od7HrilPoOAkz85BqHOWpJMljzxUltGHkA96gs07CPyxvbjPSrxfk4NVhnaAvb1pxO0D0z1qBizpFIoDRqeeeKovawozbcxn+8hqxK43bfyqKVhjnvzQM5vW7G5nH7u6JA5APH8q81l8U39hqU8SSb442KAZ9PfvXpPiXVF03R7m74DBcRg926D/PtXiDEsxYnJPJNaU1fczk7bHQXPjHU7hXVSiBhy23LfnXZfB+QhNbJOSfJySf9+uM8G6XpGteIIdO1e4mtoZztWdJo41jPUljJxjGeOpOB3rtfAlo2lat4jsBHPF5NwsWycASKFZxhgCRn1wSPSrkkkTFtvU725mMgODxVFmpzkhOKi6sM1mak0Cb3AHet5MLEowDgY5rPsoxGm49+lW1JzyDipY0P+zwN96NefQYqhPp8LgkFhz2Oaul/kyfWoi4Knn3qBmZe28v2fYXV41HTHIrmL+1W2XfF8rHkEV1k7Jhhk5PSuc1EF0Cd1ODSkup1UHdOLOFm8SxxO6XEDiVCQygcZ9jWTqniKTULX7MkXlRE5bLZJx2+ldvqTi20iQKV3GRcZUHA79apeJvB0mh6BpmoXsBWe9Mhli8nb5GApQMQPvENnHb6g1tCaavY5qtNxdrnob8YxVc8H8aKKCC9YAF2z6VpAYHFFFSwFxna/fkfhVF2Kvx70UVBSK80jbW5ryf4i3k02sJbu37uJBtA9xk0UVrT3M5bHGVe0jVbnRNTi1C02efEGC713D5lKnj6E0UVuZHc/C/7uqf9sv/AGau9fvRRWEviNVsQn7wrdhH7pPpRRSGOP33/Co5nOHXsBgUUVPUaKFxO63JUHjbmsrxBdzWmjXM8TYkRMqfQ9KKKaA8OnYvO7MckseaYDgg4zRRXSjBnR654tk8RRWsM2kaZam3VI4pLVJFKRrnCAFyoHJJwMk89zXsbfdH4UUVlU6FwIH71Z03mZs9hRRUlmqxIVcd2FIT98dsUUVAyncOfnPcYqoZnYEk9BRRTGzzL4iXk7XEFqX/AHQG/b7nP+FcNRRW0NjGe5raNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3Bru/h/qF1q2oa5qF7KZbm5kSWVyMZY7ieB0HtRRTnsEdztJDxiox1oorE0NuIDYg9qduIBI6g0UVI0JKNqNjvz+NUXkZSQDxRRQUUriRht5rk9Jvp7+2mmuGBfz5F4HYHiiih7G1H4jM11m8kjPRxWZqPiLVNR0qDTbu8mmt7eR5UEkjMSz4zkk8428emT60UUQ2HX+M//Z", 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", "info": {"video_id": "73807", "label": "poking eggs so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "73807", "label": "poking eggs so lightly that it doesn't or almost doesn't move", "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": "dbb60269f1f0dc010271eba285005143118bc6a2f5a1b45c16f22c60ce4dae75"} +{"episode": 80059, "episode_seed": 49436069, "split": "train", "timestamp": "2025-10-13T03:42:49.771784", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 49436069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker pen onto plastic bottle 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "63619", "label": "putting marker pen onto plastic bottle so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "63619", "label": "putting marker pen onto plastic bottle so it falls down", "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": "9a767ae7a2807b04f8a6b17efc7ed14f889b077c8c6e6b03f86cccbafd5a0fc8"} +{"episode": 80060, "episode_seed": 1141014711, "split": "train", "timestamp": "2025-10-13T03:42:50.411258", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1141014711, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing bottle next to box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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AnmcoBgjn2p8YKpggkMQR3piMm4tommE7RIZcbRJtG4D0z6e1NltwuxjzzV28iMauQeR8wPoKjmUNEDuJHDbh/KnckyGQR3DIScHlTVeVfm3KTgn9avX0WAsin5k569u9QS7XjLKOD8wGOvrSZJTsV/fSoy4Ix/XmtK3jVHUdAfUdaq22fOkGMHA57VoIgBQ5JYHt3+tJGi2ImtJBcxzJvwgIIjGTnPH9aR7tzMhmSORVJ4c7fzIxWwmEfPGxu47GrDWqyKxUgKePmGc0W1uO/RmJc31u9m0UFqI7h8bWVy4AqexgP9nwK4/eYBb6k1fEMaYUovzDrgDJ9KXyn3rkEH0z6UxaFWeDfE8EqqyMMMGGQap29lDCgigjWKNOiKMAfStmVDJGWBAIPPaqKDbPImcDG8UxGdNAVibb1jbP4VXkCyRjDZJ6cdTWo8YLP19dvpWYq+WzwnsdyH2pE3M+6B2gkZUH8q0hErBWweh7frVa4G0vgZU88en/AOutCJchdx4xjFIqI5oPPt8f3lZc/wAqaj3FnbrHlwe/mKMe+Ku2yZhKg8g8bh1q/GizIBzvzjB6A0WuUnYxra8t40AmtIHwMkiRg35etNt2a61h7gRlbfadiY6dAK2ntArEna5xxlfT1oEYcZQDBHJ9KeoaFcQFVZlA61TntYTcfaGiQzEbfM2jdj0z6VrxgqoU5wSCMjNVLyJolY5+58wPtT2JKUtuEKE884/OqW0RzPGzHHVT7VrzKGQcnHB3Cs2+j2FZF6x8nntQSylIuGyhIB6VFYD99IjIBjHarcwV0JXGM7gAPzqO0z58gK/MAOfWp6jW5bhjCOuM8nrjrzTpbN2njkj3/uyc7Bz7VIqDCncSwPUd/wD61aSjawfgqcZx2ptaF7GTLdSGRBKqOqn7snH54xUs1/bm0eOK0RJ5BhGRywHuc1sm3WQEocDGMsM5qPyY4yAyrg8bsAUIG0ZmnQN/ZyLKMyHLE9M88ValhO1o2ClWBByMg/hVkxNwMEegqSRTKjEYDLg+lBJiW9jBAnk28SwoMkogAFRzW52yKo+YHcB61oKNtyVDABl3D8KjkQGVjkgkZC03qIyn2yxD5+T7d+1ULkERklcgc4xzWhsEU0kbZ2N8yE1BcAhicZyMkD9aliNaJWO0FgpIGMVdtiVlYqOSM4I61Ut2PG3AA6tgZq3GzMRnkeoPNFzQsbHiYO33CenerqHzEX129KYFDKV2noOc8YqKBmimCOTsBxTEG02swBPySZwff0/KnM+H6nnOCBVidFuEZTwcZX61Em2dQeQx+UqO1MQx9skXIyAMY9azYCDbbM4MZ2kd+vFaaMEO0jk9vSs65j+z3pxhVYBunHoaQmV73KsAQMHjn1rMKmJmTH3Cdv0NbF7H5kO4ZAHOQM1wEd3JqvjOfS5dXntT+98pIU3FiqFgv+yOCcmgW51NpkyOF28da0FXKElsg8AY6YriPA2pXuoNePetI2Fj2eYQeua72NmAAOMnnZ04palpaFlUaWIKuOmcgfzqxbSFXKPyRnJzUdrwCSCeOg6VJMhBEkY56YPJ/wA9aYD5rZpkUqfnHI96bHKHiByNwOCCO9T28wMGTyw65NRvGkU/+zKOvow/xpiGq+McnnPB7VSuwkV1C5PHKE9uR3/GrssYUg5JAyNx6VHeRi4s3KqCVGQT6ikBUdT83c1jzjkSqACjYOO471rwNujIOCcZxXLeLbmbTdLlkhlMZaRQWHBAyc0ElmTaoGQML6/59a04lY7QSFYgYxXAardeRoEOo6TrGpXaG5+y5miVEnwm5ni77VOFO7uR7geg2pOFIwAMEtgUioot2xIlYqBk84IqwFeFg5PyE1DGWYjP5g81o7Qyldp6DknjFMbHqfNVfXbjFVthtZgrH5JMlT7+n5UsDNFMEk+6DirU6LcIy9CBlfrTEV2bD9TnnBApJQskRzyMYxjrUiBZ03AEOeCg7U2MhDtIGT1Hp+NAGZAwa2Vd2Ch2MMc5BqvejDgEDDcc1auE+z3zdFU4bpx71HfxGSHcARjkHGaRLMcgxMyH+AkDPpT7QlpGVdvHXIrmLfUYdR8cvpd9ql1apJL5aNDLGixDqSxcYxjPHUnA71a8NS3w1jWLW++0j7NKI41uSpdRlh82OAeB0yKLMaWp1yLlSc5GMYxmr8atJCEX65A5qrGzKBnAJPC9Ku2oO4kj1wAeKLlEls5jl2PgkdfTFSy23nxgA89uaZMhwskYOQBweTU1tLmI55ce9MRBFJvhIY/OOGUjoaVZBkYJxkj6GnTIkUwfjbINrH0PY02WILjBJA43dhQBSvQkUkMhI+V+cdAD6/pTWXlsnPA6VcniW6tXUKDgde2f84qhbNuTDf3eg4NITMq5UklgAHiOfrz0qtIV28jjrz+tQeLbifTtNknglMbNIoLL1wTzXO+ILbXPDui6Zd3N5ema8MgeARnEIAUqrHH3iGzj/A0CSO+iGTySctjr2q7H8nA/zwaKKRZqQ8zY6AL0H0zS3MahcAd8fyoopiZInC4AGB2qHATUVCgAOgY/XNFFIBtwoALckj1+tUr9RJHE7DJD7fwIoooEZuq3ktl4cuLqMK0kaErv5HavI9O1S4s9dnv4xGbiN3cMy5yWXac/gxooqkBvfDlSn9oqHY4aMZJyf4q9GjQAE8nBOAfaiilLcsvwNw5wMgH+eK0VjDxKWJPbk+9FFAivEqrIWA54qSdFkt5Aw5Cbge+RzRRQIahL2SMeMjJA+lQKdkpUdD1zRRSAzbdRHdiNeBvK/gD0rhPiXdyBoLUqrRYWVgc/Mc4556UUU0JHPeI/ET6va2EbabYWpRURHtldSqAcIAWKhcnJwOTzXqduNyjJPXH4YoopspF+L5OB9T79a1IOZcdBt6D6UUUgC4jUDGP88VInC4xwO1FFAiFQI9SAUAB1DH2PtSXChQW5JHTP1oopAUNRUOsDsAW3FPwIz/SsjX9Qm07wzNdQ7TKowN4yBk0UUCPL7PWDYXOoRvp9hexvL5hW7g3/ADr0bIIPc5GcHuK6DwNe3Oo32tXt1M0lzcSJJI/TLEt+Q9qKKt7DR38cYyeuAelXrduW4BwpP6UUVAzRjQPENxJ5I61CqKJSQOnb8aKKYiWSNZY3RxkbSc1DbkvYIxPJ6+9FFAESnZJx3FZYUR3zqvA8wr+Bwf60UUhHLfE6RhpFvFn5ZZwGOecA9q4TV9d1K50O2spbyd4YZ2dQ8jMSXxnOSc428emT60UVUQR//9k=", "info": {"video_id": "24312", "label": "showing bottle next to box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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AnmcoBgjn2p8YKpggkMQR3piMm4tommE7RIZcbRJtG4D0z6e1NltwuxjzzV28iMauQeR8wPoKjmUNEDuJHDbh/KnckyGQR3DIScHlTVeVfm3KTgn9avX0WAsin5k569u9QS7XjLKOD8wGOvrSZJTsV/fSoy4Ix/XmtK3jVHUdAfUdaq22fOkGMHA57VoIgBQ5JYHt3+tJGi2ImtJBcxzJvwgIIjGTnPH9aR7tzMhmSORVJ4c7fzIxWwmEfPGxu47GrDWqyKxUgKePmGc0W1uO/RmJc31u9m0UFqI7h8bWVy4AqexgP9nwK4/eYBb6k1fEMaYUovzDrgDJ9KXyn3rkEH0z6UxaFWeDfE8EqqyMMMGGQap29lDCgigjWKNOiKMAfStmVDJGWBAIPPaqKDbPImcDG8UxGdNAVibb1jbP4VXkCyRjDZJ6cdTWo8YLP19dvpWYq+WzwnsdyH2pE3M+6B2gkZUH8q0hErBWweh7frVa4G0vgZU88en/AOutCJchdx4xjFIqI5oPPt8f3lZc/wAqaj3FnbrHlwe/mKMe+Ku2yZhKg8g8bh1q/GizIBzvzjB6A0WuUnYxra8t40AmtIHwMkiRg35etNt2a61h7gRlbfadiY6dAK2ntArEna5xxlfT1oEYcZQDBHJ9KeoaFcQFVZlA61TntYTcfaGiQzEbfM2jdj0z6VrxgqoU5wSCMjNVLyJolY5+58wPtT2JKUtuEKE884/OqW0RzPGzHHVT7VrzKGQcnHB3Cs2+j2FZF6x8nntQSylIuGyhIB6VFYD99IjIBjHarcwV0JXGM7gAPzqO0z58gK/MAOfWp6jW5bhjCOuM8nrjrzTpbN2njkj3/uyc7Bz7VIqDCncSwPUd/wD61aSjawfgqcZx2ptaF7GTLdSGRBKqOqn7snH54xUs1/bm0eOK0RJ5BhGRywHuc1sm3WQEocDGMsM5qPyY4yAyrg8bsAUIG0ZmnQN/ZyLKMyHLE9M88ValhO1o2ClWBByMg/hVkxNwMEegqSRTKjEYDLg+lBJiW9jBAnk28SwoMkogAFRzW52yKo+YHcB61oKNtyVDABl3D8KjkQGVjkgkZC03qIyn2yxD5+T7d+1ULkERklcgc4xzWhsEU0kbZ2N8yE1BcAhicZyMkD9aliNaJWO0FgpIGMVdtiVlYqOSM4I61Ut2PG3AA6tgZq3GzMRnkeoPNFzQsbHiYO33CenerqHzEX129KYFDKV2noOc8YqKBmimCOTsBxTEG02swBPySZwff0/KnM+H6nnOCBVidFuEZTwcZX61Em2dQeQx+UqO1MQx9skXIyAMY9azYCDbbM4MZ2kd+vFaaMEO0jk9vSs65j+z3pxhVYBunHoaQmV73KsAQMHjn1rMKmJmTH3Cdv0NbF7H5kO4ZAHOQM1wEd3JqvjOfS5dXntT+98pIU3FiqFgv+yOCcmgW51NpkyOF28da0FXKElsg8AY6YriPA2pXuoNePetI2Fj2eYQeua72NmAAOMnnZ04palpaFlUaWIKuOmcgfzqxbSFXKPyRnJzUdrwCSCeOg6VJMhBEkY56YPJ/wA9aYD5rZpkUqfnHI96bHKHiByNwOCCO9T28wMGTyw65NRvGkU/+zKOvow/xpiGq+McnnPB7VSuwkV1C5PHKE9uR3/GrssYUg5JAyNx6VHeRi4s3KqCVGQT6ikBUdT83c1jzjkSqACjYOO471rwNujIOCcZxXLeLbmbTdLlkhlMZaRQWHBAyc0ElmTaoGQML6/59a04lY7QSFYgYxXAardeRoEOo6TrGpXaG5+y5miVEnwm5ni77VOFO7uR7geg2pOFIwAMEtgUioot2xIlYqBk84IqwFeFg5PyE1DGWYjP5g81o7Qyldp6DknjFMbHqfNVfXbjFVthtZgrH5JMlT7+n5UsDNFMEk+6DirU6LcIy9CBlfrTEV2bD9TnnBApJQskRzyMYxjrUiBZ03AEOeCg7U2MhDtIGT1Hp+NAGZAwa2Vd2Ch2MMc5BqvejDgEDDcc1auE+z3zdFU4bpx71HfxGSHcARjkHGaRLMcgxMyH+AkDPpT7QlpGVdvHXIrmLfUYdR8cvpd9ql1apJL5aNDLGixDqSxcYxjPHUnA71a8NS3w1jWLW++0j7NKI41uSpdRlh82OAeB0yKLMaWp1yLlSc5GMYxmr8atJCEX65A5qrGzKBnAJPC9Ku2oO4kj1wAeKLlEls5jl2PgkdfTFSy23nxgA89uaZMhwskYOQBweTU1tLmI55ce9MRBFJvhIY/OOGUjoaVZBkYJxkj6GnTIkUwfjbINrH0PY02WILjBJA43dhQBSvQkUkMhI+V+cdAD6/pTWXlsnPA6VcniW6tXUKDgde2f84qhbNuTDf3eg4NITMq5UklgAHiOfrz0qtIV28jjrz+tQeLbifTtNknglMbNIoLL1wTzXO+ILbXPDui6Zd3N5ema8MgeARnEIAUqrHH3iGzj/A0CSO+iGTySctjr2q7H8nA/zwaKKRZqQ8zY6AL0H0zS3MahcAd8fyoopiZInC4AGB2qHATUVCgAOgY/XNFFIBtwoALckj1+tUr9RJHE7DJD7fwIoooEZuq3ktl4cuLqMK0kaErv5HavI9O1S4s9dnv4xGbiN3cMy5yWXac/gxooqkBvfDlSn9oqHY4aMZJyf4q9GjQAE8nBOAfaiilLcsvwNw5wMgH+eK0VjDxKWJPbk+9FFAivEqrIWA54qSdFkt5Aw5Cbge+RzRRQIahL2SMeMjJA+lQKdkpUdD1zRRSAzbdRHdiNeBvK/gD0rhPiXdyBoLUqrRYWVgc/Mc4556UUU0JHPeI/ET6va2EbabYWpRURHtldSqAcIAWKhcnJwOTzXqduNyjJPXH4YoopspF+L5OB9T79a1IOZcdBt6D6UUUgC4jUDGP88VInC4xwO1FFAiFQI9SAUAB1DH2PtSXChQW5JHTP1oopAUNRUOsDsAW3FPwIz/SsjX9Qm07wzNdQ7TKowN4yBk0UUCPL7PWDYXOoRvp9hexvL5hW7g3/ADr0bIIPc5GcHuK6DwNe3Oo32tXt1M0lzcSJJI/TLEt+Q9qKKt7DR38cYyeuAelXrduW4BwpP6UUVAzRjQPENxJ5I61CqKJSQOnb8aKKYiWSNZY3RxkbSc1DbkvYIxPJ6+9FFAESnZJx3FZYUR3zqvA8wr+Bwf60UUhHLfE6RhpFvFn5ZZwGOecA9q4TV9d1K50O2spbyd4YZ2dQ8jMSXxnOSc428emT60UVUQR//9k=", 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", 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", "info": {"video_id": "24312", "label": "showing bottle next to box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "24312", "label": "showing bottle next to box", "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": "fe590457406e1c0fc075c62fae113923f704bbc62090742df41ffdb6d49c6a4c"} +{"episode": 80061, "episode_seed": 3686397861, "split": "train", "timestamp": "2025-10-13T03:42:52.533408", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3686397861, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling slipper up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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R9Mk1G5jZol4jToG9Sfaorm/tEdUjSHc3IXHK/X2+tbl14ki07wdp8dlYwNuhA8x/myRwcj654ry/V7y5l1ZNRWKJIpAFlSMYA5OG+gyKwu2zo0SMe5vpNM1Of7LKSkjyBwwzkPnIxUGmzPa38epRKdycAk43YGD27+tN8S2slrqQUIwVl8wH6np+Bqn5rRqMZ/drkj0x/wDXoFfQ7/X9Qlfw3OrfIXjy6Ag+nGcCuB0zXr7TcRRTkW7PueMgEHOM9fpXRtrj6v4alikhd7yNcO+c7hkdBXGCCVmwsbk9fumk5NvUVkjpYZY7rXBbTS4gchkKjqDzivSrPwxpj2W+2T5sf56158NAW2vVPmSl0j2hWwSGxz07Zr0HR7m60/YJIpZkZQcA4xx6VaVnZkN6aFVrcaHbXkikGRwqx9zk5/z+FYltYjzo4R13Zkb1bv8AlXUa7dQ39xCVgeEQKzOr45bjb09zWdYW5DSsf4E6+5/yKc9FoENWWVvl0yRbzaCLb5gvsOta+tau0tnFqWmXRe0kXcOOFPofQ1R0WC1uNSaK9haaPyXbylOC5H/1sn8K4GTxOml+Ibq1060lWxaQqYJD5gf6jofrwa52m3odGi3NebWtXuIZrg3KQx28bMJFUjcR0yPUkgVBHFeavGZXnYrIuVweBmn21voWrwSwQXdzbLJy0YxIEIOeM4I59a3NGsItIs0ie7e4jBJUrBhgOw64/Hir5pPRszUYp3SPNIbICZ0m89XEhV1SMHZzg5JPFbBaFbZY5HVmxtz2Hpj8K7CZdLlvnn/sxftMwyS9ygLY/iZR0OPzqjqELSKWOhWs0cZwypcMzjj0B9xUNO/kXpY4xdMWa73J/eXBHP1FdvoUdxFc+cj7BGVI9SvOMdsdPzqjaXGm22VbRJo16/6xgV9+RXT6TPosqkM9yik5wyqdv456cn86d5K6RK5eo3xFZQajYNNJHmOUYlC9mHRh7/571wDF2T5s+ZMd78duwr124igew2RRlYtpyG5JB7n3/wDrV5bAomu0PZ5cD/dXp/IV0UpPls9zCpFOWhrxRra20EA/gXJ9yasxHv1xUFwf9IYehx+VKjhT1+tMq2hoKysMEZGO/er+nXL2Q/dE7D/ATxWQJO3HIqZZhtHPahiRvi7hmuvMS3QMo3NnA6dcGkuNQidt0KeWx6lRiufa43Y9qcJwRgnmkmgdy75u2XcT82evepxdKSD0z1rMeVQwxzULTEAHNHMKxrXSrPCwI3Bhhh6+hrk1hMNzcWyj5pivmOO6Lk/1rbhu+QpOQRVK9CrPIw++wEY+hOf8RWtOp0InEis0869EpGAg3Aeg6Cun8Pac+ta1DZopZeXcD+6OorGsIh5V1IOxCD8MD+pq5o2sroerpNK7RwygxPIvVM9D9M4z7VE22awR2vik3OlwTXAjVre3iJKBgMYHTHavPrjUk1CzWYAMxOVIHGas+Ib66tmdNQbzba4zskcbgw/2W9Paub0yO3jludMiudqXUZeDB/1fOCPwOCPxrOKbLcuhji/Se/mSNykPmkkr2A64/Kuw8PatDdailrDNHA7DEYkYjzG4GPc/WuC1DTTpV00auGfaFKjnnvUMEF/DeWsqLLFIB5kb42kHd1H5U1foJ7HV+P59SkuIbVwI4gN20EqWb3x17fnXn5S4fzAEdtvL4GcD39q7nX70CW1fVrqZbiSPdwgfgdM96TQZLWwmu9Ut7iSVfs5RsJtKlmAHA65AalytvUV1bQufDC6Fn9ps51Zfti+bFnoyrwf/AEL9DXpVnNIt0IYl5Y9a8p0p73UfFcd6+VCoVRCMbVxgKPzr2/wxpO5VubjgAck1lVa5bHRh0+a55HH+8kiZv+Wk4J/DJ/pWjdR+ZKzH0H8qzFby47Nj/wA91H5gitW4fOweoFdLOVaGIuuto9z9ivbc3OmSks6c5jJ/iWrB0O0vovN0fXo5YZgymOUfPHke3P5gVLcafFd48xQeKyrnQ1VvMWMEdOnNCiugOTNi+8KyNpUVtqd7HEYMbJxnMgxyCO3b8q5LU7bRo0kis1ubmU/8tSwwT34HA/WtVdM3hnfkheAxzUdnbpOXDqq7R2HBoslqxczehlQ6itlpsttBYss8q7TKz/dH+zx1qvpd1cjUIkvrlzaEjzN5LDA5xjvnGKuXqoJykEZIHGT60+3tlEJkZhuzwPWqsnYXM0b8GpaQLs3MVoWnkPGUY7T26nArqBNhldmPPrXEWJDIrdCp6e9dJbs8mNxJFOUVclSZb1IB5Y2U/wCtwG/CpLAZt7v1aQr+WBVaYHzoPox/lU2myALdL12yuP5GsJ6OxtT2uQXbTWuy6t22zRHere4rJs9M0rxPqJvtPlXT9YOQ9rMco5PdOMj8M/hW9KBKjKeQQRXOXekRq4wo9eex9qlRTLlKxYt/DV9b6r/pOlxSQbCsxhYMSR0464xx+Irl73w1e6Pq73E0DmzXd5TMwYgY4BGew/lXQwahqVkSkOoXcfGMCQn+eazr0y3Tf6U80567nYkVXJ3I5kYs15LujS2j2MxydvBK9Mcf54pl34fvoZI7iCZMyDcMuI3H5n9avCNraQlH2kdCKaQ80xc7pJH5ZmOSafJcTqGz4cbUluJo9U1J5Lb7P8uZFlVXyNuSf+BcD0rtNKks0xDA0c02PmYqnA/4CMVwlqqpD5exQjSb2+XqcYya63Qv9HkyiqPlwMUOKSEpNs6WOQEMrHrmvMbTCXNsP9lz/KvQBIxkZgK87Z/Lu7Ns4G90/NeP5Uoqw92a8+Fkf1zUYbIB/lUc7HzfZgCPxpFzjHrVjJvOKKRnNIs+R71Wmb0/OoPtKr1OB60mhI0BOc807zSR1rLN8hH3hTxcqRkvxUWY9C/5rNnnigy5wNw4qhJcoqEg8VRW6Z23eh59quMLkSmkdHkBxgg8dqjkO++jP+z/ACqhHeOeuKsWzFrssxyQtX7Nx1JU09DX00hrScf9NH/9CqDUIBcwumOcGmabJ+8vYM5YSsfzAYVYRtxoLMfSdR1XRoDZz20eo6eTnyJ+SP8AdJB/lWha3egnzGk0W5t26qYkyy+wIatJYlcfMOKaLFUYkA7T2q7RZLckZOp687N/xLtNWBiu3zWADY+vPPvWDNaXtzL9pmuZBJ1G3I+nSup1WxjdI2UbGHTFVLiJltgIQA+ADVJJbIhtvdnF3tvdSMyyzvJzn94d3480Wz6hb2hsYkRUeTzGcEgtxgD6CtaTTpmuN0rFv5VoixyBgfMDyPahwTYvaNGv8NtNkvfEkNvIEHyliSxYn2ya9m8WMmhaKAjKN3y4B6mvF9Kvp/Duqw31qimVOisThq2tW8Taj4jRFvSgVG3BVzWU6HNK5tTrqMLdTlLksdNcr96ILIP+AnP9K0jIJbZJFII/oeRVEYAZDyD+oqLSJfLje0lJzA3lt/ufwn+VQM2YmDYzT5FznvUCgxyEHsatI2eOoqkDM+YqoKg8nqMVisrxSlV+77V1J015yXQE1BLo0sYJ2HP0q0jKTOde1eUdOD1z1zTPK2fIyYHHOa6ePS5dgDA5+lPfS85LJ24NWZswrG1PmYwcH8q6hYVigGKp2dk0EnznIzxxVezWXVfFs2mS6pPaRESGIRpu3MqFgvsODyfT3qJOzuaRV1YuzuPOjwf4TUVnKI9Tuo2wFfbKPoRtP8qwdCvbi9M7zzNJtCbd3bOa07uTyLy1uv4OYZPoen6j9a56jvK5vBWjY1V+WRlbqDinyxK6bgPmzUWd4L5BK/K39D+IqzCcgUkXa6MybTg7Y9f4jVFrIoCqrkA8+9dfFAkyjgZqRtGOMhP0rRMwkjhGs0b7yD8qiey2Op27VJIPFdlNpYjO3YPfioW07PVO2RgVV0Rqc2LLzQPLzjjtXS6ZaFFTntzUcFg0ZHy5Gec+lTa7LLYaGZraRopA6AMvWlLVFR0NCRdhwO4ry69Y/YmlH3omEg/A8/pmuu1mYwaHFqVjreoTKbk22biJUWchNzPFjnapwp3eo9wOVUbwykZTofoam90WlZl4yLNbxyrzt7+oPIpyMSPesvSZzbvJZSc+ScDP8SHpWqYmQ56jrkdxVJjIpgdhINY00jO/I4HpW6E8wfWq6aVJNJtVdwPbOK0irmc3YxBCXYkHFPwQfmJJ6YzXVL4Wu9uDCwHv3qKfw9Ig5TDD2q+VGXMYK+Y4wSSMc06CFlfGOK1Y9PaPkKffNTx2HH3celCVhblSKAE59O1SQyZunx2UZ/M0/Qre1vfFX9l6jf3FrBI+xZY5Yo1j7ksZOMYzwOScCqdvFNaazq1rMs6mCcxhbgASLtJHzAcZx6cVE6iehpCFncvRzfZtaGOk8YI/3lP+BrRJCykr91vmH0NZF9FI1qJYx++hIlQDqfUfiM1p2U63tuChzu+ZP6iszU0YXyAM1fjU9Rg8d6yUJjODWpZy4IzyKuJMgns/NjIYH1zVD+zXAyWrtbTTxeRZi5wMkegqK40l1J+XFWnYyepxo08hsKPu559qsR2RCZbqa3TZFGyR7VBJHxjH0qm2SkjEnsS56AkdKQxLEoHc0viGaa00tpoJWjfeo3L1xWT4j0rW9B0DTL67ubkT3xkEkJQgQYClAxx94hs47fUGpdRRepfJdEEXQnA4BA/OoLgeTqNtOnDyjY/oQOlFFc/U36G5Gd1sCQCVYqD7Cnwkg0UVZLNfTJGE4wetd0ltBdWEUkkSbivOBiiirRlIoz2cC8BAAKyru3jTOFooqkS9jPnjVUyBg4rgL/U7jR/EdxqFrs8+J2271yPmUqePoxooqKmxpEj8NqFWUDoFUfof8K3ryJZNPkRhkNFk/Xn/AAoorme5sth2jSvPb2rSHJkUq3vgZFajLsIxnmiimyo9S/bMetdlosa3SbZRnAz+VFFV0M5C3ljbrI+E7Vkz20QXIXnFFFUjMqtDGp4UVgeLeNDfjgSp/Oiikxo5HxB4jbWra3ik0zT7cwqscb26OpVBnCAFyAOcnA5PNZcZIyM8A4ooqUaEGqO0M9jPGcOWKH0IrciYtAwP8OCPx7UUVSAVOOnetKyJDZHpRRWsDOZ3ujzNcqkcuGXoM9RxUt7YwEtlaKK0MGc9d2UC5wtZk0arkAcCiiga2ONv9efRr+8j/s7Tr6KaUM0d7B5gDKOCCCCOpyM4PcGm2eoXWp3+o313KZLmd1mkfAGWJPYdPTHpRRXO/iZ0LZGzbsQ47/WqemM0WsX1srHylfcoz90kZ4oooLexv7vMjSQgZZcnH1qeBjuUZooqkQzp9GuZoZVKOQa7CJVubZnkUbgccfSiitjB7lC6t4wOBWJdRqCSBRRUjOQ8VDGkNj/non8646/8QapqNpHpt3eTTW9o7SxiSRmJZ8Zzk8428emT60UVnPc0hsf/2Q==", 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", 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", "info": {"video_id": "220105", "label": "piling slipper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "220105", "label": "piling slipper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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GfkALlQOcnA5PNXYfuk46DA/OiisFsb9SC4Hk6jbTpw8o2P6EDpW5Gd1sCQCVYqD7CiirQMfCSDWvpkjCcYPWiiqRnLY7pLaC6sIpJIk3FecDFUZ7OBeAgAFFFWjLqZV3bxpnC1nzxqqZAwcUUVTBHC3+ttpGp6ip0/T72OWUOY7yDzAGUcEEEEdTkZwe4NJpV9canfX1/dyGS5uWEkr4xuY5PQfy7UUVyy3Z0RNa8iWTT5EYZDRZP15/wp2jSvPb2rSHJkUq3vgZFFFREpmoy7CMZ5q/bMetFFNFTOy0WNbpNsozgZ/KlvLG3WR8J2ooqzBmTPbRBchecVVaGNTwooopiMDxbxob47Sp/OuJ1LXdSv8AS4NOuruaa3gkaRfMkZiS2M5JPONvHpk+tFFRIuJ//9k=", "info": {"video_id": "220105", "label": "piling slipper up", "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": "f035725c12c067efe5d8c1b393c2c572b1261423e25bb3efc42b8d3f5f180710"} +{"episode": 80062, "episode_seed": 2000136443, "split": "train", "timestamp": "2025-10-13T03:42:55.077929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2000136443, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open book without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130293", "label": "pretending to open book without actually opening 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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JATuwR0PpUp/saOA4lkZgcH1P09qTWTe3GoNBEJJIjjaqZIP1q5DpF1DNDcXht1RFAVFUE/QD1561BtZFrTdHWbULdrUkFCJHY9h2H41615YJVsckCuISyj06ATOpmnYhn+bgHPb/AD2rsbO8Wa1gkKn5l6gHB+la0XqY14rSxZC4/KkJw5FH2mEEAtz9Kb50RcneMV0HGJ/DUch/nTzJHjh1/OmOVKn5h19alouMmRhgAOK4nxXbXEuo2KW20b2cMGPB+6P611l/MLeydyR045rjCtrfzsZrptyRuU8p/m5I9Kxn2NoK8k+xlvBLY3eHmjlORvEKEBMjPNdXalii7T2yRWZJZRWOhXMNhkyvywPLf/rx2961NDHm2auwIJAznqCKhK503KWsaJFdbbtgcoPmA649adF4aigs0uLkOWn+4E5CZ6DPr0rpI48HJ5xU4s4nWMKgCo+/aOm7H/16LWFZM5vS9HMFwGEkkLqmDIACpbuMkHHXFWYImm3Sx+SYX/1bbFy3v0HetK6um06BoHtP3MufmR+uevPUGqcOpWMcKotrKqqMAZqk5dCJ06bfvNGV/bkKXDxLflG8zayugIP8xip59SjtrmJLvS7WSFiAZw4X5v8AdI5/CtSO400SGT7OQ5GC20ZNFydMnTy5IXIIxx1H49qrmkZ/VqL7FnTb+C8gIEUlqvQMigANnp09MGtWOGMQ/KSx7ljzWZFqFrGFCK6qF2DA7YxVG4v1aQb7hFKnJ3P1HTBBquexyywbvdNfmclpt1LvsdOMbNNGwUhRkn0x69q7BmEKgTsCygl9pzj2Hqf61k6joj6c5vbVSZcdSeQPar+lQR6kyi4GwD5lQHG71P0/rzUyjys64S51c0AGtbZLyVA0jnIjl5CKR90DuTnH41XEj+V5br+8PReq8+g7DtSRpPdyKMtJBG+IFA+bb0yfXvitrSdHmm1KzMi4VZA7hsZwoz/hSjYcttzp4NOW3tLa2IH7qMbvc9/1qtNaKzD5RW3MoZmI69KplAxwc9MV1x2OKerMOSxG/G0c9aqSWK4BwRnNdH5OSx7imm3Uj7o6U9CVc5V7BjHkZqG4sFtrFp5pCiKQCewycV1j2SlCAMUy8s0/se5BCkCEk7hkcDPP5VnNaG0G7nlniaOLTr+zuYEkyquk+4juBg/TipNBkeeyafYUhZyCxxyewX1Pv2Fa11aweJIW2xssSIqqFUgYx0yevb9Kw4UudPuTZtEDGv8Aq/RR3P8AjXK46KR0xlq4m/bRm6mWBSynG+R1PRf7ufU/pStKFmEaxqkUOTuiOGwTnBP5k/UVG8H2GGGSykzPOScv8ysvViRj8vw9KntdPnkXaEkIJOWbofc0lZlvQ6jwTbJNqF1fBQFhTy0OO55P6fzrtwdsYX8axvC+ntp+hIj48yZ2kYgep4/QCtiYED0AreOhyy1Y0nj9aQAHHTnNBX5VI7mpAnYDoKu5NiEABhtAyRSbMy89h2qcr8w4pAn7wn2pXKSPItW0fST4g1Us8zvFO3mou0bGb5hnPY59DXj9pO6y29oVJdZMYUZJ54+te9+MLiGy8QXCeUrTXNum0rHlsZx26jI4zXkWqaE9pJ9ttM7x2PYe1c/Je50c1mvMv52H99gbQS+DkL7e59as7fs8MdzJH5juchJDwikdMdzzj8azNMjGosqzAx7eQoON3v8A571Zja4uGVcl4kbEW0fMR6n174qDRaFy3ja5aK0Abz5GCAZ4GeOPYc16jHaR26xwov7uGMKPwFcV4T0qWTV4rmZMLCpb5hznGB/Ou+blCfU1tTOeqUngQk5ReB6VCbKJnPyDoTV6MbmPFCL8u489q2OexmPpsLKSEwdmagk0w7MhuD7VulDimSRB1oZSRxfiqygtdEje6keOJpVjZ1xgZBxnPauIv4IdIuraa3SX5FZZt5HfGCPavVvFSKPDN47bdsYDtuGRgEZyK4E28OvRSFImSNEVFG0gHjoM9e1c7jzTsdKfLTuHh95J7J7h12Qs55OBu9h6n37VpQSrDdMEXIcBmA6A/WsG1a4tLg2bRgxr9z/ZHc1v3FokVpF9kcmac53OcgjqSf6f/Wpap2ZW6ujXtpFljB7g1cjA5wcGue06+UMqudrdCPetkSjjkVotRXINckjOmMr/AHsjaRXMLJjt1rV126R4xAQfmPLDsKoWNlFO8e65CQk43EZI/CknZk1YOVmg85Q3Q4/lVpZCex/Cs6UokrojiREcgOo4OD1qRLgDj5vwqjBb2NBpccjORzRBaaTdz3M7/aJJEkPnLuVSrNyCeOh/EVVM/H09quWeqwxwtB5Yed4woxGWdRn27E1EzemWTcNJGVJXaeorC1Fn0wSX6lyUTCxj7uSe/wDWtiGNVXr74qlcos0MkUnQ5GK2lqrGEJcupy114k1y9jUS3hRG4CQ4jB/Kut+HOrwaddXz3U5M5RVXqwwTzyT9K4S5szbXaws+Bnhj3HrT7C8SwvyxYtGVKkiudaM6NGj3j/hKrMk/vsH3WkGv2eBi7iB968gXxDZ5xuf9af8A2/ZkY84itVUZk4I9eGqwup2XURJ/2hUq37NjEsZ47EV42NZtj0uzTv7YtiMi8wfXNHtGHs0eyfapm6EH8KmSaVgyPjYwx06g140utqOE1DH/AAKnaDqeoav4nfTT4ju7WJ0laIxfPuZULBfYcHn296XtLj5LHYG4kQhGAXBPJPU9DVPUoPtkTfNhyCNyjkVzfhPVbnV3umupXlMYQhmbJ5zn+VdVMAEUrnrzRDYJfFc4y717U9Kuf7PsXC7FAZ5EBY8die1ZS6ne3FwJ7y7mlRWAbdIefXArofE+mG5CXcIy6D5gO4/+tXH7ALfcZBnP3cVnJWZonzH0LB44tRBEFiIQKAoDDgYqyPG1m3LBh+ArxGx8Q20NlDHMW3ooU4BPSrY8S2JH32H1U0+Zisj2hPF+nSdZiv1Sp08TWJ6Xsf4givD28QWT8+eVpRrll/z9H86LsOVHu665bSYK3kB/4GKkXUA4+SeJvowNeCjW7TORefmRVbU9dKWLNa35Eu4YwwzRzMfKj1zxZK/2u1mVQzFCvHHTkfzNeXG5MikZXB60msXgsvDkGq6frmo3avdfZf8ASY1jS4ITc7xDrtU4U7vUe4EMKKMH1oje7Jl0MfUY5LIvfRM2FX7g6dax7jxHq9wFX7R5SngLCNn8ua6idVZZI3+63auJvLM2l15TNhTyrH0pSj1KjLoek/D3xLFp+nXaXEksly0oLFm3fLjjqfrXYjxjZsu0uw/4BXhemXgsr0lnPlsuDj9K2RrlqP8Alqf1pJtDaTPXR4rsicfaFU+6kVOuvWrgBbuLGfWvHDrdqwwJsGmjVrc/8vR/OnzyFyRPbRq6yfdniP0YU8XsjdGU/SvDzqlv2uv1qRNaCD5L5l+jUc7F7NHs+oTPcaXcwSKGV42UqRwa4e1uXMeTtGcHJ7nvWH4X1M6v4kTTNR129trS4OxJY7mONYz1JYycYxnjqTgd6t6OJv7a1ixuBcIbKfywtzgSDBYfMBxngdDj0ojdzTHOyg0T6lHJMNwOGx1HUViyeIdT06X7HYyBUVRlnQMScdie1dTeQq0Q2+vNcrrVluZZkzlRz71pNXVzOEraFJNYvmlaaSQu7NljgcmteDxJLsAMpDD1Fcvt2wb/ADBkH7verKSRtECRlqyTN0dDLqEeottuJHC/3lOCDUXkJNlI9TnSGPqhUZI9jWTBahwckj0qyloqdZHGfTNAcy6m1N5EHlJb3AkJTLKVxtqP7QQfvgds1XgnNuu1BGwPUspJqX+0mJ5hgJ/3cVXOxOnTbunb5E5lYjG5cfWt7SJ2W1R1Xc7Ejr12nj+ZrjtR1SRLQlI40O4fMvWtXW7DWPC3hzSNQu5bqOa9MvmW4TAgHyMgZscMwbOO31BqZO6EoqL0dzSjlf7TtzxQfu8880UV1HGc/wCJI1EG4DlSMfjXNn+GiisKnxHRT+ElHyQZXgk9aavPBOe/NFFQWPumG4AKq5XnAqtIoVgAOMUUUgQkigEAAetN0/VLjRNVXUbTZ58O4LvXI+ZSp4+jGiihDOj8Eu0aX204wE/rXZpK7RpljRRW0NjKXxEkihomzzxXmuoosWqXMaDChzgUUVM9hw3IYFDSICOM06R2Zyc4x2FFFQWSxECOT5VORnkVW+8Gc9QOKKKQIjQAqxIHAzVefAiJwOtFFA2a+ueK5PEENvDNpGmWpt0SOKS1SRSkag4QAuVC8knAyTzWkZXWZQDxgUUVpDqZyJF5Jz9ax/EUSfZt2OVII/GiiqZMehzNTABbfcAMk9aKKxZuNHUZ5781JckbwAqgEc4oopAQOADgelIwAA+lFFMDU0bXm0ZZozpum38UrKxjvbfzArLnBBBBHU5GcHuDXR+G9Su9UvNZ1G8mMl1cOssj4xliWzwOg9qKK0huZz+FnShy0Kk9qhu4kaFsr2zRRWzMGcFdqEu5EXoDVUZLDk9fWiiuZ7nStiQyyK2Fdh+NTRzTYb98/HvRRSDoMa7uN3+uf86QXVwes7/nRRQwIJ7q4dNrTOQD0zV678TavqmlW+l3t9PPbW0jyoJJGYlnxnJJ5xt49Mn1oooWwH//2Q==", 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", 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", "info": {"video_id": "130293", "label": "pretending to open book without actually opening 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": "b4c998b5d79ec1e017623625a621ed38508e69bfd736228c0dfebbd15965daab"} +{"episode": 80063, "episode_seed": 4122767935, "split": "train", "timestamp": "2025-10-13T03:43:00.968384", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4122767935, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take