diff --git "a/video_unshuffle/swap/train/batch_000623.jsonl" "b/video_unshuffle/swap/train/batch_000623.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000623.jsonl" @@ -0,0 +1,100 @@ +{"episode": 62300, "episode_seed": 2401065193, "split": "train", "timestamp": "2025-10-13T03:29:07.861659", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2401065193, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 clothes 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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", 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", "info": {"video_id": "98645", "label": "piling clothes up", "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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ebifiPSw79w4nTryI2qW5zvWug09flFchp6/6UK7Oy4ArStoaUkb+lrm8RfWvStPQxwgH0rzKylEV5C3bPNen2jiS3Rgc5FKlsY4hakGtx+bpNyg7xmvDr27mW98iB9rZ5JHSveLuLz7eSLONykZryXxB4cuNPuVuCqlSxAYc10waOSaMqG0ujh0u2D/7Q4q08txGmJZrdSOpDHmqTKdv7yeQ+u3ikX7KuCIS7+rZNaGRI13LJxGJZR6g4FOti8kyqwjJPRevPpVV7iTcdsZ/PFTeF9Pl1TxYttNqM1mP3jxNGm4s6qWC+w4OSfT3piPYfh2skMF2XXYGKDbtxjrXd7xivOfhlqN7qcWo/bLmSbaIiu8/dzuziu/DMvyt+dYS3OiOxzXjvUJbHQWERAMrbDkdsc14bLJcTSFUiL89q9v8b6dPqGmIYfmEJLMo6kYrxy582ykYomYieSOo+tZs78Ola5SOlz+XI8zLuIyoXsaZHI3lAhjlaka6nuw2JNi+3WsyO9WEmOTJI4zUNNno05xgTXsYuV82M4cDmqemTmK8X0NOlu4TlkJDVWtSzTqFXJJqlF2aZhXnFyTTPRtOuQYxmuv8M30dpq8UrsVXBU++fWvPLGRkIU8EVf1a9nttIMtvK0cgdQGU81yRvGehjVScHc+hkkDx7gQQRXy94svPPvn8xmJU4xmu5/4SC/t9BgurDxHqcqeebYNPGqLOQgLNGOu1Sdp3eo9wOB1rbLcSO2Mk13NcpzYWPM2clKSzHHApiAE4q1NHydtMht5JHwq1d9CnoxTCuwtiqMjqGwB+Fbs1jIlm4/ix0rBWM5+YHOaqmYYmonZIWP742Ic9q29PimjZTIjrn1qHTYdsoc4UDua2gFY5jVm9WNFR+6zCj8aNC1PStuA5A5rAt2wRWxbyfKK82R63Q6XRLs216hzgGvUrSYTQhxjkCvBNHnS98XnTr3Urq0gkk2xyRSxxrH3JYvxjGeByTgV6N8Pr2/lvdcsr2e6f7HMsaJc43pyw5xxngZxxXVSg1G7OCtNOVkdyco24dD1qVWDDINR5OKaG2Ekd6syJpFDIVYZBGCK8z+IHhc3ESXFqoVQRkehr0oMCKrXltHdwtDIMo3WhOwNHgsukX9y/lLG+wdwM5py+GNRhVjDpM0jY++4r2+DToLZNsMYUfzp7RcHNXzsjkPmm60q+ErZttr55AHQ1seH/AAxeajMsckEwU/xKOldvrNoItTmUKCN2a1fCc3k3bw9A4yPrU+0Y+RCS+HF0rwVcWxALhdxI+tcAV4r1D4gXE9t4NuZLeVonMiLuXrgk5FeSa9o2s6Boel313c3KzXpk8yEpgQABSgY4+8Q2cdvqDWU6bnqb06qhozh9KO64Ga7C14xRRRW3OqjsacZxIh9xXpOiyMbVVJ4HSiilS2ZniDVPK1RuraG4AWaNXA5AYZoorY5SlJpGnvjdaRH/AICKRNLsYslLSEf8AFFFAhk2i6bcgiWziOR124NefXDDw94quprBFVoJWCBxuGCu0/oxooq4kzO3+FPyrqoHYRD/ANCr0Ukkc0UVMty47EMvKHNeTeLrKGy1RlhUhXG4r25ooqJHVhviOG1GBLaUPFlS3UA8VlzqPNWTo3WiihbHax9zFG1s0mwBvUCpdAiR7wswyVHFFFC2M8QrSN8fLdECnayx/sZs/wDPRf50UVyfbRMv4bIL/wATyax9lR9M0+2aBVjje2R1KoM4QAuQBzk4HJ5rPvCXnIJ70UV3SObC7MdBaQO4DICD61oixtoh8kQFFFQOe5XuI1wRisprOEyZKd6KKtHPUO48JaPYSxiSW3R2/wBrmt/XrS3t9NdYYUjG08KuKKKT2FH4kedRdRWlbnpRRXHI9JGW+tNpWp3sZsLC9illDGO8h3gMo4IIII6nIzg9wa9L+El9canc6/e3chkuJ3ikkfGMsd/btRRXXH4EedP42enikIFFFBJGhO5h2pxoooBjaY3eiikBw/idAupMQP4aztLdo7+FlODvFFFIZu/EHnwbL/12j/ma8Ov9f1PULCHTbu8mmt7eV5UEkjMSzYznJ5xt49Mn1ooq47C6n//Z", 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", "info": {"video_id": "98645", "label": "piling clothes up", "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": "98645", "label": "piling