wireless mouse out of ice cream 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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l1CWGVnWNfJLMU+UZxnjH4elV5LlZYQJTgkH5g3PtkVCVcgtIpIU8bT93mn3UaiMFCCQcgEf56+lZXM33NrwtK7JeBVAUKoLjk557GuygR4k8t2dg5ONx7f07/nXFeDkliF48TAhhHknkbue/Yda6mIGYLiZ2KFnAU4Pp1/L3oJNUgIQqlFiPEnbJ7cetTXTtDGI4nQdCcnrkc5/LrWU7Bwku9kkOTu3/AHz6e4qwxBxAiRvK+1hJnOM5z+OaLtpoqPZl+GRGhjMbyM6LtKKcYHr+Gau6LcINatGlOAJCCxHJJGB+GazBIicyKvy5bd0Bx2x3Gf5VY0yUNrdhIeDLIoAJ5YZ5P6fyprcvoelS2qSrkH6elcBqvwd0PVfEltrO97WSOVZZooANs5Bzz6dOSK9C8sRxt5ZI4yOcis221E3anYZUkSMO+5CBz2GetWm9kyVGTTa6HE+P7WO21e3mV4Y3uEJlA4LFTwT+B6+1cmI41mDo+5ny5CknPHOD3+nFTeKNUbVPEFy13IWWFjCigAAD0/E5rFjVwS5zgDgP0HHHP5VDdmSW/NPmNGN4H3sZwPTJqnp7wszkcyAZB/hHpj27VWu7ktHtljLjnK56D3PpmrCXECQttkJdSqsVPJB9v89aGJF22gQTmWZWUFi24HgnJ4x261fiO+IqwKR5JOTnGSAMVnTXMRjBaMmIbTnaRz2BHUfX61aefz7bYkTPhCGZSNvI/Xr39aLqzKTvoWopUCuXk2qJMLkY7frU0yxsoChWPBY9vfiqFpK0cRUIDCRncTvKj1/SpmdkcK7E7zj0JPv6Uizr9C8Cw32mR3d5czRtONyxoAMIemc5571Le/DYGJvsd/lsfKJk6H6j/Cuq0C6W70a1Kp5bJEqlfTitQbu+D71TRnc8D1fTL6z1MWWo2fkMoBjZT8rAfxA96xop7mK8JuHBDgP8gAGOma9s+IVpb3HhK6nlX95bYljboQcgEZ9CDivGTcWrRk/MSGwcgA9fTvipSsBYKJMHRnQMMk5BG0UuheZbzXhZ2lRlUDGODzgH1qhcnLBvkaMnaWBOParWjSJJJMIGXLbW3gZB4PT/AAqnsLqdO7GTT2UxEI5G1FIzjpx9M/pUljAVTe8JBGF4BH4/r0zUcKtJGkU5+cAFsjGD/kVbjRmcQYZY0I2nOeev1oSKQ+SLa8hEp8oHJJBPOf8AP0q0Izllj+Uc4Xscd6p3cjxgQ7CI+ctnnIPJ+mTVsztGxYTKwYfKqrkDA5yfpSvqUitL5sMjAEsSygKOo7dqi1iwv4tGnlntJ1iCfNI6njnGf1rf8PRR3Ot27HBVAXHPUgHHFb/i6F7rw5d2yDLyJhR6nIppXHFpTVzwOzsJItXWS7sgylnaG4YHMYdcZ/lV7xJqEWmaXGd3zvwfUcc133iae20fw9bQSojyBEVeMngdq4pdJnivWfUYUaaRAyoSCFVuowfrg1MqdtEd3tkoub67Hk+j6XeeMPEBRSwhU7pH6+Wmcce5r1pdNTRrFLewtVECKFC7cFvqe5+tM07SLLRYpobOJI42OX2cnPUZ7/0qc3Mk0RXzWUJx06Y9TVJaWPNk23dmNDMn2ZVlfaN2AFXJGAT/AJ7dKlknikulKDLmMjco5PuR/eqrCpit9ucsWwzhc5HQkDqRmp7eKNVMrBgc/OGBwyZJNQrgizaFIyZCyEqx4Bzkj+o9KurcS3kA3oQpG1JCMHvnr0A4qhbxwNbykg+W542n7p9h9P51cLSB2kt0BgCld2epGO34c+4oRa2LSRxTsgChNoysjLyx9QKyLtpYmDL8xBAyD8wYE4I9PY1oi68x4mljZJQN20D0PH0NZ0kcq3DmIgRlsxHGTx3+vWh7DJY9flhfzNQ0631MxPvjdmKSBsjklep6dRVbxLrreJryF3tvs6W6FsFt2SfvZ7Yx+PNVxKT8yx/M2W5GCeBkemKpzSSROWjQ4VuCwz2zj3HNLmewORUmG3+Btpx8ueSP85qFkaRDt+4P4WP61d2x3C5lO0Nl9oHTjp0yORVe6fyYHYSKpQFSO44/x/nTM2zT8FjLX4S4/eKFyoPGOc/oK64i4SOOWNY3QnYcDJyeP8elcZ4Phlt9U1pUC5dYSrEcBSCQa62S8mY7CMHcBvC8Ac4Bx24qno7CiybyY4WSONcqhbcSejHqRWvb2sIhDlQZUXOCcEA+/askM6Xio0TZYHYzH73oP/rnvViENLI0szMqIwCrjnePf0/CkjSJeObguyxh2QYYMSAPxqMXg0+7tr5YT5sLK5iz94buRn1wam2MIGYSHaoycDlj6n2xj0qpqM0bLGTGFR1KnBwODjqOvrTGd63iew1K3hk0q/t5JA2JLdpVSRfXKnnI9KxJ9WurTVXvb/U4ItMWEkQvIokd+eFUcnqBXnt3pNrcMu+NZJDISoA+ZDjjms86Na2z+YkUYeU/e2j5T3BP+PWpUu44ytGyJmJuGeedTlmJYZ6Ekkj680qTmCRyC5XqGPY9KkkAZFbcNuQuAcfN7+3SqKqzSMNxA69eKDN6EFzcRxyncqlHGO+D6fWrNsWBjyVVGbI+bBHGOCemMfzrN1m5SytvPjVNygHaT0ycYH4/1q+8MBtcylPMXGHU5APTB5+tUvMnqSR3EgUhVlLLNsUHnPGcirSlmgiWBHA5RipPKn+Q4/zmqxXzGjiXJRMbccY+voTWpDeRWkB80FhgsxAzgjp9aS3bLQ/b9nCGPdsY4wpwSO5NMkmkWEtIp3b8KvYcHnJ7ipVw0rbpiIV/jLcg+mabKjxQKWzJGxIVpOgGOmaZR6z4fgRdDsSCRMkCgsOCcgGmXOsyQX72jTMr71SM7DhiRnriuL0jx7ZN4d/sq+uls72KERpcSkrHIB0O7+E44OfwrO1XX9Wm+z/ZtQtbfbIBM7zoUC4OcMOT9farcuqKpxi78xa+IHiO4Kx6WxV43/eSHPXB4GPz/KuESPz5RKNoBBYdioqfW74apr013HL5luFCxSEcEAYJ+uc/WqvnEyK67FZRz79vz71EndmTQ28EqyOhyWY4AbA98HFXfD0rqs80e0uVG4hT8hGeg/H8ay7u6fAcZyrfd4P+evX2rW0SVZ1YeWSwCiRWOTnnj2/+tSJ6nSrLNHL5jOBhQhVV3AnHJ5//AF8U9WdZk8py4PyLuX5lJ7g/lx9Ko5dxJZiNoGY8MT0464/z0qVV33LYZjnADYyCMY+uTj9aUlqh21L2UaRVjjdnUkSbmOBg+o/OrcUkUUJYEqnG4Ejbnt9eM8e9IlotsTKSzeZjIHI9+OwzUMgiYu8gkZWOcqMgccVRobHh858Q26jOXZimRyuFOc16IXCxEzAKB1PUV5voEsVt4ot3llwJi0YduobbwD+WPxFdxq2owW4NpMSvnRNhh27cCncXLzSsivqGl6BqE8U1/aQyyRMGRnB4I6H0ry3x3fWd9r7mykURW8YQGMfeYMSee/JxXVDxLY41S2S4uJpLWLe4lA/dqF6CvK0BklM0jbXLFjxwCeefrTbVtBzjyuxbhuJdjSks2QPunHGffrUL3PmXCpuZWbnCcAnHf2xSxXK+WY3ILZwCR685Ge/WqSPDNceQ+ULOMZbGDj1qUzJofZJJLCRIwDNgZQnAA6f4dqsRXUkiGJ5D5hGcZCtkc8/pz3qFAnlmTbl2OwgOOSPT196aLq18zCuuCuNygnkdMZ65I+nFK40asccsOn74pQECfKhI3Hnofx5zUDefC0KFFUE/OxbGSME//Xq7dSxm2txCrJIUB5547Z7cdaozb5WBSM+SF2gyZBznlhk/Q0rF6DIZ5Zr0oFZUCkjdxlTxkD0/+tTlEnmBQd4AyoYZZuM4479qrxzSkMW2Hb1OOME9B7dPzq45+zhdsYOSQQ67TjqMH05PWkhIfLD+5OAFC8A55PsKz7iZJI2Ko8SKNu0cnd04J/z+daZBawSJeVRyRu57jP4cfTFZU9olx5bNc4kSMqSyZU/h9O9FgZnPIdPLZK5cDEgPzY7fh3qG6jEaOyNGAyF1XIPcnipriJ0VBO4kYDIUADI7ZP6VS0i3/tvxG2lz6lJaK8cpTyYw+5lQsqegHB59sd6CPI2vCFwtxHdWzjbPGix7x3jG4qPqDkfSuus4mHzjySjr91VIUD6HoR7V5/8ADy5aVtQ81zudI+D6c5zxz1xXaoRFOWjjyGYnI6AZ6HPoM/lV7jjoi9ZSebcN86qsKqFZXPTjHJ6DHWrDuJyYJm+UAlzEeTk9D6dOtJZRwspkuFZkEnyHAXqOh9uaryxKIZyJ3V252g/NzwB7Hk4pWKSsThhE0jpNndkLkcH1PXk/571HcyR3CJDI4IA8wBeOox0/zzVK4SUwqsbH931VvvSc4OPTFWJUUqsQV2ChTnbgnHv+X5UrhqQvbM5XYQoZSSMZy2Sfzqu1tJKpXc2QFMgHQc9P/r1pwQnzFt93lySYwuSMY68n1qvdMy7/ACm8uPnerDqMc/XqKQrGE8X2efIfzDgjC9W9Dmprp3jjjDhWIO0qOi5z1/LFO8yK5XBBKFf3XAU/QE9Op/nWDqt1cwWczRlgVZVVlcf59/zoRGguoW/2/wA+12xqbiEmLBz84IcDPocECpktpp5WQfIeGMbd/Xvz2FZuv2lvb6DbappurX8pF19mU3ESxrMVXc0kWOQqthTu7ke4GvZtb/KPKMRzyFBwT049qu/QaWpMozLA4ZlVVBeNxtUAjHP5celXhbC2kluZmV/LOInYZ4xzn8M1UtSYpzK6Oqk7UAbcFbv/AC4+tTCeNbhgDtRPmdZG3Dr/ADH9TSKTsXbe4t5Si9HIymQcEkZ/E0l3LMtgXJI8thj1xjAx7ZqkbuJ1NyETDZUMvYHHf3pq3AEETiMmMjLnqBzx7/SncfMVZikyO21i7KCGI7envVKaztzuZFjaQEkNgLkdTWmUS8CKWztYtwcEDAHH+NILAPIYuCDu+fdgAHsDUtaCuzNiMCp5YYnbygxwx9Dj3pzwNJKJAuU6Z44z2GP5e1F1BGg82NX4bqDxuGM/X6U/cTZH5w0uCQv8I4OB9f60ITbK15Oq25jXfkZ2nGSFwT/SneBpZntbq7uIfNEzZyRgccAZ/OqujNBqfjBNP1PUbm2heTy0lSWKNY8dS5fjbtzwOSTjvU/hW0n03Wdc0torwpaT+WqPt8wAFsBgMjoMnH4VXQlbnai9M02EIZRGclvTng+3FS21xGqtIpZgr4yRjBx2HcehqC3jWCJJPLKyRn5iqA7lA9MZH/66ntQht5ZCgkWVdrYHJHqPb60jQt20lzMm8uqo2cRlsg5539OmM1dR/KREYGO3B4B+8ff/APVVBi87h7cqqRZXa2M8DoPoc05Z5WhVJ8vlsAqRkD6+p9PzqrjuM1FY2eWNGK4OeOT06E/lUUmuazHDFb3VxFdKiAoLiLe65wPlkBDdOKW8/ezCcOECKAQD36Z/l0rPmEsTyKoYhDtLjncDj/8AXUvcL2ZFdapqLLJAyW8KyNmcQR8yAY+8xySPbpVCaLaAoGAg+QDnPuParc8Fw7YRVLrn5h6dQDVHLIxWcttX7gY5zntST7kuRVRWkTa/zRrwQBg4/HvzWXrVxHpymZgztjCtxwe341oeIZTZWJMQMDll4UfNjv8ArWR4u8Napo/hrS9Rv5bhp7p3aWB0IEAAXYGP94hs47fXNUtyWaVo7zSrNK5d0hO3PQZUnp0rSFtGsDxAcKwAbvzgnn6miipQ0XNNnkvLKZpm3GPaF46DBrM1C4kjvY9pGGiywxwTuxk/nRRQUyzafMpRwGDOByOgyeOO1RXaAMj5JKBsfh0oooewvsl2zJOnwz5PmTD5jn1xnFUpYQl+6qzDHfOen+Peiil0Jexn30plMbOqt8h4I49K5RdVuNF8RSXlqIzLDI4TzFyOVKHj6MaKKaF1Og+H37uPUsAHaYlGRnjDV3LyMtvayA8s6jBHABJBx6UUUmPoa1pMXsbuDYgRJ/KGB1ByTn3rPZ2exjGSN7iQ4PfeR/KiirRo9ioxbzQ5ZmbC5JPXLAH9Ku2qjNuGG7fLsyTyoPofXiiipW5I7TS0jbWdvk+6e46cZ/GieNElEuwM24jB6cj/AOsPyoooB7IqTabaMkDiIK2DnbxnBUf1Ncn4i4tHjUBY0kGEXgdaKKT3JluYXiHxRJrkNvHLpenWzQKscclsjqUQfwAFyoHOTgcnmtlp3iniCYAkAZvqW5/lRRVrcDb0+cpB5yIiu8ig4Xgfh+JqYRo9tJIygs5lY/VUUg/qaKKZZn3ESS2FwSoBgtzMmOPm45P51YYgQxAKoDR5IHTnBNFFZk9S1EgKRsSSWYxnPTBGahvgGEiY2iNflK8Hv/hRRQ9g6FMZN3GpJIJIIJ6jGaxHuGj1GIKiBSR8uOBk0UUEGZc682lalqCHTNNvoZZw5ivIPMCsuSCCCCOpyM4PcGtXwvqd3qdzqOp3cxe8uJPMkkwBk5J6dO+MenFFFWPqdvZzPeWv7xtuFV/k45OP8atxl4vMhSRwkS4UA9umKKKT2LZUe5dIrZRg+aSGJzk8E0+aZxdwgHhnUn/vqiipYdAui0DqEdj5ihzuOcEkDj0qwkhMO7auWYqePTv9aKKoaI7gLHaMiqAcg78fNzwefpWTqKC2mM8XDBwOeR94DP60UVKJZheISZdIYtwVlXBHbt/QVzl54h1TUra20m8vJp7WKV2AkkZixcDOcnnG3j0yfWiirW5LP//Z", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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VeS5WWECU4JB+YNz7ZFQlXILSKSFPG0/d5p91GojBQgkHIBH+evpWVzN9za8LSuyXgVQFCqC45OeexrsoEeJPLdnYOTjce39O/wCdcV4OSWIXjxMCGEeSeRu579h1rqYgZguJnYoWcBTg+nX8vegk1SAhCqUWI8Sdsntx61NdO0MYjidB0JyeuRzn8utZTsHCS72SQ5O7f98+nuKsMQcQIkbyvtYSZzjOc/jmi7aaKj2ZfhkRoYzG8jOi7SinGB6/hmrui3CDWrRpTgCQgsRySRgfhmswSInMir8uW3dAcdsdxn+VWNMlDa3YSHgyyKACeWGeT+n8qa3L6HpUtqkq5B+npXAar8HdD1XxJbazve1kjlWWaKADbOQc8+nTkivQvLEcbeWSOMjnIrNttRN2p2GVJEjDvuQgc9hnrVpvZMlRk02uhxPj+1jttXt5leGN7hCZQOCxU8E/gevtXJiONZg6PuZ8uQpJzxzg9/pxU3ijVG1TxBctdyFlhYwooAAA9PxOaxY1cEuc4A4D9Bxxz+VQ3ZklvzSZWiG8DrjOAe3NbUEztMqiJvMAGSxGRjrz+Rrkbq5LIFljLgHlc9B9fTNdPaNMJDLuAi5ztXoc8f1oYkTSxGa/kYRFt3ys3Y57/rg/StMwjySo3RspAA5wePT+lVkTylM8a5kzwAe5wMGrcUbJGZQCzEng9A2OpppWRa2FijwXDEtLxnjlc9806eKQxFxJgED5/wCv6VBazNN5zeYIZGAPz8478VYa4Enyk5+U7QRtP+c0r6FDIIL28kkWC3mlCkghASPY9K43xXZXzai0aWzi4i2SPEwPK+4/GvcPD0C2+hwbMEvl2IOckmueexJ8X6hqD48s26oCe57/AMqahzaF0J8km/I8y0OC3gsYkWAWqorAxDoDuJz+Oa868aa808zQQMR8xBI9BXqOtmXWr+9XTolWG3O+Zl+Xjpge/U1m3Hh/TbtLaWa2g/0U/umbAHPOevPPrU8upvWq8kORbmF4J8FfY7JdTvod15Iv7mN03CNTznH94/pWzqUpWcLcpsUZ+ZTyR/THFakly0EgwxVz8p+U9fp3qhfSosivPKSpH3X4POBVPY4B8kYlijjRMpnJA+U5we/brVyDy4fKCB9wbc/PKn096pRXUayzKMuU4GRkEcY57damtbuKK4kzGwbPzqfvEn07e2aSavYaavYuudhU5AmLLuAAOO9WkaBjIpkVtpIIz1P1+lZL7vtSP5RSTaCNz/eAOfqf6VeMkkq5IEbYGV28exJ/OkWkX9L0Vtb1aO1U+UpzJJJtzhABn88jFddJ8ObFk+S+uQ2MZYKR+VYvge/SLWHLpuDxlC5P3SCK9Mweo/I1VtCZHk+v+C9V0e3mubOOO9h24YICGT1bb34+tcNcRzC1DWxVBJmRweTx3H6ivpLPHNeH+M4LLTPF93BGCsbskgRQCAWXJXHYZyfxqba3Fe5hwXHmQKztjuSVzwRx06VX1K2zHvhnVCwyMcjGPQ1LvhcOsRGc4wT1HqD/AEqhJJGqOs2A4ydnO4ken55qiWWYZk+zKsr7RuwAq5IwCf8APbpUsk8Ul0pQZcxkblHJ9yP71VYVMVvtzli2GcLnI6EgdSM1PbxRqplYMDn5wwOGTJJqFcpFm0KRkyFkJVjwDnJH9R6VdW4lvIBvQhSNqSEYPfPXoBxVC3jga3lJB8tzxtP3T7D6fzq4WkDtJboDAFK7s9SMdvw59xQi1sWkjinZAFCbRlZGXlj6gVkXbSxMGX5iCBkH5gwJwR6exrRF15jxNLGySgbtoHoePoazpI5VuHMRAjLZiOMnjv8AXrQ9hksevywv5moadb6mYn3xuzFJA2RySvU9Ooqt4l11vE15C7232dLdC2C27JP3s9sY/Hmq4lJ+ZY/mbLcjBPAyPTFU5pJInLRocK3BYZ7Zx7jmlzPYHIqTDb/A204+XPJH+c1CyNIh2/cH8LH9au7Y7hcynaGy+0Dpx06ZHIqvdP5MDsJFUoCpHccf4/zpmbZp+Cxlr8JcfvFC5UHjHOf0FdcRcJHHLGsboTsOBk5PH+PSuM8Hwy2+qa0qBcusJViOApBINdbJeTMdhGDuA3heAOcA47cVT0dhRZN5McLJHGuVQtuJPRj1IrXt7WEQhyoMqLnBOCAfftWSGdLxUaJssDsZj970H/1z3qxCGlkaWZmVEYBVxzvHv6fhSRpEvHNwXZYw7IMMGJAH41GLwafd218sJ82FlcxZ+8N3Iz64NTbGEDMJDtUZOByx9T7Yx6VU1GaNljJjCo6lTg4HBx1HX1pjO9bxPYalbwyaVf28kgbElu0qpIvrlTzkelYk+rXVpqr3t/qcEWmLCSIXkUSO/PCqOT1Arz270m1uGXfGskhkJUAfMhxxzWedGtbZ/MSKMPKfvbR8p7gn/HrUqXccZWjZEzE3DPPOpyzEsM9CSSR9eaVJzBI5Bcr1DHselSSAMituG3IXAOPm9/bpVFVZpGG4gdevFBm9CC4uI45vmVSjjjrg88V1MMs7I6fKilAAMEYJPB9+mf8A9dcbrFyllb+fGqblAO09snGB+P8AWusQlI/O+zliCMsvGPp9OenpVWJW5oCVmQJ5zCRBtVgmPxP/ANepYnHkqZw3lBig8vgZwcHHvxWe250ln3ECYACPOcAHJP8ASr9nZfao3QswHbnBBHbP0/nUpe8UlroSwBcKZYiueVwct+tWZXEuU3EyqRuJOcnvk9s80yXYU8r5uoycYJA9PaoikbpKq+YjEjeGGATn9aovqeh+FmZtCt5EUeW5Y46Y+Y81p3P2SVXinVWBHzKRzisnwpdxP4ZidG3GEMkiD+FlJ/8ArH8ayNf8R6fBCNRku7i3TaqN5QBGN3Q/XOPwNO6uFOHPITXY/Dvh7w3frY29vBNcqwVQCSzsMZweuBz+FeSBmR2ijlLBhk9cHjkD/OK6jx9qSX93YxxjahjExyOgbgfpn865RX+zeX8xKg/MpHIzwelEmuhMk76lq4umUMrhsAZyxB+mO9VA7SmJ0ZmJJILk9jkgY7Z5x+FJe3EZUOB0xyMD06+5/pSQJDJiZWQo7EMrvyT6Y/P8qRBO0rJHCwLFjJtPlNwMnqB/nvU1vMPtALxkqrsqnpn17fSq0awwTytA21gOA38JPXn8eKt2KCNvMbcqk5IP+fxpPVopFi1hkkJ81W3p8ib84wO9TebMcBd52vguT/COOKV71J1IjLRzKAxHIBJyB7k8VIsJZ0SOV/N/ijTnj0x+FMo3fA+2XxJNvGYkiZSCPvEsBkjtXoV9O+nWLSQs21MDZ14JA4/OvI9J8Rf8I7rUd7JFvhKtHNFHyxUkcj3GM89ea6K/8X297dNcaZqUEkEkYVkEoWWM+6Ng+pz7VaeliopOWux0lz4gdLCa7jn3xR7gdwK9OteMX2py6xez3EwVZ523sSM4x2/Cta/12/OjajbX2oQS3NxIVt4YnBKR553Y4HHvXOxN5MYUhSNvQjGO/wBc1MpXQppJ6bE5heO0JTheGIHI5z1zWfIWeYq7AI+VDd8jj8Kt+e0UITd8v8JX+HP1+v6VThutssiSg+Xg/MDgZPTmpRky/ZJJLCRIwDNgZQnAA6f4dqsRXUkiGJ5D5hGcZCtkc8/pz3qFAnlmTbl2OwgOOSPT196aLq18zCuuCuNygnkdMZ65I+nFFxo1Y45YdP3xSgIE+VCRuPPQ/jzmoG8+FoUKKoJ+di2MkYJ/+vV26ljNtbiFWSQoDzzx2z2461Rm3ysCkZ8kLtBkyDnPLDJ+hpWL0GQzyzXpQKyoFJG7jKnjIHp/9anKJPMCg7wBlQwyzcZxx37VXjmlIYtsO3qccYJ6D26fnVxz9nC7Ywckgh12nHUYPpyetJCQ+WH9ycAKF4BzyfYVn3EySRsVR4kUbdo5O7pwT/n860yC1gkS8qjkjdz3Gfw4+mKyp7RLjy2a5xIkZUlkyp/D6d6LAzOeQ6eWyVy4GJAfmx2/DvUN1GI0dkaMBkLquQe5PFTXEToqCdxIwGQoAGR2yf0qlpFv/bfiNtLn1KS0V45Snkxh9zKhZU9AODz7Y70EeRteELhbiO6tnG2eNFj3jvGNxUfUHI+lddZxMPnHklHX7qqQoH0PQj2rz/4eXLStqHmudzpHwfTnOeOeuK7VCIpy0ceQzE5HQDPQ59Bn8qvccdEXrKTzbhvnVVhVQrK56cY5PQY61YdxOTBM3ygEuYjycnofTp1pLKOFlMlwrMgk+Q4C9R0PtzVeWJRDORO6u3O0H5ueAPY8nFKxSVicMImkdJs7shcjg+p68n/Peo7mSO4RIZHBAHmALx1GOn+eapXCSmFVjY/u+qt96TnBx6YqxKilViCuwUKc7cE49/y/KlcNSF7ZnK7CFDKSRjOWyT+dV2tpJVK7myApkA6Dnp/9etOCE+Ytvu8uSTGFyRjHXk+tV7pmXf5TeXHzvVh1GOfr1FIVjCeL7PPkP5hwRherehzU107xxxhwrEHaVHRc56/lineZFcrgglCv7rgKfoCenU/zrB1W6uYLOZoywKsqqyuP8+/50IjQW/tvt5mtQsatcQkw4Of3gIcDPocECurivhDCd0flSGPLZ7nHIPt/jXE69aW9voVrqmm6tfykXX2ZTPEsazFVDM8WOQqthTu7ke4HY28Zd0aeCQjGH3gEHJ52nHT61d9LDitSyZgBCJTtYgKoA+uAfQe/vVwXMgmSGAYYMSSWA2ds98gd6qMFLJakMQSWCsgHH9QMVfMkaOcpiVlWMNyA3584IzSLRahEoZGOJZVAVX9fVj3xxxinTyRtaMztulVgSc8dcfjVGM3du8a+bGQT8xGMEZ9Op9P1qQzhopvkKFwQNx4U9jx096oZWiu9R0+7kuNNvJIfkJfgbSM8AqeD/OqtxrF/KmWt9PdQVLnyCq54O7Zu29c57UskTRRHDGQxkArn1P8An86rETMSGHCbVIf+76VGqBStsVZbi6vpXubk+Zc9iRjC47DpgelZ0wMcibDwehI4OR2/z27Vbmiu4FDqGUgcANjHqD29KI445EfbGH2jG7HCc/rxTTvuS3fQozQAwuz7g23LYx8w7Y96yrC5+0yXkMUbKLfaGbsrc9u54/SrGmm11bxX/Zt/qF1bW00m1JYpYo0j6Hcxk4xgHjqTgVR0u1Gm+Itasrm3mPkXJUecv71eWwSFOM4HOM+1PoSdDBA0O95GJEilllUZwBjHP61Zt7WWS08tZQZFYDDEkspPVvX+tQP88KiBSXJwGL7cH096tNNFHagbZMREjlsYYdQfr1pMosLLBaP9nVQBGuQAvI5wenfOatJKo8t7UnYcqSBz15z/AJzWcLpFVLdzG8r/ADEkfN9T6nmmLcRfaEh2BdqlQq8YAHHFO47iX0h+0z28pJHJIUZGPb8MVQnhglkJdVCEghGGeMEEZq99qw6CRTHIGBYEckfh16dfSohYqkYkB/i3YDZyOent70nrqF30MvyYbaUMoUKOUAxyO/Hr7VP+7dWSFi24Z3Y5J9OfSrMtlGsaM6/NJ8qqp6EHIGKpQDy7gxhjGmctuOW+g/L+dJEtsci/ZV3OpRgSCB0x3FYOqSzT6na2sO8RzOdy7M/Kp/DPStHXLma3tpHgkKKxVSwGSck5z+VVPFPhvVtC8O6Nql9NcfaZnlMkTIR9nU7CoZv7zBs47fUGriT1NW0d5pVmlcu6QnbnoMqT06VpC2jWB4gOFYAN35wTz9TRRUIpFzTZ5LyymaZtxj2heOgwazNQuJI72PaRhossMcE7sZP50UUFMs2nzKUcBgzgcjoMnjjtUV2gDI+SSgbH4dKKKHsL7JdsyTp8M+T5kw+Y59cZxVKWEJfuqswx3znp/j3oopdCXsZ99KZTGzqrfIeCOPSuUXVbjRfEUl5aiMywyOE8xcjlSh4+jGiimhdToPh9+7j1LAB2mJRkZ4w1dy8jLb2sgPLOowRwASQcelFFJj6GtaTF7G7g2IESfyhgdQck596z2dnsYxkje4kOD33kfyooq0aPYqMW80OWZmwuST1ywB/Srtqozbhhu3y7Mk8qD6H14ooqVuSO00tI21nb5PunuOnGfxonjRJRLsDNuIwenI/+sPyoooB7IqTabaMkDiIK2DnbxnBUf1Ncn4i4tHjUBY0kGEXgdaKKT3JluYXiHxO+uxW8UuladbNCFjjktkdSkY/gALlQOcnA5PNdzaXk0cqoCCpXfyOhyB/WiiqGjWZPKLXKu/mYHU8DcASMfhTpXf7RGrOzAoThiTRRQwexBBdSTwSyNgHLDjPbdj+VOtibi2lZ2YFGZxtOOQBRRUrcb3EtZnkkVXwwZgDx6jOfrzVg4kfzGVcpkgY4JB70UU3sPoVLmJJjOGXC7lAA4C5GeKxhPJGzRA/LG4A9egb+f6UUUIl7nLXWsHRtRv4/7P0+9hllDGK9g3qrKMgjBBHU5GcHuDT9Mv7jVZr/AFK8k8y7mYyvJ0yw3EcD64+nFFFV0IfQ1rCc3BSORUIZgOnTgdPSt/ebqeKCQDy/tC8AY7r/AI0UUzVFSfakkciom4w7+n8W4jNRQwx2+qPGi5Bt0m55IZs5NFFQ9yWTWw3yoMlcgDI646f1qycRW0kiqNyExjIzwM4/lRRSGZ8y+XLIVZhwOM8DqKoXrbNPRsAuA+GPUY6CiihGbMW+uGfw82VUFZ1AIHNZd54k1XUra10m8vJp7WGWRwJJGYsXAznJ5xt49Mn1ooqkHQ//2Q==", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "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": "54b86c4058b7ccd87093047c9f41887d58ddcbba60de605a26d7f9d1cfc298ec"} +{"episode": 80064, "episode_seed": 4153301101, "split": "train", "timestamp": "2025-10-13T03:43:06.108393", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4153301101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing calculator against motorcycle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175718", "label": "throwing calculator against motorcycle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175718", "label": "throwing calculator against motorcycle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "175718", "label": "throwing calculator against motorcycle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "175718", "label": "throwing calculator against motorcycle", "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": "d95a584bbd3be72297159b0d06c4c3eb6e4c8ac80144bb7f15489459958007df"} +{"episode": 80065, "episode_seed": 841935944, "split": "train", "timestamp": "2025-10-13T03:43:06.995801", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 841935944, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "16802", "label": "holding remote", "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": "55cc62a1ef41e735bfbd3ad35aaef97b496d4c0761928a1c9798d04c043063a1"} +{"episode": 80066, "episode_seed": 1653624761, "split": "train", "timestamp": "2025-10-13T03:43:08.313859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1653624761, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming stuffed toy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "187981", "label": "turning the camera right while filming stuffed toy", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "187981", "label": "turning the camera right while filming stuffed toy", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "187981", "label": "turning the camera right while filming stuffed toy", "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": "adf08f0cc973a9d04e1fd45eca9be615039ddc6627fc745c5e3ffd4fb38104d8"} +{"episode": 80067, "episode_seed": 3947564477, "split": "train", "timestamp": "2025-10-13T03:43:09.904236", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3947564477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "154263", "label": "pushing pen from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "154263", "label": "pushing pen from right to left", "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": "7e947464f23a61c75e180e013b17ef929e0ad4d69774885bc1d6ca77a055266c"} +{"episode": 80068, "episode_seed": 608396922, "split": "train", "timestamp": "2025-10-13T03:43:11.107108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 608396922, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling bubbles maker from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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yoJJGYlnxnJJ5xt49Mn1oopIyq7n/2Q==", 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"info": {"video_id": "19005", "label": "pulling bubbles maker from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "19005", "label": "pulling bubbles maker from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "19005", "label": "pulling bubbles maker from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dbf830bdfb6125426655f06210f6cc7e5a3e3e9b49583ab483b1fa3c75cc0be7"} +{"episode": 80069, "episode_seed": 89692155, "split": "train", "timestamp": "2025-10-13T03:43:12.841805", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 89692155, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of scissors, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60098", "label": "lifting up one end of scissors, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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Z61z9zOJSFVy+T+Fdo4S4llmjwYYiLeH6L94/i2fyFD1dzMw7yz1O8txFJOZgvKAtUMPhvVYZQ7WTso9AGBrpEj56V2GjzCSBADyBg5pSbWprCKehy+lWH2K1SN49rZyeOn4962Ic7htJ4/Q12EUUEmA8aN9RVgaRp8vWDaT3U4rlk23c7oWSsce0e4bl4PeuY1pWeURKcM0vX8K9Sl8PW65aF2B9G6GuG17QzDI975yRRQsXdH/h9s1rFXXMt+pFTseeXETxSEqxGeoI4qqlr5pYkrj8zXVyabcPZrcWkX2lXGVKuMEevNZVxbTxoTJYyRSD+OMn/JrWMu5ySizP8sYEf8CcgY6n1NaGkq9xLc2yc+ZtUgLn1/Kst7lhkSSMGHquCa0vD0wW3v8AacTzlIYz3UNu3H8FB/OqbujO1g/spiWFvcCRQcbj0b6VF/wjGoylngt/MQH+FsmuihhVV2quAOlb+hnYzLyO9S9NUVFX3OS0nQrqG4jN1aGMRHILL19uOtdXEoVfQ+ldfbbWUbgrD3FXlsbOYfvLeM/QVzzk5HbSioo41F+TnmoL5SLfrxuFd0+gWEg+VXQ+xrI1Xwvug2wzYGc8ioW5rJ6Hk97C0m+Uk7WkbGOo5rHlR2wrODjgEiu9uPC91bpsLq4DE5U461hXVhexykPp26IcZLZz+VdMZ9zinAw1txAwkG0uBxgcD3pJAsUJ+oJPrU1yZLdsBJok/uMCVFZt1OJAFVy1ac3YwcT0O2s1tbG2txxggH6962rOJL3TpbWUZDqUYH8qreUJCBnBXDAevIqyMRSu8fCM2aujC8dQcrMxtFluvDF6mn6iM2jtiGcdAT2PpXeRyx+ajDHzHB+tYdzdW01pIsyo/GNpGc1Z0SKa5h8koS6ldkmTgAepqqkFKLizelKzudlEq7R1FSEYH3z+NZptdSCAR3CY9Awz+q1EYNVVtzrPKB2Eqf4CuL2T7o6faLsVfEtz9i06SZFDzHCRrnG52IAH5muIg/t2x1S2i1N4poblzGWjXHltgkfhxip/iHLq3+izfZPJtosgbolfBOOWPPPpWRay6xZahY6j4giu2tUYIshxsQsMAkCqjCSRjOomzr2s1YcgGqsul2UoIlto2HuK2JVA9vpVKXjpU3JZzd1odlY3kd1awrHtR87e54x/WqIkkkTaxO3Nbupt/o5z34rHRPQYralsYS3HW6sGBB6V3emyGWFGwORXIw22LUSnrnp7V0Gi3aRL5cjYHY05q60Nabszp4FB6r+VWWhSRCrcqeMGoYHXaG3Db1zTnvbeP70q/gc1ztWZ1p6GPqNtdWUjXFtKWgIy8RGQMDtXla6j/bU9zdgtb6sjeZEBJhWUAYXB69/zr1+fVoCrrGpdgpPoK8kv9DhudWvLdMRTuRNAAfkxzuXAHr+Wa0jrqzGo7bHY6f8A6fptvdbdvnRhyp7Z7U+Swhb78at9RTvD1zHeaFAVj8t4R5MkZ6oy8Ef1/GrUox3qXdOxD1RiXOgaXcKd9nFn1ArHa0FlpsFsvVRz9e9dPITmsO/wZFUdhThuZSKUMZ9a3dGkaO5Ck8MKyUUjHGa0rbMUiseCDkVs1pYIuzO1txkDK1oRouOhBrPsZFlhVlOc1poQB1rmlE7YyFxgH5jXEfEOzaXRftaZDW8iu/PBXkcjv1rtzIoGWwB71zviGeG6tDbqvmJJlXx0xgjr+NELqV0FRpxscF4Wu459QubSEFYnQTqnaNs4cD2zyK6d7JW+8AR9K5XwoRYaxArxqouka3bB+7Knf23AZ+ua7mZQPatKl0zmTujHk0qykyJbaNvqKyLjQrG0vEuLaBYwEbO3ueMf1ropOM4NZt+2IeeM8VK3IlsYcaZbqa1LEtFMrBu9VET0q3CDwTW9iIs7SzJZQcA1qRKpH3fyrG0iUPAvPI4rQR74SEiDKZ4wvb65rBwbeh2RmkjTVQOhIpJAdvLZFZkl5qag/wCjbR/1xZv5Gmpqhhhdrq1nmmCkrH5LqrHsCR0FL2Ui/axOX8ST6nNqBtNIiiJiUPNJJ0Gc4A9+DVTRZptRs5DdRCK5hkMUqjpkdx9QRXLNq+urr16LOL/SJWO9ArMSMnHBPbtXTeErpXiurK5M39oxyGSdZ1wxzxke3GKrllFGDmpM0JLCJh86K34VRuPD+lTj95ZxE+oFbUoA71UkJzUEs1b7w/aKsbRfaFYZ+ZX/APrViazYG1hgZLmXczEYIHI9T+leheUrxlGHBrl9dtkfU1QZMcSAEe55P9K9mXLCnsefFuUjA03TlluA7gkZy7HvXZ2hhhjCxgKPQVkwbEAULtA7Yq/G64615822d1PQ11nGKGuMDj8qoI4p7MCOtYNHQpFfV4o9T064tX+7LGUPtnvXn15rOqNpEnh6+0157qQiMTqflYdAx9+9egPtXJyc1QnPPGKcdNyJu+xHvCwomc7VA/IVTmYU2eQg9awtNEmr+K5dNm1Se0RlkMXlpu3MqFgvsODyfT3pasybsbcdhBfqwm3EKRja2KmHhyyPCPOn/Agf6VjeCbu5vkvGmleQKIyM9s5rqrqX7PYTS9wuB9TxXq4anD2SckcdWT57I5RCI5mRGZowxAz3FX7K3MrgKPxqvbW5lcfKQB3robYRxqFUYFccn2OmBp28UIjCnLDHc1P5NtjHlJ+VVI3GBgirAcYrBo6UwYW6Ar5KAHjpXK6/pccv7y0mW1voX822l7HI5U+3FdLIEYck1TuFjZdrKGHowzSjdBKzMHw5HcQWt3PeeUJ7q4aZxF9zJAHH5VfmcGmynaMDAA9KwNeu5rfT2eGRkfeoBFD1ZlsjUcgtV678P6e05H78Edw//wBauY1VYrbQoNT07WdQmVrr7Nm5iWNbghNzPEOu1ThTu9R7gdvIS0pJ7124Kmm3zI5q8mrWOb1LTbfT44nSWVmdsBWx0/zimF45I1IBBHFT63L5l6sYGRGoH4nn/CqMfLAAEU60Y8+g6bdtTX068aAqq8jPSujFxNIg2KAfVqwLG0XKu56dq242GK5ZpXOuD0GPatJzNOxHoKgvLO3a0YICSnIGfzq6xUjqarOqDJyc1mroptM5DU9Djn8SWWo2lwqRGVJJYR/Ey9GX3xwa6KaVT3FRyxRpIXSNQx6kCqM8hzkU5O5law+VhzRb2FvfK4n3HYRja2KwtIkh1LxcdM1DUbq0t5ZNiSRSxRrH3JYycYxngck4FaXh43MWrazZ3DXH+jTeWEuMB1wWHzY4zwM44rXDQvVVzKq7QdjTHh2yJGySdP8AgQP9Kzlhgw4jLMASAT1Ireup/IsZpB1CkD6niuailMfY12YmEVZJGFGTe5oafdC3k5zjuK6mzvUlTK5x71yFs8bS5fgV0VqUWMbCMVxTR2wZsCf3/GmPd4GCf1qsHFRybT1JrGzNeZHNeJTPpupW2uWduJjGDHcxjgvGSDn6gisyx1e31vxY+oWsEyLHA6yPIoG7cQQPw5rrZyuMdfrWW6pGCEVVB5O0YquhlLckldTVKQgmsvXbua308vFIyNvUbl64qHXtK1vQND0q/vLq6Wa9MnmQlMCDAQoGOPvENnHb6g1NibnrSnkVyFw7SXczt1LE/rRRXp4j4UcdLcWMnjmrSEg0UVxnUidTSuxG3nrRRUM0K8jHFUpycHmiigTM6Zic1xsupT6R4kkv7XZ50Ttt3rkfMpU8fRjRRU9SWdN8NY1aLVEPQeSP/Qq6jXo1WCFAPlZufwFFFelS/wB3OSf8Uzo1CYCjAxVuMnHWiiuM6YlqM1MpooqGaojLEiqsxOKKKQmZ07Hmue8RH/iWNx/GtFFQSZeteJn12G2il0rTrYwKscUlskilI16IAXKgc5OByea9N6tz7UUV6OB3l8jlxHQ5K4cyXUjseS5/nVmxQGXJ7UUVlPdlwNyI8CraHiiisGdEQdjxzUEjGiipKKU5ODzWdKTzRRUshnKS622lalextp2n30U0ocx3sHmAMo4IIII6nIzg9wa3vB99c6nqGr313IZLi4dJZHxjLHd2HT6UUV0YX+LH+uhlW+Bm3rbstpEo6M/P4Vir1FFFdWJ+MxpbGlbwqY885rah+VAAOMUUVxyOqBYB4qMsduaKKzNCrKTg81nXDHJFFFJks5/xEf8AiWE/9NFrBvfEGqajpsGm3d5NNb28jyoJJWYlnxnJJ5xt49Mn1oopCP/Z", "info": {"video_id": "60098", "label": "lifting up one end of scissors, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Z61z9zOJSFVy+T+Fdo4S4llmjwYYiLeH6L94/i2fyFD1dzMw7yz1O8txFJOZgvKAtUMPhvVYZQ7WTso9AGBrpEj56V2GjzCSBADyBg5pSbWprCKehy+lWH2K1SN49rZyeOn4962Ic7htJ4/Q12EUUEmA8aN9RVgaRp8vWDaT3U4rlk23c7oWSsce0e4bl4PeuY1pWeURKcM0vX8K9Sl8PW65aF2B9G6GuG17QzDI975yRRQsXdH/h9s1rFXXMt+pFTseeXETxSEqxGeoI4qqlr5pYkrj8zXVyabcPZrcWkX2lXGVKuMEevNZVxbTxoTJYyRSD+OMn/JrWMu5ySizP8sYEf8CcgY6n1NaGkq9xLc2yc+ZtUgLn1/Kst7lhkSSMGHquCa0vD0wW3v8AacTzlIYz3UNu3H8FB/OqbujO1g/spiWFvcCRQcbj0b6VF/wjGoylngt/MQH+FsmuihhVV2quAOlb+hnYzLyO9S9NUVFX3OS0nQrqG4jN1aGMRHILL19uOtdXEoVfQ+ldfbbWUbgrD3FXlsbOYfvLeM/QVzzk5HbSioo41F+TnmoL5SLfrxuFd0+gWEg+VXQ+xrI1Xwvug2wzYGc8ioW5rJ6Hk97C0m+Uk7WkbGOo5rHlR2wrODjgEiu9uPC91bpsLq4DE5U461hXVhexykPp26IcZLZz+VdMZ9zinAw1txAwkG0uBxgcD3pJAsUJ+oJPrU1yZLdsBJok/uMCVFZt1OJAFVy1ac3YwcT0O2s1tbG2txxggH6962rOJL3TpbWUZDqUYH8qreUJCBnBXDAevIqyMRSu8fCM2aujC8dQcrMxtFluvDF6mn6iM2jtiGcdAT2PpXeRyx+ajDHzHB+tYdzdW01pIsyo/GNpGc1Z0SKa5h8koS6ldkmTgAepqqkFKLizelKzudlEq7R1FSEYH3z+NZptdSCAR3CY9Awz+q1EYNVVtzrPKB2Eqf4CuL2T7o6faLsVfEtz9i06SZFDzHCRrnG52IAH5muIg/t2x1S2i1N4poblzGWjXHltgkfhxip/iHLq3+izfZPJtosgbolfBOOWPPPpWRay6xZahY6j4giu2tUYIshxsQsMAkCqjCSRjOomzr2s1YcgGqsul2UoIlto2HuK2JVA9vpVKXjpU3JZzd1odlY3kd1awrHtR87e54x/WqIkkkTaxO3Nbupt/o5z34rHRPQYralsYS3HW6sGBB6V3emyGWFGwORXIw22LUSnrnp7V0Gi3aRL5cjYHY05q60Nabszp4FB6r+VWWhSRCrcqeMGoYHXaG3Db1zTnvbeP70q/gc1ztWZ1p6GPqNtdWUjXFtKWgIy8RGQMDtXla6j/bU9zdgtb6sjeZEBJhWUAYXB69/zr1+fVoCrrGpdgpPoK8kv9DhudWvLdMRTuRNAAfkxzuXAHr+Wa0jrqzGo7bHY6f8A6fptvdbdvnRhyp7Z7U+Swhb78at9RTvD1zHeaFAVj8t4R5MkZ6oy8Ef1/GrUox3qXdOxD1RiXOgaXcKd9nFn1ArHa0FlpsFsvVRz9e9dPITmsO/wZFUdhThuZSKUMZ9a3dGkaO5Ck8MKyUUjHGa0rbMUiseCDkVs1pYIuzO1txkDK1oRouOhBrPsZFlhVlOc1poQB1rmlE7YyFxgH5jXEfEOzaXRftaZDW8iu/PBXkcjv1rtzIoGWwB71zviGeG6tDbqvmJJlXx0xgjr+NELqV0FRpxscF4Wu459QubSEFYnQTqnaNs4cD2zyK6d7JW+8AR9K5XwoRYaxArxqouka3bB+7Knf23AZ+ua7mZQPatKl0zmTujHk0qykyJbaNvqKyLjQrG0vEuLaBYwEbO3ueMf1ropOM4NZt+2IeeM8VK3IlsYcaZbqa1LEtFMrBu9VET0q3CDwTW9iIs7SzJZQcA1qRKpH3fyrG0iUPAvPI4rQR74SEiDKZ4wvb65rBwbeh2RmkjTVQOhIpJAdvLZFZkl5qag/wCjbR/1xZv5Gmpqhhhdrq1nmmCkrH5LqrHsCR0FL2Ui/axOX8ST6nNqBtNIiiJiUPNJJ0Gc4A9+DVTRZptRs5DdRCK5hkMUqjpkdx9QRXLNq+urr16LOL/SJWO9ArMSMnHBPbtXTeErpXiurK5M39oxyGSdZ1wxzxke3GKrllFGDmpM0JLCJh86K34VRuPD+lTj95ZxE+oFbUoA71UkJzUEs1b7w/aKsbRfaFYZ+ZX/APrViazYG1hgZLmXczEYIHI9T+leheUrxlGHBrl9dtkfU1QZMcSAEe55P9K9mXLCnsefFuUjA03TlluA7gkZy7HvXZ2hhhjCxgKPQVkwbEAULtA7Yq/G64615822d1PQ11nGKGuMDj8qoI4p7MCOtYNHQpFfV4o9T064tX+7LGUPtnvXn15rOqNpEnh6+0157qQiMTqflYdAx9+9egPtXJyc1QnPPGKcdNyJu+xHvCwomc7VA/IVTmYU2eQg9awtNEmr+K5dNm1Se0RlkMXlpu3MqFgvsODyfT3pasybsbcdhBfqwm3EKRja2KmHhyyPCPOn/Agf6VjeCbu5vkvGmleQKIyM9s5rqrqX7PYTS9wuB9TxXq4anD2SckcdWT57I5RCI5mRGZowxAz3FX7K3MrgKPxqvbW5lcfKQB3robYRxqFUYFccn2OmBp28UIjCnLDHc1P5NtjHlJ+VVI3GBgirAcYrBo6UwYW6Ar5KAHjpXK6/pccv7y0mW1voX822l7HI5U+3FdLIEYck1TuFjZdrKGHowzSjdBKzMHw5HcQWt3PeeUJ7q4aZxF9zJAHH5VfmcGmynaMDAA9KwNeu5rfT2eGRkfeoBFD1ZlsjUcgtV678P6e05H78Edw//wBauY1VYrbQoNT07WdQmVrr7Nm5iWNbghNzPEOu1ThTu9R7gdvIS0pJ7124Kmm3zI5q8mrWOb1LTbfT44nSWVmdsBWx0/zimF45I1IBBHFT63L5l6sYGRGoH4nn/CqMfLAAEU60Y8+g6bdtTX068aAqq8jPSujFxNIg2KAfVqwLG0XKu56dq242GK5ZpXOuD0GPatJzNOxHoKgvLO3a0YICSnIGfzq6xUjqarOqDJyc1mroptM5DU9Djn8SWWo2lwqRGVJJYR/Ey9GX3xwa6KaVT3FRyxRpIXSNQx6kCqM8hzkU5O5law+VhzRb2FvfK4n3HYRja2KwtIkh1LxcdM1DUbq0t5ZNiSRSxRrH3JYycYxngck4FaXh43MWrazZ3DXH+jTeWEuMB1wWHzY4zwM44rXDQvVVzKq7QdjTHh2yJGySdP8AgQP9Kzlhgw4jLMASAT1Ireup/IsZpB1CkD6niuailMfY12YmEVZJGFGTe5oafdC3k5zjuK6mzvUlTK5x71yFs8bS5fgV0VqUWMbCMVxTR2wZsCf3/GmPd4GCf1qsHFRybT1JrGzNeZHNeJTPpupW2uWduJjGDHcxjgvGSDn6gisyx1e31vxY+oWsEyLHA6yPIoG7cQQPw5rrZyuMdfrWW6pGCEVVB5O0YquhlLckldTVKQgmsvXbua308vFIyNvUbl64qHXtK1vQND0q/vLq6Wa9MnmQlMCDAQoGOPvENnHb6g1NibnrSnkVyFw7SXczt1LE/rRRXp4j4UcdLcWMnjmrSEg0UVxnUidTSuxG3nrRRUM0K8jHFUpycHmiigTM6Zic1xsupT6R4kkv7XZ50Ttt3rkfMpU8fRjRRU9SWdN8NY1aLVEPQeSP/Qq6jXo1WCFAPlZufwFFFelS/wB3OSf8Uzo1CYCjAxVuMnHWiiuM6YlqM1MpooqGaojLEiqsxOKKKQmZ07Hmue8RH/iWNx/GtFFQSZeteJn12G2il0rTrYwKscUlskilI16IAXKgc5OByea9N6tz7UUV6OB3l8jlxHQ5K4cyXUjseS5/nVmxQGXJ7UUVlPdlwNyI8CraHiiisGdEQdjxzUEjGiipKKU5ODzWdKTzRRUshnKS622lalextp2n30U0ocx3sHmAMo4IIII6nIzg9wa3vB99c6nqGr313IZLi4dJZHxjLHd2HT6UUV0YX+LH+uhlW+Bm3rbstpEo6M/P4Vir1FFFdWJ+MxpbGlbwqY885rah+VAAOMUUVxyOqBYB4qMsduaKKzNCrKTg81nXDHJFFFJks5/xEf8AiWE/9NFrBvfEGqajpsGm3d5NNb28jyoJJWYlnxnJJ5xt49Mn1oopCP/Z", 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Z61z9zOJSFVy+T+Fdo4S4llmjwYYiLeH6L94/i2fyFD1dzMw7yz1O8txFJOZgvKAtUMPhvVYZQ7WTso9AGBrpEj56V2GjzCSBADyBg5pSbWprCKehy+lWH2K1SN49rZyeOn4962Ic7htJ4/Q12EUUEmA8aN9RVgaRp8vWDaT3U4rlk23c7oWSsce0e4bl4PeuY1pWeURKcM0vX8K9Sl8PW65aF2B9G6GuG17QzDI975yRRQsXdH/h9s1rFXXMt+pFTseeXETxSEqxGeoI4qqlr5pYkrj8zXVyabcPZrcWkX2lXGVKuMEevNZVxbTxoTJYyRSD+OMn/JrWMu5ySizP8sYEf8CcgY6n1NaGkq9xLc2yc+ZtUgLn1/Kst7lhkSSMGHquCa0vD0wW3v8AacTzlIYz3UNu3H8FB/OqbujO1g/spiWFvcCRQcbj0b6VF/wjGoylngt/MQH+FsmuihhVV2quAOlb+hnYzLyO9S9NUVFX3OS0nQrqG4jN1aGMRHILL19uOtdXEoVfQ+ldfbbWUbgrD3FXlsbOYfvLeM/QVzzk5HbSioo41F+TnmoL5SLfrxuFd0+gWEg+VXQ+xrI1Xwvug2wzYGc8ioW5rJ6Hk97C0m+Uk7WkbGOo5rHlR2wrODjgEiu9uPC91bpsLq4DE5U461hXVhexykPp26IcZLZz+VdMZ9zinAw1txAwkG0uBxgcD3pJAsUJ+oJPrU1yZLdsBJok/uMCVFZt1OJAFVy1ac3YwcT0O2s1tbG2txxggH6962rOJL3TpbWUZDqUYH8qreUJCBnBXDAevIqyMRSu8fCM2aujC8dQcrMxtFluvDF6mn6iM2jtiGcdAT2PpXeRyx+ajDHzHB+tYdzdW01pIsyo/GNpGc1Z0SKa5h8koS6ldkmTgAepqqkFKLizelKzudlEq7R1FSEYH3z+NZptdSCAR3CY9Awz+q1EYNVVtzrPKB2Eqf4CuL2T7o6faLsVfEtz9i06SZFDzHCRrnG52IAH5muIg/t2x1S2i1N4poblzGWjXHltgkfhxip/iHLq3+izfZPJtosgbolfBOOWPPPpWRay6xZahY6j4giu2tUYIshxsQsMAkCqjCSRjOomzr2s1YcgGqsul2UoIlto2HuK2JVA9vpVKXjpU3JZzd1odlY3kd1awrHtR87e54x/WqIkkkTaxO3Nbupt/o5z34rHRPQYralsYS3HW6sGBB6V3emyGWFGwORXIw22LUSnrnp7V0Gi3aRL5cjYHY05q60Nabszp4FB6r+VWWhSRCrcqeMGoYHXaG3Db1zTnvbeP70q/gc1ztWZ1p6GPqNtdWUjXFtKWgIy8RGQMDtXla6j/bU9zdgtb6sjeZEBJhWUAYXB69/zr1+fVoCrrGpdgpPoK8kv9DhudWvLdMRTuRNAAfkxzuXAHr+Wa0jrqzGo7bHY6f8A6fptvdbdvnRhyp7Z7U+Swhb78at9RTvD1zHeaFAVj8t4R5MkZ6oy8Ef1/GrUox3qXdOxD1RiXOgaXcKd9nFn1ArHa0FlpsFsvVRz9e9dPITmsO/wZFUdhThuZSKUMZ9a3dGkaO5Ck8MKyUUjHGa0rbMUiseCDkVs1pYIuzO1txkDK1oRouOhBrPsZFlhVlOc1poQB1rmlE7YyFxgH5jXEfEOzaXRftaZDW8iu/PBXkcjv1rtzIoGWwB71zviGeG6tDbqvmJJlXx0xgjr+NELqV0FRpxscF4Wu459QubSEFYnQTqnaNs4cD2zyK6d7JW+8AR9K5XwoRYaxArxqouka3bB+7Knf23AZ+ua7mZQPatKl0zmTujHk0qykyJbaNvqKyLjQrG0vEuLaBYwEbO3ueMf1ropOM4NZt+2IeeM8VK3IlsYcaZbqa1LEtFMrBu9VET0q3CDwTW9iIs7SzJZQcA1qRKpH3fyrG0iUPAvPI4rQR74SEiDKZ4wvb65rBwbeh2RmkjTVQOhIpJAdvLZFZkl5qag/wCjbR/1xZv5Gmpqhhhdrq1nmmCkrH5LqrHsCR0FL2Ui/axOX8ST6nNqBtNIiiJiUPNJJ0Gc4A9+DVTRZptRs5DdRCK5hkMUqjpkdx9QRXLNq+urr16LOL/SJWO9ArMSMnHBPbtXTeErpXiurK5M39oxyGSdZ1wxzxke3GKrllFGDmpM0JLCJh86K34VRuPD+lTj95ZxE+oFbUoA71UkJzUEs1b7w/aKsbRfaFYZ+ZX/APrViazYG1hgZLmXczEYIHI9T+leheUrxlGHBrl9dtkfU1QZMcSAEe55P9K9mXLCnsefFuUjA03TlluA7gkZy7HvXZ2hhhjCxgKPQVkwbEAULtA7Yq/G64615822d1PQ11nGKGuMDj8qoI4p7MCOtYNHQpFfV4o9T064tX+7LGUPtnvXn15rOqNpEnh6+0157qQiMTqflYdAx9+9egPtXJyc1QnPPGKcdNyJu+xHvCwomc7VA/IVTmYU2eQg9awtNEmr+K5dNm1Se0RlkMXlpu3MqFgvsODyfT3pasybsbcdhBfqwm3EKRja2KmHhyyPCPOn/Agf6VjeCbu5vkvGmleQKIyM9s5rqrqX7PYTS9wuB9TxXq4anD2SckcdWT57I5RCI5mRGZowxAz3FX7K3MrgKPxqvbW5lcfKQB3robYRxqFUYFccn2OmBp28UIjCnLDHc1P5NtjHlJ+VVI3GBgirAcYrBo6UwYW6Ar5KAHjpXK6/pccv7y0mW1voX822l7HI5U+3FdLIEYck1TuFjZdrKGHowzSjdBKzMHw5HcQWt3PeeUJ7q4aZxF9zJAHH5VfmcGmynaMDAA9KwNeu5rfT2eGRkfeoBFD1ZlsjUcgtV678P6e05H78Edw//wBauY1VYrbQoNT07WdQmVrr7Nm5iWNbghNzPEOu1ThTu9R7gdvIS0pJ7124Kmm3zI5q8mrWOb1LTbfT44nSWVmdsBWx0/zimF45I1IBBHFT63L5l6sYGRGoH4nn/CqMfLAAEU60Y8+g6bdtTX068aAqq8jPSujFxNIg2KAfVqwLG0XKu56dq242GK5ZpXOuD0GPatJzNOxHoKgvLO3a0YICSnIGfzq6xUjqarOqDJyc1mroptM5DU9Djn8SWWo2lwqRGVJJYR/Ey9GX3xwa6KaVT3FRyxRpIXSNQx6kCqM8hzkU5O5law+VhzRb2FvfK4n3HYRja2KwtIkh1LxcdM1DUbq0t5ZNiSRSxRrH3JYycYxngck4FaXh43MWrazZ3DXH+jTeWEuMB1wWHzY4zwM44rXDQvVVzKq7QdjTHh2yJGySdP8AgQP9Kzlhgw4jLMASAT1Ireup/IsZpB1CkD6niuailMfY12YmEVZJGFGTe5oafdC3k5zjuK6mzvUlTK5x71yFs8bS5fgV0VqUWMbCMVxTR2wZsCf3/GmPd4GCf1qsHFRybT1JrGzNeZHNeJTPpupW2uWduJjGDHcxjgvGSDn6gisyx1e31vxY+oWsEyLHA6yPIoG7cQQPw5rrZyuMdfrWW6pGCEVVB5O0YquhlLckldTVKQgmsvXbua308vFIyNvUbl64qHXtK1vQND0q/vLq6Wa9MnmQlMCDAQoGOPvENnHb6g1NibnrSnkVyFw7SXczt1LE/rRRXp4j4UcdLcWMnjmrSEg0UVxnUidTSuxG3nrRRUM0K8jHFUpycHmiigTM6Zic1xsupT6R4kkv7XZ50Ttt3rkfMpU8fRjRRU9SWdN8NY1aLVEPQeSP/Qq6jXo1WCFAPlZufwFFFelS/wB3OSf8Uzo1CYCjAxVuMnHWiiuM6YlqM1MpooqGaojLEiqsxOKKKQmZ07Hmue8RH/iWNx/GtFFQSZeteJn12G2il0rTrYwKscUlskilI16IAXKgc5OByea9N6tz7UUV6OB3l8jlxHQ5K4cyXUjseS5/nVmxQGXJ7UUVlPdlwNyI8CraHiiisGdEQdjxzUEjGiipKKU5ODzWdKTzRRUshnKS622lalextp2n30U0ocx3sHmAMo4IIII6nIzg9wa3vB99c6nqGr313IZLi4dJZHxjLHd2HT6UUV0YX+LH+uhlW+Bm3rbstpEo6M/P4Vir1FFFdWJ+MxpbGlbwqY885rah+VAAOMUUVxyOqBYB4qMsduaKKzNCrKTg81nXDHJFFFJks5/xEf8AiWE/9NFrBvfEGqajpsGm3d5NNb28jyoJJWYlnxnJJ5xt49Mn1oopCP/Z", 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", "info": {"video_id": "60098", "label": "lifting up one end of scissors, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "777637d62613e4ea51fb771f5d8ef4066122ae2d14cfcb11243448e725352d50"} +{"episode": 80070, "episode_seed": 2528596273, "split": "train", "timestamp": "2025-10-13T03:43:14.938205", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2528596273, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking watch out of 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105488", "label": "taking watch out of rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105488", "label": "taking watch out of rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105488", "label": "taking watch out of rack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105488", "label": "taking watch out of rack", "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": "bffa6a0519619f14d5e5fb3d0e23630ee6f3d8ea1bac02238074711ea68c7500"} +{"episode": 80071, "episode_seed": 1368100230, "split": "train", "timestamp": "2025-10-13T03:43:15.924659", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1368100230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing color pencils from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155278", "label": "pushing color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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ycOsk8lvGFaZx0OQeB7VharNemESabdx6bdSSLNdXNrAEe4kHQsQfxx0JNaFwx2nOeKzrhTsBIPNCqT2FLBUN2ipr+saxqMMHk6k1nIjiWaS3jCmeQdHbH8ulP0ObWGvt2kNY20asJLtTFsFw5zkttHf9KgmRSrDjj3rT8JoI5rsgg8L0OfWqUpIzq4ek15nT3kGqXVzavaamtjFF8xEcZZmbHfJwR7U2/wDDdvJp7R2Dx6fczAC4uLaIKZR3HX5QTzgU4XgUY/i4wKSa+kIIPygjj2o9q0rIzeEpzd2i1JZ311oP9nz6nM0pTy2ukRVdkxjB69u/WqMWlLp2lGyN9dzOqlIbhivmwIeqo+MgH0q9Y3bNCAxJwOtRX1wVjJ2bieKXO7aGkcJTctYmTpdu+j6RPp1vqF4YJc7S0g3RZ6lDjjNRaTbjRdPubC3urxrefJw833CRglSPuk9yKSWViQF45pksqjCtKqnvlgMVPPM3+qUI291aEWmwQaFa3VrYSTxw3IxIgmb8xzwfese2tbfTLe7t7MSQw3K7ZVWVsMPz96uT3tpFnfeQDHrKv+NZMut6UjsGv7f8Hz/KmvaMiUcLDey+4qQ2VtZW9xbW0XlwXAxKm4kOO2eaypbWC3t5YI4VSKQgugHDY6Zq5N4k0wYCzGQ+iITxVd743SNJbaXqc6DjdHaMQKtU6r6GTxGEjpdH0W3iLWGb93aaaF9GvVzUo8QaiMCSPS1Yjp9sHFePx3Lu4ycgdKsJO24lj0HrX1f1GN/6/wAz8sedVbf8N/kesjXtQzlm0gD/AK++aU+IL3cAv9lE+n2yvITdvu4biobieRhw5B+tH1CAlnNZv+v8j16XXb8j7+jIT03Xh/oKi/tu/ReJtF3Hv9rJ/pXjYvXjk8tn4HQ10Xh/UNFhnb+2YbiVD91o3wB9RwT+dZSy+mvetc66eaV5tRul5/0jvW8Q32zJu9BHPe5b/Cqc2vXkjY+36AB3Pnuf6Vz9/P4JuJpPKmv4BnjapK/rzWTNaaDK37jWinbDriqhl9GS1X4G8sZi4v3Zp/M6a41y6VgG1XRFHYjzD/SqT63NjnxLpKjvttZWP8q5mXRIZDmDV7Z/QE//AF6oS+H75STHNBIPZ61/sun0RMcfjusvxOyGr34RpLUNrwZti/YrYx+UwAPz59c8fQ1HDqevsSZfCt+uOTuZVH5mvNNZF7pkEMco8sySMw2t1GAKyfts5TBkYj0JzXmV8upqo7o9Wjm+JhTUWz2hr3W5APJ8PFfeS9iUfzp8eoazEm19HtwT3OpQ4/nXijXDKANw/Ko2unZSCR+VZrL6I3nGKel/y/yPaZ7zXZVB/smzjz0Z9UhAP05rPM2tltxi0RAOzavHn9K8Za5lQlt3HSp7K7hN1EboSGAMPMERAbb3xnjNL+zqDeqNY5xi0tJfl/kes/bdV3fNN4dTPTfqa/0qtPqN8oOdS8MKfT7eTj8hWRqs3w4l0+2/s6bV4rjJ80SjccY79vyrmriDw+zkw6tMBnjzIq2p5TQmrpF/2pjf+fn5HVTX16se4674dBIyVSSRyP8AxyqJ1EMMv4s0qIjoEspn/wDZRXKSWNkxPk6vEf8AeGKrvpJb7l7bNj/aq/7IgtooX9oY171GdU1zbzuIk8YI9w7bVC6WwQnt8xII7Dp3rZk1qa6KvN4102BgMBI9PlI/PbXnEFhPb3sEshikjjlVmAbOQCCf0rT8PXui2+pvLrljc3lqfupDNsKnPU+v0yKzlgo0942MqmLxGl5v72d2PEEMGIz42JyOTDpLEZ9skcU1db0tH3t401Nnzn5NLUD9XrjNZvtAm1iaTTrGeKxOPLj3bSOPcn+dVo73RM/vLO8P+7MB/StoYOlJJj56z2rfizv38TaazAN4y1hfcaZHj/0Oq82t6EylpPFXiCTJ5MdjEufpluK5e0ufCDTL9qs9WKE8+XKmf1FdBdXnwySwEa22uLJjs8efx7U5YSkulxe0rrRVfxZHLr3h1VCprvihuef3cC/1qs/iLw2FYG/8Vuc8f6RCv9DWJczeDyCYBqQ/66bf6VQZ/Dx+6brPvV/UqfkXy15aur+LOhk1/wANO/P/AAkzLno2oxjI/wC+KoXOt+HWfK2GruvpJqn9QlY5fRB1+0H8SKrsdIycST/rS+qQXYTo1XvU/E9M8LeFNH8UaLc6mNGMEMZZY/M1GaRpWHXpgAdqwtH1gW89/b6dbaRoRBCTNcTTOWIJxgHceOe3evQPhTNbN4MkigdzGs7gbuvODXk3i62j0/xnqUIlIR2EgJ964VBSrOkzpnSnCEZU3r3udbFqcsWWl8aaVgDjyLKWRs/QoKdJrtjcAG48Y6gRxkW2lgc/8CccV56gtSPnumH0TNWo10jZ+9v7nPokA/qa6lgIeRzyeKe9T8Ttj4j0aNNi674nkX2SGPP/AI8arNr/AIddR5k/ie4PPyNexoPzCmuagPh5SBJcag477Y1H9a7Ozf4b2+kSyyw6xJPjhXMYP4YyKt4WnHzMWqy3qfiYcviDwyrk/wBg6hM3rPrEhJ/75UVUHiHQ/NHl+FbF2ZhzcXU8n/swqvfar4XZmFrpV4OeDNMD/IVSXVNHRwRpG4D+9JV/V6dr3Rao82s6h7T4r8K6Povg6TUdM0LR1u4kErmW28xWGMkAMTj2rx6TxreiLy4bTS7dOeIdPhX9dpNfQl7s1bwKf3W6OeyGAeeqV8uWNhLqGqW1ghw80qxA+hJxXmUp8zafQ3xdCK5eXqah8b+IlGItXuIR6QkR/wDoIFUJvEutTSK8uq3sjKQQXuHOCOnf2Fdz8R/h7p/hjQrC90wzMwIS5aR87s9GA7c8cV5ex5rRSUldGLpODsz3CJAIye4qF3YZOeTTRchQSTUcJaaYKqszOcKBySa+iufBcjuODMB70O5wMjmpvs8iStHMjRupwVYYIPuKS4UKhA6jmmncl72My5GW3d81IGO1TntQ67uTQ42QjFB0J6WGCRmPWkmA3D6VB5hU59Khec5NDlY0UW2MkKqxz270yS6wvDEfQ1BNJkHmqryfKaydRrZnbCDEvZnnWIPIzBScbjnHSqsnHANEsuNuaryTAkVw1ZXk2zvhF2HM5J60bjQqMyhucetPEYwSelQU9CtKcjFQIxBxU8nDGo1HJpGsdhCx9aQ8rSOcGozJxii5aQknSot+Bih3zUDNUSkzeMR4lYSqQcEEc1sKODWAW5rY83ApRk3uRXi7IVz+dMBp1vFLdXKQwxtJLIwVEUZLE9ABV7UNHvtFvms9Rt2gnADbSQQQehBHBHuKpMy2RSyVwahmYsOetWJcBcVVbnrVNhDXUaBlaZUhIC1EeDUNmyHNjFQtgHNDMc10fgSz03UPFNtDqRVo9w2Rt9129D/hWc52VzWELux658DoFk8I3juODdNj8hXnfxQgEXj24AHymJCP1r3hLX+x5kniCpAw2yRoMDHY49q8P+K7I3iqG4XrLbDP4Ma8+hPmr3O/ER5cPynFOAKjI5pDJuGBWnpnh/VNXtri4sbVpkgGWAI3N3IUdWIHJAyQOa9PmPISsUEyDUjSttwTx6UqrtBz1HWoHYE5rS+hO7IcEyVPbWV1fSmKztpriQKWKxIWIHrxUQPNe0fBO0gudM1FwMTCcK7Y5IwCBXPWqckWzqo0/aT5T0rQY/N8AWERBDfYkXBGDnbivmvwxFs+IOnwkfdvdp/AmvpxXNhZywfMyq+QfQGvn/RrRX+NvlBNqi9kfHpwTXm0ZfEz0q0Ph9TvfjBJF/whUyAEMroMH/er53brX0L8auPCTFD/AMtkDfnXzwTzWuGfukYr+Ie2aVp1xqCLcgpFZg4a4mbYgPsT1PsM16T4d8LW1tElzErnfybuX5X2/wDTJP4c8fMeafBZaIiav9uvEubyKIiIXDouwFM4RRgLyewrdF6sUUasNo2jAHTGK78Tjny+6eTgslXO/adOhkalokdxEz3sBukQfLeQtidF5++p4cD164rjb/wxPLDLc6dIt7Ao+ZoeqjsSvUV6NHcI+WONv8WemKiRrC606wcxXEMsbBftEcLJtXJA+fGNvT2qMLj5pWZWYZHTbUoaM8TmR43IZT8vqKrmQKvPU17fq2nCZjHdWdlqSYzmcCGYf8DUYP6Vw2seEtKmlDWd62mySED7NfqQo+koyDXpU8dCeh41bKqtJXa0/r5ficG7AiqchGDk4rodc8NaloYDXMOYX+5PEd8bfRhxXMXEnzsSSSepNdPOpK6OeNNxdmVnfPeqzyY78U6VsUvh7Tote8RNp1zfy2qtHK0Xlx7yzqhYL6AcHk+nvXNVqKCuz0aNFzdkZtxIWdVB5JwB610ei+FGuHjbVZJLVW5FtGm64lHsp4Qf7T4HsapeDxJOLucXEcLxGL98Yg8iBiQdhP3fr19xXpM2naZoWuTLpxd0ktonaVn3sSSc5PckjNePisWot2PcweWyquKeiYqWQt7BbJdPhfTWYl9Ld+cdnE3Xzf8Aa6dsYrnNT8K2c0hTR7h4pi2P7Pv2VJhn+633ZB7gg+1dI99HIygN+tS2k2i/27Z/21EstrJHIkilC5K4BHA56964KGYT57S2PXxuR0VS5qejR5JqemXumXb217azW8y9UlQqw/A1nklepr3ITpJb3SWssN/p8c8gitdTg84KmflAZvnTj3rmdS0LwtqELCfTrrQblgCtzbyG6ts99yffX9a9SOMpydrnhzy6vTjzOOh5ezZqJjiuul8AalJay3Wk3Flq8MZORYzbpQB3MRAcflXITq8bsjgqVOCpGCCPWteZMwjEgdueKiJpWNRs1Q2dEUDGulsNImuIVurqRLO0JwJZwcv/ALijl/w496k1zw/o9p4attW0vULyYNdfZc3MAjW4ITc7xDOdqnCncP4h7gd7ol1oVlfak+oCS5nls9iTz7pSjEdAcEL2rGVXkNFh5Vdug/QtMtbey36dB9ngmX57qf5rmdPQY4iU9MLyR1NXTG8Vi9isVpe6fkstheoT5R7+VIPmj/lVe01Hy9Ntn2gpsAynQYHT2pY75H3OxCgZJLHAxXDPEz5ro9ylleH9lZq77nOzeF9P1hi+kXbWbuMx2uqERlz0KpL9xjnsdprmNX8PaxokhTUtNurXBxmWIhT9D0NerWurPceC73S20bz4ri6MyTO6g7d4YYU89Afzpqahd2Kp/Y2rSwW0gO63k/fwkdCDG5OPpXZHFr7R47yqom/Z6o8TJxTS1ena0NE1RPN1fQxb3eRH9s0VljVjnq0DDBJ/2SK57U/B1qxB0DVl1ByM/Yp4jb3Y9hGeH/4CT34raNWMtjlnRnTdpqxxzAg80+0uGtL6C4U4MUiuD9Dmt3wp4WufE/imDRfngJJadivzRqvXg9+3Ndj8RPhND4W0ddU025mlhjIEyTEE4PGQQKipVinys0p05SXMj3Xy0vdGibORJCrA/UV89fFCKT+2LBVUs5EkahRksQR07nrXoFjq91LrqaVPrV5aWhCRxtFLGixjaDyXGMYz7k1xmpvdvq19bX1/eQrC8sZ8zYsoGSMMw6dBkA4NcVOPJJTex3TvVTppanN6TolvHepBqObi6Y/LYwyYOep81xwgxnIGW+ldxNYqyRG4KK8O0W/2QGJbUDn933BzySck96qJf6Imm6DFp0SQXMQdZ9yFSSR1LEcknvUlxqLL+7ZCDnvTr4iW0dDowGX02nKpqw1dpNRaMapaR6u8pES3USrb3KN2LMBtccfxDqetYd54GSefydN1BEuwAXsNTAtJ1z0ALHY/1B/Cth72QtBHaqHuPMSQBuAoVgcsew4x71r65q1xqWqSahrMVm8csSxExIWCbScEhh0569quli5KNpGeJymLqfutDzXVPBviPRlMl7o15HCBnzljLx49d65GPxr1D4BsrWusJn5vOjOPbaaseFPC2pXlg2o6Zq17pcTsxhijkLRuvIyUbKkH0x0rS+Hb3S+MNet72GzinijiVja2ywLIQWyxC8E89adXERnCyOWlhalKpqd5fxfvnRf44zmvGtI0v7H8bLh2H/LF51x6kAf417LPKr6pGinpG2a4WTTZR8RV1BYyYvsjRu2Oh3DH9a44Stc7XG6VzG+K67/DN0JTxtV1/wB4Hivn09a+gPjEWHhQlOA0iA/nXlHiPwTe+GvDuj6jeCVZ74yebC0ZAt8BCgY/3mVs47dOucdeG+A5MT8Z9F2hFtGLZERo8/xruJPqSe9WVPlzSWq/6kRiVV/uEsQQPQcdKKKxbvFnsNJOLRGG8y9gt3AMTqzsp/i24wD7c10BkYxFScjHSiiojsTXXvGSjss09sP9XEF2eoBHT6DtVJMTTu0gDeS21FIyBlQScevOKKKpPUuCTjZkN1bw22n315DGqukLO0eMxy+zoeCPwzXk3jKwt9O1+eG2UpGVSQLnIUsoYge2TxRRXs5c246nyud04wrrlVjkZWJc81TtNVudF1hdQtNnnxFtu9cj5lKnj6MaKK3xGxzYbcveElDy3KuAyKEOxhlWPOMjvXdEJbI93bxRxSxgfcXAYZAww7iiivnMW/3rR9ll6X1ZPr/wSW4UJdEL0z0q7oLkobk/66Qcv3wCQAPaiiuBdT15dB2pTyRuJ1Y7/lQ+jKT0P9Kzb+V4/mRiG4APpk4oooT2CWiZCLS32onkrlTw4yHz67hzmsnxPCl7pV+1woe409IGiuSAJXDkgq7fxgY4J596KK9HBSk6jTZ4ec0oRpRcUkzzlutMJwQcZoor05bHhROg1/xbJ4it7eGbSNMtTbqscUlqkilI1zhAC5UDkk4GSefWuugmksYwluxVSOeep9TRRXHieh6uW7y+RpL/AASDjzyRIo6MQuQfrVFZGl1GO2bHl5LEeuOgPtRRXG9z1lszplldYxg9RXOa7eS6YI5rfbmUkOrDIPHX60UUR3KqaR0Kml3D3vmTy43xvtQDgDIyfxq9IqyRgSIrgNkBhnH+FFFU9xU0pU9dTW+Ht3LL8Qbe5kO+5Dy2bztkvLGFDDee7DAGeuOua9b8fWkN74Q1GCdcxvC2fyooratufO0N/mzx3UtWbS7y7j+xWV5E7ISl3FvAKqMEYIPfkZwe4Ncxd3k+q6mtxeSeZLcbp5TjG5sjt6c9PYUUVT+A3o/xkXYbuaQiCRt8ZBBVuQRTdUuHsYZUjwwhwEL8kAgcfhmiiudHsVNFoSaDO8sSztjzJTlj9CQAPatO/djaTAk42N/Kiiplua0tYHsXgnDeDtLbaATbJ0HtXK6ETH8WtaRThWtgSP8AgQoopnkx3kdXk/299IjWZJIy6mADw7sp+mM0UVKGziPi6T/whx/67J/OvH5vEWra3YWekahfTz2sEryrvkZmLMFHJJOcbePTJ9aKK7sN8BwYn4z/2Q==", "info": {"video_id": "155278", "label": "pushing color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155278", "label": "pushing color pencils from right to left", "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": "8cc2f3255c6223642d13d1433dbe9947a9c48af21af9bb90a8e6c0f27ce5b87f"} +{"episode": 80072, "episode_seed": 3071818359, "split": "train", "timestamp": "2025-10-13T03:43:20.897172", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3071818359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend non sparking pliers so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "213312", "label": "trying to bend non sparking pliers so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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08z9ysTfvIh2HPJA9RWnoHja7SY6RrkNxFdwgDz3XDoM5DP8A3h05Hau/T99NtcYOMBh25rk/F/g6O+MmpaeDFq2zewDfLMFHC47HHSqa7EU2pSSm9DT+IupFfhPqrIR+/khh25zgs4LY/wC+fyrA/Z40aC9k166uYI5oTClsySKGVgxLEEHr90Vyl9f6vq/gq608y+ZbwujLG6YdSucjPf6GvYPg1oMvh34dtezqY571jdgN1CBcLn6gE/Q1EJqTaXQupTdNO58/Q+UNbvzEgSITSbFA4VdxwPyr6M0rwBb6r8KLDRdVgjW7ELSxSJwY5GyVOR14IBr5r012lvGPUyv09cmvrHwnqs7xf2VduHuLSJCj/wDPaPpu9zxiqhG92ZV68YShTb1d7fK3+Z8px20um6zPZXkRiuIHZHjbqrA4IrX1TnwjeE/x7W/8eFbXxbu0u/itemIgrDHHDkY6hQT+prF1FWbwrOp7Qqf1BpRVpGlSTcEYOkuWIVOvAxWhqPw98QWtxKYRDdLy2YpACR9GxVbwrbCXUrc9QZF4/HNeyI2+SNmAJIIYetOC3JrSeiPDLm01XTlC3VpLC5P8a4DcVd0vS9T1WeOOG12IePNbIRfqa9bu7OKSN4LiFJYmOAGGf8mm22nW9tahLeMRwkHcuenvmqtqRz+7bqeXy6Vq+h3F40sRuIYWVXnVTtB68EgHvV7wwum3WpLIVEboyyMG+6WDZHH8x3rt9d019b09bRJfKdyGYno2D0P5VseGfh3otpD5dxDFcysQWkDMhX2GD0rKtCUotQdmdEK6jC0iSX4l6zbKZLe308OAQTufB/DPXrXhXiTVrnWfEF5qF2kKTyyEsIVIX8ASa+j/APhBtAilZPsLSI3KNJKzYz7cZrx/4mWGn2zvJZQQ27G6aJ4oowoXaO2KKFKtZuo72OSpiaUKkYRTvJnL3kom0GzlBy0EnI9j/wDqFdr4S1ofZyskcjsgwdg5x9K5WDQZLvwbqeqCRlisPI+UD77O+MZ9hz+IqxJcPod99qjTKSjJXtu/+vQ46HZCqozOy1TVbAkAfN5p+VehVx0/rXJ3+oXehXKy6Peu8dwvmDDfvYX6MrY9D0PcEe9ZN/rl7q02DIEiY5Krwox/P8aS0aQQHKDIOMgc/wCc0uWxo63M9D13wJ4lsoNItrW+1OKK/aQqIpcqR7EnjJ56muh1rxlpdqGSHzbm7ThkhxtVvd+n5ZrwxrW1muNst+torYyzRs46c8KPWum8P6Bon2gx3niCO8tC+I4oVeLeMDhyQNv0B/GtFJ8pjyRlVbmm/Q0Nd8eXN5aS2M3kpE7BnSBS7cc4Len4VzieKrYXLtIDIHG0+Ynyr6ACtvxPo873FpBp8cUFo0W0rGMbcHJz9eOfasi28Pw6vKkW8w2UbAfL1du+f6Vm33O5Sjy/u42Rnw3ke7y4LwTv99PMQqOOij/PavWPh/oUt7rljJNBtWD98+ec46fmcV53Y6V9q8TebbWqrbRERrlcHC9Tj1Jr1rwj4il0/wAaR6a6KLO8twFOOQ6knP0welEVd6HLia8aUFzaOWiOl1u1Nrqb7QPLl/eD2z1/WvJfixZJcpYPs2ySJIhb2GCP1J/OvePEFn9osDMPvw/N+Hf/ABrxf4kJvTTh1/1n/stetKfPh9eh8DSwrwudJR2ldr5p6feeHRK1jeoJxt2t168eoq5rmsyapeo8YPkxIEQEfma27vSUvIij/K4+6/cVXtvC7Ex7bgKSfmypxXn8utz7SNTTlMSK9kVFcQ5KnBI/h9P609Va/eT7PayzSKPuIhY49eK9HtPB0U1uEu72SWBX3CKNAmfTJ6108dvb6fp8gghjiVU8sbFAJ4xye/FCj1CVRWsnc8s0a/s4rQWxhiQvGUdsYfkYPJ610V9pMk1pa+VFPcCSIRiaVQ2xfZR3puoaNZXe2JbdIwqYVkGCvpzU2ly6vbWHmGCUfZx9wPndj0/n+FcmJ9tGzpq5206tNxslY4288M6hFJO5tLpYVwIpJY9vmc9fQV3Hw4e1nspobiZYxazJOX/2A3zfkOafdahe6jZLbSghXGdxfOOKrWPhq50CSSQyYdkJMDoVJVl6EHsQf1ow7r1k1ONmjHE16OFjepKyffufR2p2R1HS5YiQ/mKQrerdVb+leabdr7TlSDggjvXXfDDUJtV8CWwuGZnhHkbj1+UYrL8V2YstckZVwk4EnHqev68/jXs4Sergz4biTDKdOGKj6P8AT+vM5SOAOWQHt+Qragj/AHYboDwoqjYQEhnPetZeFROwNch9ZcbFvAMbHBBypHepoWbZLg/cBNEi7IVc9QSaWBDHFI+MggD9OaVholtFBuogf4jlqrzSebKXK8EkD+VWYT5amTH3IyPzH+NR2cJlYADKgAn65pNDRQ1DwOmpJ5mnOlvdSczIw+SQ+vsTXGapP468A2dxHvuf7MkBjKyfvI1DAj5fSvarFds4I6Hkexq3rmlQ63ol5psjFFu4WiYjnbnofzrF4eKlzx0ZrGu7cstUfMPgjQ/7V1WJVGAimQn/AHRn/Cu41jXtV0KzjktWdLyBtkbgZIDDDD3HQ/gK7Pw/8HbDSBHLLqd1LKj7wIwEXoRtPcjn26VyfjKxuTB9m8uQ3sbhBtXLOQcDA75rtw6/dSi9zwc3k442jV3ivz/4J4/Ld3N3q8s94zNcSMzO7dWY9Sa6LVCE8IXEo6NAqj8SBXU/GLSWstN8J3P9nx217JFMLoqoDEgR4DEdcZNctcoZ/AN2MZKAAfg6/wCNcqVme9KXPBNGZ4Ky17FtHKkn9DXqKt8okDd849688+H+nsL+V3/gAx+Neg7d0hiX3YfWnBCrfEky3INzIG+7t31HO22yQDrI+0H6VYk+SZV2/dXFQXOE8mMj7ilvz6fpVmQ6whWSZWZThQAfxrqtOAjQuQRlcZ9KxrKAiL5hhmArdssGMBhx3I7UJCZtWbCeKESffUAZ9ieK+d/i5Kp8Y3FnCMKr+ZIuOjkf5/OvoGzIBUYyMEDPpXB+LvA8dvrN34mlC3Md1KC0ZGTEdoyT6jIpq7fKupjVdOmvbTXw6nFaJc28vwb8V6UV23ERiuw2fvAMox+GD+dUbvS1u4XgfOGHBx0PY1BqFrd22j69cRxMLObyojJ0XcXB2j14Brr0sWkZcLwcZqXGzsXQrOrTVR9Tym90G8srlUcjax+WQHAJ/wAa2vDnhLUdWvltnuRbxOCfO5YjvgDuTXosOmJLMY5Y1dWIBVhkYrZ0jR7exuwIAwOfulsqOe1S4u51RqQUXfc42L4UXqagVu9UhNlGxB8tD5hU9OMYB/Om6p8O5NNu7lNKvQkIZTHFMSxPyjOTjrnPbpXq0nMzg+wzWPc4m1AsRlC38hxVOK2Jp1pwlzJ6nFae76dYCx1e2VJ5CWG5h8wzjKnuMVsXU1hYaMbmSw2W0sgRJQmdz9QFxz6/lXVy+GNO1WWznu4iz2+ShBxweoPtxSeKfDd1ro0r7H5QSxlJaJjtG1gACPpj9a8yplnNJy5na97HbDGptJ9dzhtL0/WvFssVppmy3aESSNPMCnBwBzjPp+ddtoXg2/PiOyuNVCiKzIaOSJv9c2P0X19eldpo2hwaDp4SEbpnIMsmOuO30rYhx5Y46dPpXo0I+zhyrqeZjIQxNWDf2Nh7osiMjDKsMEe1eJfEqyNvdWVu2cI0nJHUfLivb680+K1sssmlNt5xKCfX7tbxm1Fx7nPXw0alWnW6wv8Ac1Y8jNoXUEDr0+lWbW0J5YYIFan2cZUAdBU7W3liJQOTgGpN7lqzXbaxN33c1FqBItCvrKD+Qq8YhHbRDsDmql6hlkWED7oyfrQO5mWdi05ZyOGHFb9jYrGFLL93tUmm2mYM7eFGM1pfZyqqSPlAB/CmkJss6BplvcaktwLePz8YMm3n/PFaniDwxbeJjG0jvDPHHw8WMuFPK8+x/SrugW4Rnlx3IH4A1ft0eK6UIQcfOB69j+lC02MqkI1FyzV0WfD1mmm6RFYrGIlhyAo6AVU8Wac17YrLGoMsPzD3Hcf59K1ywW5II6jIP8xUrp5kJXpxwfQ0Rk4yUkTXw8MRQlRlszym2GAFxgir6RbnxjvUUkJSRWHcZNXYgAu89cVJ0Ir3A3HYOnSrTx7ITGfUimtHvmJI/iyfpVi5+V1I6N1+tBSKjgssaD+PG761c0yIrO6FQMnNLHbfMuRyDuNaaIttAGxl2PJosMsRp5bHjjtVvcWVZB94NgVXsxuRy56tn6ECprVTJMMcKG3YoJNTcEjGfTtVSXTbS4n+0PBH9pXKrKV+YD6/jVthkY/EGvK73WNWn8c6hpi65d2kCu4hWNQ3ITcF6cDg8mkDipbol+MNnHdxaOki7lXzehwR9yuBt9Ntm0qSwVNsDoUIHXnv9avnVtR1vb/aN5LciNcp5hHy56/yH5U2zUhynrQF2R6Jo8ej2cgVzIxwC5GM46VqWce6d5PTH86HGI2Uen9asWShfMB/ioSstByk5O7FbBuSW6YINReS03mORk7sYqWMM8jKRnYeTWhaWwLfMCFJ3H6UwLdrGHg3d8ZqdHKNgd+KhdiziNflUEDj9KmnIyuPvFsn2xQI09KH+k7Ryobj8etaKvDOxjlQPF5oDowyCrAqePxqhpYKKCR82S3P0rG8ZXlzY6E11YTyW83moNyHkZNIl6ieN/BM+p+HLjT9Oij3h45I4lwoba3IHbJ5NZK2u0ABegqvqGu6pDpcF7aeI9SlDT/Z8zIqLMQuWaPvgHg59R9K3PJKPhh2oHskkU7K0AdnI6c1es4/9Ld/TBqxFAI0AP8AFn+VOtV2S7j3GDQBHMxMjbf4vlptnphnkUPwFJJPtVu3t991Io7DI/GtiKEQZXH8I/OqQMhtF/0hFVQEGRitC2iEl6wT7i4BP0qlGG86RVHIIyfTJrbsoREgA7j5ifX1oJLE7hAozgtwKkQbVC+lMlUSQ5I7Zp44XHpSLW4o444rgviSgc6Z7eb/AOy1kXmu6hJ48vdMl1q8tbUz7IzFJGix8A8lx0xn3zWLLfane391b6hdXM32WUoi3G3cnJ644zwM0IctiGK3Hm4I461K8Wblcjo4q5HHiPcRyaQxZm98Bv0pmZHOuNqflT7exMkgZhlsYNTPH5jwjHzFwK144lUYB+Ytk+1MZDJAsaLEvCgc+9WSgdY7eMfNnkntimzq5ePjlnAx6CrtnGqbgcFm6n15oEb+nQrFblV4KjH1NR2Tsd7dJVI/CrFo370IT2BBPc9z+VIkZimk45zt/SgkuMRPDuT7ynJWpY5BuA6Z4xXJeNr660zwzJd2NxJbXCSxIXjPJBPIridWv/Fekafp15PrF8JLov5kZGBFgKVBOOpDZx/9ekWu50soG4fhUrDAx24ooqCkTIoMz8f5zSSjKoD/AHxRRVRGa0iKodgOTj+lTyqCqgjsDRRTERhiEVQeCBn+da1soXZgdaKKQE0jEXCLngjmvD/Et7Lp/jvUrqDb5kdw23cMjlNp/QmiikUZulgBZR6AVoWygZbvRRQQ9yxj5GP+yKsxqFVMegooqhlmwUNNcZHVgDWjH8ruB2Wiik9wDGHJ7gZqW1UNIGbk5I/KiimBsW3Nq57jODXNeMWLeDJnblhPFz+JoopEnF6nrbarBAklhZwmJVVGgVgVUfwgFiAOc9OtenTRqZVyOwFFFIpjio3Z9Dx+VJAo2Lx1zmiimhFmz+UysOpfGfbFasSL5W7vn+lFFMCCFiVlcn5iefwrShkZMYPHHB96KKZJoDuO1CnKkmiioLPDvEupmw8X6yhtLS6jkuNxS5i3AFQMEcgjr06HvUOkXEt9dXt1cvvmmcO7YxknNFFNDlsb20cDtg/ypqDMzD6CiimQiePm7Uf3VOK14EVVdgOQMiiimDCdB5qt3xUsABhLdy9FFMlmhYyMcAnjcD/49Wsx3X0Of9rn1xxRRQyTlviJ/wAilMf+niI/+PGvLLjV768sIrO4uZZIoXaRd7liS2OuTzjHHpk+tFFQaQP/2Q==", "info": {"video_id": "213312", "label": "trying