clothes up", "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": "5e17cf03fd170da2bcf8faa9e60b87bdb746b2e2c3dea80070b09a5c6cb972a9"} +{"episode": 62301, "episode_seed": 12474190, "split": "train", "timestamp": "2025-10-13T03:29:09.678867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 12474190, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that glass is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "202468", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202468", "label": "showing that glass is empty", "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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ljOHX1B7isYy+ZK7fQfkKhku/JBWNskgggdBTYeIV9TzQBcgHmS7fUVJGNsmPQ1Dan/So/c4/Sp3+W5Ye9MZzOtxC31qQA4D7X/MVTn42/jWp4qTGoQN/ehH6GsmQ5iQnuKa3Nr/u2jpdGj22ynHpWlMN7IvvUFkuyEDHIqcn98pNIxJ3wT+FZqQfvp0B24O7itAtUBCrcbjkbhtJFAMqBjHnezMv90niltjmJm9WNQXhbfsX88VNEpRAnYUhIu2hzcKCPvZFW7UBbnaem7FV9LjE2p28TMFDPyx7DBq0oVdScLllEhA9+aYzgJB5OoTwjgLK4x+NWIjhvwqHVsLrl7t7Ttj86liIIDD0pSO/Cu2hQ024+y6lbTcYWQZz6dD/ADrsmQoXQ9VOK4QLkV28E32qwtLvPMi+XJ7OvB/Pr+NXJHnREYEEN6GtCOMNEHXkGquzcpHrTrO/W0L286/Ieh/un/Ckhss79sDrnrWLO3J571fnYNkowKnuDWY4JJzQIWP5m9u9Wyxd1UdBVeNcDJ6fzNWrVMsXboOTSGjP8TTAQ21sD6uRXOYq9q1z9q1CRwflX5V+gq34U0a28Qa7/Z91eyWwaGV4yke8u6oWC+gHB59qpEsdoGAJ2PQFR/Otf0xWT4cAa2u9x5DRkD8613GKT3KWw0dTVmMcVXXiVc9DxWksBWMHvQgYyGMMzA9MflVCeJI5Cyjn1NakRMZb3GKy7tj5hAoYioWxU9hhtQg3Y2hwTnpgc1TL84FW7IhGMh+lIZp6nMs+rSshyuQAfwrH8ZEBNNi9Imb8zVu2zLcZ7k1keL7kzavtB4hiWMfgKa3B7GEByK7ZBhFrP1vQdItPDdtq2l6heTBrr7Lm5gEa3JCbneIZztU4U7v7w9wNLIBKd1JFEhREyMVJmoTwM+9OTnkUrFD2XcmKhukBQMUUnHXFWgPlpXgD22d23PWmSYAXc+1eB/KryAKo+lI0aRZC8k9TTd1IZbsctfwKO71auBtv5B6HFJ4fiSfWIg7hFUFiT9KJ2EmpTFTwZDj6ZoGYni3i5ss8ExH+dYDtwPSuzi0/Tda8bwaVrV3PBA6hI5kmjjWLuSxk4xjPHUnA71yWr2jafrF9YtHPH9nneIJcACRQCRhsEjPrgkVSQ+f3XE7KM7WZQOODn6ikkOGU0yxkM0EEjHPmwq36Yp06nYfY1IuhIpzTlG6VQehpsPzoGFWIEBnUe9MRSuEijlLDLMOgI4FVw2KtX+VnYVQ3UrAi5aPi4Vs4wCau2cn+k7j65rLibGT7VZEogtJZicbVJoGcbeyiXVbp/wC9Kx/WpIZSh9QaoNuYlj1JzXUeIfB+oeGvDuj6heGZZ78yebCYyBbgBCisf7zK2cdunXOG1c0pV+Tc5sCul8LsZbPVLd+Y0iE6+zggZ/I0UVbMDTiJLCi7hRxkjkdxRRUFGZkqCAaWEeY+G6UUUughyks/PQdBU15I0GmStHwdtFFAzkT1NWNL1W50TU49QtNnnxbgu9dw+ZSp4+jGiirIZpeFPmub2I/dNsW/EEY/nW0fmUE+lFFSyo7DJANtbtiBNpyu/LEdaKKFuNlCYlWYCsq4Yl6KKbEUyck/WrzDZEQOwAooqWMtacB5me4rkNTkZ7+4duT5hoopxFI0te8WyeIoLaGbSNMtTbqkcUlqkilI1zhAC5UDkk4GSefWuilUCWXj+L+lFFDCBAehp0I4HsSKKKOpTLJHy1YlAFgrAckkUUUyTEnPzVBmiipYMv6aSpdwcMB1p1tzMCeuaKKCjP1HxBJpOvagjadpt/FK6MY7238wKyD5SCCCOpyM4PcGudv9QutW1G51C9lMtzcyGWR8Yyx5PA6D2ooq0Zvc6bRWLaJaEnlZXjH06/1rVYAkg9DRRUvc0WwzS/muXjP3cZq0/wAlwMcc0UUITM+8YtKSapDpRRQwJo/9Wp7nk1HrTsmklVOAxANFFJDORbgZFad/4m1fVNJttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooqzM/9k=", 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", "info": {"video_id": "202468", "label": "showing that glass is empty", "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": "202468", "label": "showing that glass is empty", "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": "3ae8b47afea00baeb6c84cf415e454f463c16ab0840a7236e69a859bf25077d4"} +{"episode": 62302, "episode_seed": 1547677436, "split": "train", "timestamp": "2025-10-13T03:29:10.545464", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1547677436, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take lighter from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "39533", "label": "pretending to take lighter from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "39533", "label": "pretending to take lighter from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "39533", "label": "pretending to take lighter from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6d472f8951d0f9c75c69ad852ff215b86e11261bd54343d4e78f965aa866021a"} +{"episode": 62303, "episode_seed": 2091588451, "split": "train", "timestamp": "2025-10-13T03:29:12.733953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2091588451, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'removing tooth paste, revealing pen behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "79339", "label": "removing tooth paste, revealing pen behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "79339", "label": "removing tooth paste, revealing pen behind", "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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"info": {"video_id": "79339", "label": "removing tooth paste, revealing pen behind", "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": "39b025c703f0f39d6af7dabaf337273b43b3b9c7c1ab32f51a4b94b2d90dfa48"} +{"episode": 62304, "episode_seed": 408606391, "split": "train", "timestamp": "2025-10-13T03:29:13.469460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 408606391, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tigress toy so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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jSnj7wrox9z3rirP3me3hv4SIsnf+NetfD1yvhSH/AGppP515I2A/41614A/5FO2x/wA9ZM/99U6W4sR8J3MByOeualPSoYSC9WBjFbnnSPCv2h/+Ze4x/wAfH/tOvDq9y/aH6+Hv+3j/ANp14birWxyVPiFBp4JpgHNSbapCjctWRP2uL/eFduvWuIsh/pcQ/wBoV3Cfe59TXPiN0etgvhYSHFbPg4/8VXp/P8bH/wAdNY0vOT6GtnwZ/wAjZY/V/wD0E1lB6o6qnws9mgcvjI4OKuDkA1nW5/dnPrWlGBtUV0s85itgRsPY/wAq+LX++31Nfaco/dt9DXxbJ99vqacTlr9BoNSKajxUiDirRlEkBrpND/482/3q5sV0eh5+xk/7VRW+E7sL8ZsqflpAfmoBwlNzg1yo9NnrngaQr4WtB/eaQ/8Aj5rrI3yPeuO8GHb4XsfTL/8AoZrqkbLkA/5xXTHY4Ki1Y5m5rx347HP9hf8Abf8A9kr2HGea8d+On/MC/wC2/wD7JTW5z1vgZ47Sg0lKOtUcaHirFof9Li/3hUGKntB/pUX+8Kb2NofEj0GM9KV+nvmki464p0nc+hrzm9T6FbGv4R/5G3TB/wBNj/6Ca9ut3LYJ6cCvEvB2D4u0z/rq3/oJr2y2+42eK6KWxw4n4jTXkChjxiljxsFEmMfStEcZ8OtCynDUwpj1rbTxK7qBd2dvP/tbcGn+doN2PmSa1c/iAaXPJfFEhUqUvhl9+hhodoxinFh6VvJ4ehugTZX8MuO2cGq8/hrUYQSbdmA7p81CrQ2uU8PUS0VzS8NYNq5/2q6DdhD7VgaDE9vE8cisrBuQRg1rmQ+Wa5ar95s9bDK1NJilwG9ea9g+HvHhG2JHWSX/ANCrxZiVbr3r1fw1fNZ+BrARSCN38yRnP8Chzz9aIVIxTkxVouVoo9Et2Pmn0xVktha5HQ9XL3KRfaHkjfAIkzlSehGecV1LSosvl7gH27tuecZxn861oV41o80ThrUnTlZnin7QKGX/AIR8jt9ozn/tnXiJjIr3j44atLpraGFhhlSTz9yyLnONn+NeTLq+j3mRd6eYD2aE1q5Sj00OfkpSesrM58DBFS7vUCtv+zdKuzmz1JVJPCS8H+lMl8MXycxqsq+qNQq0euhSw00rx1XkZ9iQbyIf7VdomBg++K5OLT7m0vYzNC6Yb+JSK6dWwBWVeSdrHbg4uKakSSNyeelbfgo7/F1gPQuf/HTXOTEk/St/wI6jxXbszbQscjE+gCms6b1R0VNmeyRt8vHpzWlC2UUnsK8/fW5TeEm6MGeUjHQA/wB71/Gu0027S505J3KqQDvweAR1/DvTpYqFWbhHoctWjKCUmXpWOxh7GvjWSFg7ZI6mvsd2BjLKQQVyMfSvlMeJkkYi9022mOeXVdpNdDcl8KucklTek3YwCmPWnocDpXQbvDl6BtlmtHPZxkCnf8I156lrO8t7hc/wtzS9sl8WgLDN6wafoYAI9K6HRsG0z/tVnz6DfwAlrd8DqVGR+lX9JVorfYwIIY5BFFSalHRm2HhKNT3ka275etMDAN60wt8lRbtrD61z3O9nsPg47fCtjnuHP/jxrpYXJlP0rg9M1BrPwhpqROEdomkZz/Au4/qa2NB1cy3KwvceajcAt95T2/Cm8VCE1Te7Od0ZSi5nVFsCvIPjejSDRCOg8/8A9kr1nzVL7Nw3bd2M84zivMPi/qk+mto3lJG6SeduWRcg42f410XfQ5ZqPL72x4sY8UgGCK3RrGm3WRd6cIz2aE4o+w6TdnNtfiNieFm4o9o18SsYqhGXwSTMbfnsKnsiPtkQ/wBoVqP4XvcbovLlX1RqrJpd3Z3cbTwSIFYZJU4p+1i1oy1QqRkro7OPAANEjDJyahRyEFNlYsxOelcDZ7S2Oh8GHf4x0wDtK3/oJr2+I/L6HFeG+A2B8Y2O44C+YxPoAhr0STW5DeFmungBG6NE/hU9N3HOfetJYiFGF5HNOlKrOyO/jbMa0kjcY9ao6Zei604TSFQy5DkcDgdfpjmrJkV4g6EMCAQR3BrphNTipLqcEouLaZ8Q0UUVseeKrFSCpII7itG11/VLPAiu5Co/hf5h+tZtFJxUt0VGcoaxdjstN1GfU0ku7gr5mQpKjGcVeLYFYnh/iyf03VsONyEVwVElJpHv4eTdNNjMncAetenaKh/4RjSwFyPKzz0zvbH6kH8K8tXeZAcdSa9L0q5+zeGdNa6hlih8nCTBdyH5iecdDkDiuepFuDSNk05I1LK43/ekcE5KtI3Tr37dOnbFWI/F7at4wtbeBCLPckXmKSGfkMT/ALpI/Ie9cZqeqxTQNb2h2RucMFBACjJwM88k5NTeEReDV5rMancWPnh2Ty0BLbULKvPQdTn/ABowVOSk0noTi3CnDnmtdkR/tAtu/wCEf/7eP/adeJ12vj7Vr/VV04313LcbA5Tec7c7c/yFcVXsI+dm7yuFWbfULu1P7i5kT2DcflVaik0nuSpOLumdBb+JNQuttpOySJIQCSuD+lbYPbNcZY/8fsX+9XYA8nNclaMY6RR6+CqSnFuTuNkOSPTvW34NGdcPc/Z5OPqMf1rAkyHwO5rb8JNKuruY4Hlb7O/yp1xxyKxs7aHW3qdc0rRyqcsCxLnHQ8c59ewx7VqS+IU0PRriNQJJrgbYYyeB1UsfYDH1Nc5dalZKRl28zkHKkOoxgjnjnH4c1gzyXF7O1yGOd6s23oq54H07VxYenJVE1ozoqKPI3NaI9l8MX7ah4eS4kzvZnBBPC44AHtgCvk5/vt9TXv2pald22hxX2n69qLoZzb/vY1jWbCZZowOdqn5Tn1H0HgB5Jr3YKysfOYiopyukJTkkeNtyOysO6nBptFUc5q2viPVLXhbpnX0kG6ti0v5dQVruYKJGODtGBxxXJV0OkcWXturCpCKV0jvwlWcp8sndGoTxiogTuANK/K+9RKSWzjrmuex6bZ6DaZ/sbTlxkCBTz0zk4/nn8Knsrg/K/mNvX5gzkZA69fw/Dms+1uli0qxFwkkS+Qu1mBKN75H0rJv79JIPItmwjdcdlHb/ABrgrUnKozop6xO2tfFA1XxdDDCpS1JEayL1fGW59if0Fcz8bzkaH/23/wDZKk8GrjWhZXd/c2S3D4EsckcewerFx0xngckketcr8SLm+k1GO0vZ7mT7LLNGi3ON6cgc44zwM44r2KSdrs8XF1IO8IrY4eiiitjzye3vbm1OYJ5I/wDdYiti28TanOBaTyrLHLhWLKM4+orAqez/AOPyLH96onCLV2jajVnGSSeh3QOMjPSo5DzkH60qnk1FICG47mvOaufQ30Oi8Ejd4ki4yfJlH5qRXayStFKpy6FyWO09eM88c8YGPY1w/gvzxryGGBpn8iX5FOCeO1dRfarYodrF1lBIIaMh04wevHIwPaufEU3JK+2pVPVuxvTeJY9B0m58sLJPcKFhiPQHoSfYA/oK3vCN+9/4fSeXcHMhUgngBQFAHtgfnmvGrya5v52uQzA71LbeiJnp9O1dfq8/ibRNI066n1S8SS6374doAhAClQTjqQ2cf/XrswUJKCu9EcOPlCm+S3vPU+eaKKK9A8QKKKKAOl0EZ09v9/8ApWvn5SKKK8+p8bPfw/8ACj6DY+30r3HwjGk/gvTIpkWRGhwVYZH3jRRWlHcit8KHf8IhogvS4tAA3zbM/KD7D0PpXCa5fTaZ41vru32+bFM23cMjlNp4+hNFFdEYpbHFiJyklzO55r4wGBZj03j+VcxjiiitDie4lFFFBJZ0/wD4/wCH/errRxn60UVyYjc9XAfA/Ua3366f4fkr4kBH/Pu/9KKKzp7o6p7M9C1DQdN1KB5p7dRMvIkTg9vzFZviDSrPSvCEotIQnmTRFvU4JwPp/jRRXQkua5zVJy9m1fQ5fVtffWIIY5NOsYDCgSN7dXUqgBwoBYgDnPTrzXjwGWNFFbnmPoIetJRRQSxRW/pP/HiP940UVlW+E6sH/E+RoZ4NMTtRRXMj1GetaJFFdeHdPhnjSRPJXhhVePwzpaamQIDtGGClsge30oordpNIyjJpuzMTUtWbTPEGpRmxsruKWYMUuod4DKOCCCCOvTOD3BrhfG15PqF3FeXL+ZPO7ySNjGScUUVqjy6m7OVoooqjEKsWH/H/AAf74ooqZfCy6fxr1OzHDHFI3Lg0UV5y3PoXsdb8OSR4vhwf+XeT+VeoaloOm6tEz3VsvmjkSpww/Giiuqmk46nLUbU00YHifSLLSfCEv2OER+ZPEWPc4Jx/n3rh7vWdQvbCGxubqWWGF2kXe7MSWx1yecY49Mn1ooraKSVkcFdtzuz/2Q==", 