to bend non sparking pliers so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "213312", "label": "trying to bend non sparking pliers so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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qrHl2u+CdS07UpDpUDT2nmfuVib95EOw55IHqK09A8bXaTHSNchuIruEAee64dBnIZ/7w6cjtXfp++m2uMHGAw7c1yfi/wdHfGTUtPBi1bZvYBvlmCjhcdjjpVNdiKbUpJTehp/EXUivwn1VkI/fyQw7c5wWcFsf98/lWB+zxo0F7Jr11cwRzQmFLZkkUMrBiWIIPX7orlL6/1fV/BV1p5l8y3hdGWN0w6lc5Ge/0NewfBrQZfDvw7a9nUxz3rG7AbqEC4XP1AJ+hqITUm0uhdSm6adz5+h8oa3fmJAkQmk2KBwq7jgflX0ZpXgC31X4UWGi6rBGt2IWlikTgxyNkqcjrwQDXzXprtLeMeplfp65NfWPhPVZ3i/sq7cPcWkSFH/57R9N3ueMVUI3uzKvXjCUKbervb5W/zPlOO2l03WZ7K8iMVxA7I8bdVYHBFa+qc+Ebwn+Pa3/jwra+Ld2l38Vr0xEFYY44cjHUKCf1NYuoqzeFZ1PaFT+oNKKtI0qSbgjB0lyxCp14GK0NR+HviC1uJTCIbpeWzFIASPo2KreFbYS6lbnqDIvH45r2RG3yRswBJBDD1pwW5NaT0R4Zc2mq6coW6tJYXJ/jXAbirul6Xqeqzxxw2uxDx5rZCL9TXrd3ZxSRvBcQpLExwAwz/k022063trUJbxiOEg7lz0981VtSOf3bdTy+XStX0O4vGliNxDCyq86qdoPXgkA96veGF0261JZCojdGWRg33SwbI4/mO9dvrumvrenraJL5TuQzE9Gweh/Ktjwz8O9FtIfLuIYrmViC0gZkK+wwelZVoSlFqDszohXUYWkSS/EvWbZTJb2+nhwCCdz4P4Z69a8K8Satc6z4gvNQu0hSeWQlhCpC/gCTX0f/AMINoEUrJ9haRG5RpJWbGfbjNeP/ABMsNPtneSyght2N00TxRRhQu0dsUUKVazdR3sclTE0oVIwineTOXvJRNoNnKDloJOR7H/8AUKg1ewkEv2hBlcYYenvWlBoMl34N1PVBIyxWHkfLj77O+MfgOfxFactvvOccYrSC0NasveOe07XBpuk3MUWfPlUouB0z3/WsyC4dJFDLkHgnFb8nhuOS63o+yM8lQM4+lbGjeFZSwYXqowYD/V7uPxo5bD9opWu9jj2vT5RimhK+3YfnVm3RbK+imubJhEykxtNGdr/geteq6Z4ZsNOnknK/abiQ/PLOAc59B0FGvxW804WWGOQwxmNSwzgHr/n2p8tkJVVzpvVI53SfJ1aYmJpUk8gxGO3IAZc5+o61kar4dvrmAvbafcebnYkEUP8AD/eJ/oKvQ6bPp2oRT6dC/wC9G1wrY2nqOK301TU7K4Fu0cmAu8NvGDnsPp0rz688TCbcI3R3qVOpFRWh57a2kui6xbvOhXDqcOME+vFfTvgKO3RL5LecM07pOUHBCMvBH0IP5V4jdaBc+IZnvCTH5IDudpYIM45I9ScV1Pgy+u9H8a6RbCQvHIjW+Rk7gWDAfhz+dddGNScVUkrdzz8ViqNNqg5e928jvvFth5GoLdbcCYYfA/jHX8xg15d41vWsb7SHzkMZARjr92vfPEunre6Pc4GXRRIv1H/1sivA/Hlt9strWPHzDeUPoRjFelKXPhmn0PkoYb6rnsJraV3+Dv8A5l06tayWapKskZxlWccH6Guav5LTVUkaG4+yzoC8bMwEbzKeVbPQEZwfX61gN4quorL7HGoRuhYjLAj0zWSs1zLMs8r+Y7Ekh/mP1NeWo9z7qddPSJ1fhnxPfy69ZvqN28NjE3LODsTPX8SB+lez2vivRTp7XR1GGS03bQynLA9ht6/pXgGFkSVXG0DGzH17evFWbPSLC42uniS2guA67Ult5QNuefm29fbvWkGY1lzNXPTdV8fiB2NjAEhGD5l3xuPsg5/WuE1Txd9su7m5uZJfNuCN7LFjIHQDPauqstF0hNNkk06Vbu+aJ1N1P1VscfKfuAf5NcYunXEIE90oe5l+WBG6LjuamTvuddL2cV7kbPzIrvXLTUEhYT/ZpIgQQsZy/sea1fD4lv7hmiRJYSN+4cbSfX6VVuvDsGnaTIw3XF7dt5e5lyE7k+1dN4etZ9J8OTlIVW4MZaMYGOBxn1qbX0RNSqqcHOpoket6D4fNp4HRCm24cm65HPsP++azpIhPDJDLGHSRSrD1BGK6nwfrn/CReF7O+dQszRgSgdNw4OKxtTtPsWoSRAjafmT6Hn/EV62Cl7rps/POJcPecMbDro/zT/ryOBjgDlkB7fkK2oI/3YboDwoqjYQEhnPetZeFROwNcZ9bcbFvAMbHBBypHepoWbZLg/cBNEi7IVc9QSaWBDHFI+MggD9OaVholtFBuogf4jlqrzSebKXK8EkD+VWYT5amTH3IyPzH+NR2cJlYADKgAn65pNDRQ1DwOmpJ5mnOlvdSczIw+SQ+vsTXGapP468A2dxHvuf7MkBjKyfvI1DAj5fSvarFds4I6Hkexq3rmlQ63ol5psjFFu4WiYjnbnofzrF4eKlzx0ZrGu7cstUfMPgjQ/7V1WJVGAimQn/dGf8ACu41jXtV0KzjktWdLyBtkbgZIDDDD3HQ/gK7Pw/8HbDSBHLLqd1LKj7wIwEXoRtPcjn26VyfjKxuTB9m8uQ3sbhBtXLOQcDA75rtw6/dSi9zwc3k442jV3ivz/4J4/Ld3N3q8s94zNcSMzO7dWY9Sa6LVCE8IXEo6NAqj8SBXU/GLSWstN8J3P8AZ8dteyRTC6KqAxIEeAxHXGTXLXKGfwDdjGSgAH4Ov+NcqVme9KXPBNGZ4Ky17FtHKkn9DXqKt8okDd849688+H+nsL+V3/gAx+Neg7d0hiX3YfWnBCrfEky3INzIG+7t31HO22yQDrI+0H6VYk+SZV2/dXFQXOE8mMj7ilvz6fpVmQ6whWSZWZThQAfxrqtOAjQuQRlcZ9KxrKAiL5hhmArdssGMBhx3I7UJCZtWbCeKESffUAZ9ieK+d/i5Kp8Y3FnCMKr+ZIuOjkf5/OvoGzIBUYyMEDPpXB+LvA8dvrN34mlC3Md1KC0ZGTEdoyT6jIpq7fKupjVdOmvbTXw6nFaJc28vwb8V6UV23ERiuw2fvAMox+GD+dQJbbuMZJ/lVHULW7t9H16eOJhZzeVEZOi7i4O0evANdRBahBlhk4pJcraHSrOrTVR9THS0YSZx8p61t6ZbiO6jHbqalt7TdyRxtq5p0OZS5H3c4/KqLuT4IVV9H5/OsK7Rrm7kUDJd2Nb5PlLK+MlTn/CqVpbH7QrYyWoHcS103Dq2O2K2ks4TGtvLEro33gwyDVmK12nAHO3P4VdsbbfL5bD5iw/LrTsS2b2mafDBo32UQRiGeNo/LA46en1qjoPg610XXE1OAyTLJyhfB8pWH3R+PGfauhmh228QUgNGCw/P/wCtVuz3iyIxkDDL798UXaVjKVOEpKbWqNBsOhHUEV4b8RdJazv4UxiMl3TA7ccfhXtsLKyrt6Y4+lef/E628yTTsDhhJkeh+WlzNJruOdCNSpCq943/ABVjwLV/Dc1zuurXG8jLRn+I+o96xLTSb6YjyDhweVLYINeuDTyItzDqeauxaDaTqJ5Itrq2PMT5W6evesmn0O2E4p+8cnY/DTU77Ror6PU4Y52xugdTtjXp19cjpjHJrSHwqii0aSS4vy+pxMpR0+WJRu54xljjPpzXotjEINMKr93gDNJfMBasn8TkD8BzVKOhDqPmujy638PavpOpJMGW8tUbc7JwygAnJHpXRWMthqd2Ghs0nkcjYsZDZ/L6n8q6nSrVJgQ6gk53Z71p6B4f0/w7EwsYSm45JY5IGeg9q4cRgfbTUlJr0OuOOdnz6s84vtZih1ox2lqRLHKVmjEZ2BgOQe3BFbGleC/FEOnresbeZbiIMlsHwygtnJzwOCOn9K3/AAf8PpLS7m/tUxyRRzM67GyZckkFvQeor0VDiXBHAPAx26Vtg6H1fbp3MMxcMRSdG+ktzJ8GaEnh/wAPx2gYtIzs8p7bj1C+gFS+IrPzIUugCTHw2PQ//XrcGBwKa6LIjIyhlIwQe9dlObhNSPOxWDhXwzw72tp8tjyW2GAFxgir6RbnxjvUUkJSRWHcZNXYgAu89cVJ0or3A3HYOnSrTx7ITGfUimtHvmJI/iyfpVi5+V1I6N1+tBSKjgssaD+PG761c0yIrO6FQMnNLHbfMuRyDuNaaIttAGxl2PJosMsRp5bHjjtVvcWVZB94NgVXsxuRy56tn6ECprVTJMMcKG3YoJNTcEjGfTtVSXTbS4n+0PBH9pXKrKV+YD6/jVthkY/EGvK73WNWn8c6hpi65d2kCu4hWNQ3ITcF6cDg8mkDipbol+MNnHdxaOki7lXzehwR9yuBt9Ntm0qSwVNsDoUIHXnv9avnVtR1vb/aN5LciNcp5hHy56/yH5U2zUhynrQF2R6Jo8ej2cgVzIxwC5GM46VqWce6d5PTH86HGI2Uen9asWShfMB/ioSstByk5O7FbBuSW6YINReS03mORk7sYqWMM8jKRnYeTWhaWwLfMCFJ3H6UwLdrGHg3d8ZqdHKNgd+KhdiziNflUEDj9KmnIyuPvFsn2xQI09KH+k7Ryobj8etaKvDOxjlQPF5oDowyCrAqePxqhpYKKCR82S3P0rG8ZXlzY6E11YTyW83moNyHkZNIl6jfG/gmfU/Ddxp+nRR7w8ckcS4UNtbJA7ZPJrlFg+Xp0q9qGu6pDpUF7aeI9SlDT/Z8zIqLMQuWaPvgHg59R9KSCEl9p79aaB6JJEaQ7bYkDk4qW0jCROQOQxqw6ZRlHQAH9adAm1cY4bmmgKawmUn+73rXsLARJvK/MowPrTdPt1KOzcL5hwfpWoqkghejHOfQUwILVVWQyv6f5/lWnpMG6drllwCflHpWdBHvyX+7vIx6jFdBZ8KzryQOAPXtTJZc1AlDEv8AyzOQT6c1cglEbbG4Q8qfSopkEtqjjBXIH6j/AOvSgcEMuVA20hbFgAwu4I+UnKmuY8boJxYNwdvmD/0GuZudav38dXukTa3fWtr5/lxNHJGixjAPJcdOvvmoNMu9TvrrUbfULq6m+xylEW5xvTk9ccZ4GccVLLtYabUttG2r7weXbBAOoyaswwbyPbrUsse4L7gj9aQx4Xy7QJ6/4VVeJ53jOOB8tXZgDaZH3lq/bWYEe/HRBj600BWsrIWcIfGXfkA9q1lUfYAWwXI2j3zUdzhYtwH3QPzq1awF5cv0XhR+HWmSzTsYikGW6tzT4mEjlgcheKkQ9AepFIiBJmIGAaRVtiQ9jS5HrXLeP9Qu9N8LvcWVw8EwmjXenXBPNcFqmo+K9J0uwurjWL0S3JffGVAEWNpUE46kNnH/ANekWdBKBuH4VKwwMduKKKRKJkUGZ+P85pJRlUB/viiiqiM1pEVQ7AcnH9KnlUFVBHYGiimIjDEIqg8EDP8AOta2ULswOtFFICaRiLhFzwRzXh/iW9l0/wAd6ldQbfMjuG27hkcptP6E0UUijN0sALKPQCtC2UDLd6KKCHuWMfIx/wBkVZjUKqY9BRRVDLNgoaa4yOrAGtGP5XcDstFFJ7gGMOT3AzUtqoaQM3JyR+VFFMDYtubVz3GcGua8YsW8GTO3LCeLn8TRRSJOL1TW21W3hSSws4TEqqjQKwKqP4QCxAHOenWurhUAk4oooQ5CyDEJ+n9alHEZI69P0oopoSLlkg+zJ7Ln8a1GQYaPHyhaKKYFaJRmNOxNXlYxzDacfMTRRVEM3LVz5MmcEE8j/gOadCP9BjPrk0UVLEePeJdTOn+L9YQ2dpdJJc7itzFvAKgYIOQR16Zwe9afg64lvp9Yubh98sxR3bHUndRRUmy2OnjRVjOB3xS7B5sa9txNFFIQ5kBjQdmYA1rQ/PIAemcYFFFUA66ABSMfdZuR+NWImO9jnkAGiimSzSgcsrE9V6H8KmY4Zfc0UVL3KWxyHxN/5E9/+viL+deR3GrX13ZRWVxcSSQwuzrvcsSWx1yecY49Mn1oopFn/9k=", 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", "info": {"video_id": "213312", "label": "trying to bend non sparking pliers so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "66ff5177ca28b24ad852af8e84d9affb4b84d041dc4b4aabafe3cccedb11a86f"} +{"episode": 80073, "episode_seed": 1027609461, "split": "train", "timestamp": "2025-10-13T03:43:22.650327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1027609461, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding plastic glass next to rechargeable fan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "41565", "label": "holding plastic glass next to rechargeable fan", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "41565", "label": "holding plastic glass next to rechargeable fan", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "41565", "label": "holding plastic glass next to rechargeable fan", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41565", "label": "holding plastic glass next to rechargeable fan", "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": "248e6fa4d8214c118ceebef14c8dfe65ceb0704527e0dc28cf570c493529c5eb"} +{"episode": 80074, "episode_seed": 2274332251, "split": "train", "timestamp": "2025-10-13T03:43:23.706618", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2274332251, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming box of tea'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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v9j1uxtrm3k+UPt4B/mp9xW3tVzXBR0sfMETOkgCdTxzVrzZx1QMPat/xl4UPhTxE0EZZ7OZfMt3bqVzgqfcHj8jWGJMdq0ck9UEY9z1HQbnytY1CLos6R3Sj3I2t+orn7+OS51G5Nj+7EkrNlepOe1ON41ve2zg4lNpKjfiAw/XNa3geazS4kuLrJZfkU9QDnrXHJW1OulHndiko8XwR/IzMFHG5Oatab4j1r7PcC/tTuhUsJFHBwOa7/V9UFhpDaiCktsrAHtuPpXL6F4kTXdfkjuoIlthHjygOME45/DNNxXJzNE1WoS5YvUqwzS6jpP2kMJTLEZlVB8wUZ+96dKwPEWpy3dtbS3KOY4wEQL2GPSvW0bR7SJobeCKNJFxwMDb7+3aoWstC1lJFms418sbcY5xj+dZKsk9FoHtLx5JI8KtWjmvY2XftVgSCOldql9FbJBKXUgkkc0zU0s/DPiaS2tYkeFEVgp5ySP8A69c1rkDtq1hboxXzVMmB0BP/AOqtatONVK+hrRqez96Oup2k2uRxgPFwxwfrW/bXwuYd4OCOCPSvK9Nmk1G6ij6CHhvf0rtNOnMN0iE8SDb+PWueFP2L5bm1aoq8edK1jrrOTLP+FakMlYFlJ8z/AIVqRSVscLJtal26BfnP/LBq8S1l8wfW4/pXruvS48P33P8AyyI/UV47qUi+SM/89mNaUfiJn8BZ0h9scn/XRa6zxJOV1O15xi1iH/kIVx+mzKYJcd3Wuj8Vy41WIZ6W8Q/8hCqmv3iCHwP+uxy0EqAuD98sCuPxzXa/DuYprE5bIzCx5/3hivP4JsTh0bDJkg+9df4DmZ9UmYnP7ogfTcK0qx1MIL3mz18z8VG8/vVFJvlxmgyVkaIkml+U/Q1822LE3YXPqK+h5pPlb6V87acU+3EtnIPy/nWsPhYNXkibUlKAe5qkjEDGa07nZcSnJyF4/GqNxGkZXb3604S0sOpF7j48FlHckV60lwEt0QKxKqATjrxXkdtxPF6F1/nXrtreAI6sFJ6jIrHEJuxNMiS+HmiMKQhBZjjvXM+NbjzLS3QfxSk/kP8A69dc08X2cN5a8jH4VxPjm5Ek1oiKOFZjj8BWdFPnQ5bHIP6VeTUrmNQvmfKO1ZzsR9akuRgxr6812uKdkxQlyps1LLVALgecAU+ldK11HdxRsvO3rXDQLyK6fR13JIMdMf1rCrFJaG1KblNXPQfh7pqPf3GpOvy267EJ/vHqfy/nXo1spEZkb78h3H2HYVz3g+zFv4Wh4w05aVvfJ4/QV056+1ZR2Co7yHCsDxy0q+Ebx4JpInRo23xsQ2N4B6exreFYPjNZpvC99BbqrSyx7VDdM5Bo6mZ55ojeTqhnk8xxsZHdstjoR+uPzqCawfz7jydkaGQtES4Uncdy8fjWXf2/iZoPPvL4bS6jZG5Hfg4GBWHLpl7O7h2kbB4JH9aSpJVHU5rNoyahGfN1Po+xu1vtOtrtek8SyfmAafKiyxtG3KsMGqGgW5tPD2nWx6xW0an67RWhmmao4T4iaQdW8Hyyhd13pr+YD3K9GH5c/hXhzB1+8hr6hngSf7RE4BSVdjD1yMH+dfPF7p01rdzQFQfKdkOfY4rSErKxajcsyzJJY2rk5lbLMfTPGPyFVNOvnt3mjE/l5bI96SFC1ih9qxXdjKx6c0+RSuhqo4WZ1F7rl3LZrp73TSWyt5u3tvxj+VTeEYpbjVLnY5BEOfrzxXMhy/eur8CfLqlwc4XyvmJ+vFOcVGm0ZOTlO52qWNy9uoeVR6g05ra9tCrLON2Afr2/rT5pkwBuwN278utIbtbiHzM45IH+feuPTYs848T3E3/CR3HmPllCrx9Kr2d6ZtdtJp9ziOIoMde+P51H4gk8zXb1vSTA/AAVnW9xJDPvjbDYxmu3l9y3kRTk1M7OOezs5WcxNEWOCcVctLtLrUoDCTtQlmJHtj+tcc+sXOB5jhvrWv4Qdtb1/wCwT6jLZ+ZHI0Zij3FmVCwX2HB5Pp71jHDtu511MQlGx6Lp8gJfn0rSST3rhfBmpz3qXTTTPJgIRu7ZzXXJLRKPK7GN7q4eIJf+KfvOeqAfqK8ivZMqoz/y0avT/EUv/EguffaP/HhXk942Qp9XarorUip8Jf044t3Of+Wg/ka3vF0mdXHtCn/ota5uwfEGPWT+hra8VsTrWB/cQf8Aji1Uv4iEnaD/AK7HLQk8n+82M/n/APWrsvAr7b6XH/PM/wDoQrlBGsbKQfkUE89c10/glv8ATpz/ALDf+hVcnczp63Z6Wkvyg1IZOOtZySkcVn+Ir2e10dpbeVo5A6gMvWsrXZrsjbkkyp57Gvn3TwBdFz2Br1bV5mt9Ci1Gw1vUJla4Ntm4iVFnITczxAc7VOFO71HuB5ha2zecAV5ZSf1rVLlTTJi+aSaJGKKzY5yc1Np+mSa1qttYRHDSsefQAEn+VL9kbPK11nw8shHrd1fuMJa2zNn0J/8ArA1ClbU1kro4cw+Rfm3J+dJth+obFempaTGHzFdfSvMY3NzqgkJ5kn3fm2a9Hiul+zlGfGDSrp6GECdYLl8ozKFGAtcT4qDrqyR9SkQz+JNdfNN5O0h8jPrXDeJZ/M1iVgePLUD8qmjH3hz2Mu4tZ4Hi81CpkQSKD3Gf/rVFKxab6Cu78e2yNb6FfxKAktoE49gCP5muBY/M5966YPm1E1ZGtHbbQOBW3pJ8tZvoP61T8HWtjrGvwafq15PbQ3B2rNHNFGsZ7ljJxjGeOpOB3q5aW8tnq+rWMkc6/ZpzEEuQBIuCwAbbkZ45wSPSsq0XyNmtCXvpHttpcNZ6VZW8EJlm8hPlHQDHU1esr2SYtFcQ+VKuDjsQe4pNKWOXT4p4yCJEQ59goAFTSKGuIUX7x5Y+iisug2WhxVDV4GubCSNCAxHBNX+9Iy7h0pWJOCfw3cXCbZbhtueijFSW/hC2VgWQv/vGu18kegoEXtRp2JcE3dkcK+XEq+gxTLq5W1gZwpYgZCjvzxU5XFVLkbJ4ZCMofkPseooKSKMepXCuBeWvlI5wHByAfevLvFNu0XifUQF4Mxbp6gGvSPGE01r4clkglaNzIi7l9Cea818ZaNrGkWOnarfXVy1xflxNGyECHaE2Bjj7xDZx2+oNV7NyV0XGooy1OdiHl6YMdgetY3kIRzn1ooq4bsUtkRjjpXY+Bo1klvdwz8qD9TRRTrfAzCO53sun27MoKkZfsahjsIOFwcbScZ96KK4uhqeUax/yFrz/AK7N/OqEA3TEHpRRXofZM4/EQvzPJ7NgVb0rVLjRdUj1C02efFu271yPmUqePoxooq0SzrvAfyregdAIx/Ou2Rj60UVzVPiZtD4Sh4kY/wBhTf7yfzry68+5F9W/nRRVUtwqfCWrTiGIDswOe5yhJrb8S861Ke4C/wDoK0UUpfEKX8N/12OekPOPoP0zXS+Cf+Pq4/3D/wChUUVT+Eyo7M7lCc1meJyf7Eb/AK6J/OiipjujZ7GBrPiR9bhgil0zT7cwIscb2yOpVBnCAFyAOc8Dk81nfZo0UbRjiiiivuisN1NfwtpdtqmvQ210rNEQWKg4zivaf7D02y0+SCC0jSN0KsAOooorEuoea6p4D0KG4juIIJIXVwwCPgdfSsvULCGG8CqWwQTgmiirk2zAzoYQ8+xmYrnpn3pkfhiw1TWZBcNNjIGEYD+lFFVTEz0+78I6PeeGrK0ngZ4oEAjy3I4x1rwHXbCHTdXvLSAsY0b5d5yaKKuixyH6VrzaMssR03Tr+GYq5jvYPMCsucEEEEdTkZwe4NbOi3lxrOoalqF9KZLm4cSyP0yxyTx0A9u1FFVX/hjofxT0vwdqdyoksiwaGM/KD1Fd2hwQ+BnGKKK51saz+Jkqtk8gVeso0kfDLkUUUMzGzRoJSAoAzV2W0hXTVmCfPiiikBjSHGeBVaQ+YNrAYzmiimM4r4jXksPh2RUwP3qHPfrXlN74j1XUtMt9NvL2ae3t5HlTzJGYlnxnJJ5xt49Mn1ooraHwkPc//9k=", 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", 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", "info": {"video_id": "127925", "label": "turning the camera upwards while filming box of tea", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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dcBZ3Gp6c1iwaNplUqO2GFen+Z81eWeBbq0tlnkmRQxcBcDOMd/1rvItWt5eVfjpk0TaUipXnqka5l96jaSqhnBGQaY01Bi0eURwmV1jVSXYhVA9T0r2nTtOjsLCz02MfJCgL++Ov5nNeaeErIXPiW0DL8sbGUjt8oyP1xXrcYw7nuQKqHcus9bEoPNPFRinZ4pswPJfF3nN4t1KKSedot0ZSPedoDIOAPrmm3kYuNDsYhF/pFuRuVhjAwVPJ+qmn+MYdem8T3T6bLFDBLHGrsSAxKgj0yK4q+tNV82ZJ7mSWRZNrEMWB4HOD+FTOkqjjJu1tTKcY6OXQ9P8AAbtaaneWjuh86ISAKwOGQ4P6OPyruya8i+FulTW3iK6upM4FqVGeOSw/wr1smrlvvcuLTV0Vpx5Vwk46NhH/AKGvn/xxoh0TxXeQRR4t5D50OOytzj8DkfhX0JcLvgdcdcY+ua84+KmnedHYXyAblLQtx2PzD+tOErFpXMX4UsQ2q8Ef6rr/AMCr1KGSvMvh0jwtqO4AZ8vp/wACr0KKSpnq7jatoTa1Lt0C/Of+WDV4lrL5g+tx/SvXdelx4fvuf+WRH6ivHdSkXyRn/nsxqqPxCn8BZ0h9scn/AF0Wus8STldTtecYtYh/5CFcfpsymCXHd1ro/FcuNViGelvEP/IQqpr94gh8D/rsctBKgLg/fLArj8c12vw7mKaxOWyMwsef94Yrz+CbE4dGwyZIPvXX+A5mfVJmJz+6IH03CtKsdTCC95s9fM/FRvP71RSb5cZoMlZGiJJpflP0NfNtixN2Fz6ivoeaT5W+lfO2nFPtxLZyD8v51rD4WDV5Im1JSgHuapIxAxmtO52XEpychePxqjcRpGV29+tOEtLDqRe4+PBZR3JFetJcBLdECsSqgE468V5HbcTxehdf5167a3gCOrBSeoyKxxCbsTTIkvh5ojCkIQWY471zPjW48y0t0H8UpP5D/wCvXXNPF9nDeWvIx+FcT45uRJNaIijhWY4/AVnRT50OWxyD+lXk1K5jUL5nyjtWc7EfWpLkYMa+vNdrinZMUJcqbNSy1QC4HnAFPpXTyXgutJnaHl4VWdP95CD/ACzXCQLyK6rQn2mYPjyvLw/0PH8jWM4pbFqbk9Tr/El1DdaPbkgOzussftxnP61z1nba+rtLYSPg9QoyoqmLxp7fSopGO1YhGfrkj+gr1zQriy+xw2towWQKF2MPvGue1nY66dPnVzzd9V8W6bKjSxecmeV2YJrY/tq4utRisn2wM8TTfveBhc5/lirvibxg+l3FzYCGIzocPKRnb7Cug0gaTc6bb3N3bRSXIQfMwGcYyfwp1FGCTaOdzXNaOxydzeXWn3bCBHH2mHIYjGVz29K4C7uIlmkjZZEYMQT2r3m4vdLdsyW6SBwI+RyBn+ua5/xb4b0SHR7nUbeFFmgTcuOh5FTTra2sXOop6vRnCeHNscewsQzNn5hjNb9prEAiaNirY54rIN2t9ppRUVDaxtJ5i8EnrXKWNzJZWkdycss5dcemKK2GjVk9TqpYl0VtdWPUNM1sSTvEx+TIAPoa2jL71wGkQvFaBnOS5yTXWWd151ojk8/dP1HFRT0XL2IxC5pc6W5H4DK/2rdTOQBFb5J9Mkf4V2f9qXSnzVsmNuP4ifmx64rjPAIjbUbuBwAXjXjPXDZIr0hlUAljxjmtobGFX4hUdZFDKcg0/PGKgtAfI3kYDnIHoOgqcUzE5LWNJuLm/aSOUIpGPu5NZv8AwiKyyF5pJHLHnnFd40QJzimeT7UWVrEyipbmLomjxaWzmJApfAJ7nFbWR1PbmneXimMm5Sp7gihjSS2My71C588x2tr5oTBYk4GfSuf8YyC/8KSuEKyRTIWRuqnOP611Fp80RVhh0O1vqK4PU1l1fxXqGjz6tcWsEm8RrGgbcyKXVfYcHk/1qox5tEVzKOpQ8HZQ3m4Y+52+tdcknvXnvgS7lmF60sjNxGRn8a7ZJahx5dC5NS1DxBL/AMU/ec9UA/UV5FeyZVRn/lo1en+Ipf8AiQXPvtH/AI8K8nvGyFPq7VpRWpnU+Ev6ccW7nP8Ay0H8jW94ukzq49oU/wDRa1zdg+IMesn9DW14rYnWsD+4g/8AHFqpfxEJO0H/AF2OWhJ5P95sZ/P/AOtXZeBX230uP+eZ/wDQhXKCNY2Ug/IoJ565rp/BLf6dOf8AYb/0Krk7mdPW7PS0l+UGpDJx1rOSUjis/wARXs9ro7S28rRyB1AZetZWuzXZG3JJlTz2NfPungC6LnsDXq2rzNb6FFqNhreoTK1wbbNxEqLOQm5niA52qcKd3qPcDzC1tm84Aryyk/rWqXKmmTF80k0SMUVmxzk5qbT9Mk1rVbawiOGlY8+gAJP8qX7I2eVrrPh5ZCPW7q/cYS1tmbPoT/8AWBqFK2prJXRw5h8i/NuT86TbD9Q2K9NS0mMPmK6+leYxubnVBITzJPu/Ns16PFdL9nKM+MGlXT0MIE6wXL5RmUKMBa4nxUHXVkj6lIhn8Sa6+abydpD5GfWuG8Sz+ZrErA8eWoH5VNGPvDnsZdxazwPF5qFTIgkUHuM//WqKVi030Fd349tka30K/iUBJbQJx7AEfzNcCx+Zz710wfNqJqyNaO22gcCtTTHWO8VHOIyCzD128gVF4OtbHWNfg0/Vrye2huDtWaOaKNYz3LGTjGM8dScDvUUtvLaeI7ywdbhDbzPEEuABIuCR8wGRnHXBI9KmUHa7HGWthLyXYUZONj5H55rWg1u5tWW5hvjvj+ZAB37VhaoDHjH8RqlDIVBHasvZqSTNvauF0jS1C8lvZJZ5pC8spZ3Y9yeTXo2l2l19ltSJPlaFSSe3AryzqCWPbpXsGnSBdLtQxG/y1z7HFTiNkjGDH/2bcszMJ1zg5/pWN4llvIvDl2rzBkwF/MitlLxI5NgY5lbj24rn/GcwXRXRT96RQR6c5/pWNNXki5PQ4eK9lihmRWIDoUPuCK2dK+zyaJbRSW7PsBycdyc1zDkgVet9TuoIQiSYQDGK6asOZaFYebT1OuTVLRU2BmBHGMd619Jcrp8e48sS35nNecyaxPjhh1ySBzXY6zputeHfD+kX95c3Uc195nmQFMC3ACFAxx94q2cdunUGs4YdpXNauIT0JrOaTTrqO5tnKyKwwT6elesadcvdWytIFyRzgUUVFPYdbcvq2AFwMDgVMmCRxRRVGBoSwRi2Vgo3HvSafbxzXIR1yCDRRSEQ38aQ3DIi4ArPdyDwBRRTAqzN5aO6gbjya8P8Qa7e6f43ur+Ax+dDK5QMuV+ZSpyPoxoorSnuKRL4G+UXoHQCMfzrtEY+tFFTL4mUtih4kY/2FN/vJ/OvLrz7kX1b+dFFXS3FU+EtWnEMQHZgc9zlCTW34l51qU9wF/8AQVoopS+IUv4b/rsc9IecfQfpmul8E/8AH1cf7h/9Cooqn8JlR2Z3KE5rM8Tk/wBiN/10T+dFFTHdGz2MDWfEj63DBFLpmn25gRY43tkdSqDOEALkAc54HJ5rO+zRoo2jHFFFFfdFYbqa/hbS7bVNehtrpWaIgsVBxnFe0/2Hptlp8kEFpGkboVYAdRRRWJdQ811TwHoUNxHcQQSQurhgEfA6+lZeoWEMN4FUtggnBNFFXJtmBnQwh59jMxXPTPvTI/DFhqmsyC4abGQMIwH9KKKqmJnp934R0e88NWVpPAzxQIBHluRxjrXgOu2EOm6veWkBYxo3y7zk0UVdFjkP0rXm0ZZYjpunX8MxVzHeweYFZc4IIII6nIzg9want7651fXJ9RvZTJdTuZZHxjLHOeB0HtRRWs/gJh8YmpqHnUHoBnis941QjHeiis6eyNKgKea9msbSGSFQyn7qDr7UUVliehEAOnwDDgNnLd/QVzfje3jg0aAoDlpVzk+xoorKn8aKlsedy9KdPxaIw6kiiiu17oiOzIOinHqK2rjxJq2p6XbaZeXs89vbSPKnmSMxLPjOSTzjbx6ZPrRRVEM//9k=", 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", "info": {"video_id": "127925", "label": "turning the camera upwards while filming box of tea", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127925", "label": "turning the camera upwards while filming box of tea", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "127925", "label": "turning the camera upwards while filming box of tea", "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": "d149517b473ecced8766f9d53fac133b8a1f116fd2a540faebc28be5f0e62981"} +{"episode": 80075, "episode_seed": 1175850685, "split": "train", "timestamp": "2025-10-13T03:43:27.246747", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1175850685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a dish and grapes on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150968", "label": "putting a dish and grapes on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150968", "label": "putting a dish and grapes on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "150968", "label": "putting a dish and grapes on the 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": "57af19774aa39be06fe98bd69ae8e9ed98abe89dabfebd340c31898f25b5b91e"} +{"episode": 80076, "episode_seed": 2707335737, "split": "train", "timestamp": "2025-10-13T03:43:27.826586", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2707335737, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting sock with golden bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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WNpkIlisJ2YmRI9iLzwT1P5AVZ1C6eTV47SGF5GhhMq/OVUN/CSO5B7Vk9xnXT4W9VShTZGAec8nk1at3AkLMTtXj6msa0NyJZTdzpNKHA3IMDAA4rYtiHVQe4qbgXUm4Y5wM5ri2kOo6zLP2d8j6DgfpXV42ZXsawPD1mZr9lKncJNpGKyrytEcVqeqeDLDyLPziOSOKwviBqTNf29qMmFl2FgehJ5/MDFdTLMND0jzDtDbQFz2GK8k1zWnuXlkkfJycVxKpePIjW1tTB1qaWSTZaKSU4Xb2rV8KafNaM7zn94/JFSaXbxi2Esq4lfDHcO3ate0KiZmBFS20uU76cErTJdXuBDaOc9BXC6dC0WkeR5W91gAKA8EkEkZrd8RXDzK0MZO7acAVzGo3RgtbeHbKXuJAmI22nntnHpXXhY2TZzYuV2kbmnxiDQtPi2yqSAfmORjGa04SC6gEVhWbXp8lJyi26ofJTJLKN2Bk9Og7VuWxDZ4xziuq+pxmlG4WQ4wRjqKsxvulbHIwKzQCjkZ4NX7I5z9aYjqrXWGg0GSL+Nc8e1ee+IL1ndiT94c106ktnB4xXLa9ayb9yQtIJDtwvZv6CuadG8rlqRJpwTTtJjn8qbdOQGwucgng4qLW7nfqFhbrMx3OzEBMYOKnTxHosCxW6zlWULGwLHCnuPQVn6pfQXGoWMiXmV+YbUUHPoCRWqVkBg+KH2mKEnhmJOOpx0GaxrIk2OoDKruQDEnTvxWx4jR98Lkd2Xj36c1z1tHcNeRwxwqyeYGfzBuAAzjP1rVfCI7HZ5MdpFtC7Igcr3q9bsolyThR1PvWHYxPAdsk7ysFXO/+E45ArbtsSIM981IjSgmxnHTdViLc6/U/pWan7vKnp1rWteIgT0Aq0SynqQuVWIW8YIMi7m/uqCMmkv2H9paOYojKzTcsrfMuQSfTrWuEAj+bnPJ+lYF9dRaTq0DXVoJIoEYxFcl2DcfKPQY5/Ckxo1xd5uLiPbJGIduHZN2eCQAfauZtJ2k0dr2Riwd5JCGGO59ulaSeJ7GRWWRZrTB25dCP4enNZVtHJJojQfvtwEiN5q4ZTyB+XFQM4mTMnLEkvlmYdCe9U5VwSuTgjIq/IjKocpyPlYdxg4xiqUylwWCnn5QK6RHbRTJLI0qMpQ8Aj2/+vmtawfMKvjkscfSuW02ZBp7RoQfLbZgdu+K6y2VUtoFxgqnNc9rDL0h2kMOuK17VdluD321ylxeTsB5JVMuF3spIHBx09TgD3NdVaFpIY8ggbRn1JqkJl4uBEB6fzrD1azuJdTgubKURHH+sbO6JiRllHQ8ZHPrWrO5W1K4y0j8CsDW/ECWUn2bZ50jZ+RH2kL0yT2yeg60AiaNNfsImna7hulGG2SrtJ2q2env0471Q0meK5tLuIyqWhlYsnl7CNwJIIOf7xFRWHikSMILm3aDL7Y3WTcmegVuM9+tXbnyIZ3uNmwSZWYMQqqf4mYnv0H41LTW4zhrq2a2kktt582Fiu0jAIGAD9Mc1nzxuxPCmRiEVe4zx/hXa6no0N9IGDMrKm1ZEYHI9CD1rLTSobJXuHdnZcjfKBlR7Dt9a059BWFSaOwiigUgyMuIkJxv2jkf59a2bIWtohZ/lyC53k5UHr+HWsGC2Nxq8dzLGSkSkR5b7h9fxFGs3AnvIrRXCwsokkH/PQ87V+nBNQldjOhik2QmYlfm+bK9Dk5rYs9y28O7rs3ZrmbecTabbBWDFvlLDoccV1m7CopH3VAqdgHzkBeD0Hr61oaBp4/t23ljAMcn3sfzrmr1Zbq2aVldrZZFEuyTYSCduAfqR+FdPobS2q2/zgywKBkdM1nUhzxsNOzL/AMQ9VWFYrZQDtUsx7ivLtNVdV1pTKMQxN5jg/wAR7Ct3xk11LcPIyu6O2QRyRntWBOs2l6VHbwBUubzPmTEjMS8Zx79B+IxXPSpyc3KSLlJW0NbUr+yEwR722hbdhAHy3/AvY0yMSpJuS8jeNhlWj+YN9K5CWOC3G1tgKkt8q5yBxyfxqxplz9kuvs7bPs1wSu3J+Vv4SPTng11yoLdhGrJKyZryHzZSsrFpRhmZfuqew+tUrFIncTzptYkJtLfKcHgijX0LfZZlklQq3zbV3AkjHIzVHVLg21mkcTCORj5e7+4Mc449OKcY20RMpN6s2RIsly8iFSvQFfQdf1rR0+Tejt234Fc3pTolhLGpGIzjA7A+vvXTacAunRAjBJLZoasyS/K37sHv1q/YjEIPeufu5p2SQRCQCMZZkUMVXucHrxWxpSuLJIncsVz8x6sM8H24poTNKNjjA64zioJCk9vIjAGNshgR1qQt5QLscALgVzet6m2mWwVQ7XMmRGmDtz6njoBQwLcMFko8kQDbHgA7MDI6YPesXVdOYIZ9PcQbSu9FXAYAnkjuetYElzqDukjahdbwT/Ht2/Ra1dL1WW9R47h91xGASSuBIucZ9jQ4tajQt+v2622yAgMvXowI5BrCsGk00zvdR7VAzvJyCP8AOK1L+8lsL10aImF13NLycc9/QVg6vcwXMlukBDoGLOF6Z4xn9acddBmzBMHh+0DOJPmGeozWvZbhbwkg8gtXM6fOJLDy1BBVyuD6V1aNtiRP7iAUmrMRNPIoxlgoHBJrbT/Uqo6noPWuTmtWuIYJpihSSXYqNnJJBG4fTrXV2a7odxPI4NUthMlkcrAX/wBrHNVL2SPKvkNIh+XLBefqenFS3DLgRE/KMu3v7VwesXMmoX0qymNIYnIEefvHPLH1PYfSi19AOvMtteWjoojZOUcowbGRg1ixWT6bJcwrOxhmfcjM2dpPYdzXL28htphcWR2yrz/dDA87SO4rpbyYXGiPd2r+W2zfExG7Zkcj88ilKPKNGJq2lzm7eW28sM/Lx5xz6j61Sh051k8+4KlgflVW4B9Se9aTa68CqLi2lcnpIikowzxj2xVC4u57maKGKMRwvy6vwxHfj8etPmYEWlTbVVXz833iRg/U12TXsK27SCQZ4Cjr7VwUKsXUxtgMc7W6nnmtzR4vtd1AiszIhV33egbIyfU4H4VUorcR2n2XbZWkRkO1plJCDqw5+b2retR5Y2djyDXOT3UVtd2/mSMqRlpJXz8oU8HPr8xXFaMOu6VPIsEOoRtK3TtUIGX7oshLk8AAAkZC5PJ/KvOridZbiWdEjzPKWVT12g/0GK7e1vjeLebnDqs23aFxtTAAPvnr+NcDG3lRpwcKxV8Dgnuf0q4bgRtvYbJvnBU4IOOcY/XJrpYp11fwxJFNtMnllHMnTcnGSfyNczIyySKo2naSxY9V7ZFdBpWyLwrNK7DLLKylhxySOfqRmnU2BEAstZighkspoTE4DhGySoY5xu71n3FreyajAbuUqI1DsqfcPHGfrzn8K3rM3UGnWaKkZIgAkIbG3j+dc7ZQNrXjW906fUp7RCHWLy137iiFgnoBweT/AFrMZatJY572eDuiAN6DPQflzWPdTub++kbAZXKh35VQoAH4Yqp4SuZrqe7aRnZ5QCX9M5/z+FX72Py9VZW2hZUEjAjhiBg9foKqHxAzS0iaOIxxHAjzuGOg57V11xqEEdvLKJAWP3QOT6V5/btOpVRmRSRukB6g5yfw4rY02Bru6t4BJ5qna77RyQrZJ49cAfjTlFbkpnaz20SaREMmXZKn7vpg7uWPrj09q2IgUwy4BPUetYGqsAsCMrs5mExZGwFCks+fbaDTz4w0SMgC4d2OeiGs0Nm9PEk8YYjPPf8AP+ledeIZH/thYZFysVvtQHlQSxbPP0FdX/asNzqcKWgeW3YHbInK+ZgEg/QEfnXK+Jg0etQBsbnh8pi2cNhs+gGcE04fEBhbVVFYqu5jubacjPfH5VnXGY4mXbtIJ8tt2TnrmrsjvEuxkGAflKLwATgAfhWVqHnRWu1AEllYbiD37/pWz2A6jV5Hh0lpw7Ku5SCO/TjH1rC1RmGoxRbdyKhIHoS3P5YrQ8RQwx+G7e9s9Zvpo5Lv7Ni6iVFuMKGZ4h12qcKd3qPcChqyMht5gwyWKbj78gH8f51lHRjY7S5wjFiynzThmToT612ltPGLWMlwFSPnnvXAoZIyxh/eDnAHbHb+dasCTS/uUlDFyVA789vwq5xvqSmdrFEG0W5n8w4lUs4j4cg9h+Fa1qvlxoyjjaAfpWLegw6WUQzLJIFSMRjLZAAA/Gro1zSYkXfqEIOMY3dDWSGzUmjEsYIwRnpXC+ILktqKRNuBjjZiB1ds5/kBXUvqUIvIII5srKC6kcgnHTP61yniMFtWj3D5nh2kDjGCckfgRTj8QdDBkj3/ADyMxLcjcMEDOcH6UyzuXjvLeRH3EP5bZGAc8GlkmVUAZSGXjaxyfb+VRWqebfWytuZi+SSMEL15rZ7Abt6I3vbUyw7yxKnB4+mKwdbtIIJI2gjEZfdvUDGfStOxS31jxnFpup3t1bQGTEUsU0caxHqSxk4xjPuTgVhatBc2ur3cc5uWWznaMx3OPMQZwCQOM8DOMiso6MbJNNn8rZzxjDDOf1rphqqTRKkYy8rqoPbkgVyEKKzIwbbnnC8jg56/jXQaDbfaJ45/L2RxMACD1b0H061cktxI65mhH2KNAqv5mMN3AB6VrxkINwPHeuVvNRCapDbQ/PLDhxHt+854ALdgQSfwqzHreridBLpKCInGFcbj1/wrO4M3rvbIjmIqZE2nHXnqM/pXmu4yiMSYy5ZjkZLc5zn6muv0jUY757tEmQuHEyqqkMMgHBz1x0rkZonhmltn3JKkmVXtjkr+B/pVQ3AhmA3KcLnlefTvitrRA39jTMGZQhkI/wBkcH9OawpNyku7LkAlR1/Gujit207QWSVpPMKnOxckMxzgfQ8VVR6AhtrfxNp1o0zqS8YxuXHNZlzK0t9ME2nyo1GdvPPNGr6taWumxw2t5iaPaq46gd6Z4h0HV9A0fTtSu7m5FxqJczRNGQIQoQoGOPvFWzjt9QazGVjpUKXkMUckyJIm4gN0+nHFdXp9ulniGHcEBMhBOdzccn160UU3sCC0tYrrV3vJgWkCxsATwMegrZfTbNlUm2jPy7sbeCcGiipAzfDUs39q31o88kkKxREK5zjKgfyrJ1KBINZuYIwREVWTZ2yy8/hxmiirjuBnSHmNAoUS7S2P9pwD/Ouu1jFpo5hgARN6xYA/hzjH5UUUVNwRnvrFy9z5ZEYVs5AX2Fcjc6nPpPiu61C1EYnimbbuXK/Mm08fRjRRUoDJ8OFo9XRFYheVI9QPWut1WJXikJ+9EglRh1BwMj6GiijqBlW91ILITgKGUbQB0x9K7PwuifYYG2LuuGDO20ZwM4Ueg4HFFFXPYSJdTgW98UJFMWMaWu5VBwAd2M4+ldBJa280TM8KZfcCQPbB/SiishnM67ELXV7S4gd4na7VCEbAA2DPHvVnxHtutJnaRFDRRiVGXgqwPGPzoopgcbHMxitSAFDbiVXp0zUU0CHT724OS0LxxqCeMMcn+VFFbS2Ein4p8VS6yLW3fS9NtjDGqRyW0bqyIMjYAXKgc5OBknmtaSNbiGKKQZSQFWH4ZyPeiisijEtZn3SJkfuySDjBOPWuk8N7XjnuWRDLnaDj7ucZx7nNFFaS2J6mvrxZ9R063EjojbidjYJIGQc1qnSLBrZZDbR7yo+YKOu3rRRWPQZg6qW0nVbZLF2hi82PMa/dJK4Jx64q74ugjOn/AGzGJ4ShVx15bBB9qKKa3A5aXgopAbCk7m68HirXh4ebPcSvy6ogB9Ac5ooraewkZWo6/Jo2rakP7P0++jllVjHeweYFZehBBBHU5GcHuDUGj6hc6ze6pqGoSedczESuxAGWbOeB29vaiiskUaUGmWchSQwAbhllBIUn6V0NlGiRRlECY4AXgDmiimxFyyt4xFPcEbpgSN56kDOM1LFdSMkOcfM208ds0UVIEU8MVnqSSQRqryKQxx2UcCs7WbGOZDOWkSaJMK6tzjPQ+o5ooprcDG0W3SbM0vz+VgqhA25+mK0dXZ54Yo3kbazqWwcE9TRRTnuCMfWbWAaTuEShlZcNjnvz9aw73xJq2oW1tpV1ezzWtvI8yCSRmJZ9vUk8428emT60UUkM/9k=", 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", 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", "info": {"video_id": "170692", "label": "hitting sock with golden bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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rtHvlfKBQMkADkc969KjHlgkebXd5tnTwOGaRs9WJ+br1rRgI8hmOOeg7msazJEKb8EsBkj171rBNyEjqK0TMi+Jf3RHQ44Fa2k3Rtb6GY/dB+b6VgRtll+oFa0bYQep6UNXQti54p1Zp5JF52hcg1wNpGNQ1lI5Ed1AJIXrXWajCZrYpnJI4+tcxYXdrpdzcT6gkkAI8tHzjc3U4xzXMqVpXNOY21vlJuBuePyTjcyZ3YHGK5q0kM2mG4Zi26RmO4Yzz9K2l1/TruN1gu1U8r82OmPQ1g2bCTTQqymXDMGLLtx1+lbiOLuHMsrPlmZ3JLDjHPSuu0gGLw/Cm5wJJS21xzjJPWuSnjZeqnKNgnp+ldRp8lz5MMLoFtow3lZOWxnHNaS2QjfiUMyrjr2rXtn2goWPBwM1jWwDfMpOegq7A7AnPWkmSaqMMnHY1FciOGKS4kIGFLE57DmpLRQ6DPfmlv9Ni1K2aCUsFJ6qcZqxEOryq9lDJiQKLmPDRnG1SVz9RgkVWv/CheUnTdQuLSMB8pnI7KOD0p+pRTX8OnWcaOpN4pIVgCu0k4Pr92tp45/7RkneZfJKAKkyjrk/MSPXHT2rNlHHW2jrBrk89xL9oktyUaYyZLuQDnaOBwQPfFc/4h1CWe8mtYmMcMbYkKnDOT1BPoBxiun0plNjeXDGJpGu5HxH2w2QD+VcC2X2liMvmRsnJJznOfqauCuxMbbX81hKJI5ZHhzmRN2QR14z3xWvqT+Zp0xDph4zgv0Irn5QofpgEc89KuyC5mttJRI1kjIy+9dyrjpx78U5oEdDs8mO0i2hdkQOV71et2US5Jwo6n3rDsYngO2Sd5WCrnf8AwnHIFbdtiRBnvmsxmlBNjOOm6rEW51+p/Ss1P3eVPTrWta8RAnoBVollPUhcqsQt4wQZF3N/dUEZNJfsP7S0cxRGVmm5ZW+Zcgk+nWtcIBH83OeT9KwL66i0nVoGurQSRQIxiK5LsG4+Uegxz+FJjRri7zcXEe2SMQ7cOybs8EgA+1czaTtJo7XsjFg7ySEMMdz7dK0k8T2MissizWmDty6Efw9OayraOSTRGg/fbgJEbzVwynkD8uKgZxMmZOWJJfLMw6E96pyrglcnBGRV+RGVQ5TkfKw7jBxjFUplLgsFPPygV0iO8tJYNRkWQEtAh3pKrcdwQa1JJYZGhihKfKu8r3Hp+HJrHtEg0zRCphCBI2cxk5yRye3rVTRJz9vE00yvNc7t59T6D2GMVha60GdbZuXvdq8iNSTWxEQI8k9BmsXRHPmXMuOOlX55GVVjT7zHH1qAJfsy3ZeFsFgPlGa73w8f7O8LtPKAGVTz64rzjTIJbfV7iSXcsq5WTMm4YbDLtHbAzn3NdPfzXP8AYRtYmOFO5efzrGtB/FHcqLs7M4HxHq3mTuSv3m3YHSrenRwabooaWSBZpSXkeVsKuex9cD+dZMFi93q+Zo2VIjubJxk9gM8VnXs0mpXP2qcRLEpCxQ9QiDv9T1+lLDUbIc5XNyOWG6Mn2PUYHIP+r3ZPvj2ou5ZVt1MlxujAO/C859BXJHynIMLfOpDh8bSoPIxiuj0+7F/Z+Y4US7SkoTgbx3xn0INbOhGOtivbTa3Kd3GrNHH5bbJshwCQycdfzqwTBHaGJCnmOdpyep79utZWnoYZJg8kjhXIBkXkZOevf1qil15up+ezqEik2Rr2Vc4P4mtEr7GTOoRypjQdWYAD2zW9E3LDtWDaENqsQxkJya15ZvKRmA6mpQFmD5roDt1rW6FQO2a5myNz/aivIZVCgERsoC7SPvZ69RjFdKA2C2ckjrVITFkkxsz/ABdKzNQhtmuBcSxh5MbOE3Eg+1Wbpx8oBO2IZbGf6Vwuo6xdXt0Vtbi4gtlJTevDOe5J7ClZvRAdNeWdlPAV8lAz5+YrnBI6/WsOGO7s7q5gnmaZXO5GYdB7mse21S9sCN9zLLCSd8TNv49QexrcvGaSyeWL96FAdB93eMZGaTi1uUc9q9jM04ngjLluXQN+orVimSWRpUKlOgI9v/r5qgdWhlUfbAIpQB8j8Hp/Ko9NmT+z2RCD5bFMDt3p62EdTYPmFXxyWOPpWjIdpDDriqNsqpbQLjBVOahuLydgPJKplwu9lJA4OOnqcAe5oA6u1XZbg99tXS4EQHp/OqNoWkhjyCBtGfUmp53K2pXGWkfgVbJMrVrO4l1OC5spREcf6xs7omJGWUdDxkc+tRxpr9hE07XcN0ow2yVdpO1Wz09+nHeodb8QJZSfZtnnSNn5EfaQvTJPbJ6DrVGw8UiRhBc27QZfbG6ybkz0Ctxnv1qbNlEukzxXNpdxGVS0MrFk8vYRuBJBBz/eIrjrq2a2kktt582Fiu0jAIGAD9Mc13Nz5EM73GzYJMrMGIVVP8TMT36D8ay9T0aG+kDBmVlTasiMDkehB604yswOKnjdieFMjEIq9xnj/Ct5pY9Ot4y/+rRPvHsAAP1NPTSobJXuHdnZcjfKBlR7Dt9aw9cMr3MG8MYSeEzxkd/pzmqb5nYRrwTB4ftAziT5hnqM1r2W4W8JIPILVzOnziSw8tQQVcrg+ldWjbYkT+4gFZtWYyaeRRjLBQOCTW2n+pVR1PQetcnNatcQwTTFCkkuxUbOSSCNw+nWurs13Q7ieRwapbCZLI5WAv8A7WOaqXskeVfIaRD8uWC8/U9OKluGXAiJ+UZdvf2rg9YuZNQvpVlMaQxOQI8/eOeWPqew+lFr6AdeZba8tHRRGyco5Rg2MjBrFisn02S5hWdjDM+5GZs7Sew7muXt5DbTC4sjtlXn+6GB52kdxXS3kwuNEe7tX8ttm+JiN2zI5H55FKUeUaMTVtLnN28tt5YZ+Xjzjn1H1qlDpzrJ59wVLA/KqtwD6k960m114FUXFtK5PSRFJRhnjHtiqFxdz3M0UMUYjhfl1fhiO/H49afMwNTWSY9LXZnEjxxuB1xnP/1qzraT/S1b5A0ah1QfeXPWtG8ja40qRtrcR7lQ9QVORWSjM0aSxuruVLbRwW9Pyqqewmdzo93CbYguFZmBOT+datjLDd6o2yUqsIAV8ZAY1wMDSEku4jI3BQ3QgdG/Cuz8OW7R2Mk75/euJQTkZAXC8dPU/iKmUUtQRs2UMa3t8ix4Hmglic7/AJRz/n0rVRsqEY9ehrlbLWNP057l7t5YFuJTJEr5YlR8p+nzBuKuR+KNLvI3FrIzTgDyY2GDI2cADPXJqQF8Qq9lp9zPBwwjkGQcEZXGa87KqywoERVCg8nDbhwDjuMCu8ndr3w6zFZAkkLxuHzuyRgngHvXAB5JLeKdQhIGDgfNgDkfXNXT6gyGcYCtHGCyngbsAds/lVrQDuurlY87fkIX3BIP8qoS7p32mP5VOTnjnAIxUvhaCTVPEM1pJqM1mkquY/KTcXZELBfQDg8n09TVz2BE9xM63Oo7XLPANy57HaeAfpWHCQY4YzsAbqG6tjGCDVnRJ5b57mWWcyliuc85GCMfrVaFCAYzIFaN/LHrx2/EVNMGdfo10rSb2bDhSvPrW2hjnuobfev99h9K4S1eZmXd+7xg/wC91yP5V1fhyCSR5ZnJYMqoGXpwcn+g/OpnG2oJnQrEP7XmDsXfylGf4cc/drUjPGxuCOlc/bX9tDqN1JcXLRQttVDNwu4Z3BT+Iq9HrGnXAf7PeRyPGN2FPNSDGaw5srSabbkAMfxxx+tefOS8aIruQV3Mf4T2K+3rXb3Vz9v0OV1csskbgsRyrEenHQ8VwhcLHHKVYKVwTu+UD1xV0+oFd8QuuHID8Yx37GtjR5nk05oZMMsbMg9cYyP54rFkk3PhSQq/e4yD7VZSWaz8OyTW5aN2l+Uj+70qqmwItxWlnc2IElqBhmGWwSD6ZrL0uXYArZ+b7xIwfqauanp9rZ+G4tQ0zV9RkR7s2+biMRrOdu53iAOdqnCnd6j3AyIVYupjbAY5w3U881MVe42d617Ctu0gkGeAo6+1af2XbZWkRkO1plJCDqw5+b2ri9Hi+13UCKzMiFXfd6BsjJ9TgfhXXz3UVtd2/mSMqRlpJXz8oU8HPr8xXFJqzA6O1HljZ2PINMuiyEuTwAACRkLk8n8qoQ67pU8iwQ6hG0rdO1La3xvFvNzh1WbbtC42pgAH3z1/GkxI4i4nWW4lnRI8zyllU9doP9Biqjb2Gyb5wVOCDjnGP1yakjbyo04OFYq+BwT3P6VFIyySKo2naSxY9V7ZFbrYDpop11fwxJFNtMnllHMnTcnGSfyNUhZazFBDJZTQmJwHCNklQxzjd3qfStkXhWaV2GWWVlLDjkkc/UjNT2ZuoNOs0VIyRABIQ2NvH86we4zBuLW9k1GA3cpURqHZU+4eOM/XnP4Vja5Ost0sKnmNTuAPHPQf59a1tPFvqnjm507Ub+5tIJJBFHJFPGixgDJ3GTjAGeByTgd65e9t7i11vUUmW4/0W5aN0uABIvzEAsBxngZxkVUdwLumz+Vs54xhhnP610w1VJolSMZeV1UHtyQK5CFFZkYNtzzheRwc9fxroNBtvtE8c/l7I4mABB6t6D6daqSW4kdczQj7FGgVX8zGG7gA9K14yEG4HjvXK3mohNUhtofnlhw4j2/ec8AFuwIJP4VZj1vVxOgl0lBETjCuNx6/4VncGb13tkRzEVMibTjrz1Gf0rzXcZRGJMZcsxyMluc5z9TXX6RqMd892iTIXDiZVVSGGQDg5646VyM0TwzS2z7klSTKr2xyV/A/0qobgQzAblOFzyvPp3xW1ogb+xpmDMoQyEf7I4P6c1hSblJd2XIBKjr+NdHFbtp2gskrSeYVOdi5IZjnA+h4qqj0BDbW/ibTrRpnUl4xjcuOazLmVpb6YJtPlRqM7eeeaNX1a0tdNjhtbzE0e1Vx1A70zxDoOr6Bo+nald3NyLjUS5miaMgQhQhQMcfeKtnHb6g1mMl0RnfQ1ZnLMFyCeTw1ULjFpqixwqoSVd23H3c9QPQUUU4bgy7puLjV4rSVQ0SAnkZLY5wT6HHNd1cyMNCvZlOxyj4KjG3AIGPTGBRRRPcEQ+HLK3j0+L5N3mrGzFjnkc5/M1bvbC2a2kURhNxjXcnBUB88en4UUVHUDG8NTyR2N5CWLok0iKHJO0D0rC1ZUg8SMsaKqyoJiOwYjkj0zRRVw+IRmO7PaqzMd27GfqcUy4u5fDuvTXFjt32hKx+YNwwU2nP4MaKKqY0Z/hV2d5lJ4wo6fWrGpYhEF0gHmOdjZHDY6H6+9FFTHcB0chaaGI/dkYEnuM+leg2IWOCRI40REQKqqMADFFFOoJGb4atYr62aS7zMZASfMOQDvxkeh6flWhfaTZQ29xLFAsbxrlGUYKncOR70UVm9xlfw1czXVjfxXEhlEcrgF+T3PNc7dwJa6ve20WRDG+VQ8gblyR+dFFXD4hMzJ5CIhtwu5ckAd+K2vEiLD4eaNBhFZABntRRVVARy/iPxfPrMcFs2l6ba/Z0SOKS1SRSkajhAC5ULzk4GSea0/wCy4Uu4Io5JkSRNxAbp9OOKKKlDZ1en26WeIYdwQEyEE53NxyfXrRaWsV1q73kwLSBY2AJ4GPQUUVPUDZfTbNlUm2jPy7sbeCcGs3w1LN/at9aPPJJCsURCuc4yoH8qKKEBk6lAkGs3MEYIiKrJs7ZZefw4zWdIeY0ChRLtLY/2nAP86KK2XwiOu1jFpo5hgARN6xYA/hzjH5VnvrFy9z5ZEYVs5AX2FFFYoZy1zrZ0vWtTQ6dp15FNOHaO7g3gMg+UgggjqcjOD3BqrpV5Pqt/quoXz+dczN5kjkAZJJzwO3tRRVDNCDTLOQpIYANwyygkKT9K6GyjRIoyiBMcALwBzRRQxFyyt4xFPcEbpgSN56kDOM1LFdSMkOcfM208ds0UVIEU8MVnqSSQRqryKQxx2UcCs7WbGOZDOWkSaJMK6tzjPQ+o5ooprcDG0W3SbM0vz+VgqhA25+mK0dXZ54Yo3kbazqWwcE9TRRTnuCMfWbWAaTuEShlZcNjnvz9aw73xJq2oW1tpV1ezzWtvI8yCSRmJZ9vUk8428emT60UUkM//2Q==", "info": {"video_id": "170692", "label": "hitting sock with golden bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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rtHvlfKBQMkADkc969KjHlgkebXd5tnTwOGaRs9WJ+br1rRgI8hmOOeg7msazJEKb8EsBkj171rBNyEjqK0TMi+Jf3RHQ44Fa2k3Rtb6GY/dB+b6VgRtll+oFa0bYQep6UNXQti54p1Zp5JF52hcg1wNpGNQ1lI5Ed1AJIXrXWajCZrYpnJI4+tcxYXdrpdzcT6gkkAI8tHzjc3U4xzXMqVpXNOY21vlJuBuePyTjcyZ3YHGK5q0kM2mG4Zi26RmO4Yzz9K2l1/TruN1gu1U8r82OmPQ1g2bCTTQqymXDMGLLtx1+lbiOLuHMsrPlmZ3JLDjHPSuu0gGLw/Cm5wJJS21xzjJPWuSnjZeqnKNgnp+ldRp8lz5MMLoFtow3lZOWxnHNaS2QjfiUMyrjr2rXtn2goWPBwM1jWwDfMpOegq7A7AnPWkmSaqMMnHY1FciOGKS4kIGFLE57DmpLRQ6DPfmlv9Ni1K2aCUsFJ6qcZqxEOryq9lDJiQKLmPDRnG1SVz9RgkVWv/CheUnTdQuLSMB8pnI7KOD0p+pRTX8OnWcaOpN4pIVgCu0k4Pr92tp45/7RkneZfJKAKkyjrk/MSPXHT2rNlHHW2jrBrk89xL9oktyUaYyZLuQDnaOBwQPfFc/4h1CWe8mtYmMcMbYkKnDOT1BPoBxiun0plNjeXDGJpGu5HxH2w2QD+VcC2X2liMvmRsnJJznOfqauCuxMbbX81hKJI5ZHhzmRN2QR14z3xWvqT+Zp0xDph4zgv0Irn5QofpgEc89KuyC5mttJRI1kjIy+9dyrjpx78U5oEdDs8mO0i2hdkQOV71et2US5Jwo6n3rDsYngO2Sd5WCrnf8AwnHIFbdtiRBnvmsxmlBNjOOm6rEW51+p/Ss1P3eVPTrWta8RAnoBVollPUhcqsQt4wQZF3N/dUEZNJfsP7S0cxRGVmm5ZW+Zcgk+nWtcIBH83OeT9KwL66i0nVoGurQSRQIxiK5LsG4+Uegxz+FJjRri7zcXEe2SMQ7cOybs8EgA+1czaTtJo7XsjFg7ySEMMdz7dK0k8T2MissizWmDty6Efw9OayraOSTRGg/fbgJEbzVwynkD8uKgZxMmZOWJJfLMw6E96pyrglcnBGRV+RGVQ5TkfKw7jBxjFUplLgsFPPygV0iO8tJYNRkWQEtAh3pKrcdwQa1JJYZGhihKfKu8r3Hp+HJrHtEg0zRCphCBI2cxk5yRye3rVTRJz9vE00yvNc7t59T6D2GMVha60GdbZuXvdq8iNSTWxEQI8k9BmsXRHPmXMuOOlX55GVVjT7zHH1qAJfsy3ZeFsFgPlGa73w8f7O8LtPKAGVTz64rzjTIJbfV7iSXcsq5WTMm4YbDLtHbAzn3NdPfzXP8AYRtYmOFO5efzrGtB/FHcqLs7M4HxHq3mTuSv3m3YHSrenRwabooaWSBZpSXkeVsKuex9cD+dZMFi93q+Zo2VIjubJxk9gM8VnXs0mpXP2qcRLEpCxQ9QiDv9T1+lLDUbIc5XNyOWG6Mn2PUYHIP+r3ZPvj2ou5ZVt1MlxujAO/C859BXJHynIMLfOpDh8bSoPIxiuj0+7F/Z+Y4US7SkoTgbx3xn0INbOhGOtivbTa3Kd3GrNHH5bbJshwCQycdfzqwTBHaGJCnmOdpyep79utZWnoYZJg8kjhXIBkXkZOevf1qil15up+ezqEik2Rr2Vc4P4mtEr7GTOoRypjQdWYAD2zW9E3LDtWDaENqsQxkJya15ZvKRmA6mpQFmD5roDt1rW6FQO2a5myNz/aivIZVCgERsoC7SPvZ69RjFdKA2C2ckjrVITFkkxsz/ABdKzNQhtmuBcSxh5MbOE3Eg+1Wbpx8oBO2IZbGf6Vwuo6xdXt0Vtbi4gtlJTevDOe5J7ClZvRAdNeWdlPAV8lAz5+YrnBI6/WsOGO7s7q5gnmaZXO5GYdB7mse21S9sCN9zLLCSd8TNv49QexrcvGaSyeWL96FAdB93eMZGaTi1uUc9q9jM04ngjLluXQN+orVimSWRpUKlOgI9v/r5qgdWhlUfbAIpQB8j8Hp/Ko9NmT+z2RCD5bFMDt3p62EdTYPmFXxyWOPpWjIdpDDriqNsqpbQLjBVOahuLydgPJKplwu9lJA4OOnqcAe5oA6u1XZbg99tXS4EQHp/OqNoWkhjyCBtGfUmp53K2pXGWkfgVbJMrVrO4l1OC5spREcf6xs7omJGWUdDxkc+tRxpr9hE07XcN0ow2yVdpO1Wz09+nHeodb8QJZSfZtnnSNn5EfaQvTJPbJ6DrVGw8UiRhBc27QZfbG6ybkz0Ctxnv1qbNlEukzxXNpdxGVS0MrFk8vYRuBJBBz/eIrjrq2a2kktt582Fiu0jAIGAD9Mc13Nz5EM73GzYJMrMGIVVP8TMT36D8ay9T0aG+kDBmVlTasiMDkehB604yswOKnjdieFMjEIq9xnj/Ct5pY9Ot4y/+rRPvHsAAP1NPTSobJXuHdnZcjfKBlR7Dt9aw9cMr3MG8MYSeEzxkd/pzmqb5nYRrwTB4ftAziT5hnqM1r2W4W8JIPILVzOnziSw8tQQVcrg+ldWjbYkT+4gFZtWYyaeRRjLBQOCTW2n+pVR1PQetcnNatcQwTTFCkkuxUbOSSCNw+nWurs13Q7ieRwapbCZLI5WAv8A7WOaqXskeVfIaRD8uWC8/U9OKluGXAiJ+UZdvf2rg9YuZNQvpVlMaQxOQI8/eOeWPqew+lFr6AdeZba8tHRRGyco5Rg2MjBrFisn02S5hWdjDM+5GZs7Sew7muXt5DbTC4sjtlXn+6GB52kdxXS3kwuNEe7tX8ttm+JiN2zI5H55FKUeUaMTVtLnN28tt5YZ+Xjzjn1H1qlDpzrJ59wVLA/KqtwD6k960m114FUXFtK5PSRFJRhnjHtiqFxdz3M0UMUYjhfl1fhiO/H49afMwNTWSY9LXZnEjxxuB1xnP/1qzraT/S1b5A0ah1QfeXPWtG8ja40qRtrcR7lQ9QVORWSjM0aSxuruVLbRwW9Pyqqewmdzo93CbYguFZmBOT+datjLDd6o2yUqsIAV8ZAY1wMDSEku4jI3BQ3QgdG/Cuz8OW7R2Mk75/euJQTkZAXC8dPU/iKmUUtQRs2UMa3t8ix4Hmglic7/AJRz/n0rVRsqEY9ehrlbLWNP057l7t5YFuJTJEr5YlR8p+nzBuKuR+KNLvI3FrIzTgDyY2GDI2cADPXJqQF8Qq9lp9zPBwwjkGQcEZXGa87KqywoERVCg8nDbhwDjuMCu8ndr3w6zFZAkkLxuHzuyRgngHvXAB5JLeKdQhIGDgfNgDkfXNXT6gyGcYCtHGCyngbsAds/lVrQDuurlY87fkIX3BIP8qoS7p32mP5VOTnjnAIxUvhaCTVPEM1pJqM1mkquY/KTcXZELBfQDg8n09TVz2BE9xM63Oo7XLPANy57HaeAfpWHCQY4YzsAbqG6tjGCDVnRJ5b57mWWcyliuc85GCMfrVaFCAYzIFaN/LHrx2/EVNMGdfo10rSb2bDhSvPrW2hjnuobfev99h9K4S1eZmXd+7xg/wC91yP5V1fhyCSR5ZnJYMqoGXpwcn+g/OpnG2oJnQrEP7XmDsXfylGf4cc/drUjPGxuCOlc/bX9tDqN1JcXLRQttVDNwu4Z3BT+Iq9HrGnXAf7PeRyPGN2FPNSDGaw5srSabbkAMfxxx+tefOS8aIruQV3Mf4T2K+3rXb3Vz9v0OV1csskbgsRyrEenHQ8VwhcLHHKVYKVwTu+UD1xV0+oFd8QuuHID8Yx37GtjR5nk05oZMMsbMg9cYyP54rFkk3PhSQq/e4yD7VZSWaz8OyTW5aN2l+Uj+70qqmwItxWlnc2IElqBhmGWwSD6ZrL0uXYArZ+b7xIwfqauanp9rZ+G4tQ0zV9RkR7s2+biMRrOdu53iAOdqnCnd6j3AyIVYupjbAY5w3U881MVe42d617Ctu0gkGeAo6+1af2XbZWkRkO1plJCDqw5+b2ri9Hi+13UCKzMiFXfd6BsjJ9TgfhXXz3UVtd2/mSMqRlpJXz8oU8HPr8xXFJqzA6O1HljZ2PINMuiyEuTwAACRkLk8n8qoQ67pU8iwQ6hG0rdO1La3xvFvNzh1WbbtC42pgAH3z1/GkxI4i4nWW4lnRI8zyllU9doP9Biqjb2Gyb5wVOCDjnGP1yakjbyo04OFYq+BwT3P6VFIyySKo2naSxY9V7ZFbrYDpop11fwxJFNtMnllHMnTcnGSfyNUhZazFBDJZTQmJwHCNklQxzjd3qfStkXhWaV2GWWVlLDjkkc/UjNT2ZuoNOs0VIyRABIQ2NvH86we4zBuLW9k1GA3cpURqHZU+4eOM/XnP4Vja5Ost0sKnmNTuAPHPQf59a1tPFvqnjm507Ub+5tIJJBFHJFPGixgDJ3GTjAGeByTgd65e9t7i11vUUmW4/0W5aN0uABIvzEAsBxngZxkVUdwLumz+Vs54xhhnP610w1VJolSMZeV1UHtyQK5CFFZkYNtzzheRwc9fxroNBtvtE8c/l7I4mABB6t6D6daqSW4kdczQj7FGgVX8zGG7gA9K14yEG4HjvXK3mohNUhtofnlhw4j2/ec8AFuwIJP4VZj1vVxOgl0lBETjCuNx6/4VncGb13tkRzEVMibTjrz1Gf0rzXcZRGJMZcsxyMluc5z9TXX6RqMd892iTIXDiZVVSGGQDg5646VyM0TwzS2z7klSTKr2xyV/A/0qobgQzAblOFzyvPp3xW1ogb+xpmDMoQyEf7I4P6c1hSblJd2XIBKjr+NdHFbtp2gskrSeYVOdi5IZjnA+h4qqj0BDbW/ibTrRpnUl4xjcuOazLmVpb6YJtPlRqM7eeeaNX1a0tdNjhtbzE0e1Vx1A70zxDoOr6Bo+nald3NyLjUS5miaMgQhQhQMcfeKtnHb6g1mMl0RnfQ1ZnLMFyCeTw1ULjFpqixwqoSVd23H3c9QPQUUU4bgy7puLjV4rSVQ0SAnkZLY5wT6HHNd1cyMNCvZlOxyj4KjG3AIGPTGBRRRPcEQ+HLK3j0+L5N3mrGzFjnkc5/M1bvbC2a2kURhNxjXcnBUB88en4UUVHUDG8NTyR2N5CWLok0iKHJO0D0rC1ZUg8SMsaKqyoJiOwYjkj0zRRVw+IRmO7PaqzMd27GfqcUy4u5fDuvTXFjt32hKx+YNwwU2nP4MaKKqY0Z/hV2d5lJ4wo6fWrGpYhEF0gHmOdjZHDY6H6+9FFTHcB0chaaGI/dkYEnuM+leg2IWOCRI40REQKqqMADFFFOoJGb4atYr62aS7zMZASfMOQDvxkeh6flWhfaTZQ29xLFAsbxrlGUYKncOR70UVm9xlfw1czXVjfxXEhlEcrgF+T3PNc7dwJa6ve20WRDG+VQ8gblyR+dFFXD4hMzJ5CIhtwu5ckAd+K2vEiLD4eaNBhFZABntRRVVARy/iPxfPrMcFs2l6ba/Z0SOKS1SRSkajhAC5ULzk4GSea0/wCy4Uu4Io5JkSRNxAbp9OOKKKlDZ1en26WeIYdwQEyEE53NxyfXrRaWsV1q73kwLSBY2AJ4GPQUUVPUDZfTbNlUm2jPy7sbeCcGs3w1LN/at9aPPJJCsURCuc4yoH8qKKEBk6lAkGs3MEYIiKrJs7ZZefw4zWdIeY0ChRLtLY/2nAP86KK2XwiOu1jFpo5hgARN6xYA/hzjH5VnvrFy9z5ZEYVs5AX2FFFYoZy1zrZ0vWtTQ6dp15FNOHaO7g3gMg+UgggjqcjOD3BqrpV5Pqt/quoXz+dczN5kjkAZJJzwO3tRRVDNCDTLOQpIYANwyygkKT9K6GyjRIoyiBMcALwBzRRQxFyyt4xFPcEbpgSN56kDOM1LFdSMkOcfM208ds0UVIEU8MVnqSSQRqryKQxx2UcCs7WbGOZDOWkSaJMK6tzjPQ+o5ooprcDG0W3SbM0vz+VgqhA25+mK0dXZ54Yo3kbazqWwcE9TRRTnuCMfWbWAaTuEShlZcNjnvz9aw73xJq2oW1tpV1ezzWtvI8yCSRmJZ9vUk8428emT60UUkM//2Q==", 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", 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", "info": {"video_id": "170692", "label": "hitting sock with golden bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "170692", "label": "hitting sock with golden bottle", "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": "9d662c33724ee631d79fa891ae65aa7be9898f9118a98db5104bf30307706d9e"} +{"episode": 80077, "episode_seed": 3433753947, "split": "train", "timestamp": "2025-10-13T03:43:29.455499", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3433753947, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick usb up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "141027", "label": "pretending to pick usb up", "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": "141027", "label": "pretending to pick usb up", "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": "1c35ce0c5431ccbad38b27b1b1af471014d68ab5233f736b2c14febccd77d792"} +{"episode": 80078, "episode_seed": 1734113627, "split": "train", "timestamp": "2025-10-13T03:43:31.018061", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1734113627, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming water cleaner'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "111986", "label": "turning the camera left while filming water cleaner", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111986", "label": "turning the camera left while filming water cleaner", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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LwMOaormBaWZmu1L87fm2jp+NN1iQCcRDov8AOtHQR5jTucHHHWs2/UPPI2OSawUv3d+52Vpc1Wz6FKLcGDbiSK3LO53jrzWHDxNg85q/bNsm2jvzWb7mfWxuTMTavjOTWU3y2V3zn5TV2WYi2JU89KzAr/YLsEkllb+VXTfvI56xwugOBDfk/wB04/Ws6+hEqn1FM0y78n7RHuxnINSNKrDrX00VzQPmqt1Nnr4C29rNLJ0Ax9Tim6HGfmJ9R/KqeoSPcT+Sp+RTgAetbGkRBImYDgtXzTWtj6KOiuXrkusY2/jWVJ4T0rxE0Ut/AWlRSFkRirAc9xWnesVgJH0qxoJLW6lhzsOf1qqTtPQzqnDXnwi8NMxZFukPtKD/ADFZWpfCDSTHK0F5eLL5R2jK4zjgHivU5uWrMa4kkR/NgMMi4wjMDlSAVPHqO3at5VJXs2KFO8G0tjzbSIdOvPANuojXzEjELj+JGAwR9c5rEj+HOmKgZ552P1FdtP4bsLS8uby1i8p7qRZJlByrMM8gds5rO1+6l0/Rrie3X96oATPqTj+tZSnK+jJ5VbU878Q6bBpMwtLUMFaPcdxya6D4YOo1OVh1IUn8q53xg863QFwR5hhwCoxxU/w0V7vXxaDUprIvE5Rok3F3VSQvoBweT6e9Z8rlEVz6KtvmhkHtWIyfMwPasn4c6ve6k18t7dSTkIhQOenXOK3bxfJuWz0bkVbXuI0pMqxxbpBx0NNlw1+iL1Uc04T+TbSSDls4FQ6ZEzS+Y+Sx5JNYyR0R3uajkpASBk1jT2y6rFc2c/3Jk2t7ZrZuDiI/SsjT5S984K4xSjpIKjOE1H4N3z24FlqEDoMlRICp/MZrAPwx8UWMgAtVmHrFIDX0Mi4gT6UzaC4yK7/ayscahHmR8wX/AIX8RWDMbjTbmKLdguV+UfjXo2n+BVh8Pn92ZS6bmLSHJOO2K9H1i0+2WVxag481Co+teeT6v4g07wxcWd1ayWk1vMkcdwrgiVc9R9aFXklczq0U20ebS6RrAv2WO1udiyYB2k8Zr7RgffCh/wBkfyr501e7ktdBh1Cy13UJENx9nzcRqizkLlnj77VPynd6j3A+gNKlaW3bd2IA/wC+Qf60ObmrvoEIKKZfoooqBhXg/wAWrktr9wh/hCqPyr3ivnT4rTZ8U3wz0YD9BW1HdktXaPPrhsqv0rOkq9OeB9KovWFR6nbFELHFUrhMPuHQ1damMoZSD0rE1S0KFe9fs2f8zL/27f8AtSvIvCel6Vq3iWLTNWuZraGc7EnSWONYz1JYycYxnjqTgd69n+AVk2max4zsmjnj+zzwxBLgASKAZRhgCRn1wSK0ijnqTunE9pmbivMvFWf7blHqor0mU15542iMN7Hcjo64P1FZ4p2pnTgXapYreHuGuUJBOAelZ14MXEgPXJp/hy4xqsiFhtlTj1yKdqy+Vds/ZuaypNSopm1ZONdp9ShCm6RuOlWY12yj1qCGUQwSzHHt707Ty8rNI/UmnIlbmjI4RASM1FaHzvMVujEipJjtjJPQCoNMkDO2P71KHxGFV6nn+q+CNZtL25ltrV57dyWVouSPqK5eWDUbSTbcQzR46h1K/wA6948SXlzp/hiS5s53hmEsah064J5rm9cPiLTdH0+6vtQuWkut/mRSRgiLG0qCSPvENnH/ANevUp4mSVmeZOkmzXslDzSE9V6V0WnqFgAFFFee9j0F1EvR8h9qteHmL2isepRun40UUUviMqhJN61iW8gkExEaJ++cHaOuOM0UVvPcdNvkaILsDYRWJeIrxlWUMOuDRRWUyEeVePzjWLdBjb5BP61keE9Rn0nVI7622edFnbvGR8ylTx9GNFFEfgJlueufDT5dRuAO0agfrXoGoxrJAxYcryDRRVx+Fmi+z/XVnOuM7EJO3dWpaKFdsdqKKw6HStxbwnYRnHFZtiMXpHsKKKiPxkz3OwPEMf8Au0ltbxXd0lvOm+KQ7WXJGR+FFFdj2OaLaldFPUraKzvpbWBSsMZARSScDAPU/WuQ8dqB4cc4H+uj/nRRWa3HVbbuzzvxPr7a1bWkMum2EHlbEje3V1KovRQCxAHOTxyea+pdPiWK2G3PzYJ/75FFFax2Zmti3RRRQIK+aPieSfFupZP/AC1NFFbUuoLc4afoPpVGTrRRXNPc7IkRptFFZmqJLDXm0eW4jOm6bfxTMrmO+t/MCsucEEEEdTkZwe4Ne3fs/wCoXOq3/izULyUy3NzJbyyuRjLHzCeB0HtRRWsehxy+JnssveuU8YwJLo0rOPmQgqfSiioxHwM3w/8AEicBoZzrUJPauh1dFaJ8joeKKK5sH/CZ2Y3+MvQ5qUnKx5+Xd0rVsABHRRTZBLdEhCKi04BXOP71FFKG5zVfiLni4f8AFFynv9oi/nXAXWsX97Yw2Nzcyywwu0i73ZiS2OuTzjHHpk+tFFdsdjjluf/Z", 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", "info": {"video_id": "111986", "label": "turning the camera left while filming water cleaner", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "111986", "label": "turning the camera left while filming water cleaner", "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": "a89ae062cad1eb1db6c146b8f661f300a2c1d92b391ce99679c8567d428dd8f9"} +{"episode": 80079, "episode_seed": 2635502198, "split": "train", "timestamp": "2025-10-13T03:43:33.723246", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2635502198, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping coin off of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "53655", "label": "wiping coin off of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "53655", "label": "wiping coin off of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "53655", "label": "wiping coin off of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "53655", "label": "wiping coin off of table", "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": "47a4d42989388f9b7975a2b542acadbc3587ab2fd280cdf110100ab7fa690e98"} +{"episode": 80080, "episode_seed": 796984405, "split": "train", "timestamp": "2025-10-13T03:43:34.723154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 796984405, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing knife from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "153422", "label": "pushing knife from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "48172414420886827203b50a95a906c7bfa1d2b62e32471fdfe85312ac017fe3"} +{"episode": 80081, "episode_seed": 2582380543, "split": "train", "timestamp": "2025-10-13T03:43:36.557691", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2582380543, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking cigarette box 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "23958", "label": "poking