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", 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", "info": {"video_id": "208729", "label": "pushing tigress toy so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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V/Bh2+F7H0y//AKGaqnuTW2OxjfI96iZuaajZcgH/ADilxnmtWch498djn+wv+2//ALJXjlexfHT/AJgX/bf/ANkrx3FUtjirfGxQaeCaYBzUm2qRMblqyJ+1xf7wrt161xFkP9LiH+0K7hPvc+prnxG6PWwXwsJDitnwcf8Aiq9P5/jY/wDjprGl5yfQ1s+DP+Rssfq//oJrKD1R1VPhZ7NA5fGRwcVcHIBrOtz+7OfWtKMDaorpZ5zFbAjYex/lXxa/32+pr7TlH7tvoa+LH++31NOJy1+g2nimU9RkVRjEcDXU+GT/AKNL/vVy2K6nwyD9mk6feFRV+A7cH/EOiHK5qP8Aj/GpR9yojgPj3riTPZPW/h6xXwnB/tSy/wDoVdxbcjng5rh/AP8AyKVrj/nrJ/6HXcQYMldcdkeXV+JljoK8M/aJJz4dPT/j4/8Aade6jFeE/tE9fD3/AG8f+06qJy1PhZ5DZaw9sORkjpTdR1m41AhGbEY6Ad6zKUdaahG9yXiqrhyX0JAasWv/AB9Rf7wqvip7QZuoh/tCr6BD4kegoenenydOPWmx9ulOk6H2Nec3qfQJaGt4S58V6WP+m39DXt9vIWxnpwK8Q8HkHxbpn/XU/wDoJr222OEbNdFLY4cT8RojoKRumMUqYKilfGK0ONnxA0LL1IppTHrW6nidJQBe6ZbTHu6rtJqbd4cvQNss1o57OMgVPtJL4o/qSqVKXwy+/Q59DgdKeCPSt/8A4Rrz1LWd5b3C5/hbmqM+g38AJa3fA6lRkfpVRrQfUt4epFbGho2DaZ/2q1d3y9aydJVorfYwIIY5BFaBb5K55v3mehR+BDwwDetes+Djt8K2Oe4c/wDjxrx7dtYfWvStM1BrPwhpqROEdomkZz/Au4/qaFUUE5PoE4uVoo7yFyZT9KmLYFcroOrmW5WF7jzUbgFvvKe34V0nmqX2bhu27sZ5xnFVSrxrR5onPUpOnKzPJ/jchk/sQjoPP6/8AryAxkV7T8XtVl006OFhhljk87cki5zjZ/jXmq6vo95kXenmA9mhNaucl0ujllClKWsrM58DBFS7vUCtv+zdKuzmz1JVJPCS8H+lMl8MXycxqsq+qNQq0eug1hppXjqvIz7Eg3kQ/wBqu0TAwffFcnFp9zaXsZmhdMN/EpFdOrYArKvJO1jtwcXFNSJJG5PPStvwUd/i6wHoXP8A46a5yYkn6Vv+BHUeK7dmbaFjkYn0AU1nTeqOipsz2SNvl49Oa0oWyik9hXn763Kbwk3RgzykY6AH+96/jXaabdpc6ck7lVIB34PAI6/h3p0sVCrNwj0OWrRlBKTL0rHYw9jXxnJCyyNn1NfZLsDGWUggrkY+lfJ3/CSM5K3dlbz8/e24NdDcl8Kucc1Tek3YwymPWnI20YxW2ZdCu+omtWP4jNOXw+lyCbO9gmHpnBpe1S+LQSw7etNpmJuHpXUeGsG1c/7VZk3hzUYQSbdmA7p838q09Bie3ieN1KsG5BGKVWalDRnRhac41feR0GcIfaoSwDevNNMh8s81AWKt+NcaZ6rPafh8MeELUnoZJf8A0I12lu2JM9iM15z4cvms/AunrFII3cSSM5/gUOefqf8AGug0HWC90kRuWlibAIkzlSehGecVrLFU4TVN9ThlQlJOZ2BPFeGftCI0v/CPsOg+0Z/8h17aZUEvlbgH27tuecZxmvG/jpqs+nSaF5SRuj+fuWRcg42f411a9Dhko297Y8GMeKQDBFbw1nTrrIvNOVPRoeKUWWjXZzb3/lMTwsoxS9o18SJVCEvgkvyMTdnqBU9mQbyIf7QrWk8K3m3dC0cy+qNVVdKu7O7jaaCRArDJKnH501Vi1oy/YVIyV0dlHgAGiVhk8+9Qo5CimyksxOelcLdj21sdB4MO/wAYaYB2lP8A6Ca9ujPyehxXh3gQg+MLHccBS7E+mENeiy61Ibws108II3RomflU9C3Hf3q3iIUYXkctSlKrOyO8jY7F+lI7dqpaZefatPE0hXcvDkcDgZz+XNWPNV41dCGUgEEcgg10wmppSWzOCcXFtM+JKKKK2PPHJI8bbkdlYd1ODWna+I9UteFumdfSQbqyqKmUYy3RcKk4fC7HW2l/LqCtdzBRIxwdowOOKsE8YrL0jiy9t1aD8r71yTSTsj2qMm4JsQE7gDXe2mf7G05cZAgU89M5OP55/CvPlJLZx1zXcWt0sWlWIuEkiXyF2swJRvfI+lYV4twaRvTfvGhZXB+V/MbevzBnIyB16/h+HNaFr4oGq+LoYYVKWpIjWRer4y3PsT+grib+/SSDyLZsI3XHZR2/xrT8HwXD6u9k2oz2TSq7IY4wzMVQsq89BgE5/wAanB0pRbS2Fi5whHmkhnxvORof/bf/ANkryGuu8bapfakmnm8upJ9gcrvPTO3NcjXqrY+fqO8mwqzb6hd2p/cXMiewbj8qrUUNJ7kqTi7pnQW/iTULrbaTskiSEAkrg/pW2D2zXGWP/H7F/vV2APJzXJWjGOkUevgqkpxbk7jZDkj071t+DRnXD3P2eTj6jH9awJMh8Dua2/CTSrq7mOB5W+zv8qdcccisbO2h1t6nXNK0cqnLAsS5x0PHOfXsMe1akviFND0a4jUCSa4G2GMngdVLH2Ax9TXOXWpWSkZdvM5BypDqMYI545x+