cigarette box so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "23958", "label": "poking cigarette box so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "23958", "label": "poking cigarette box so lightly that it doesn't or almost doesn't move", "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": "e50efc0964ce2cd45d72ab40bdbe5553c5d7aa99edfc8491ac7485455bb52829"} +{"episode": 80082, "episode_seed": 3410904359, "split": "train", "timestamp": "2025-10-13T03:43:37.921800", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3410904359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming an old lock with key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "161820", "label": "turning the camera left while filming an old lock with key", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "161820", "label": "turning the camera left while filming an old lock with key", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "161820", "label": "turning the camera left while filming an old lock with key", "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": "0db3a9ec1a46b4f8e6a6e250a50f165a6ac237bd476df3e28a241fe0f57d9aaf"} +{"episode": 80083, "episode_seed": 85430516, "split": "train", "timestamp": "2025-10-13T03:43:40.335354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 85430516, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapler next to ram module'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "145564", "label": "holding stapler next to ram module", "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": "145564", "label": "holding stapler next to ram module", "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": "f5d6a746a51b69b315ed98f7079611461d82266f282ec13fdebdc6e6907d18c1"} +{"episode": 80084, "episode_seed": 1250157295, "split": "train", "timestamp": "2025-10-13T03:43:42.441048", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1250157295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping salt up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "153767", "label": "scooping salt up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "153767", "label": "scooping salt up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "153767", "label": "scooping salt up with spoon", "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": "e48738746bca806b6862456c86ebab5320200960033ff025ffb588a735e9887d"} +{"episode": 80085, "episode_seed": 2900380890, "split": "train", "timestamp": "2025-10-13T03:43:43.811814", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2900380890, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 foam up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "122823", "label": "moving foam up", "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": "122823", "label": "moving foam up", "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": "a756a9dde7216a39c017787b6bff9bb43d6b476a5f5243cdd5f89b52ccfe3ba0"} +{"episode": 80086, "episode_seed": 806177573, "split": "train", "timestamp": "2025-10-13T03:43:44.846720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 806177573, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 smartphone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62538", "label": "holding a smartphone", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62538", "label": "holding a smartphone", "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": "76f87518116267d13cb2ede95c6b4b35ee612c36e8b0a145263d725c8d78314a"} +{"episode": 80087, "episode_seed": 3089081956, "split": "train", "timestamp": "2025-10-13T03:43:51.899533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3089081956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming watches'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191043", "label": "turning the camera right while filming watches", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191043", "label": "turning the camera right while filming watches", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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MUI+YZPfJxjjnGO1eh7ZbnTrdrc2zGNgrneU2gHnBGeegxWLZeDbTStWiutOHlb8R3URYgBeoYH1yMYHqenddU8KWUlq9wuoPFawoS5kbzB1ySd2ent3rJRsUkad3pr3KzvLbhmC+Xx8u5CVJwR+NeHfF6AQNpJELRb2m7/ewIxnB6dq9ZttYs9DWG10+5+2QM2XhVWM+Cv3lU9Rxk46eleXfHC6sbi60iW0uknYpJvKOCM/LzjsSP5U4xXOmhtaHlBJBzuOMDv8A/WqYMrx4L7SBkAZ+b2J7U23s7i6U+RC8rA4+VeB+OavQaBqkhz9lnC5PCxs549lBrqSb2J2KkfPG7GPUk5rv/h1PpVxqJstaLeUvz2rFyFSTvkehBzk+grgp4ZLaQI3BBIy6Ec/Q4P51teEzFJ4itYJW2xytgt1I+nPSlypuzE9j2ODwxquk6qJ508+3Ko8tzE+RMvO4nIPPQ+p7Z60sPieGzOpLcr5kkigrcOD90MyhmUjIPIziuj8LXrw6dd6ZfgutvtKk5+6TjHHvj86TX/CsOqK0MX2aATx7m2REu2Mdwc9Bx79RXNUoeznoVTacTC8MXRuYZVluwfLCS25ik+8v3RyemT2Pcc121wkiXUBhtbjy5VO5gAVAx0PPBJ9PSuW0PwfcaJcvZJOz20yM8E5UN5HHKke5I/I96s3eleJYzHHHqi21nGyqGD+WFwOW9Dn0yealRV7jSsP1DT4buE3Egk8tpxNwMgMqgD88VzOqRyR2UUMCTliGeOTbyVHzE9cZyD/P2rs4tZe1e20rUpkkefiG5kdWEjA/dOOje+K5u/ngtNVvWa5kdoFjCZVDiItyoxy2O+B0NZzVndD5bnmN1O8cu6MyKezZ/wDr1UnuGFsXJfzGYKPmyOOSea2bjTjDYeZJPaHzOFJn549McVjGVY03xzomPk3YRsKO+CDXWr9RO3QbFNHNcxRDJ3MBlgOvp7V2N/qek6lJD/pzW2mW/wDrLFUKyAAc7cZBJ7ng15+10kcjT713AcEMgOT9MY4zT7m5DGRwAGKnJHfjrXRRla9ioxud7fkeINbaTYW0nSisEEJ5UsFBYnPXAwMH0q3GvkPHqFjGsV3anehTqSOdvA5BFZnheZm8KQ3nlsUmklkkJAwxLnjP4YrWshO6AxhArAltzZOfasHNp3MuVWIbnxdJqTahcSSl47hWURFmIYZBU/7LICMEdcYOa2fhrqRh1t4HLH7THtDNnlvXn6GvLrCT91KScKrTEc44+UD+ddJoV81nqVtcp83lOrnDZwM8dP8AP0rWT0SG1ofRSjCgegpapzahDHaQT7uJ2RY8cli3TGOvGat9evSsBniH7QpAPh3Ocf6R6f8ATP3ryHR7+LT71rqWHzFjXHGMqTwGHXpXrv7Q7+XH4eUOFB+0DGBz/q+5FeGLKE+QEHcDnBHT3ANXB2aYjptO1DTLfUDeTO93KwLIZE2+UQCxJ5wTgdecUabDPtOqT7HuLzLMW5I3dAPYDtXIzS7I2KjHBGB7gj+td3ceZFCqhcqUVUUnIxgZPFVVm5O7C2pO13Np6f2taMY5FUq+3jMbAqw/I1jvqDz6f5R3OZHWSTgYJAwGHoeGye+a0L2ORdGui0gWMRHCAe3Subt9zWwwm4jaD7cH396mEnZjSR7V8FNRM6XWjuzbY5Fu1UORyMA8dx0P4V6lqOrXMMgjs44pGMgTLntxuwM8nnoK+c/A2sSaH4qt5N6xh8wycjgHjkgkfjmva9K1NbjxDLZwMjfZ7VJZZs52eY3GPqB+RqZbXJ62OwFwwjUlQJHbaFZsAjrn245/Sq2o6o9nEP8AR5Zgxx5kIyq84/Md6swhzGqyt5h27WYjBPuR0qrdXMAd9Kify53iZ13DPGRkjP3up+n41DdkUZF3rNtIs+n6jYyuskZZmjUMrjsw5yelfL1gtqLOSVVhlvjJiKORgAB6jPBOa+qk0FFiDMUucdGlX7hxyQAB1wMjpxXxxcSKRszkoxAK/Wqw0rSu0NnUQ3j6XZXOoy3Jl1Nh5Qi4OzJ4755xn6CqFpptvgteIZbh2yzt057/AJ1l6Uwl1GCFjhfMDnP+yGI/U10UsvmPHuBDH0GRj/8AXWtWo5O5CWpp2niK50HQbnQsJJZ3EiTR+YoYxEHa20nODg5B6jA985Ooak08sUpdftLRfvZVwC59Tx94dCe+Kg155WsreVo/LIkAHPJzmqIlAK5YDJY4JH94+tCqPlY0kkfS/wAMr+LVfDejvhA1hBJAx2YO7I5B9NvX3NddDcxXjho48sZRuYEZAGcE/wCe9eIfCzXpbWz1HS0yPNKyKSfwOPwIr0jQtZaVruCzi86WCTY5dgqZAzgn1yT0zUTel0KPxWOwF0oEeUZ2fcY/LUkY68//AF6xtQ8SW6Ti1t447leTcqrAtGo64XuckZFXCnns2CbeVhtDAkEL39upzWbqthHdBU0gxw3YlzLMh2nOBuOccnjqO4FYuTsXY53UVste02IaXdSWt1ZuyW6McCYAAgc9D8vTt71474z1K0nFkssSzPEGX5GwJXzksccscnrwOa9w1Xw7fSWAgtRayXSLue6cYLYJZdowASemT0NeR/FuH+xZNJmhkAub1JHuoWVCEcbMkAZwSST1qqNlUTY3qjlLuU6XpsSNaW/9pzMfKUKrCEeoHQEfjz9KrW0GoLIt2urTm5GHzvJH5Z6VX0+Vr24Nzcu0nkwhcsSTlmJ/+tV9HWK435Cx8kn0B6D8K6JVXe5ny9zo9W8U2GpaXpcktiX1aOJre78yZjHKFPAK56kNw3bHcYrmWlSyvyLMPsjcNGzE7k/2TzgkdM4wcVn6tIE1QNHkLJGWOfUAj/CmIymTLFd+BnnnpTc7x1GlofXGhy213PLq8J+SeyhJdmBDZyzHA7jODWpBLDtXDn5gXAI6LjkD0FeU+AvEPneB4rBP9ejtG7YwdvUfzrt9J1iGawjX5plLNuEQyVG4rz+p+meKxrOyTFDexvS3VlbxNLcMkeEMkidSB3Y4GfTNY2oXWiavpsdkt1atE+GjfzB8h6Kcf1p97Zz6lbSw2t08MjfKrhgxVB0x9ecg5ya5oWIOuw6dPaRTXIZke4SH5JI+COjYXBBGMcY7cVg5aGrViv4l8PXNtGuqaKsJtZogsixKpJ4OWPO04657e5rgJ7hrzVXGm22EUgogDNnPoSec568cV6V4bt5LGDVbZ7cRaNOjMi3g3BHPBBA7Y5/LvXJ3fhmyi113067lNr5W/wC0MP8AVkYGFYDBxkdexqXYLXMPVbsO0USJHGREgbBRcjaCRwRxknvWfdReadqGKEvyjLIP/HsNz+FaMltNJK8roWRDsDIXwccH+MelRlZmKiKNxngfLKQM+pEnFb82thWOZvW+0ziPdFEdu44lVF49cMDzzSPZPIpK3Nmx24/145+n/wCur8tvciefbBI6htqyGYgcehLDv9aftvlB3QSODxmO4Zv/AEGSq5+V6DVzpvArb9GvNCKeZdWku8RRsMtFJzuHHIVs/p61reJJF8M6DcXU8i+dITHCoPG77qgfjzn2rzAQanAzalYSS2txAci4iDlk45G7PI9VNWmg13VLxbrV5L3ULmPlHZZPk+gQcUc0bGfLK/kXoZII4o57QlSgCMAc7scFuCcZx6Crq3LzGESYfAwgZiSM/UY/Ks2RJIrSKR42AZnRR5e4ghu4wGHX1z61oPMps4kzudRiTes/H0+cg/pS5i7Ho/hnU73U9f0KxVZTbWkclzIxfILbdijrxjjGeeTXqe7HB44zmvLvhXKktxPGesaHaB8o6jov/wBevUSy7thYbiM7c84oJtY8S/aDYKfD5IRuLgYY88+XyBkV4RtaRi29AAcDe4A/LdXvX7QaMYNDKgkKLgnBGf4PUHNeGRQTbQY7eb67SoP6Ci9hEJsvMwomtyCecSZI/Su60R5Na0m28va7xDy7gE8xso4OO4OP51x0ouhEVaGRR1J3OR+PzYquqXduFlgnkt2c7d8R2EgnoTu5H1pqS6g03sdZ4luY9Pt4dNibzZnIeTaMkKOTkduePpWFJNuYOqKhf7wHyjnnodoqlFA3zySPC7nJLySRlm/EtVyZWg+ztuwHjWTcHK/456VLl2Go2RZgl8u55mEmCDlWDE/TaT2z0r234WWt5ePrGpSTo1zdXCtwvAjRdqjjIH3unP3RXhs199ocEvIRjG1p2YD8+f1r3n4R+I7CDwy1pd3Ajl87KBgctuGMDA/2elG6sNnoduZ7UMlyDNy2ySNcFsAHGPfkY6cVWOnTXhFxPLJBO0fyBGGV5OQRjnHArTsbuS8Rmks5bYBjsEpX5x2OAePXmoLpLmOWa8tpBK/lbVtzgAkZ6NUSjoAljBNBp6pI7ExKwywxnjGT7/418RSMWZ8tk7j6/wCNfcLs99YbjGI9ww8c6g8dwRmviozGNmUzMACcAMR/IU4Oy0ERaRKLbV7eeQEIjgOTxgHj+tdlLaPJeMIkJmUAMCPu56HJrjrqZpEI3u+8c7t5yfxNaUXirVLG0+y+XG+wAJLKvzjHTPPOK1Ti9xO/Qu6/LB9shs3JZUBdgvBz0Xt65NZ0c5gcRqw3LyrZ28d+uDVFWM85llk82aVwWLFCSc/XNW4GEV3tLFNh+YAOMf8AfJ/rUtjS0Nrw7qbaXqKXqhm2AkqrY345C89icete1/DmHUIvCNlM8Jmnui93JlsHe7ttz7lR9MMK8CilCXauvBDcHDdPqxz+VfVPhM2MHhCzvF8uKBraNpXHQlECn34C/pSeqHs7k8WqJBpn2mbMbqoBhIGSxyAF69SCO/SsiWw1S0W7u4BCizTbpI2UjGOpXsc89u4zXUWc1nqdsl5abZYmXAIUgn8D/n86z3vn02WR9URDBLcBY5EO5VQ8DcMcdB+dZTi7aAXRcMloJpIw8YQYWM5IAGT+v+RXgHx5kjun0DUYown2iOYMCoDHGzGcEjowH4e9e/3LXDvG0St5KqXyD8p9ivGcgnvwcGvEvjxYWNsvh7yLNIhL57MkbFFLYjHCgH07U4/EtRnk/hlUlW7jcnPyEAHryf8A61a0FsVvQrKCzNwAPxzXPWl3/Z17DLDDuXlZEJOHU9RkgVvv4k0q1sttkskszKVCyLjGT3NdFk9yG2jP1dPtd+3lsu6FQgQg5Ytn+XFQo6Zb5WL4weSdpHfGf8+lUULPMZZHVpHLM2GVuau20fmSOCny7STwP0ywFTcpI6nw14jbQrW/k8wBRCzopXOZCMLj05OTwOlex+EWbSPC+miS3lE5tEml8tMli6huSPbB45Ga+f8ATAs10lu4+WX5NpI4/AHAr63tLaG2t5mLmOIuZNzsMRjbgAHpgADjpj6VE7tKw0kncqPexrZC7AR1kAVADgljgBfzPX0PSufsv7U06OAKm61kl3hvMJZVJ5XBx3xwScc/h1X9n2MgSaOFHQFWidcEKcYBB7cYGfQVQt9RiUw2+txfZp5ZHKrIQQcHIwen4dawmmhvYtalPCbOY3ls0kTg7kiTzCR0xgc45z+HtXmesJqduz2FhG3lSlVaG3gL2zdyCOqvnJyD3716XeRy3BkhngZrYKFKD7pz6YwQwPfPQ0n2SKwtVjtY/Kt4jhVeQnGTnp25JqG7ascTy7XrrR7dibOPR5y67XMUckbAjud4ODxz61zEmpRLtljj0xZYxwNjbh2+9gAZq7qFtpq6ZHdwXV89wXCyRPYGNRx135PfpzWJcyTx24B+0wiUnoEKMBxjFb03oElqacUtpGgkbT7GV35aRZ4zu/E4P6VDdXFnPEQ1npCKQSN7hjn/AICvBrndsOzDiPdzy9uv9Kmjtx50HlzxSbpB9yBS59goJ/WrQrF+WWExkGDT5HZsBt/zgevI4Aq4lxYxoudG0tmwTuafHI+g71gXbrLeOzPG56gz253Dk9QBjrUeNh+Vrbd0P7hxj/x2jS4NaGrc3pl01Y47LakdwzrHbOHwCPTnI/WqtrGDn57jGM5eAj9M0kUkf2CSN3s2xKH2JE+M+u/gg1dtpHFusovF3CTYIo75t2OuTuBGO3BzVaEM7TwRM1hepOolNvJJ5MjFxFt4yTnORx0PtXt9tFBsWWNllLKMS53Fl7fN3rwLSmA0x3a4sUn80EbrtvMCjr8vIYHPc54q/oOrXz+JL7S7bxJPBbFneKKBQVUhd2AD0HB56cUAaXx4KuNBhaOZ1czkmIcgDZXjZWxGQbGeQjjMoP8ANjWv4613UNYSwN/fSXPlbyvmSY2Z256Y9BXHMokxypPq0jMB+AqXuBoXPkbhi1s4SDgZlBb9OKr+cgCDbZKerkDn8T1OaiiRoZT91BsY/LGzdvQ1W3fvCTIu7OMiLk/nQxo2Tq0iLthNipIH3Lfcf1FUZ5JZ4LcsYyoQqC4KjGexqrv4B86T/gKr/jVxBObRXSO8K7iN4Y5P/Ae1NbAwt1Xd9623f3Q5c/lXovgnXz4Tu0u5ba4nt7i2O6Eny1cZ+Zk4w2COOfWuCVZHsFuI0nVVbypQ0oMjHk7tuMhe3pmunjEllDpcxTT2VogQW1DzyM8/PEW+Q+qgAUxI+l9N1KDV9Jg1GGT/AEeaLejAFWI+nY1HcQbj9oQ5zlSN3+sHAII4wc9xXLeG9Y1bW/DrTGK3i+zsIo72IsIpARkkKeVCsAD/AA+nFHijXbmDwU89rcPa3nmJG+wAMpyQ34Hisaju+Udjr5pnSOZJQjny8tFHySMfy618ey6ekRYyS2qDJ4Mef5mvUfEWu6lpemw63p/iLUpLh3NkzzoEEwC7yyDrtU4BzzyOeoHjhuyj/KLdG9kLEfUkUU4tN3AfLHbhuJUIyMlIcf8A66eggN0AXnCqNvyQhTjtwBUQuJHiMrNM+GxlRx9PX8qhDzkE5uGJ6tjFaNAask1ukARI9Qc7sguwCgg+mOao3khmupXxMm992AmR+BqvgtwyZ9S8oFTyOPMJRoBnBO12UflmnZAS28Z4JWU5/iK4A/HmvdPhprWkS2MFhqbW66pDMTZhgcOpwSm4/KTuGQOvTFeHbQkyKjq6sRskIkJb/dBHrkcdfWu38PT2dv4k33WnXV75c3ni3EAtArdQTGTjAx90EZx1piR9KsW8t2+aNGwMS5GQeCOOR/jWV/pUN4VmMtxHIRtVlw27n5T7dTn2rPvPEIu9LtNRtI5rmzuoVmZmQoQnRjt6gjg9+ver2p6lDZabFcCWFHRlCu8oXK8DqRgZB5rnqy6DINX8QWWnxRxXjNE+7aqFgcjBPzDP3eD19K8R+L2vQ+ILrTRZmVIYRK4GGY5bbkcdB8vT3qOWe31j4j3+l6hqt1FZzXbrHcJPGix88lmkGNoAOMck49a4zWpbiw1i9tbia8RoZ3iCThfNAUkYbHAOMZxkUU6cr8zEY62rPPkpI/BJ+Tn8iafFYPLK4WHgHI3SKuB74FK3B8wrLypYBpOWz9KrrKEABiVic/6x/wClbjNXy4re5hMssGDkMizmQjj6YFZQLKAU8rH8XKmnxyI00YwnXGI48k/SnqqvJtEW5y2M+Rz+IBp2C5Zs5DHMkhdSVOcIMmvpzwvdW/iTwxY3l1dSTCOAQXli0odBj5QzKOecA+hFfNVqHj1CKOaM7VkCyZIhUDPPzc4/3ufavRfhvfaRpOvJf6jqhiuLdCkYQEQyE8fvJQOFGc8j06YpNaDTPeo829myWhjSIcIVAQAdcgYweRyB1rIjkme48u9TzsOWj8uP73y9AP4Sv580uuayIbyKGVy0LuhEqHCxBhw2fTOR+XerV/NOFjuLaJmnyVlHmLu2kY4JOAMgHvXJVlryoLlS78Q6f52LiVvMhKq9u3G4+p7A8VwetePJJdTW202UBYcoGLFmnU+uMZ4LHH0rzLXNY1S0knjed98U7DejhgCSfTg8GmeIfD2r+HNE0nU7ye4W4v8AzRLE0ZH2cAIUVj/eZWzjt06g0vYOW7J1O+1jTY0t40FxdnzEDNuuHPIz2ziuO1uAWrp5MkqZXJ+cnNFFdK2NOpkSTzNeCLzXAJIyODVjSmml1yOBriULhjuXAbgeoFFFKDY5LUmuA6apNCZWcA/edVJPAPXFQhm84g7GJyctEhPTPpRRVMQun6lcCC+jAhEQK5jEKbWye/FWbLVJbF7mOCC3VLqMRzL5fDrwefxAPFFFWjNm3Y+IJ4NNfTxaWL2+8sPMtwzKW4JDHkfnUOnahMviOfUQIxPbuxjG35fmXac+vBoopdQWxgeKSI2tFCjGHH5Yrk5bl1Iwq8+1FFQ9x9Cxp0skjyAN5eF6ooBOT9KhErruw3Tpxj+VFFUwQiXMxJXzGAz2Y1eeFU0JrnczSiULuY54PaiihAZkdzI0hX5QB/s17ne+FdAtPhdFqsGkwLqDW8Dm43uW3MUycFsc5PbvRRUv4kM7/wCHl/cXngSyeR8ETPCNo6KG4/EVg/EAyCW+Uyu0bR282xjwH3YyPwoopS+IXQ8+8Zax/a+kKkun2ULW4VYnhVgUUfwgFiAOfSvNJJ5IG2qxK4zjOB+mKKKvqNbEiRiXTlnJZXLEcMcelIllEUJJY8Z5xRRTYIqzFYhgRq3fnP8AjTmunuCokSI/L12DNFFAFkXU7GGMynbF/qxgfJznj055rufsbDVtLmu7y7v2uAHk+2S+ZnGDj3HPQ0UUhH0M3lNBb2zW8LQh0VUYEhQ2c45rgYkXV9J1FbofLayvFEF7AbgM56kD+QoorCruUePX2rf2BrWo2o0/T7+3e5P7u+g8wAx52kEEEdTkZwe4Nc/qV7c6tfzX15Mz3NxIZJXGBlm6/T2Haiit0S9yK7too0BCnIwOSeao+YAwxGg/DP8AOiimxksLu08ce7arNg7QB/Kr32NXmdTLNgPt+/2oopiJnuBZ3cNzFb2+632hVaMFH292Xo2e/rXYfDl/7b8VxwXiJ9nmJeSCJBHG/GQCq4BXIB29OOlFFKQRPoa/063l01kmVpBDGyDLEFgB3IxmvMNV1rUH0aZBcMmMJleCcgAnPrjI/E0UVyte8i5HkmsEiNQOASTgcdDUF94i1XVNIttMvL6ea3tpXlTzJWYlnxnJJOcbePTJ9aKK6EQz/9k=", 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", "info": {"video_id": "191043", "label": "turning the camera right while filming watches", "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": "d9050301f4ecc17af4383b64c80f10b1f5a1ae779c45e14931d38298b9bfbc04"} +{"episode": 80088, "episode_seed": 2951030891, "split": "train", "timestamp": "2025-10-13T03:43:53.095761", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2951030891, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a steel lunch box up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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OPfTDY6zdOMBJiCAOxGc102nLshUHq3NUNTIe6t8dyf6VftZcXQXsFrzK2tRm6fum1bAiM+5q1HkkCoISPKB9asxYLj6UQRjMtbfkFZev2Jm0zfED5kR3Y9R3FbKL1FDoDlcZB9a7aPutM46yUotM57w9piX6gszKAOcdjVnVrUW1+WO12AGPlwK07GxbTrl5bc/u3GWT1qjrc13duohsxnGN2CTXpKq5VL9DyFQVKjt+85vvXkc7qWuXUGq2qCQmKZtpjI7nqRV7UdEXU7USxv5dwPuuOv4+1JBomxzdTgS3bcICeI/pWhY3IW38tuCDggisKsot+7sevhIyUfePNrq8ubO8+xX4G7ON2Mf/AK6ytNZmmxmuv8daHLdRm4tiBInzVyem7YozIxrycXBRs0ezh5XTN63jy6g/jV+ONd5JPUVVtEzJx6VbAwfxrkii5sgumET43HpkD3qC13PIB71PfwmWVNvYc1f0uwLSKxHHevo8HG1JHz2OrqMnfoZt5GwHuetZDkwzq6k5U5612eo2O3kZx6Vzd3ZfODgg989K6501KLTOPD4tc6uatnO8BSWM4YHIzXdWF0L+0jl79D9a8/Qf6GuByAK2fCWpAXjwE4DcjNeBSlytxPpt1c7JogMHAzXnHxMkKzaZj+HzP/Za9LfpXmnxM5udLX18z/2WtMR/DZdP4jnLTPlIfzrVjhxbhh3NZlp9zavUda2kU+QgHpXmdTWTHCE4XHaufEQme6iXlll3sfrXTQ9M+hrB0qM2vi2SGfiG5YxFvTceD+eK9TL4pz1PLx9Rwp8yKT2XlEsQay7hASa7PxLp72Ny8DDBQ4/+vXHSr8zYr0a8EloYYSrKbvIfohH9rQjsxKn8q6C+TLsDWJokG/VoD/dJb8hW/qChs4PI4rx66tI9RMwrhQVwPSsSfgk1vSoQTmsG7BDsOKxNYm7bsJAinquK6OwBERJ+tcvbP+8Xaa6Wyf8Ac896LaGUzUhwzgZrYgPYVhW74cGtm0bNawRzzNBUyPWrFvlRjFNiG7B7VaiiIUnHFehGBwSZBKPkb6VkSD5zkVtSKcEVjXLAMRnnNZVFZmlLVGPJdtZXIkU4G8FgO9S3moxX0wCSAkDcQDWdqbfvD64FcRZNPqHjaexbVbizUiXyvKTcWZULBfYcE5Pp70oT1szpgm1od3K2+4hz/CG/pV+0+aRj6jGa8/8ACGrXepC4e6uJJcKm3cemc5x+Vd7ZMPWuWv8AxGbL4To4/ljUdgMVatxls9qpiQEAVctSSOBTpowmacY7inMvGaSLhRUuK7YR0OSbFUkU2Zv3Zp2KjlGU61b2Em9jMuFZkIj5bspOM/jWDJPKw3YK4kC8jBJz3rcnzlv51wPjXVLzT9GZ4J3RxOg3r1AzUKXQ3hudXflZbRs9wa8qjwLdVB5Jq7q2qXcOhRX1l4g1KZGuPs+Z0VFmIXczxjrtU/Kc+o9wM22bfIozwCK5MXZ2PQwqavc6jT3bDdu1XgcsBjvWdZNiGr9vguCTyK5YRuzWZdjKLewCUfLKvl5x/F1H9a7TStMjBBMeFA4BrjmgW7haMkj+6w6qexFdNofiTyUWy1RDHKvAnUfK49favZoSl7HlieFiaNL6yqlV2j+FyfWLBYRuC5U1x+qRqIl2nDyvsA/n+ldvrOvaZBbmN2aaQ8rHEpJP+FcW8c9xI15cxiMkbYoQciJe/wCJ710RrONJ8y1OSWDhLFXpSXLvoVSAEIHSstbl7O6WWNsMpzWmcbSM81g3b4Y4NeFJ+9c+lhqj0vSNfhv7VfmG8DBFcj8RXR7jS27gS9/92uA0HU3k8Ztp1zq95ZQSy7EkhnjjWPuSxfjGM8DknAqW81O/udQurS+uLqRrOV4kW6xvTnHOOM8DOOK3nK9LUErSL+nvgv1JZ66MTYwAOgrndMx8vPVia2Vb5/writcts1LVg3BHXmpp7S3e2unZMymEeW3dWBBGKgtMbBWiE3D2Irtw7cZXRw4iKnBxZxd74ln1FxDqIZ5VGwSjqQPWsmVPMkCxhmYnAAHNdxceGrK6mLmMhvap7TRLSwkLxx/vP7zc4r0Kle8djjoUfZvQ5/StKfT/AJ5sea2Mgfwj0qTUEwd49K1rniUntWVqDduxGa8qbcpXZ6cNTCucrk1gX7FXOPSrviS6lgst8LlG3AZX61l+J9D1fQtC0q/vZ7gTXxk82FkIEAAQoGOPvMGzjt9QaUYOWpsmloa9qx3pyeldLaMfKAz3ooqUTM07Qky4zxit+19KKK1pfEjlq7G5ZoDED71p7F8npRRXpLY86e5n3HG7Fc7dE+caKKxrbo1o7HP6r/rD/uivLL/UrjSPFU9/bbPOikbbvGR8ylTx9GNFFYLc7YF/wFIym4iB+XCj34zXp1ixwvJ60UVlW+Irob0ZO7rWrYnKD6miinSMJmtF90VYUDGaKK7lscv2gYcVDMfkoop9BvcyJjlj9a878f8A/IDl/wCuyfzNFFYPc2p7nDap4jfWrWGOTTbC3MCLHG9ujqVQdFALEAc54HXmrtixyKKKwxWyPRobs6Kzc+UK07Xlh9KKKwp7lz2Nm2+6a2bRQyLkA/WiivWwx4+K2LNyATuIGemcVj3fIaiinV2M8NuYLk7m+tYF399/xoorypbnsQPP7jW20rU7+NtP0++illDGO9g8wBkHBBBBHU5GcHuDTtJ1G61PUtQvbyUyXE8glkfGMsc54HT6UUVb+A0W52OnkgLg1sxMW6+lFFc8QZqWhO4c1sxdBRRXfR2OKsWogN3SmTfeP0ooraexhD4jCvvlYheB6CsXUCcrz/DRRXDLc7aZxXidj9gY5Od61zOq+IdU1HSoNNu72aa3tpHlQSSMxLPjOSTzjbx6ZPrRRVw2NEf/2Q==", 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", "info": {"video_id": "160227", "label": "lifting a steel lunch box up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "160227", "label": "lifting a steel lunch box up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "160227", "label": "lifting a steel lunch box up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "42f0366435818bc47da5e6af2ae3f2226e81eb962dc5c9cfb7dfebe8628e6513"} +{"episode": 80089, "episode_seed": 3123707090, "split": "train", "timestamp": "2025-10-13T03:43:55.661424", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3123707090, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to spread air onto marble 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28188", "label": "pretending to spread air onto marble rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28188", "label": "pretending to spread air onto marble rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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wxxz/AEprSSuTy+62eSxAjGTVlSWA254r1qD4deHIhhre4kP+3cN/TFM1vwfo1t4fvWstORLhIi6MGYtkc9z6Zrv9tFnneyaPM1k8uNWb7p4P0rOZjA5JByDiug0LRpfEUrWEJKr1eTrsFd7d+BPDVta/Z5baSSbYM3BlIfPrxxVurGGjI9lKpseNPPJKCoHWuYnCxXDxrIHVTgOBgN+ddp4h0ltC1E24k3q3MTdyvv71V1nR7Wx0W6SFN0iBWMjcscEflWqknZowlFptMwbLWbyxOI5mKYwUY5GPb0rodO1K3vnRGlELFuVdhgn61z2n6bHe6cXWXZMrkEsflxjvVa0tXu9RhsomQySyrEpz8uScflzTaTJVz1aKOOzRIhzcSnHHoe/0rutGu7Ky08onDLyzE8sfWuAk8Iy+F44pbrVzdE5CxpGV247gkk1mXOsyAMIRIo6MS+ciuGt7+kXoelhaairy3O4gkbUPFbXksSva26ldzN0dvb2H86pazeaf4fkuDBbSvJdggru+TGeoq/pcZt9HjjmwtzIPNkHfJ7flxXM+IGa41C3s7YvHdTyCFCh4O44rCK1OuTNjwLbznz9T+Qi4lbg5yyjgfh1rpdYvEtLaRxE+SOQhBwO5qOBItMtEjt4wiRrhVAwMVl6xqSw2sl4wJRUJK+tTuxPuP8O3dvbW016JAInlJDE446D+VaHiG/iZY5l+fcMfjxWD4Ut/tHh1LVZWiuQxkYSLlWJOetamoacqXNo7zOxj3MFyMbjj09Oaa0kS1fUytJkijmeSXImkbLEqeADwPw/nRbma68Utdwh2it8R/K2OvJ/TFR6vO8SBIlV5HkChMkFueKt6PJ9ktpIzE2ecyY6t3/WrvoCRxms6vZjxffxXbeSDLndjIGQDzV281a3tIUFuVlVRgbG++fY1x80H9tfEFrQ5YT3oibBwduQD+gNe3WPgzw7Yur2+lwhlOQzln57dSa7HJRijzuRzm7dzx6/uNRnkQ3wkjIUGOJ1KhF/2VPQfzqOIZOFGT7V77Joel3N99tm0+2luGADSyRhicdOtaUNnbWyfureJAP7kaj+QqfbeRp7HzPAbe1u5sCO2mYk4+WIn+lTpC0UrRMGV14KOMEGvoEghMjOAO1eQ/ESBrPxR9rPCXMSuPqPlP8hRGd2TOnyq5yF1IGIBxmI7Tk9uoqm105PXpxVi9KDURn/V3EWfxH+f1qliIRM28cDIHrW62OaW5Lq+v2+owtpenQyXElwRGrAYGSeAB1JzXfaD4UutG0tLKGFmmb5pZFAO9/YEjgdKq+A/BFtp0zalMTPcKv7piOE9SB6+9eh2peCMFgAx9Bz+NcVeur8kT0MNh3bnkY2heFvsN017fGNrk/6tMcRepP8AtfyrYutPjuF8uJUaUjv2HrmpIo5J58nhM5PHWp7uYWsDGPapONzYrjcm3c7UraIpaVpVrolg8MThiZDJI56u57/gOBUGpWf2yS3LKNgkVpM9wPm/mAKjt5XuJfMlU7AflBPX3Aq5dKs0kUQP+rJdgOxxgZ/OndrUpx6DLK3ZLVFjlRyP9YM/MD3rzvx68v20yI2fJTJHqM16PBaw2v70LmR85YdTXnXiC6jfX5raYBo5IsYPUE5rag/eOfEq0GclczC5htL5SNrgwSn0Paqy2V1GjeZG/B6Y6UyCJrHUbnRrhisU33H7Z6q1dFY3zfZVWdTGFTZn1YdRn19q9NbHkyLngeHfPds2R5YT9c13Op6gLXTQq4GRk1ynhlBHLdyAbVfbx24zVXxVqxb91G3txXnV481Vo9PDO1JGZfa7LPeYjOFB4Aro9KunaFS5JauI061eaXeQfrXXWZ2AL7U5RSWham2dja37AKpPB7VZsUZdVWQ45FYVqd+3nGKPFWqnRvDzXcNwYZwyqJPTJrHluzTmtFnoKP8APkc0sg8xW3gEEEYPSvnWXx9qEg/e61dH2VyP5V2Pw1updc1Ke9lu7iWK3AC+YxILH6+g/nW7puEbs5IzjN2R6V4c0a38P2CxRKN5+aR8feasTX9UY37heAvaukkn2IOciuS8QoHZpU4cdRWXPc6YQ5Xc4DxldC7NnjlkLZP5Vzura1ZfY5reNzO8ilTt6DPcmty4dLhZgwDNvOF9KwbLwmFUS3D+b38tOg+p716FOyirnmYiXNVbRzVrHcXObeHcQTkrnj6mu/8Ah/4et18S2ss582aEmUY4Vdoz+NcdpSNDrUkHQ/OuD7f/AKq9P8IWs+LmWKMKDD5Rd+MsWzx+AorVOWJNCHNNI1tfmF9JKdoYBcAbsYxWL4e0AapfmV1/0W3YM5/vN1C/1NdNF4Za6jxLLE/99mQnH05rbsrG00yzS0tQVjQk5PViepPua851LKyPWUbsybvT5Xm8/fg+lZnh3TWu/GdxezDMVjENmenmOMfoM/nXXSgSJtRSXbgDHWlisbfTIWCL+8lYNK3djjFSp2K5biPEGjct34FcV4xc22h3CMpIJVfl64Jwa7e7nVSkKEEVgeItLl1GK3iRhGGnG9v9kAn+goi9RTT5XYueGoo7bTreKJGSNUACseRV7UNjASYyV65pLAQxxiGVwjDoSetOvkMUaopB8zPzD0pXvqFtbHH2FodY11r4qTb2jMkeBwznr+X861tdeOytAQv7zG4c1qWFpFZINgCqAePc/wBa5TxrexhBGzhS5Oc9gBk1V+aSQSShFtmb4HtIJtcR1t0EiF53fGST25+pr1NVxjJA+vFeEX91Ppk8LPO0Tzpx5Rxhe2cc59qyrjxIqvtkuLh2HuT/ADrslFyehwRagtT6S+1QRJ888S+5cCkOs6ag+fULVfrMv+NfMbeIoj/DM31qI+IgDxA2PdqPYsfton07J4o0KMANqttj2kzXBfES/wBP120tjp90JpIt6ttBwuQCOfqK8fPiWQLhbdc+71v2GpOskTsBhlGVzwQapU3F3IlVjJWRUa4N3pSSj/X2b5Yd9p4P9KjFrKsbMAWjzlSB0Hai+QaNrayhS1ldA5HqDww/CtnTZhbWrWkr5EeVRuzjqOe+QRXQtjlke4ackSwrGkQXjAx2FE+0TfKOF5qKydo7dpD1PAp1vibcGbknJrwkz30rCwvKR0+9WRrs1zcMthZDM7fePZR6muimjPkZQgEDA9qyYnjhkkWAF5nPzyHuapOw076on0uxS0jXzWDSnq3+FOvNkTYQDnr6k0W8bnLSuSy81ieI9ft9KhLSNukPAQHk0ascd7stC9b96G2+WikBjx83tXmPiqCWPUDfRqXjVQH9RjuK7PTrp7qz+0XEeHIJUdQg/wAawtWElvqRDrmOVFYo3TBHaumguWRy4t3gchqcR1PTEuIsG6txvBHV07/iOtQvrIfSI2aMNFI+2bB5DY6/iP5Vo3lpJo0n22zJeyc5ZQeYz7VnaVpVrrviW508Xz2tndLI8Yij3ZlVSyr/ALI4Jz9R6V3wZ5c9De8P6rHHY3CRT+bGFXaD1XrxWRcF7y6JbJ5rH8JmSU3KZJJ2cfnXY2WmsJdzrgA1hUsptnZRbdJIlsLXyLcfLya0raIhc1OkA4A5q0IgiVzuVzpjGyLFo4jTnrXI/Ey8MmlxW4PDSqSPXFdTCC5z2rg/iEXae2ODsJb9KKSvNEVnamzgfLJ6CvoPwjp48PeD7OEoY5nTzJMjnc3P+Fef/DHwmdc1kahdxZsLRs4YcSP2H0HU16t4gmDMFUcD0rTFVL2gjPA0+X32Zza+w3RM5BB61WOrreSlTyRwwrlNcmeGYsGIB4rFOqXFpp80scrJMWUBgeSO4rGNK52zqKKuR6rcQ2+vzQPIYJI5CUfsc81sWt5FCjFiqqByxNYHi7T7J9Gh1yz1O+uWNz9kLXUKxrcYTczxY52qSFO71HPUDnHnu799vzMP7qjgV6Kj7qR4cpXm2acVo+peLpvsUm5Wl3B15xn/ACfyr262t/sen20ELf6tVQDHJ471x3w68ORQWRvpHDXEhxtHRef54/nXpX2YLtOOlcOKq3fIuh6OEp8seZ7sYkrRREOxJqqHkluAqjgnrUso3z4PQCn2mwSHFcp2GlDiNNxABArJv74+c5I+VO+KvPMG+Udutc5qc6mYRE/K5+bnFCV2NFq1ZbmXzHYM+f4elaFwwVYFIyHfb+hrOs1WVRHBGyID971q9JE8twhP+riYEe5psOow2Uc0oWQE46c9KkudkHkwPIc87R1OOK5OPUprjx1cabc6teWls0xSN4pY0WPoSWLjGMZ46k4q1oBvrzWNUhvp7mU2UvlotxjenLDnHGeBnHFaeyajzGCrRc+S2pvXEmyMJ2HPvXmvih2vvEEBLRlIELlZHCqRnnJ+gA/GvRrq2mc7jhYxxXkniPUdPl1mV/LMghLJwSNwB6fz5q8OryFiJWhYwpZRcTT3t44HDFQASGcn7v0/wrAddzliMEnpnOPart1dvdShnAXHAVRgDkn+tOgsnnxyFz0zXoRVkeZN3ZQEY60vlg9q7Ox+HPiDUovMtbJth6PMfLB/OsPWdB1Lw9efZNTtHt5SMrnkMPUEcEVSlFu1zNxklqjG8rDdOK7O3s2u9FgmtyDLGgyO+R2rk1I6Gu8s7dra1ge3bDBAG5yDxRN2CBQQDV9Lezc4kDZiLdUf0PselZ0F839kywzRkyQMFkU9dmcfmD/OtHXrcLbNqVgTDKGCzRr396TxH4b1TRNF0vWbxrgXV+si3UDR48pQE2hjj7xVskf1Boiwke25IhABwCKg1Cd7ZG8o4O0HNFFeFHc+h6GLHqN1LeRxtKdpGSBXT2SgMDjmiitJgthb64kt4XaM4JBrzSzjGs+KH+2kyLHkqueOKKK0o9SJ7Hc/ZouIwuFLAED0rk/E8z/8JPPCcbFRABj2ooq6XxnJifgKduAS0ZAKMMFT0NcNNdyeHfGc0tgFBikZVVxuGGUqf0Y0UV3Q3PPnsXPBcSLeXgxnAj6/8CH9K7xAPTvRRXNW+Nndhv4aLcYHFSP1xRRWDOkmjUKOK5Lxgive2sLAFDHkj8aKKuj8ZjiP4bPTtEsLfS9Ft7W0TZEsYIHckjJJrH1Nic8/xUUVj9pnTFWSOM11Ayvkd64zW5WWwgYYzwaKK6qXQwr/AAsNZ8Tv4jsYEn0nTbZrdUhie1SRSsYz8gBcqBzngdeauJDHFauI1ChegFFFdUuh5K3PSPDMa22nWyR5AKKxz3J5NdhAxaNiTRRXk1PiZ7UPhKbkmdxUcfyk49aKKlmpYUnyye9cRqkjy+IYYmY7Qe1FFaQ3A7rTIlWCMjuBV68ULA2BjoaKKhiW55DrGsvpniHVENlZXkcs4Ypdw7wGUcEEEEdeRnB7g11Xw1u59TvdcvLt/MnmeOR2xjJO6iiuyX8I4o/xmb3iGd4rKbaQMCvna6kZwzk/MxJNFFLC7seL6EUXADYGcV7t4F8OaXZ+GrPVltVlvriPzGll+bbz0UdAP1ooroxDtE5cMr1C7qmrXS3qRBgE2biOeTXJ+OHOoeEZnuQHe3lR4m7qScEfQjtRRXJT+JHq14r2MvQ8hfhgRXXaLcSPDtZuARRRXo1NjwoFjWQE09mXgmReaw9a8Q6rdWdlp1xezy28LvMoklZiWfGc5PIG3j0yfWiilEJH/9k=", 