HNYM8lxeztchjnerNt6KueB9O1cWHpyVRNaM6KijyNzWiPZfDF+2oeHkuJM72ZwQTwuOAB7YAr5Of77fU179qWpXdtocV9p+vai6Gc2/72NY1mwmWaMDnap+U59R9B4AeSa92CsrHzmIqKcrpCUqsysGUkEdwaSiqOc07XxBqlpgR3blf7r/ADD9a6DTtRn1NZLu42+ZkKdox0rjK6Xw/wD8eT+m6uetCKjdI9DBVZupyt6G2x4qHJyAetPcBkxUKli+cdSa47Hr3PUdFUnwzpahcjys89M7zj9SD+FXbG48zkyODyVZyMj8e3QcdsVl6XdfZfDemtdRSxRGEBJgpZG+YnnHTkDj0rH1PVYpYDbWjbI3yGCggBRk4GeeckmuKvScptmlJOSsjtY/GB1fxla29uhFnuWLzFyGfkMT9CR+X1rjv2gm3f8ACP8A/bx/7TqXwe8sOtPZz6jdWKXLgLJG8cexQMjcXHTGeO5Iri/ihe6hcajBa39zdS/ZZZkRbnG9OR1xxngZxxXt0VK15dTw8ZOndwgttDgaKKK2OAngvLm1bME8kZ/2WIrXt/EupzgWk8yyxykK25RnH1rBqez/AOPyL/eqJwi1do2pVZxkknod1nBIz0qKRiTnP1pQeTUUoIbA7mvOaufQ30Oj8Ejf4ki9fJl/9ANdrJK0UqkF0LsWO04zxnn1wMDHsa4bwV541+MxQGV/JlwinBPy9q6m+1WxjO1t6ygkEPGQ6cYOO3IwK58RTckr7alU9ZOxuzeJU0LSrgxhXnuFCwxE8A9CT7AH9BW74Rv3vtAWeXcHMhUgngBQAAPbA/PNeOXs1xfztcq7Al1LbeiJnp9O1dfq83ibRdI067n1S8SS6374tuBCAFKgnHUhs47fnXbgoSUFd6I4cfKFN8lveep89KMmg9aKK7zxeglKKKKBG/pP/HiP941oZ4NFFcU/iZ7dH+GvQYnavWtEiiuvDunwzxpInkrwwoorSnuKexXj8M6WmpkCA7RhgpbIHt9KwNSv5tL8X3V5b7fNilbbuGRym08fQmiirgkm7GGJk3FXOC8VDC2YHQBh/KudxxRRWx50txKKKKCSzp//AB/w/wC9XWjjP1oorkxG56uA+B+o1vv10/w/JXxICP8An3f+lFFZ090dU9mehahoOm6lA809uomXkSJwe35is3xBpVnpXhCUWkITzJoi3qcE4H0/xooroSXNc5qk5ezavocvq2vvrEEMcmnWMBhQJG9urqVQA4UAsQBznp15rxw9TRRW55cgooooJCul0EZ09v8AfP8AKiisa/wHZgf4vyNfPGKbH0H0ooriR7D3PcfCccc/gzS4pkWSNoBlWGR1NKPB+iLfFxaAA4bZn5Qe+B6H0oort5U0ro4ueUW+V2OJ1zVTpvifVYzZWV1HJOGKXUW8AqOCMEEdemcHuK848eXc9/dw3dy++eZ5HdsYyTiiitUebPqchRRRTMgqxY/8f0H++KKKmXwsun8a9TsxwzfWh/8AWA0UV5yPoXsdX8OiR4ugwf8AljL/ACr1PUtC03Vo2a6tlMg5Ei8MPxoorqpJOOpy1ZNTTRz3ijSLLSvCM32OERmSeIse5wTj/PvXDXWs6he2ENjc3UssMLtIu92Yktjrk84xx6ZPrRRW0UkrI4Kzbndn/9k=", "info": {"video_id": "208729", "label": "pushing tigress toy so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "208729", "label": "pushing tigress toy so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f7579ca10a311af3fc59cf843b4f8724eb4cfead0735050d517bb69d3f8a8f8c"} +{"episode": 62305, "episode_seed": 165542291, "split": "train", "timestamp": "2025-10-13T03:29:14.487183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 165542291, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sharpener from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "214800", "label": "pushing sharpener from left to right", "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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", "info": {"video_id": "214800", "label": "pushing sharpener from left to right", "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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", "info": {"video_id": "214800", "label": "pushing sharpener from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "214800", "label": "pushing sharpener from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "70719a0dea5b416cba06df8acf93f2d870dee2d8cb81681f23f1b0a2936e0e29"} +{"episode": 62306, "episode_seed": 851625344, "split": "train", "timestamp": "2025-10-13T03:29:15.521639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 