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", 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", "info": {"video_id": "28188", "label": "pretending to spread air onto marble rock", "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": "e12db20061f128b194b2b1f07e17a59da729324d3fc6ffed53b6773f00edd398"} +{"episode": 80090, "episode_seed": 1318598317, "split": "train", "timestamp": "2025-10-13T03:44:00.159101", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1318598317, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close body spray without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "37995", "label": "pretending to close body spray without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "37995", "label": "pretending to close body spray without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "37995", "label": "pretending to close body spray without actually closing it", "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": "e2c9dbcf6fcaee7c73cfe85f890f8c42bec94da75640d199ca71097dfbcef24d"} +{"episode": 80091, "episode_seed": 2258877416, "split": "train", "timestamp": "2025-10-13T03:44:02.383508", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2258877416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing box with voice recorder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163", "label": "pushing box with voice recorder", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163", "label": "pushing box with voice recorder", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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ApH3lOMkke3tWlKEp6rQxqVIR0ZY2/wBqo7LGsN/bDdPbqeGGPvp/sn9K6Tw/4oFsEsNY3S2oG1JerRf4r+ormXU3ttb6lp8jRXKDfBIy7cj0I/umravDrVk95bReTcQnbdW3eNvUf7JP5flWsJ3b7oTjon0Z6Be2ARQ6ussLgMkqnIIP+etYkyGF8HjNZ3hzxM+kP9jvA0unOeV6mI/3l/qK0PF00WnGwlilWSC4VnjdTkEcd/xrVyUosqmmpJCCcgctikN2AeeT6g1gHWI3X73NQy6nxkHP0rBs6Gi9qGi2mpZMCeVcN/Eq8MfcVR0vwvqElwsc0XkRgnLEg5+mKWLV48oGkMT54LdCfrXU6frMc1uu5l34wcHvS5UyDD1HSv7NmIjlWSMHHX5l+o/rVR5LeOIm5kVF52k96Z4jtLuG6vdZg1KPyI4/Me3OQxGACAenbiuU0zWZWuhvs7m7hdSrGU7TuzlcY6Y5+tONJN3bsjKrU5dEjohIVK6lYDzcDbJEeBNH3U+46irSqIPJ1PTJ38h8PDIvBQ9wfcd//r1U0hLvzZme3it7VgDHEi/NnuSxyTU8M66NfOk4P9lXrATAD/Uy9nH17/j6ilzJS5U9BJOUeZqzPQdJ1SHxHZ9Ei1KFf3kQGBKv94f54+lVbq3IJwCPUelcjILnRtSSaCTZLEQySIcg9wR6gj9DXe2V7B4i037ZAqpdRgLcQg9D6j2Pb8q6oSvoyWrao5+PU7CM5aQKw4PPQ1meIJY7rSbx47vzV2Bgp/hIPWsi/h0rxDG/k3bW9wV5aI/erlNLW70PU7q0lkaaIQt5gY5+XsRk1zWujunJR3WhHM3lqeRk1pxIYwgJ5IrJGJriFAcgsOa2RzIARjAzXHJuwra6AchgVH8VWLu8gsfLM7sPMztCqSTjr0+tRRnPOP4h+WazNTkgnvmhuZ5o/Ic7RGgOQQvcnitaMOaVmc9apyxudp4fv49ViYRBwyjqwxz/AJI/OtlPlbngd/auM8FX0aa4tpBZTLCyvmeWXduOB0AAHOBXf3luEfzQuFf09f8A69bSpxi7RIp1JS1ZnXCRybl2goRggjr/APWrJsrsaHMNNvizaPcN+5k6m2c/zH8x7jncYBR64/lVK+tYrq2eKVQ8bjBFc6k6cro6uXmVmYviO6OhXEUZIZZslWQ5DAY5B7jmska/HIvVl96o+JJL2NLPTrpvMitS7W8pHLK2OM+xHT1J9azIyEQc+5raUuqFG60Z0i+IViYKxEydx0I+hrqdE8X2rx+UZSGTj5hzivK43DXBZuQBmqTzTS3peJmUdBtOKqLbJlNI9a1298N6ldxx6q/zIpGVlKkA/Tr7fWvNbrTNRuryT7KrC2RmS3aTAOzJ25/Cr+kabumW6uRuORtDc11AQdMdCCazliOR2iTKmp6sz9PsdXvVNvG62m8De0I2M34jk+/NdjZaedP0+C0dmLxpjc3Oe+f1qvpDeXcx84yMf5/SuiuE3puJ9jWnPKa1Mo0o037qMlkGcVjalBcWl1HqenkrdwdQv/LRO6+/f9RW5KuMkHioZk3KT09D6Gud+7K51JXVirN9m1bTU1TTxiFxh0/55Pjlfp3Ht9DXEX2uy6rHaoyqiwxLGEQYUEDBxXSw3H/CP6iZSpbTb35LmJf4WPcemTyPf61wsIxk+5xxW05Jq5EYtPUfOxbCKeWOBWigA2qOiis2L97eoB0U5rU6M+PpWEnbQvdk0ChpFyPU0mryyw6e7Qx+Y5AUKBTrTcroSMDkVeIDBc88mjm5ZIi10zD0rTNZ1OVjGwtUbqVXB/AV0mneEI7UHz5Xl53FWPU9/rzWjozbLggAcjuP8+tdBJFuy3HPfPpXSqkpGPs4oyhAkaBEACgcAelZN9Hc6feLqmn5E6DE0Y6TR9wR3OPzFbkqkHIqGZNyE9OOCO1YN8sro2STVirOttqNhHqmnD/RpeCucmN+6n+h7iuY8RXdyIrK385/KRpGVc8KTjOPyrWguf8AhHtQMxQvpl2QtzCDjaxPUenPI9D9ao+NrRbW4s2icSQzKzxSDoynGDXQ2pRuiYpxdmc5JdSomRI2e3NWopphAjNM+49cVmMjykf3fUmrsknzKo6AVg29LGlwubwx5LuWAHQ96q2OuXscrGI7VPQZ6UlwnnErjoatafp4MiZHatOZRjruZ+85abGzo8Fze3X2i9uJJEdwfLJ+XP0ru0s4AiGNF9OlctaJ5SIFx8uK7O2IeFcEZZcj2NTB8zuwkrFF1C9Bj2qpd28dzbPHIu6N1IZfatGdQew55AqsFyvXpyKmorFQMzRpWuEk0G65u7cF7WU/8to/7v19PxHpU+m6lcaHqaXUQztOHjPR17g1R1K2kIW7tCVurd/MhZTgn1X8f51oSyQ6xpUOq2wA3/LMg/gk7/gev5jtW8Jcy80Q48r8jy2CeSB98TlG6ZBqLV5Luedr7eXYoEcY6CkB+cCrK5ZNoBJbjFQpuLuVbnjyieHVaSaM7yRgnHoOldT0lfg9sGsfQ7JbaSWXYEDD1rXjw0p9c1zYialNtF0otRSY6LOWABznOa0Fs4LhzIUUs68nFQxqojc4xg1btSPLTJ6HBPt0rOU72sUo9zT0q2jjO9FAYjjA6V1jH7TagcYI4rntPC7ivr1xW5aMVieM8svI5/P/AD7120/hMZLUoTxYYjofSqwBbK+/FaV4mVEijG4frXFWz3Wo+L7nTX1a4tIj5hiEabssqFgvsODyf61MqblsX7RQWpl+NwFmswOhLk+x+WuZALYXoD1qzfX9zfeS9zO8pwcbu2cZqBAST6gVL91WZUXzakSxZ3bM/NwSas6fYB33Ecc1atLXauT6E1ftofLiA4zjsKznV0aQ409bstoAkMYXpitKJDnIZTkDpVBSpWP6GtGE8Ae9c8ZXLlGxo2CbseoPB9K6ZH82NWblHXB9u1c/phCybTg84NdBF8m5D0ByPcGu+l8JzS3M+eJzIU78g1XK5JRzwRg1r3EecEHkjH41y3iu4ntNJ8+2kaNt6ruXg4JpVI82hcZWVxb23jngkglUMjKVYV5wMhcLyegFdZrLtDocOpWOtahMDcfZs3ESos5CbmeMDnapwp3eo9wOahUb1PpzWbi4blQmqmwWMLxys7jtgDNXoRuLEj1pLZPlLEHuafEdsXQ5xWU5XZaRa4Hl1bVGAcMpBBzzVUAEp34q9F9zA6kYzUKSeomraFzTvlnR+eOtdWP3gZdoBPzJXMadhnCkdeK6W1/1SA/eA2/iK7KWqMJ7lOVGdiFHHXp0qArv3I3AP861pY9rE9Afm/Dv/n3rMnXEw4+VuM+/aiqrlUzMuoUmjeGVAyMNrKe9cXrMl1DHBps7s8NszvAx7q2O/wCHPvz3rorSRb/xlJpt9qV1a28kuxJIpY41j7ksX4xjPA5JwK5jWDdLq9xZXL3B+zTvGFuAA6gHo2OM8c449KUYyS5h+0jKXKVkUllA6KP1p7gmU4B4AFLAM845PSrCR/M3171k52NeS4yCDcCx6k1u2MISNQT93oKo28fzhfUg1q26jYME1k5MGki1boDIQeOa6ewUmEDujECuZiO2c5HpXTWjj5McmQfqK6aDujCZLcQBpMk4U8/n1/X+dUZY/LkGPu5yK2XwyDI4HB+hrNukYgN/Ep6fStKiuhQ3M64UBuOh5FZWn3aaJrpWcf8AEt1D5JR/cfrke/8AEPxHep/E08ltozS28jRuJFwy9cHrWF4k0XWNL8PaZc6hc3Pm3pcvEyYFuV2mPJx94hs4/D1rOjGV+ZdC6k4r3WcfEoJY981egGJR9DRRSqbFUjZ00Ax892P8qtxDEjn/AG/8KKK5pbs07FscJN9TVqybh0IUgnPI6UUVNPdinsbtiT5i+vrWzHxNGQSMsR+YNFFd9L4TGW5LMB5L8difxFeW6pfzaT4uvLy22+bFM4XeMj5l2nj6MaKK1W5nU2ObdQDEPQVPbgFenVxRRXPVNqGxswKPKH+6amQfKlFFcUjoRLD99hjgA1owf6oH2FFFHQmW5o2hInOPUfyrpAxMlt7gj9KKK7qHwnNMkf7prlfGoA0SUY481Dj8aKK0e6F9lnI6x4ibWoYIpdM0+3MKLHG9ujqVRc4QAsQBzk4HJ5rPTjd+AoorLEbjwvU0kGIMjqQaQcKvvRRXGzqRLESSM9lGK0oxgA96KKb2JluW7EkTAA/xH+ddLCxM+P8AYB/HNFFdlHY55lxgMKff+fFZtyo+726UUVpMIHAX2stput36NYWF7FNKHaO7h3gMoyCCCCOpyM4PcGsO6vLjUdQuL26kMlxOzSSPjGWP8qKKT+AiH8Qt2qjI+lWFA3n3NFFcT3O5FpRtwR121o2vMKE+maKKJfCv67mb+JljpMD32/1re05iwhz2bj+VFFb0DKobRQbQPXrVOf5lQn+Jcmiit5bExOW8Wf8AIEbtiZK46/17Ur+wh066u5pre3keVBJIzEs+M5yecbePTJ9aKKilsyavxH//2Q==", 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", "info": {"video_id": "163", "label": "pushing box with voice recorder", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "163", "label": "pushing box with voice recorder", "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": "2e149325222c761e8fbaff383c6a5e2a0d7229a72645e8406038d585735d3b23"} +{"episode": 80092, "episode_seed": 1351557548, "split": "train", "timestamp": "2025-10-13T03:44:02.743646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1351557548, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a cup up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "58781", "label": "moving a cup up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "58781", "label": "moving a cup up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "58781", "label": "moving a cup 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": "f09e94e28bb101ad617816140ffe3d9c56d93ab141327d560f1eac173b312012"} +{"episode": 80093, "episode_seed": 1355332157, "split": "train", "timestamp": "2025-10-13T03:44:05.010984", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1355332157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 away from painting with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "143464", "label": "moving away from painting with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "143464", "label": "moving away from painting with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b1cdacd734c2f14297e90d716d847197c0ac5db8e4c1d70660bf1249b451c34b"} +{"episode": 80094, "episode_seed": 3911678185, "split": "train", "timestamp": "2025-10-13T03:44:09.027053", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3911678185, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour tea out of pot, but pot is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28858", "label": "pretending to pour tea out of pot, but pot is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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8N6NYajpxvLhPMkMz7kLfKMHjI/WtGDWVvNZjgtYfPgib5gpKrgcFiR2zwB3rlqRl8KL9opuy6HRF7efO9fLY9x0rCuRZreyi4iilSLo3cHH6iulsdF1HUojJbWrOgOC+Qq59ietcTrVveafJf2t/aS2l1JvESSjAkHYg9PyqKSk9S6UlzGNrl8k0jKASQeAf1rmLjgLt5O4VoXsm+4JDHnr9au+FdGfXPE1hZLFvTzfMkAH8K9fzOB+Nerschq3Wmtcada28nyrbhcYOevp+dc7cFYbjBUjJwSO3avV/E3h8WF1MgUy2RYhZU/gP/wBY5HvXlmuqsV8wUghjkEd/WuOD99xO+VpQU0UnUeY2RkE9DXonw/8AClidPi1q7RJrhyyxREDZEASOnc8d685QNJIByT0HrXUaXrviDSrOOC1vbZ7Vc7YpFDFecketFdScOWLsYuLk9Oh6vfOkdhO8gQxxxs3KAgYHpiuC1maOeDTWTbNGsm6RQfugjAyvfnP0rpvDmvW/i7Q7211CxW2lUGF5YXYhsjrtJ/MVx9za/ZZJLZgkNznYJV4V+TgqPcYOKyo0pQ+IdJ6NGLqlltR7i1t/MYlX3AkDGMYx/npS6CfJ1W0kkXCqxZl3diprs4dOsJbdYrtvKuIlAm2AgFiMnb2x/WsGfRLKCU3NrdzeWh4DxZHpw3b1rojUT0ZU6bXvI9d8D3kf2bU2RiRtjYHPYhqyfERSHRtSu2PIjOPqeBVPwZeCKx1FQQCfL5Bzng1U8dXZh8KKhPzXE4H/AAEc1zSV6ljooR5abn3PKriIT6den+JFUrz78/pVDSreRrmN4mZXRgQyHBU9iK25dOdFV8kB4g5HrkEH+YqXwtEgVpBgvuwVI7eorrU0kzmlDmtYjv8ATrSSUTTn7JMxzJsTMUn+0oHKH25GfSug03xhbaJ4Zu9Ptolu7iXKpOQQqD1weprSura0uLURzwqygde+awf7KsYWLhGbHTe2QKw9snozX2Fnc5xIrmz8mSNUad3D5k5GevSu18F+H5dSuDf3UZu7iRyEDDdvf+JvfHT8/SqGnaKPEEsymTy0iZcuOvuB79K9a8P2aWWjGO0Tb862646hAMn8zjNDkpvkvZnPUfI7Izda8N61FoV1Ja2YnkCcRwurt1HYH0rzW/uWuZrd0Ro3t8q8bDAbI7H244r6F02YwyCOQY+ledfF3w/Ba3FvqcWYoL5/KmK4AWXGQ3tn+Y960jRjBe6KnOz5X1PJdTt2aMz28Cs2Vcsx59Mcdf8A61eiW7tD8yenK1k/Y7C4j8udmSSIBTJ/f45I9jWnEQQCpz6HNZTqrSMloLEU5JqUXqX1kWS5jZDjcpBB7EVZa1E4wSQPWs1B/pMLqMHdg/jWpdBltWP2Wa4wPuRHBrGatLe56GDqc9G70seU+NGii1IrCx2IdpPYnvz3rEs7Y3BO3HHLMxwF+pq74u+0S3LSTxCHa/yQ5+4o7frzVC2ikuZktYdxUnGFGSx+neu+C91HDVl77uOuF8piqukgHdDmobOYw30Ug6bsH6Hg/wA69Hsfh7LBbo99btF5mACzBhk9AcdK5XxD4bk0XWREc+UfnBI6ryfz4xTU4vQzcWtSx4akiBv5t2JPM+8eMLVu41+e8lFlaFpFJ4CnG8+uewrkSJrePyQxQMcMR3/+vmux8OaS9vYfaWT95KOM9dtZTUVqyk7anYQzPb2q3MG0XEDrKNowMqcgfpWj8R9OtvEkPhi7snUW04lkf2HyZH1ByK5qxuwWmhz1Ypj3HI/ma2fDDl0ubKWTdCjb4UP8Jb72PrgVLbhB2Et7mnpcSpcQRoMKnAHtWrrUcbadIJT8uOf3m39ahsbNo79R1XHBqz4gKmyZeoxg7a4Iprc9LD/Cj5+8SiDz5xaH92j7uDkfn3p+mwQshlnnWGEfxkZJ9lHejWzC11d+VGEj5G0U3RNHn163htrZ1+2KcLDI23zk/wBgnqw7r1I5HevWXwnDU0ncZcKJJn+xSSSxDqSuOPeqwgkWYOVICgtn6D/HFewaN4GGiwpLMC8oGXURkFR3+v0Ncnr8Onza7NZaQwe33K8xXlVx1VT3Gf8ACo9qr2F7NyObt9YvbLTJ9OgXY033m7jsT+Ndt4G0wrpsCkbZL2UYY9dudq/1P41gWugQ6tqCpNIY40YF8dSvpXo9tAllPbTwAeTAysFHZV5/pXPVqdI9dxVIbxOqg3G42opEERKRJ2VRwP8AGtPUdDsPE+jNY38YdcZik/iibsyn/OanhtFmDSRjMT/MrDoVPIqxbxm2mA/hNdK0Mz5EIy4IPOa9K+Fq3Fhd3N/FahyWSMSuQI0AyTnuTnbgDj1NebptYg9cHOPavYdJgj06LQtOVdrSIWkGer7S5P8AKuyFJThOTdlFX/yOepUcXFLds7xhp93AYpBgFcNno1cFrnwuhvneSwlRgfmUFtpB/liumkhlQZGfwqE3c0WSHIwO/Brxoxa1g7nUp2OL03wOnhpZb3VClxNtKqgG6NB+PU1mS3dvLGXtoI4YwzKBGoXOKu+LvENwymAudp61haOG1C1uYoxl42DqPXPBH6CtqUZc3PMVzQ0q4kt55XiO0sMt/tU7Wit1ZRsSBJKhRWK5IOeOnPU07TLKaWSRY42Zwp+UDmriRaBqKTaNeXhi1COIrDImcFyCTg9OvHviumSuOErM2oG0pNIja8iZHihVT8+fM28EjHXOM5pgkt7qxg+zxu7TSkCM4YrgcjpyMYrm7PUESws7WRAeBuZunT+ddlYtaA2caKodZN2DgMBg1yWszvveOnYzI7VLYTNEpt3JXcAMevaud8YarLqT2Ng4USRMVGOj5IANdf4pvLe2e1jeYo8oYoOobGMj9a8v1meZNdhkBGUZWQjkdciuuFNSs2cLqyhdI7XVvDt4bq4IjQWkSIYz0yRgYrkbNWsL2TC8bidvTrXa3+u3WrTLpumJJJPIcFym0Rju2O31P4VDrPhi5hhSeFPO2YDKD82B/F+PXFdebQowknBpPZr9TDLq05LlqfJmHNqG5D85T1U1jXWpZOyIk5/nUGqyzG4wqNluCDwc+tU0TyVDljJKOw6L/jXlwpLc9Gda2h3HgXULe1juLe5b55Hz/u16roNzClytgG3mfMsR9wMEf59K+cbaeS3uUkQ8g16VpesXHn2V3byYmg+ZCefqD6iq9laopnFKV2e8JYBU5AJIrj/itBFceBDbzttV7mJd/GE5OWPtjNXLH4k6NJahr/zbScD502F1J9iK5aX4tabd+K2sJrEvo/kmN/NAJYsRklfTHGPrXVLltoyYqV9jDmGnNY+ZexLDIsa42NncBxx+VZ9qqIrGDcyFs4Y8r7Y7GtDWvswmW2ggAtizGMnoF6r+lZtheLrelQ6vZhVnYYnizwzL1H19PqK8/k5kz0ZyjopdTStwDcpn1rV1JSLE7VjbjjI5H6isXQ5vtWvMkaMIki3uW6hycYx9K1r69WcTQHC7OM1jZp2OqhDlpux454ihkW7nE0qyOUJO0YC+wrr/AIaaXbTanFeyY+028QLwt1PYSj1XHB9CPcVxush55bmVOQxPXrgHFd7oNraahoVqEuXsdRt/mt7uI4ZDjn8D3Fd0pqMEmee4OU7o9XIiuYmR1DI2Qw7EGvMPG1xbX15aaWgD3cO77Q/91ARgfU4H5n1pL3U/GkayWx1myRSMNcRQIshH1A4Nc3H5Wmwuqs0s7ndJM5yWNYO0dYvU1UeZ6opXL2mn3ytdRCaMNuZPftXa2WoWWpwK8DqjY4ArzuZTqV55bEksf5f/AK63tO0SeykR4pCMHPWqmo8q5jlqy992JtRLWGvywyfIt0qyxN0BYDBH6A10XhmQzvdlhhxsyffnmotY0uDX9K+zOQk6fNE46hvas3wMt5YXmpWuou+V8sIz9D97v+VLnSpXWtjNwclY9U0ZJJg7OMhRgGsXU5pbe2vS/IGTXT6Ugt9JLE8nn865fxPIkekTs2PmZVJ+p/wrnTUpaHqYbmhTakeI6lFLJHIwBJK72I/lXqfw20fw9rHgyey1mJd7Hcko4eM+qnsa4ltNm/s6HUyMwXMkg29gAcAH6itXwpdx21pJA0pjbnH+FddSq4x0OdU1N7mlrXhm+R2tf+EnvJrEfdR5XPHoRnFZEEVrpERjiXIxlnPU1cvdRl+Ybt3vXMXuobSVDbmbr7VgnKejN+WMNTY0GY3N7dMOi4/z+ldRFePCjKT8pGDXB6DqUVjdvG7hSerH1710l/qEf9nvMg+7hiR0IzzVyVmk0efN3k2eqeAvFMMlrHol/IsdxGMW7ucCROy59R+ortriL5dwHTv6V85T3Cz26Nu+ZQMEdx2NU9S17WruwaxTVbt49uDG07Fce9daldWZnydUYGg6WdS1W3tlHyu/zY/u9TXquh3MV54r+2FfMggDQxbeQWI+Yj2AAH4j1rgPBekX+pvcCykSPCBJJHJG1WPP16dK9c0vSbbSbGK2hXJRcGRgNzE8k/if6V0VMbToYeVPeUvwOeVKU6ql0RtMLSfhW2N6dKo3ent5TkbZBj8aawxnrUMs8qQuEc4x0PIrwOaLeq+46jyHxZFi7cYK/N0NUvDFz9k1fY5+SdCn49RWn4luC9wd6D7x6VzjKjkMhKsDkEdjXp03eNiGd7dXkqwNH9okERHK7+DXJNfaJE816skk14y/u0GdofoCfYdapXup6nPamEsuDwzqvzEf0qjb6bLkB4yVPQ+9axVty1qaum3NxujGxZLdRzvHeu40+5UKLmU7nhYbXOOA3Yelc9pGmBIhE6ttbggjO7NP0+3fUvEtxpMupzWkWJPJ2IGLMqFgvsODyf61m480rI6VLkg2zpNb+y6tpqiTDbCSrd1Psa4rQn/tTxXpdjdKTItyqlgBkjPBpfD2o3F3BcrPMXCqrLuPQkE1W8O5Pj7S3jYg/aQp9xn/AAreKcY6bnFJp6nu7acbWP8AdjeMDJxycetZWpymKylb0U1updPGNsnzL2I61meI7eOfSZXjIBI6j+teVUpyc25b9blwcXG8NjwrWJDLfyFuTnrVESMvHb0q3qqNHfyq3rVGu+OiJZMu1yOxrfstSNkluzhtiNh3A6A965sV1vh+HzYAkqb0bqDSk0tWBZ1TVbe3tjcGWMgj5QrZ3fSsTTfE1lDdrJLpiPK4273YYU/3unJq1rPg5FfzrF8xjloyPu5rHuvDtzZWDTyqQpYBDVxcWtGa8st7HocGoHUCkb26yWAQEOTyre2K5PQJZfCniu50K9Yi0unBjc9N38DD69D74q9c2sOmeGoLnS9Z1B4Tc/Zv9IiWNZyF3M8WOdqn5Tu9R7gXvHWijVLCO4gH+mwkeWR1Yen9alRUHZ7MqpP2iTW6Oz8PQKxuLpgA0jY3D+IDpmqWtbY4bqcAA7Sc+prS0wm00iKN23OEAZv7xxyfzrnfFF35OiXEvq6j9c/0rgXvTPWS5Kdjzd59mpSRKQWj4Gehwef1rY0W58v900gQY4P9K4y4eaO7MpJDdRWja3xfMqKWVcbwOSvufb3rtqUro8ynVs9TrLu7c5/eg5HrXPXl2SNudzk4GKrXWprIWSPcWzjAFU3ufKXGczHjI52f/XqIUmty51kkb3hyET6044ZYUxn1Peu4C4rJ8CaZGumSzyKC0h/EV0E9uYeeq/3qxr/Focq11K0kiwQySsflRSx+gGaj8MSTanPetJbrsV1WQluSCflYH6AfnWVaeTqviifRtS1G6trOdjEHjmjjWMdyxfjGM8DknAqfwjYtZatrdhKLhUtZljRJ8B1ClgN2OM9OnFaU6HuNvqXTq8j0PWJ5xDYIgI6Z4rgPH94YfD8SZw0spP4Af/Xp100gJYXLIwPzKMjafp6Vy3i3UJ74WttOykxkhGAwGBIH50oYdxknc61iYuLXU1pzHa+ErSByP9QrEe/X+tcgL1BJ5yE+V3P+eldR4oUxxiLkBEC/kMV50ztHIxRiv071pBRqxutzhjVlSbT1Rqajqao7LHITz0rP8wRr5kuDMeUT09zURmYuW+VSepVQKiKc5rWNNJWKnXb2LFkpluUB5JNd/pFi09t5Tj5GGDnpg1xmgwGbU0AGQK9UtYRBCqr6CubEVOR2Rmlc4HXrTVvDIaKPbNZH/VOy5KD0rkWmuJJzI0jea3cHFemeM9TkgsUtV3HLguV/hBzj88GsPXPB15oOi6VqF2063F6ZC8Rix5AG0oGOPvENnHb6g100JOUOZouSSsj1H4UadbHwd55j/ezztvbv8vArpbiMRSFVzgetFFcOKXviWxXY81BMAY2+lFFcnUDzLxLAhkfjuTXHNwx+tFFenR+EhksMrJIg6hiQQa2rABi8R+4OgoorZ7G9LY6fRB5w2ucgONo9OB0rlNZ1S40nxNNqNqIxMkhIDLlfmTaePoxooqKfxm1b+GZOjMYre8ReBmMfzrR8GRrL4703cPuyM4+oQ0UVvU/hy9DhR7cWO8L2NZOtyNDZSbDgEcjtRRXFHXDJvuc8dMRZdjyTW1Bus4+8MmsSQYbAoorojsdIi8sPrXpPha3jNtyvSiisa/wgtyPLDV55vMfOSu3Py4DEdPpUXicAeHGOP+Ww4J4HNFFKG8T0F/CMHVPEr69DbRzaXp9u0AWKJ7ZHUpGvRAC5AHOTxyea7XWZTEIWUA4I4PSiiuituclMmi1OeWNI2CYI7CsHxzIyaFbqDgPKc/lRRXHFJVFY9Ntuk7nDGNLi3kSQZ8uPcp7j2+lYlwPJmUoSp9QaKK9FHkMDJIVILtg+9WtNiSa9jRxlSaKKcNzGo9D1mzAs4oxD8oVRgVunDx/MAdw5FFFcNVfvZIvDNumrnnGsawdF1zUYRp9hewS3AYx3sPmAFRwQQQR1ORnB7g1Loeo3l9e6nqM87NczTI0rDgOWJzx7dsdKKK6o/Ai11OguJJQ2GldgVU/Ng964rxFIXmwenI4+tFFUgZ0niBmMNsSxJeH5s98AVwEv+sNFFc9I0xHxkXepUGRRRXR0OdHU+EoIzciQj5s16CwAPFFFeXivjNoHIeNrOFbNr4KfPMkce7P8Iyelc3qHiDVLvT7fTLm8mmt4JXkXzZGYkuBnJJ5xt49Mn1ooruw/8NFPdH//2Q==", 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", 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", "info": {"video_id": "28858", "label": "pretending to pour tea out of pot, but pot is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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YmLxmMPbBucbugP0OfyqTwpohuFbVbmT/AEiTJjQ9gerH61y+z5LsppG5kHr1rpNFX+z7GO6jAF1cltsmOY41OOPQk559BXOSRtG+xhz/ADrtNKtxcaLYEDJVXjPsQ5P9RVUXzy95aoxUOXbY8a1y+SaRlAJIPAP61zFxwF28ncK0L2TfcEhjz1+tXfCujPrniawsli3p5vmSAD+Fev5nA/GvR2Eat1prXGnWtvJ8q24XGDnr6fnXO3BWG4wVIycEjt2r1fxN4fFhdTIFMtkWIWVP4D/9Y5HvXlmuqsV8wUghjkEd/WuOD99xO+VpQU0UnUeY2RkE9DXonw/8KWJ0+LWrtEmuHLLFEQNkQBI6dzx3rzlA0kgHJPQetdRpeu+INKs44LW9tntVztikUMV5yR60V1Jw5Yuxi4uT06Hq986R2E7yBDHHGzcoCBgemK4LWZo54NNZNs0aybpFB+6CMDK9+c/Sum8Oa9b+LtDvbXULFbaVQYXlhdiGyOu0n8xXH3Nr9lkktmCQ3OdglXhX5OCo9xg4rKjSlD4h0no0YuqWW1HuLW38xiVfcCQMYxjH+elLoJ8nVbSSRcKrFmXd2Kmuzh06wlt1iu28q4iUCbYCAWIydvbH9awZ9EsoJTc2t3N5aHgPFkenDdvWuiNRPRlTpte8j13wPeR/ZtTZGJG2Ngc9iGrJ8RFIdG1K7Y8iM4+p4FU/Bl4IrHUVBAJ8vkHOeDVTx1dmHwoqE/NcTgf8BHNc0lepY6KEeWm59zyq4iE+nXp/iRVK8+/P6VQ0q3ka5jeJmV0YEMhwVPYituXTnRVfJAeIOR65BB/mKl8LRIFaQYL7sFSO3qK61NJM5pQ5rWI7/TrSSUTTn7JMxzJsTMUn+0oHKH25GfSug03xhbaJ4Zu9Ptolu7iXKpOQQqD1weprSura0uLURzwqygde+awf7KsYWLhGbHTe2QKw9snozX2Fnc5xIrmz8mSNUad3D5k5GevSu18F+H5dSuDf3UZu7iRyEDDdvf8Aib3x0/P0qhp2ijxBLMpk8tImXLjr7ge/SvWvD9mlloxjtE2/OtuuOoQDJ/M4zQ5Kb5L2Zz1HyOyM3WvDetRaFdSWtmJ5AnEcLq7dR2B9K81v7lrma3dEaN7fKvGwwGyOx9uOK+hdNmMMgjkGPpXnXxd8PwWtxb6nFmKC+fypiuAFlxkN7Z/mPetI0YwXuipzs+V9TyXVLYvGZreBWOQ5Zjz6Y46//WrtPCWi/wBmwSXMpVppzwR2WofsdhcJ5U7MkkQCGT+/xyR7Gu5a0jliDwYGBwB0rnr1JOHKjSpHld+5o6UmLIHtk15/8QEskyzsPPz8oEpb9O1elacgi08b8A46GvMviE0IUl490hOFJ/hrOh8SO9/AzzCCMtqEsfJLMCAPetm6js4bUJ9t3XP9yNcqPbdWQGC6vDlZGVl2uI/vFT6e/eu58M/D641CT7Y80UtieYrmIb1kH0/hPqDyK9GTtqzzOrSOLkguCPnRskcZHUU62aSzeCUKf3f7w/7JJOD+Q/WvV/EOm6RpXh+RL4+VLGR9nIHLn0HfB7+nWuFNq8kDXEq7Wnbdgfwr0A/Ks/apoqNJtkVpNdeJvE9vJcr+667OwReT+ZwPxr2PRI2js5bqMETSSeSrDqq4y2PrkD6ZrjPC3h210+3km83fczdCf4U7AV6H4XUNazWTDMySCZR6qRtP6gVhGfNUSWxnNLQ2tLZoyoOVJ71yHjPw9p+l6nHfWUSwG+BMsaDC71/iA7Zz0rvGsWX5sYYVyXj58x6WGPI8z/2WtqkuWDZEo8ytc5iGfchilPUYDf41YtcyWyEnOVrPUjGD0q/pisLfb2UkfrXLNRa5o7fkdmXzlzOEt/zMvxLbQ2+lSTOWMjcIoAzn2FeQlt0zKW+6xHWvU/GDXItmjgsJot3DXEjcY9FryiMCG6nOQWDZX8e9dWHXuhi5e8ab2hhh3tJGjEZCM3zH8O1Z8pOeRXTeGfCl74gZpkgeVF5di20D2yeprf1fwGE0meWBWE1uPnQjnjk598c57itOdJ2bOZxb1SOEjnV7C2hkJ2rPtP8Au5yf612t1q6aWgKON+P3aD+fsK4j7I8axnGSrEn6Zx/Q1Z0qzn1bUkjd2Yfx5/hUVNRRa12BeZ23h27mvZZbm5GY3Iw79W69PQdK9L8E3kJ1a70e5ODL/pFvz1OMOo/IH8DXnEuLJYxt2puVBj06VauLuZXt762lMdzEwZHXqrD/AD+tRCyd0Enc8zIy4IPOa9K+Fq3Fhd3N/FahyWSMSuQI0AyTnuTnbgDj1NebptYg9cHOPavYdJgj06LQtOVdrSIWkGer7S5P8q9CFJThOTdlFX/yOWpUcXFLds7xhp93AYpBgFcNno1cFrnwuhvneSwlRgfmUFtpB/liumkhlQZGfwqE3c0WSHIwO/Brxoxa1g7nUp2OL03wOnhpZb3VClxNtKqgG6NB+PU1mS3dvLGXtoI4YwzKBGoXOKu+LvENwymAudp61haOG1C1uYoxl42DqPXPBH6CtqUZc3PMVzQ0q4kt55XiO0sMt/tU7Wit1ZRsSBJKhRWK5IOeOnPU07TLKaWSRY42Zwp+UDmriRaBqKTaNeXhi1COIrDImcFyCTg9OvHviumSuOErM2oG0pNIja8iZHihVT8+fM28EjHXOM5pgkt7qxg+zxu7TSkCM4YrgcjpyMYrm7PUESws7WRAeBuZunT+ddlYtaA2caKodZN2DgMBg1yWszvveOnYzI7VLYTNEpt3JXcAMevaud8YarLqT2Ng4USRMVGOj5IANdf4pvLe2e1jeYo8oYoOobGMj9a8v1meZNdhkBGUZWQjkdciuuFNSs2cLqyhdI7XVvDt4bq4IjQWkSIYz0yRgYrkbNWsL2TC8bidvTrXa3+u3WrTLpumJJJPIcFym0Rju2O31P4VDrPhi5hhSeFPO2YDKD82B/F+PXFdebQowknBpPZr9TDLq05LlqfJmHNqG5D85T1U1jXWpZOyIk5/nUGqyzG4wqNluCDwc+tU0TyVDljJKOw6L/jXlwpLc9Gda2h3HgXULe1juLe5b55Hz/u16roNzClytgG3mfMsR9wMEf59K+cbaeS3uUkQ8g16VpesXHn2V3byYmg+ZCefqD6iq9laopnFKV2e8JYBU5AJIrj/AIrQRXHgQ287bVe5iXfxhOTlj7YzVyx+JOjSWoa/820nA+dNhdSfYiuWl+LWm3fitrCaxL6P5JjfzQCWLEZJX0xxj611S5baMmKlfYxJRpzWQkvY1hkWNcbGzuA44/Ktm2LpIoj/AIjjb61jaz9l89baCAfZSzGMnoE7fpW/onl3d7GVbIXkj0rzJT5dGro7K9NzcXF2NPVopIrODZxgjIry3x9M097DGf4ULEep7V67qzKWCZyBXk/iO3OreKo9OiIV5JdufQKuf506PxXOycv3JxnhyAL4wszcr8mVYg+leyeJfCulFzqfhvU5tJuZVzLHbuURz64BGDXkwie01C3MyEPGxViev0NdpdakDbo0M5cFfunrWlWq9EjnhRV7mHcaCsN0LrUb+W/m6/vGJ/U1U1bUFEcaKMHIzipNQvy3322iuenvPOfzm+6hGB6mpipTd5FzahHQ9DtS8MMeDggD6GtbTvEE+l6xbX6KZPJBWZM/eQ9R/UfSuY03WYLi2Rdwcgfd7iiO/UalcxHpgHB6lT/9eqh8eqszzz6JsL+z1ixS7splmhcZyOo9iOxrz74mRRLNpSyFkYNIyEHGfu8fj/Q15ouq3WlSvJZX01sT1aKQrn61Bpmt3E/iJrTWJXuU1JQsckrlmDLyBk+uT+OK6Z+/Gw6a5JXex0aE7SGXFbWkqDAcFQ3J5rm72R9PhlSbdIApaGQfxEdAfQ/zrpLW4ex0S3llQeYyAuCOhIyRXnSg4np4aEeduJyXjWKWSGTa8UMYGWwvLewOa87soIpdTKz5WBosSOBkx88PjuAcE+2a7/xxIJIYkVjmU8+wAzXL+FGFt4lDXChkKDj2rsoy5adznxMeadke3eF7ODSdCtLRNhAUNvQ5D553A9wfWpdbuLPTIGv7ohYQhSUnuMZUfnkfjXFtBqmjxu/hrVYlsXO77DdIJEiJ67Mg4HtxXP6q2q6pcxTeINSFzHHyltEAsY/AACs3yvW4kpbWM17VJLaS7KeWjtvVO6oPuj8ufxq34b1nTIGe1aFUmc/PIf4j/hWfqt+ZI/LXCq3YVU07Qze/6QhIJORzTWsW5GddqNkjttatWutHuGtDvZFEieoKnP8ASsK31Bbi1EsZzHIMlf7p/wARW7oSy2MZjmbcuePauZ8T+H7nT55dQ0l3EExy8adAfpRRcdYowtfYztB0s6lqtvbKPld/mx/d6mvVdDuYrzxX9sK+ZBAGhi28gsR8xHsAAPxHrXAeC9Iv9Te4FlIkeECSSOSNqsefr06V65pek22k2MVtCuSi4MjAbmJ5J/E/0r0amNp0MPKnvKX4HLKlKdVS6I2mFpPwrbG9OlUbvT28pyNsgx+NNYYz1qGWeVIXCOcY6HkV4HNFvVfcdR5D4sixduMFfm6GqXhi5+yavsc/JOhT8eorT8S3Be4O9B949K5xlRyGQlWByCOxr06bvGxDO9uryVYGj+0SCIjld/BrkmvtEiea9WSSa8Zf3aDO0P0BPsOtUr3U9TntTCWXB4Z1X5iP6VRt9NlyA8ZKnofetYq25a1NXTbm43RjYsluo53jvXcafcqFFzKdzwsNrnHAbsPSue0jTAkQidW2twQRndmn6fbvqXiW40mXU5rSLEnk7EDFmVCwX2HB5P8AWs3HmlZHSpckG2dJrf2XVtNUSYbYSVbup9jXFaE/9qeK9LsbpSZFuVUsAMkZ4NL4e1G4u4LlZ5i4VVZdx6Egmq3h3J8faW8bEH7SFPuM/wCFbxTjHTc4pNPU93bTjax/uxvGBk45OPWsrU5TFZSt6Ka3UunjG2T5l7EdazPEdvHPpMrxkAkdR/WvKqU5Obct+ty4OLjeGx4VrEhlv5C3Jz1qiJGXjt6Vb1VGjv5Vb1qjXfHREsmXa5HY1v2WpGyS3Zw2xGw7gdAe9c2K63w/D5sASVN6N1BpSaWrAs6pqtvb2xuDLGQR8oVs7vpWJpviayhu1kl0xHlcbd7sMKf73Tk1a1nwciv51i+Yxy0ZH3c1j3Xh25srBp5VIUsAhq4uLWjNeWW9j0ODUDqBSN7dJLEICHJ5VvbFdr4ega2kdplRZQAG2nhgBwa8subWHTPDUFzpes6g8Jufs3+kRLGs5C7meLHO1T8p3eo9wOznQJCMOYw3zM3Oc9ue1YVMPfS5vHE6bHTXNwZrsc8dTXmOlTC98bX9yx+WNJCD9WxWs2o3emiR4pvMxnKNzx7GsHwou6PV7gHcCFXP1yeahU3STk9Sq9aNSnyx0K2v3cLajIM/vJORjuf8azDqCJbMHcq64qtrwzcZNZPnybCjHcD/AHhmtvZRkrx2OaniJRXLPcnku3u5SA3yL1ZjwKgmlRmCRZ8te56sfU01mMgAY5x0FMC4rRRSJnUctDpNAgZijqOc10+o+H7q6tlvbKTZeQj5Qf4l7g1D4Ts8WSOwwcd66eScW0LzFtqRgsfYVxTruM7IUVc8d1XUdRnka3uUEW37yquM0210y7vNIutRt3ctp7xvgHlVOcsPoQDXU6dDZeJfF7WWr3FzaJNKVV0kiRY+eSxfjGM4A5JxWz4U08WF7r+nukwjjlERjuAA4ALDDAcZx1xxXffljcco3di5ouqJ4l0u1lwpllYLcR9g46n+R/Gu11CJPsSxYBHoa4DwXocmk+J9S8tj9iO3yQfUk/qBx+NdxqFxvYKPpXn12ueyPUwcWqfMzznxtKIWGD9xQuP97P8AQVztvOcwyIRtXlT357Va8cXD3Gq3MUeSI25x7YH9K5m0vPJBidsL2J7GuqEL00ctWraqz0P7Zm1VkmHzLyM9DWPe3bbslxjvzWWdQ+zxFJlZGBHbr71Re6MzlixWIfxN3+nrWUaLuU6ysS3FwXSSXpj5EHqT/gK73RrYQaZAMYJQZrg9Ki/tTV4IsbYgwwD2Gepr117FFjURAKQAMdjRXVopI5HLndygFrL1nUWtmigSPzdxDSKD2OQDj6ipNfnmtNMeSF2ikEijI61i+KfDeqaTpOmavfT3H2y8Do8bIQIFG1kDH+8Q2cdunXNRQpcz5gjPlkelfCjTrY+DvPMf72edt7d/l4FdLcRiKQqucD1ooqMUvfEtiux5qCYAxt9KKK5OoHmXiWBDI/HcmuObhj9aKK9Oj8JDJYZWSRB1DEgg1tWADF4j9wdBRRWz2N6Wx0+iDzhtc5AcbR6cDpXKazqlxpPiabUbURiZJCQGXK/Mm08fRjRRUU/jNq38MydGYxW94i8DMY/nWj4MjWXx3pu4fdkZx9Qhoorep/Dl6HCj24sd4XsaydbkaGyk2HAI5HaiiuKOuGTfc546Yiy7HkmtqDdZx94ZNYkgw2BRRXRHY6RF5YfWvSfC1vGbblelFFY1/hBbkeWGrzzeY+clduflwGI6fSovE4A8OMcf8thwTwOaKKUN4noL+EYOqeJX16G2jm0zT7doAsUT2yOpSNeiAFyAOcnjk811CSzhbhPtEhEfAyevA60UV2S3OFbGbqcz/Z3ydxPBJ+lZ3gwlptTUk4aJcjPXrRRWdT4GaUf4iMXWCWKE9SKx2oopQ2MJbgvWrdvGrzorDgkZoorSQo7HqWiRJHpyhRxirV5bx3VlNbygmOVdjAHBwaKK8h/xPmbxPPDqi6Lq2p2y6dp95bmcERXkPmBSmdpByCOvIzg9wa6HwXqF1qlzrd9eSeZcTuskj4xknd27UUV6s/gBfEzVsNQmt7qZUVPvE8jrWpbzvcSKzgZ68UUVw1Etz0sO3ax5VqMztrF5IT829v51m6jbRJJlF27kD4HQE0UV3w+FHm1fjZmRSybcB2AHQZpSzM2WJJ9SaKKvqYS2O58GWkPkvPt/eY613thK7gxscqAMZoornxS96Jnhm3KSMvxjGp0F5MYdZUwR9a4K98Q6pqGmx6dd3c09vbTPIgkkZiS+M5yecbePTJ9aKKdHZnQ/iP/Z", 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YmLxmMPbBucbugP0OfyqTwpohuFbVbmT/AEiTJjQ9gerH61y+z5LsppG5kHr1rpNFX+z7GO6jAF1cltsmOY41OOPQk559BXOSRtG+xhz/ADrtNKtxcaLYEDJVXjPsQ5P9RVUXzy95aoxUOXbY8a1y+SaRlAJIPAP61zFxwF28ncK0L2TfcEhjz1+tXfCujPrniawsli3p5vmSAD+Fev5nA/GvR2Eat1prXGnWtvJ8q24XGDnr6fnXO3BWG4wVIycEjt2r1fxN4fFhdTIFMtkWIWVP4D/9Y5HvXlmuqsV8wUghjkEd/WuOD99xO+VpQU0UnUeY2RkE9DXonw/8KWJ0+LWrtEmuHLLFEQNkQBI6dzx3rzlA0kgHJPQetdRpeu+INKs44LW9tntVztikUMV5yR60V1Jw5Yuxi4uT06Hq986R2E7yBDHHGzcoCBgemK4LWZo54NNZNs0aybpFB+6CMDK9+c/Sum8Oa9b+LtDvbXULFbaVQYXlhdiGyOu0n8xXH3Nr9lkktmCQ3OdglXhX5OCo9xg4rKjSlD4h0no0YuqWW1HuLW38xiVfcCQMYxjH+elLoJ8nVbSSRcKrFmXd2Kmuzh06wlt1iu28q4iUCbYCAWIydvbH9awZ9EsoJTc2t3N5aHgPFkenDdvWuiNRPRlTpte8j13wPeR/ZtTZGJG2Ngc9iGrJ8RFIdG1K7Y8iM4+p4FU/Bl4IrHUVBAJ8vkHOeDVTx1dmHwoqE/NcTgf8BHNc0lepY6KEeWm59zyq4iE+nXp/iRVK8+/P6VQ0q3ka5jeJmV0YEMhwVPYituXTnRVfJAeIOR65BB/mKl8LRIFaQYL7sFSO3qK61NJM5pQ5rWI7/TrSSUTTn7JMxzJsTMUn+0oHKH25GfSug03xhbaJ4Zu9Ptolu7iXKpOQQqD1weprSura0uLURzwqygde+awf7KsYWLhGbHTe2QKw9snozX2Fnc5xIrmz8mSNUad3D5k5GevSu18F+H5dSuDf3UZu7iRyEDDdvf8Aib3x0/P0qhp2ijxBLMpk8tImXLjr7ge/SvWvD9mlloxjtE2/OtuuOoQDJ/M4zQ5Kb5L2Zz1HyOyM3WvDetRaFdSWtmJ5AnEcLq7dR2B9K81v7lrma3dEaN7fKvGwwGyOx9uOK+hdNmMMgjkGPpXnXxd8PwWtxb6nFmKC+fypiuAFlxkN7Z/mPetI0YwXuipzs+V9TyXVLYvGZreBWOQ5Zjz6Y46//WrtPCWi/wBmwSXMpVppzwR2WofsdhcJ5U7MkkQCGT+/xyR7Gu5a0jliDwYGBwB0rnr1JOHKjSpHld+5o6UmLIHtk15/8QEskyzsPPz8oEpb9O1elacgi08b8A46GvMviE0IUl490hOFJ/hrOh8SO9/AzzCCMtqEsfJLMCAPetm6js4bUJ9t3XP9yNcqPbdWQGC6vDlZGVl2uI/vFT6e/eu58M/D641CT7Y80UtieYrmIb1kH0/hPqDyK9GTtqzzOrSOLkguCPnRskcZHUU62aSzeCUKf3f7w/7JJOD+Q/WvV/EOm6RpXh+RL4+VLGR9nIHLn0HfB7+nWuFNq8kDXEq7Wnbdgfwr0A/Ks/apoqNJtkVpNdeJvE9vJcr+667OwReT+ZwPxr2PRI2js5bqMETSSeSrDqq4y2PrkD6ZrjPC3h210+3km83fczdCf4U7AV6H4XUNazWTDMySCZR6qRtP6gVhGfNUSWxnNLQ2tLZoyoOVJ71yHjPw9p+l6nHfWUSwG+BMsaDC71/iA7Zz0rvGsWX5sYYVyXj58x6WGPI8z/2WtqkuWDZEo8ytc5iGfchilPUYDf41YtcyWyEnOVrPUjGD0q/pisLfb2UkfrXLNRa5o7fkdmXzlzOEt/zMvxLbQ2+lSTOWMjcIoAzn2FeQlt0zKW+6xHWvU/GDXItmjgsJot3DXEjcY9FryiMCG6nOQWDZX8e9dWHXuhi5e8ab2hhh3tJGjEZCM3zH8O1Z8pOeRXTeGfCl74gZpkgeVF5di20D2yeprf1fwGE0meWBWE1uPnQjnjk598c57itOdJ2bOZxb1SOEjnV7C2hkJ2rPtP8Au5yf612t1q6aWgKON+P3aD+fsK4j7I8axnGSrEn6Zx/Q1Z0qzn1bUkjd2Yfx5/hUVNRRa12BeZ23h27mvZZbm5GY3Iw79W69PQdK9L8E3kJ1a70e5ODL/pFvz1OMOo/IH8DXnEuLJYxt2puVBj06VauLuZXt762lMdzEwZHXqrD/AD+tRCyd0Enc8zIy4IPOa9K+Fq3Fhd3N/FahyWSMSuQI0AyTnuTnbgDj1NebptYg9cHOPavYdJgj06LQtOVdrSIWkGer7S5P8q9CFJThOTdlFX/yOWpUcXFLds7xhp93AYpBgFcNno1cFrnwuhvneSwlRgfmUFtpB/liumkhlQZGfwqE3c0WSHIwO/Brxoxa1g7nUp2OL03wOnhpZb3VClxNtKqgG6NB+PU1mS3dvLGXtoI4YwzKBGoXOKu+LvENwymAudp61haOG1C1uYoxl42DqPXPBH6CtqUZc3PMVzQ0q4kt55XiO0sMt/tU7Wit1ZRsSBJKhRWK5IOeOnPU07TLKaWSRY42Zwp+UDmriRaBqKTaNeXhi1COIrDImcFyCTg9OvHviumSuOErM2oG0pNIja8iZHihVT8+fM28EjHXOM5pgkt7qxg+zxu7TSkCM4YrgcjpyMYrm7PUESws7WRAeBuZunT+ddlYtaA2caKodZN2DgMBg1yWszvveOnYzI7VLYTNEpt3JXcAMevaud8YarLqT2Ng4USRMVGOj5IANdf4pvLe2e1jeYo8oYoOobGMj9a8v1meZNdhkBGUZWQjkdciuuFNSs2cLqyhdI7XVvDt4bq4IjQWkSIYz0yRgYrkbNWsL2TC8bidvTrXa3+u3WrTLpumJJJPIcFym0Rju2O31P4VDrPhi5hhSeFPO2YDKD82B/F+PXFdebQowknBpPZr9TDLq05LlqfJmHNqG5D85T1U1jXWpZOyIk5/nUGqyzG4wqNluCDwc+tU0TyVDljJKOw6L/jXlwpLc9Gda2h3HgXULe1juLe5b55Hz/u16roNzClytgG3mfMsR9wMEf59K+cbaeS3uUkQ8g16VpesXHn2V3byYmg+ZCefqD6iq9laopnFKV2e8JYBU5AJIrj/AIrQRXHgQ287bVe5iXfxhOTlj7YzVyx+JOjSWoa/820nA+dNhdSfYiuWl+LWm3fitrCaxL6P5JjfzQCWLEZJX0xxj611S5baMmKlfYxJRpzWQkvY1hkWNcbGzuA44/Ktm2LpIoj/AIjjb61jaz9l89baCAfZSzGMnoE7fpW/onl3d7GVbIXkj0rzJT5dGro7K9NzcXF2NPVopIrODZxgjIry3x9M097DGf4ULEep7V67qzKWCZyBXk/iO3OreKo9OiIV5JdufQKuf506PxXOycv3JxnhyAL4wszcr8mVYg+leyeJfCulFzqfhvU5tJuZVzLHbuURz64BGDXkwie01C3MyEPGxViev0NdpdakDbo0M5cFfunrWlWq9EjnhRV7mHcaCsN0LrUb+W/m6/vGJ/U1U1bUFEcaKMHIzipNQvy3322iuenvPOfzm+6hGB6mpipTd5FzahHQ9DtS8MMeDggD6GtbTvEE+l6xbX6KZPJBWZM/eQ9R/UfSuY03WYLi2Rdwcgfd7iiO/UalcxHpgHB6lT/9eqh8eqszzz6JsL+z1ixS7splmhcZyOo9iOxrz74mRRLNpSyFkYNIyEHGfu8fj/Q15ouq3WlSvJZX01sT1aKQrn61Bpmt3E/iJrTWJXuU1JQsckrlmDLyBk+uT+OK6Z+/Gw6a5JXex0aE7SGXFbWkqDAcFQ3J5rm72R9PhlSbdIApaGQfxEdAfQ/zrpLW4ex0S3llQeYyAuCOhIyRXnSg4np4aEeduJyXjWKWSGTa8UMYGWwvLewOa87soIpdTKz5WBosSOBkx88PjuAcE+2a7/xxIJIYkVjmU8+wAzXL+FGFt4lDXChkKDj2rsoy5adznxMeadke3eF7ODSdCtLRNhAUNvQ5D553A9wfWpdbuLPTIGv7ohYQhSUnuMZUfnkfjXFtBqmjxu/hrVYlsXO77DdIJEiJ67Mg4HtxXP6q2q6pcxTeINSFzHHyltEAsY/AACs3yvW4kpbWM17VJLaS7KeWjtvVO6oPuj8ufxq34b1nTIGe1aFUmc/PIf4j/hWfqt+ZI/LXCq3YVU07Qze/6QhIJORzTWsW5GddqNkjttatWutHuGtDvZFEieoKnP8ASsK31Bbi1EsZzHIMlf7p/wARW7oSy2MZjmbcuePauZ8T+H7nT55dQ0l3EExy8adAfpRRcdYowtfYztB0s6lqtvbKPld/mx/d6mvVdDuYrzxX9sK+ZBAGhi28gsR8xHsAAPxHrXAeC9Iv9Te4FlIkeECSSOSNqsefr06V65pek22k2MVtCuSi4MjAbmJ5J/E/0r0amNp0MPKnvKX4HLKlKdVS6I2mFpPwrbG9OlUbvT28pyNsgx+NNYYz1qGWeVIXCOcY6HkV4HNFvVfcdR5D4sixduMFfm6GqXhi5+yavsc/JOhT8eorT8S3Be4O9B949K5xlRyGQlWByCOxr06bvGxDO9uryVYGj+0SCIjld/BrkmvtEiea9WSSa8Zf3aDO0P0BPsOtUr3U9TntTCWXB4Z1X5iP6VRt9NlyA8ZKnofetYq25a1NXTbm43RjYsluo53jvXcafcqFFzKdzwsNrnHAbsPSue0jTAkQidW2twQRndmn6fbvqXiW40mXU5rSLEnk7EDFmVCwX2HB5P8AWs3HmlZHSpckG2dJrf2XVtNUSYbYSVbup9jXFaE/9qeK9LsbpSZFuVUsAMkZ4NL4e1G4u4LlZ5i4VVZdx6Egmq3h3J8faW8bEH7SFPuM/wCFbxTjHTc4pNPU93bTjax/uxvGBk45OPWsrU5TFZSt6Ka3UunjG2T5l7EdazPEdvHPpMrxkAkdR/WvKqU5Obct+ty4OLjeGx4VrEhlv5C3Jz1qiJGXjt6Vb1VGjv5Vb1qjXfHREsmXa5HY1v2WpGyS3Zw2xGw7gdAe9c2K63w/D5sASVN6N1BpSaWrAs6pqtvb2xuDLGQR8oVs7vpWJpviayhu1kl0xHlcbd7sMKf73Tk1a1nwciv51i+Yxy0ZH3c1j3Xh25srBp5VIUsAhq4uLWjNeWW9j0ODUDqBSN7dJLEICHJ5VvbFdr4ega2kdplRZQAG2nhgBwa8subWHTPDUFzpes6g8Jufs3+kRLGs5C7meLHO1T8p3eo9wOznQJCMOYw3zM3Oc9ue1YVMPfS5vHE6bHTXNwZrsc8dTXmOlTC98bX9yx+WNJCD9WxWs2o3emiR4pvMxnKNzx7GsHwou6PV7gHcCFXP1yeahU3STk9Sq9aNSnyx0K2v3cLajIM/vJORjuf8azDqCJbMHcq64qtrwzcZNZPnybCjHcD/AHhmtvZRkrx2OaniJRXLPcnku3u5SA3yL1ZjwKgmlRmCRZ8te56sfU01mMgAY5x0FMC4rRRSJnUctDpNAgZijqOc10+o+H7q6tlvbKTZeQj5Qf4l7g1D4Ts8WSOwwcd66eScW0LzFtqRgsfYVxTruM7IUVc8d1XUdRnka3uUEW37yquM0210y7vNIutRt3ctp7xvgHlVOcsPoQDXU6dDZeJfF7WWr3FzaJNKVV0kiRY+eSxfjGM4A5JxWz4U08WF7r+nukwjjlERjuAA4ALDDAcZx1xxXffljcco3di5ouqJ4l0u1lwpllYLcR9g46n+R/Gu11CJPsSxYBHoa4DwXocmk+J9S8tj9iO3yQfUk/qBx+NdxqFxvYKPpXn12ueyPUwcWqfMzznxtKIWGD9xQuP97P8AQVztvOcwyIRtXlT357Va8cXD3Gq3MUeSI25x7YH9K5m0vPJBidsL2J7GuqEL00ctWraqz0P7Zm1VkmHzLyM9DWPe3bbslxjvzWWdQ+zxFJlZGBHbr71Re6MzlixWIfxN3+nrWUaLuU6ysS3FwXSSXpj5EHqT/gK73RrYQaZAMYJQZrg9Ki/tTV4IsbYgwwD2Gepr117FFjURAKQAMdjRXVopI5HLndygFrL1nUWtmigSPzdxDSKD2OQDj6ipNfnmtNMeSF2ikEijI61i+KfDeqaTpOmavfT3H2y8Do8bIQIFG1kDH+8Q2cdunXNRQpcz5gjPlkelfCjTrY+DvPMf72edt7d/l4FdLcRiKQqucD1ooqMUvfEtiux5qCYAxt9KKK5OoHmXiWBDI/HcmuObhj9aKK9Oj8JDJYZWSRB1DEgg1tWADF4j9wdBRRWz2N6Wx0+iDzhtc5AcbR6cDpXKazqlxpPiabUbURiZJCQGXK/Mm08fRjRRUU/jNq38MydGYxW94i8DMY/nWj4MjWXx3pu4fdkZx9Qhoorep/Dl6HCj24sd4XsaydbkaGyk2HAI5HaiiuKOuGTfc546Yiy7HkmtqDdZx94ZNYkgw2BRRXRHY6RF5YfWvSfC1vGbblelFFY1/hBbkeWGrzzeY+clduflwGI6fSovE4A8OMcf8thwTwOaKKUN4noL+EYOqeJX16G2jm0zT7doAsUT2yOpSNeiAFyAOcnjk811CSzhbhPtEhEfAyevA60UV2S3OFbGbqcz/Z3ydxPBJ+lZ3gwlptTUk4aJcjPXrRRWdT4GaUf4iMXWCWKE9SKx2oopQ2MJbgvWrdvGrzorDgkZoorSQo7HqWiRJHpyhRxirV5bx3VlNbygmOVdjAHBwaKK8h/xPmbxPPDqi6Lq2p2y6dp95bmcERXkPmBSmdpByCOvIzg9wa6HwXqF1qlzrd9eSeZcTuskj4xknd27UUV6s/gBfEzVsNQmt7qZUVPvE8jrWpbzvcSKzgZ68UUVw1Etz0sO3ax5VqMztrF5IT829v51m6jbRJJlF27kD4HQE0UV3w+FHm1fjZmRSybcB2AHQZpSzM2WJJ9SaKKvqYS2O58GWkPkvPt/eY613thK7gxscqAMZoornxS96Jnhm3KSMvxjGp0F5MYdZUwR9a4K98Q6pqGmx6dd3c09vbTPIgkkZiS+M5yecbePTJ9aKKdHZnQ/iP/Z", 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", "info": {"video_id": "28858", "label": "pretending to pour tea out of pot, but pot is empty", "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": "4a03a857bdec58315bcf8e520de7bb349293040fc196f3035d9707bdb17ec5e2"} +{"episode": 80095, "episode_seed": 2513064348, "split": "train", "timestamp": "2025-10-13T03:44:10.938819", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2513064348, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting aerosol can roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "41738", "label": "letting aerosol can roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "41738", "label": "letting aerosol can roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "41738", "label": "letting aerosol can roll down a slanted surface", "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": "617ff52f06aeede310f40f40ff3e4fc87cf75d167190ea49fcc5f147f3176a44"} +{"episode": 80096, "episode_seed": 1209037697, "split": "train", "timestamp": "2025-10-13T03:44:12.999836", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1209037697, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close a cardboard box without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178160", "label": "pretending to close a cardboard box without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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VfKuop13ZKNz2vxd4w8FanodzaaS95c30qbIdsbKm48clh0rj4beysLZC6RllXDM4GTzk1j+HLMRzyzuQ3lnZGe2e5/Kt42yXc7NIx2YxtojFR1Oezm7yMzWLqG7traWGNUQll4Xb0xVXTzumjgH8TjNWNfaKGSC3iHyxqSfbNZFtdeRdJL3U5oa0NYWTPdNNaNbZLeLooGaZqmljUoljK5RRXH+GteMkqoWO5z+lemwSRiFTwciublsz01O60Of0rwtBbYZEAK+grrH0xLzSfJl+6oy30FVVvI4VPI5NXX1GOHRZZN3LLyadiZNtWR4v4q0M/YZpVLeYmXUA15td+epxNvDEHG416v4v1AvoU72nzSyMIk+pPPX2BryyWC6uHbzmHmKoIHGCDn0+hrWmrmOIqqC5Ee86f49+HqaLZxy3lyZlt0WSNYXLKwUAjOMfrXC6jLpWt+JbnULCKf8As9VCRfaMZdsHJx2HPFcNDps0ewF18x3ChQc9a7lI0hsVtYvlAGAR3qlCKd0jz25T0ewRXllFcJapFEXb5RhAcYHeoLSzM+uW9nHyVwWI/WrX2WCyhe6PLqudx71ueBNNMtxNqEy5ZjgE0TlZG1KCvZHY2IEdxFDnCJyfwrpmKSxseK5J5BHdO5OADzUlh4hinlEayZzyfpXKndnoOnoUfE2hefGZ04I9BXj/AIyiexa1aN2XfuBwcelfREwW4j2jkEcV4l8VrL7K1ioHWRgPxArSMnzJGFWHLBtHni3c+3/XSY/3jVxReGHftl2kZyTj+tV00+5LKhiIycZPQc45/KrL/wBpJbsCcRIpHRQcAfn0raxz0K/s0+ZHX/CvX9B0TWb+TxBcSQwy24WJ1VmG4Nkg4BPT+tdl4v8AF3g3VdEuLPR2vbi+mXZFiMomSepLDpXjiaVM0uFddgxljxXReG7MRzTXDkN5Z2Rn19TQ4JswdSUn6mvFBZafboWSMlV2lnAJPOTXP+LbuO6tbGSBFRG8xThcdCtdMbZLydmkYlMfd7Vzni5ENxZ2sQwIwxPtnH+FWt7IOVRRzCIxTIXACHca9G8G6UyaQLtgFluMAZHSMdPzOTXL6dpf211tj0mIU47Dufyr1OCBI4VjiAEcYCDnoB0qak+VG1GHMyS3t2ZFANOudMWWJ9xLHaQM/SrNv8rjkgY4rQjjDK2e4PfiuGpXdjup0UfO8lzcLO4+0S8MRw5qe2e7uZCqNLIw5xuJpsljPPe3Xkx7gszqfryf6VatbDUYFEsClZHOzbgZ9e9dtro8+lVdOpzPUhuxcI4WcMGYHAY5r6B074meCotFs4HuLgyR26I8a27kqQoBGcY7V4NJaXlzI/2iUGVEUqDgggk+nToasw6RNGIwZEM0kgQIDng/1FJxTWqCtiJTnzRPQLybTfEHie41S0hmFgqCOITj77YOSR2HNSQ6jZQXcdnHHGXb5RtQHbgd6Eijg09bOH5VVQoI/nTjbW1jbvdEFpETO49T/k00rKyJUVvI8qtoPlAAG5iMe1ddZyxxwpEpGxQAM+1c2QtucDj0pv21hn5qqonLQqk1HU7EXcQPD/rWlbXcagkyde1edf2gVORmlOszJ90fmelc0qLZ1RrpG/46EV7Z2caygFZWbJx6VxiWxxlrthjkfMo/rS6nqEt5GqSYwrZFUAzH+I1UYSjG1zGrOMpXsaYt4GwJLl2GeRvzgflUrppaxMEkld+2ScVlZPqfzp6nAp8j6tmfMux12hyoulhVOCHYVqG9W2hLHkgdB1Jrj9PvWhV48Eq3OK6GC9t5YN06RqTjJLAHitEpPoHNFR8zP1VnKxySHLyFmb9Kyt2TWvrU0MlvaLDKsm3dnb2zisQ5rSbXNoTSTUVc6jwrdhL5Cxz6V6dPrkdtYGQvgKvFeNaRMLe5EjHGK0tT1pp1EKE7R1rCSuzthUSidgviWW8xhtqBuuetP1zxQV8OiCOYeaxx94cfrXnZ1aSJQEUADpzWLNcyyyuzOfmbJFTyMTxCWx017drc2sFs96VVWLsVlHJIxzj/ADzVBLfS1XdcTy7jwMOTkflWKGY9WP507NL2cv5jnlU5ndo2rNrNNXt3t92zdjLZ6/jXVCcbs54FcBHKUcEdQcg10VnqW+TDxgq4+bdwK1jGWy1JUoq7ZrXN2bqZIEP7tMFiO57CvVvDVn9h0SAMMMV3EV5RDd2Qu1fzYo2ByQCOSfavbIYx9nRV4UKAKWIdoxRvg1eUm/I4rxXfvpWj3Vzk+ZOSEHp2rzfRdZuzfKY/MY9OK9j1/RV1RAjDKLwBUGieCbW0dW8pfXpWMbJHbKV5aG34ckmubBGlBDYzzXAfFHSptXubdYflETklsZ5xXrNlarCdqjArnvE1hFO+0gbV5/Gos73RM0p+6fPYtHjBEt9IrKejMoOfz4oNtbMVEl3I4zhh5hOB+AqXxdElvr0qRHCkAnHrWICfU/nWvLN/aPOlyp2sa8i6OsTCJ5ZHxxktW1ocyppSqvBDsK48HBrR0+9aJXjwSG5x71cYtaXuSmr3asdib5LaJmPJA4A6k1j3ML3DxPIQWZizk9O1WIL6CSDdOkSnjOSAeBVkfZ54I/LlEhiyTt7Zroh7qd1qZTfNJW2LOiokM0kxGD91M/qa6NbuILkuMnkc1xpu/LACthfSkOoEcE1zVIOTudlKagrHdwXcZON/9a0RfQ4GZOB3zXmX9rOnC7vrUcmvXI+6q8ds1zyw7Z0xxKRXuNMEd7NNFqLJ5srSEIyrtOehyaFtLdWCvqkpUHtMBj8AKwpJW+0yuGwXYscUqux6sx+prTkqfzHA5Rvsb8dtoka7rqaYuemHY5H5U6wfT0161azVxEHxls5yRjvWBnNSxSmORWXOVOQRRGm07uTYnJPSyPTBOu/dnhelVrq8N5cJbocxRkMxHRj2H4fzrGsNXMkmHQFHHzbuB9K2Ib6w+1CTz4kYEkhWByT7CuqknGXNJaCrNSjywZwVwS8rN26A1VkVsbgvFXliLcYzVk24IVSMZPTvQ5WKjC5hqjv91Sc1KNOupRwg/OujtLJYvmcEEemODWlFEuSWVSfQEZX6jvWEq3Y6I0E9zjx4Z1G4i3oqhevzEirFr4KvJyA1wkeevHSu0DjYQ6oOAoTJ547+1XYYlIwz98AjG3OM1hKvM2jh4dTk4Ph8CAZruUDGcgAD6Vo2/gDTioZ3nP1YjNdNbTqwRUVn38qAfT9auyTW6TrEDt2nlTxj6/WsnVqdy/ZU10MG08F6NAwYWXnIOrM5Of8ACuksvDOk2zRyR2VsAR1EQP8AOn2jlZNm9fmc5C8HIrFjvr+/8X3WlnWbq0hBkMQiUNkhNwX2HHU0Lnm7XE+SCvYg+KltEtvo0cEaJt84FU6fwV5r9mcnAXk11NxqF7rKwtfXEs+z7m/Hy5xnp9BSQ2SIC20Yx1zXXS9yCTOWa55No5bypFIG0g09bS5lHyx9fU10YsvNkLAZUNgkcCtBYVWPYpC+pbGAacqtthxo33OPTQ76dwqxjcfrUg8G6i0oV3jUHHPJrt4xs3bY0UEYJJzgfWrMWHlYqy5GATnk/TNYyry6Gyw8OpyNt8P5pADJeHkZIRRkfrWjD8PbIFFluLhy3YEce2AK6tfLikVVY5ORgkZ465rQgmiMJuJFZF/hkcZ/l3rJ1qj6mqo0l0OWg8A6NGRuR5W7BpCMmtzT/CGiZCHTIVcDIMikk/gauxSJIqFXUfPzuOSPSo/EGpXVn4ea6tZ2jm81RuQ+/Ipc83pcXLBa2Oi0fTbCzA2W0CFeMqirj8utT6ddrNGBnNcDf6ld2+jxX9jr+pShrjyMzxqizELuZ4++1Sdpz6j3A0/DN7L9mVnbJNaQpuLbYo1FLRHdMYx2zinrcoidcVymoa2LZGdmwBwOawbnxS+1VU9T61qPQ9Tt7xPJLbvxrh9X8QxzX81tG244IB9DVE+IpI9IdQ2ZXUgDPSuZtFeNpJ5yDI4ICk+o7+1Q5WNINJ3MK/8AC15rGqy3LXKRozbVyvQDpU9v8O0IBmvJsYzwFA+ldbDGhXDP3wCMbc4zVq3nVgqIrvv5UD2/WsnWn0M/Y092jl4Ph9pZAZ3uD9WIzWra+CdEgIb7D56DklnY5/Xit+Se3SZIw23aeVPGPr9asWkhWTy96fM5yF65FT7Sp3H7Omugyx8M6RatHJDY2ygjqIgT+tUPiFFHFZ6dFboqf6wFU6D7tVYtUuLvxnPpdzq95aWrS7Y2iljRY+AcsXGMY7dScCsy6mvrvUbm1v5rqT7LM0aLcBd6c4528Z4GcVrThJSU2zGpKLTgkc00DsdoGSe3pVVoZBIF2kH0rsYbJUBbaMeueKjWwEshfGV3YLDgV0usjJUGzlo9Ou5h8seM+tTR+HL+4kCqihj9eK7VYlRNgIT1LYwDVyIbM7Y0UEYJJzgcd65pYiXQ3jho9Tz8eAtRafDzxIDzkAnFatr8NWcAy37njJCIOP1rtYQrysVK5GBnufzq8hiikVVY5ORgnkY65rGWIqGscNS7HIQfDXTVZVlmupCw5G8cH0IArTt/h3oMRAaB5W7B5SMmurgljMJnkVlTs7DP8qdFIjohVlGH53ckelR7Wo+pXsqS6Ioaf4O0JDsGlW6OBnLpkn866rSdOsrPbst4Y9vHyoq4+mK5jxRqV1Y+GXurS4aKbzkG9D055Fc/qd14p0XStPu7jVr4S3ZffGVAEONpUE4+8Q2cf/XqownUV2zKpKMPdRwMcKeSr7eSAcVLLjeAFA4HT6UUV3M54lnyxErMmVKbSMGtC3kZYFkwu7fsyVHSiiueZ0Q3Jbh8zjKLwvHHof8A69Ss7LbAklvnwAxyBzRRWa2NGOn/AND1BhASvCsD3Bxmlt53uUzKdxLYOe+RmiitFsjKW5fhbzL1Y8BV2kjb2wK5O41CfSvE93d223zIpWChhkcrtP6MaKK0huZT2I9LRWkaIjKhMg9wRir52xLPhVOMckfT/GiimwjsQworq7EcgcYqzCxFyIs5QsOvPXrRRWcjWOxoiU+VMuFwDsHHbFMtmO9dvyE4JKnGeDRRWKNidkWW2vGZRmIgqR/X1qJb2dTHEH+Qt93t6UUVcTORcRtsTvtUseMkehqj4jH/ABTUcnO5pEzzx1NFFaR3Mp7GRqniB9Yjhjk06xgMKKkb26upVB0UAsQBznp15rW0eeRLT5W7UUVsyKW5m63cyvIEZiVHaqSKOXycrjHNFFRLY06m3bSMluJBgtv2cgdKkuJMz8ovyrxx6f8A66KK5nubrYmZytuCTu+fADHIHNLcH7HqDCAlcBWBzyDjNFFNbikEE8lymZTuyxBz34zV2E+ZeiPAVQpI2+wooq0ZM5a51ZtM1nUojZWV3FJMCY7qHeAVHBByCOvTOD3Bq5o11NqWpXtxdt5k0/753I/iJ7enWiitn8JjD4jWbEK3G1VJXAyR9P8AGoYkVlkYjkDAoorB7HVHcswsVuxCD8m4cHnr1rREreXMuFwCUHHQYoornnubRG2rksuPl4DHbxng1OVWW3vCyjMRG0j+vrRRR2Bkcd5OPLQOQhb7vb0q+jbYpH2qX6biPQ0UVoZGV4sGfCSS9GeWPP8A30a5G41m/vbKGxubqWWGB2kXe7MSWx1yecY49Mn1oorop7HNU3P/2Q==", 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", "info": {"video_id": "178160", "label": "pretending to close a cardboard box without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "085a15294b9f8cdc5169f822663ce881d75ed9c82778303c9c5be9375b7e2151"} +{"episode": 80097, "episode_seed": 3757923892, "split": "train", "timestamp": "2025-10-13T03:44:14.737691", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3757923892, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stamps towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69968", "label": "moving stamps towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69968", "label": "moving stamps towards the camera", "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": "7c33cd270d6539b0666b613365d54ae509eb9d60d5611f4b4b5f09412c81626d"} +{"episode": 80098, "episode_seed": 1425869738, "split": "train", "timestamp": "2025-10-13T03:44:15.643176", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1425869738, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball next to tape roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "155588", "label": "holding ball next to tape roll", "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": "155588", "label": "holding ball next to tape roll", "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": "8c4102dd7b45b1b9e770b1d9c847e44c0ff1ebfdaf5c1902c989ca1512562d83"} +{"episode": 80099, "episode_seed": 1009110231, "split": "train", "timestamp": "2025-10-13T03:44:16.874160", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 842, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1009110231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing battery against bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "88134", "label": "throwing battery against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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k/wBRVU/4iCok6bMa8060YwzKG8iXCPhzjB+6fz/nUPh8fZfEUee74b65qx4cDano0lq67vKPlnn+E8j/AD7UCzeLxBiPoknBPf0ruxkeamrdTDJ5qFWSm/hsdS6lLq6Qfw5I/nWHdk+bz94knjrmuinA+3yOeA0an61yo3RSNx3IBNeRgne69D3c1j8MvUv6dEZiRgfL6ngV0NnAywIVVuTyawrNXuGXAVR6Dqa7fThJCitsG1V2gHv713SkkjxbXZM1uIFVlOxSPlI/iFEcX2gldx3gcK2ePWnNG6yK+Vc5ztHah3YgqsYDngHoRXPzamltClIZIXKF2Drx9BStb/6OJ0AAQdT3NSZaMsjKGzzuzkVHI5YLCsZAPPB4JplbMjtZGtw2FEjMN2Ae3euW8bCa5/s0+hkIJGOMjn+VbqyzJdKRuIQnA7Cuc8RPe/2/O00nmWojRrZR0XcPmx/wJadNXZcbxldb6/kaZUmKwZuCEZWP4VgX8mb+VWOUByo/Cu+h0VNZ8O2Wp28vlkfJJC4/iA/riuF1NS16+0DBzj8Cazp0pUazT2d7HfiMRDE4VSi9Va4+0dVkDQqdx68cAV2OlwxPGolUtnlz39q5rQbZZpdsjbADkjPJGPSu8tLN0tAxUYIyOOSM11TlZHkJXY2RjhYwpEKnAbHOKejJAS6OT/s9jV6OKPyHZ2+dUI2E9x7VS2YfJAyT0Fckp8pvThzFOZFdmdjtYnoP8KbcSL9kEQKk9Sw/Srl5CeGxk4qhtBYggCRhxkcGiE+ZDlDlZVjmWd5F2HdtynPJb0z71wY1W68Rpc5mNqy4RrdRlVwOozz1zXcAfZruNMYLHhxwcV5o1/FB43vXiAS2nuHTA6fe4P5/zrswdnPVHHjub2fus9Q1HSruJraSKF2gaL5ZV5BU+9cfqSFb5wo4PBJ+uK9f8O+VJ4Mtk3O8cWSm3k4xyK8i1ZtsgkA/jPWsJUI0Ky5X8Vz1YYmeKwslJaxsO0uEPdBJMKDwGPrXo2l2KYZoiVjGF+vqcVwvhtH1HUEjjXhQXI9cV6fFEILcRr7c981tU0R5q3Gwwm3y0qkpnjbg8g1H9nEzFiNoJwFFW0jluSucbVOM9vxqJ1dFZRwD1FYWRV2Zk8clkBJgHn5SOxHatmeCO7tAcZ4yKzpElumAY5C8EntmtDTpf3flP24rkrUkndHdSquUbPdGBcxGPjHHQ15z46uvJ0tLDP8ArbjzCPYD/E17BeWqyKTjsa8lvtGj8Q+MZdLvr+W3RPN8nbHvJZULBfYcZJPp71tg1edjPFy/d3IvhPqYh16KymIH7z90x7E8/wBP1rufiGji7gDRqigOOBjnP+GK8X0Kea3vY7iBiJkljKsDjB5r1DXNWu9WsoPtQ/eRjAOMZya7cZU/dOLDK8O1VjUVra/qchbTv5vlAfMDjPcV6totgbK1Quvz4HBry+xQf8JLFErYLncOOvPI/SvbNi20CK21/kGM854pN81NPuc9WHJVlDsVVaVgYlGSRgHuB6UjRvbtjAPH4YNWLRVaYDJB6Ar61NcKIFVjhty9xxmslF2uS2k7GPcTyvGY8Ek9W7kVXQtA7oyDd0+hqYyD7UFUlWwcEeuKVgqEGRd25cjn+tJJt3HdJGVrNz5ttGgTDbsn3+leW+NbgveW1t/zzUsR7k//AFq9L1mfyIwV25OeCOteQ+JrlrrXLmVjkqQn5DFb0ov2l2TOSVOyKllqd7p5YWk5jEhBYADk13l6G07X5JPLLkyq+0c9Otc9rWgaRa+HLXVdM1C8mVrr7Lm5gEa3JC7neIZztUkKdw/iHuB2+v2lvpxgIdnmWFwcrgLt5A9yQK1rSalC+239fcPCU4uFVpa2X4HRax4fjS3j1a3nzBJB5qxsOVHcZ+teczxlriTnvkCvXZ7hr/4dx3NsQY5Lcnp09R7d68hvpGhvQyn7wH0rllThSr2it0dsatSvg3Kbu4v9Do/D0C5IkQtIowB256HNdxFp+y3VVYE8Z9Oaw/CGmt9hF1IMszHjvXTMzrIGU8gYoq72ZxR7ohlCrF5ZQ+aMZPHHvVeSzcYZDlgfoKvvauibm+8T07/Wq8k8sb7upxgg96zsluVd9CjciJQojBSTuMYxn1qs0EkRGUDjoVHPH/6qnljkwZWBwTyT71ILvaclBt7gevqKcUmxybSMK+WOFQ0MgJPGAck47n0+lU9XltZYVSRWMsAibAAwAzMOfwHSqltJDqvjqfT9Q1C5tLeaXZHJFLFGsXuxk4xjPHUnArGtZJRr3iTTLj7QJI1KItzgSARMRhscZwe3FVODhHnXS35m2GkqlaNN9b/kz1LwTd/bfB8pgK74ZDG4xnBGQDivLtUdoZgxHIJDCrngvUNRspL020jCMsSydQeOpFVdaA8udvQ7gPp1p16l6sLq3/BOnD4VwoVVe6f6HR+EbN70tcMCI1IX6d67ncYtuAMAYI9axPAMOdAM+/IOMZ64roJGR5OAAOnHf3qqqd9DzY2GMsjRzTMDgrgfSs5WPnDOMV0DQlrViHJXyxgHrWHKypISVAGK5q1Ns6MPUSJpQHAOKqSRRMG3KDwfx/wq2X3Rg5yuBg1FtyT6GsIpwZu7TRxOp3Mtos1w5JMaswJ56DivJN7eYHbJYNu64zzXsfje3aPRZGjypLqMj0PUVw/ifwTfeHdB0nUbvzRcXpk82ExkCADYUDH+8wbOO3TqDXpYSV4tnBilZpHrfwrupbnQb61mIaNLkhc9RxniuD8QKDJdcAAOSAO3NFFTi96f9djuy9fx15f5mv8ADk7r9lPYZz3r02ZFEAOBnfjPtRRV1DzluOhjHkFsnO8AjPBqO4O2MgYwx5oorPoMymUbZm7jHf3qWMlPLZeu8r+FFFc9b4UdNH4jTmAMROO1eJeJdRn0bxZe6habPPhkfbvXI+ZCp4+jGiijC/xB4j4DkdDUHz27qUI/WvR7x2l0u2dzkj5fw4NFFelif92n8jTLv4tP0f6nLxu0eu2EynDrIQPzzXtlrIblIDKAQVAwOAKKKyofwUYY/wD3mRdghRgHxhgOCPbNQSu0jF3+Y4xzRRWnQ4upn3Mah5JBxInIbv0qGE+a7vJ8zbc5NFFSty/snOeMh9mmgaP+IvkHp1rxi7cvNM7YJLkn86KKuPxsmXwI1df8WyeIre2hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz610f2iW58IwTzSM8vmt87HJOVBP86KKwxm0fU9HKPin6Gp4U1W8Xw49p5xNuxKFDyMZ7Vi6koJhbuZdv4UUVyJt11c9SrGKw07Loj1vwrEqaDDjJOcZNaLnzJSzAZPpRRW892eEi1NEiM6jOBjGT7VlXx3McgcccCiilLqKPQrNknYWJAAxn6ZplzCiwxMBy65P1oopw3Y5dDzPUNbbSdZ1KI6fp97FLNuMd5BvAKDKkEEEdTkZwe4Nc/omp3eqeNPtt5KZLi9kczuRjduBzx0H07Yoorokv3UvQnD/7xD1Ol0Rza6pOkXC9MetQal86HPRg2R9RRRUY7an8z2cD/wAvPkdr8PJ5P+EdWHd8mM/rXaxRI+0FRggE49c4ooraW54A+4LRp5CsfL64rPuYI5QFK4GA3H40UVEwizN858CEEBV4yByR71aA2gY9cUUVy1UrHZSb0Mbxmit4cZiOfNT+dec6vrWo6jpUOm3d3NNb28jyoJJGYlmxnOTzjbx6ZPrRRRhfhDEfEf/Z", 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", "info": {"video_id": "88134", "label": "throwing battery against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "88134", "label": "throwing battery against bed", "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": "b70860e3f21dcd3c50628dc90f83c7f4475c4acf541df97262cc3913a143cabf"}