851625344, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering plastic container with towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "218995", "label": "covering plastic container with towel", "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": "218995", "label": "covering plastic container with towel", "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": "218995", "label": "covering plastic container with towel", "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": "3e2628f9d8162cbde2defa7fda23ba2ba2a36ab0dd2de5f8b3944394efdf49fb"} +{"episode": 62307, "episode_seed": 3152117930, "split": "train", "timestamp": "2025-10-13T03:29:16.639058", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3152117930, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a small box onto the floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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S5uX82V8Yyx5PA6fSiiiPxFIuRdqtp1oorYhl2zGXP0qw3+sA7daKKlmMtwYYdfyprUUVIEL9aqTHCmiimNGVqRxa49GFV7/xHq2paXb6XeXs89tbSPKgkkZiWfGcknnG3j0yfWiiolubRP/Z", 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"info": {"video_id": "7777", "label": "dropping a small box onto the floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "7777", "label": "dropping a small box onto the floor", "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": "7777", "label": "dropping a small box onto the floor", "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": "7daa78626e379e19f1570295b92d243a3797ce9f2f7102b3bb41945fcc374b63"} +{"episode": 62308, "episode_seed": 168687523, "split": "train", "timestamp": "2025-10-13T03:29:18.304321", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 168687523, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen stand next to calculator'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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0n+zLiEGWUACRW9D3FdvpcQYq5ABP3eK4G90TTLQNc20OyQ5Ybj0yc/TvXoek7iU/ujB4qqlWNaalFWIqTm0udnpsCk+EiO/ktXl19pCalLLbTyeWmMhgQOcjHXivU7YlvC7cc+U3ArzS6bZJKxYKSFBLDIX515IwciiC975nLUvyP0Kup6zrMSZGspKpRn5hj6Djt+g71zs+uagXxcanCDuwQbbcv5qcUmoyEzT48/crSHpgk54HTqeo9BWPNPIkexGkZQ2Q+w8+/wB3p7evOK6W7HBGnHqivopAF+wIYNdMQcYz07VpMg4bI3dOvvWNogkKzsX+QzvuDdc8d60RKXfaGAReMda8Sqr1Ge/SmlSRK5w20kAjnHqKvaKu+G8kQruMqoFJ5xWXNKMYPBzyfamadfxQ6gYX+XeQVbtuHBrXDfHqRiGuWyNLxfpr6Xe2c8+AkrjLKeCDwc1swKUbyf8Ann90/UVga1dSa4JLOVt/ljaPUelP8H3l7dNd2t6SXtvLRZD1KndyfXpXY6l4ygxXUaeh6j4Mt1uNWQyKGUA9fpS+ObKNNVLIAoMa8Ae2K0PByY1BMDop/lTPHEW+9zuxiMVNtLHPdbnCeHtAtNf1nU4L6W62W0UbRiKTZySwOePYVbvvAmjwltk2ofjP/wDWpslnp8UaSv5ySyKoeSIsN2ckDgjJ9q5i4YNIgSe4ctjCCduSSQQDk/njmuqK91XPMqKcpvldjP8AEulwaXe6XHbSTkyXQ3NK+44x0q5LIAnJI6ZPsOtZOpNm901Csylbkn95P5g4B6enTn8q0w4LHJyOteZjX+8PawCapWY2VsqNp6jAWsbUZJrXygQQrZ6+orodORZtXtEzx5mSD7DNVvEEcbafbTOmFErj6EniijS5oNm8K/s68Jdi/wCGoo1h0+dkCvLuDH1Oa7q3tEWdWJKnd0ya5KwtinhqKcAlbf53KjlQe/0rrLS6861hnD4JQhgR1NezC6O6MrxSM/SwokUk4PavUbLB8MNz/wAs2rzHTwhjWTow6Y4GK9M0/P8Awi5yMfu2rh+yjwbrmaPOp4HluGhjKlnGF3HAOWHBPp2rj9VlZJ7ndMCoMmMDpg4457dBXW311Da3hkmiEseCDHuxu5HFcFqVzkmZrjak4MkRA/hY4U/h0remrI56rjKzW5Sm3TymFZUDntkBeO2S3TjP1/Kqeh+X9nkkIBYTvyeCQT1pzSlriSBd7OAR5IyNmAec57H+VGj7Rp24suWmfBbuc1y4t2gjowcbyZrat5VzpNhcaOFF6kLx3SE8SjPzKfyBFSeF9T0rUPDOueH9UiNtqT25NnLIuRuHIXPYgjPuCayreZLS+WdDhG+WRQchge9bKQtaXm9UQ+cNu7bzj0zWCrNqx2OjeJgXWiHR9PkXzzLLKRvPQfgKLCXdapuPQc5rR1r96c4yE4rIs5CtqTnkE/zqas5VHzSd2XFcqsjq/Dqlp51yONv9a9L8LM39oW+4YO/p6V5j4VIWaU5JY7dxPOeteneG3363Bnk5Bz+FdGH+A5cRpI2PGgz5PGRsPFee6okY0bznt9xZkjEnQEbmyg68nsccV6H414SE9tp/nXj+r6tEtx9iuJl8hMmSMyKDnqpAPfJ6+ldFJdTnqS0asY1067hxF3OQOOvXp07fWsbUdjWMW2MCRpUw6kbSuRwOBznn6HpVi4vlcPlrcHopV1I9/oP61QluknNugK+aZ1Plx/cUZH3efb06Ac06j91mVKL50bs+Wj5VvTCnpVC6mSSCRCMEgjB5zV+aQgnEbADjOe2PSqUzAk7gBkZ9a8ZS0PYdPXcoaEG07WIpFmYwS/IwJzgHpXXXUBtrqJ4iVVztOO9c1OFCI64GCDjGOldTcsJbGMnOdoIrVSuOySsZepsZCYx0U4xXf6ejIUb+DGM+9ecXM+5to6kgmvR7Jz5CYz2roobnPX0ienWHzeFiM5zE1cAuRqwAkiVgAQ0p+QfMOtegaYM+GBjvG3ArybxNJLGkjRRPKTlCqpv4PtkV0xtdnLdqzSOY1KcO82BJ1kBAAyfm/n6e1ZBmZblnAXevOXVfLJ54GR6dB9Kkv7u4lEQEN2gjVUYiAgvj+I8/ePesppbg3LSCzmkHJ8loyIwfYbs/r2rWVSPc540p9i1ooK2czZYKZnOD9R+tW2MyElWDAnnGKg0yGeDT1EmY2MpYgjJ5PepGLAlWbJ47Yya8acvfdj2FTXLG5CHl89wyDYxH4Gs3VbciJZLcBZImyAB1rSZ+WLAAEZ/Gq5+YnPQ9O+acW73HKMVoZmmavPHqsTzDAY7Wz6V6LocOy7uJF4Em08fjXnN/AqkOn8LcYr0jwy3mQoW5JUc5reD5pK5FSNqZ6j4PG29TnOVOf1pPGqE36nOfkBIpvhJfL1JEB3YB5/CpfGgX7UM9dgrra1+RwqSSv5nAarFKLRJvJDKzRqrMeGwuSo44I659BXI3LYIYLFnavzD1OeRhf4u3pjvXU61dRSWNvBEHaZT5kgb7uwAZK+4zyfSuLu5MIzGSIYAUsU+VSeueOnp7A10dDlmkpaFK8iY39gZgBHJK2w9AQAw44HAPH1rVcFUSMZ28Akt1FZTDzNS08iMqrliMpgNgMMjgcdup5rVlSNh83TOAQa8zFfxNT0sNF+zuivPOLR4nGQARnb3HQ1t+JbqDVvDFraWSKJY0yCO5HIrmLi38zCbiRnp71FpFxPp+qJBM5e1kO0bhypPSpp1OVWRsqbvdne+FS/ivSJ9M0q9FveraDzI2GGGDgj88fnWFoXi6bR5bjSNWUgrI0Wc5MbDjBFQ2y3OkeKbbVNOuvsdzG3LkZWRT1Vh3B6VN4lisdY1ObVpbZYrqU7nKngt6+9d9LFxTfOtyb1I1OZM7XTmDRld2MHpXqWm4/wCEWHOR5Tf1ryPTnxJkA4zya9ZsSP8AhDyRkAQP1/Go+yjkWs2eU+ILcXiSJ5pjG7ghQ36HiuNudJl3AC8LN1GYE47V1+oS7i4znntWBcMTGQHYArycdKynVknZM1VKLV7HPSaKSWR7v5AvAEagY9KsQ2sdparEnzYJJZu+etWgNuyPbxxwfTHSobrChcLjuOelcdScpuzZ1UoKOyM+4AJI4Abj09q6K0m+1aPCzN86cZ9xxXNzZZlHQ9M+laWj3JNtJATgh9wB9DSiXsR6lcbm2+p3NWNZOWjlBIGJGBFbGqabeBjMLacx5wGETYz9cVkeGNOXWPEcumXF9PZ7hKybI9xZ1UsF56dDkn0960tcTlynU+GGwZiBg5Q4/PrXqfhR/M1i2OAOf6V4z4IuJrhbsyOzcRn6ZzXr/g6RRrVugcnJH8q66CtGxwV3eaZu+OpMC3T1Un9a8v1FYZJj5kUbf7yg16N8Q5drWwGM7D/OvNL6Ta+707YqJvRI0it2YtxbWYcK1vEzuMjag4FRC2hiK7LaNSowWVelWXUyZYAbQOcjr6VCGCKQzEEtzXJUep004u10Vpn3E+/BqjO+FJXkjkAnFTysWZmz0NVHYMjc854NQkay7gCTjcQV9K6Czma6tYUXczbcHaM9K51c5YDIHStWPxHqWm6M66dMto6MoDQqA59ctWiItbUqX0MkNz+8UqCeMgjNej6ZKwQIcda4zxRqFzLoNrqsOv6hfJ9rNsBe26Ik5CBneIDnapwp3eo9wOr08iMZIO/I5FdVDR6nJiHzRPXdNJHhQHqRC9eWapLktg/xV6fpUinwgWzgCKT8OteSahNuZyc4LcetXN2uTT1szHuZBt3EMSBwvqaz97NgsQsjjB9KtzFuh4HQGqroFkG05C9vauOo9DppK7uiGYlByVPbNUZJMY9jmrNwSdoOFwSOv61nyOFYEYIBrJI3ewxyC7ZJ6+vSoiwDbRxjgYp7HIIxjnNQyZUAjJB6Y/nVoi1tQkUvCynnjr7123hSRfssZB7KP51x/hu2sdU8UJpup3txaQzttWWOaKNYz1JYycYxngck4Heui8MwS2GpatYTGdVtbjy1jnx5igM3DBeM9M4yK2px95GU6nuu57H4RB/tZTkY8s8fhUnjc4uF9doxVfwSwfUVPfY38qTx4+y/Tnjyxx712SdpfI4oK8de55ZqlhdtdyPFPbhTkDcjZA7jg47D61gS6TdFGIkttpJ6RnnP411t6371hkDqDmsibJn3FuAvC9gM/wA655159zZUIX2Mi30l4ruOea4EmwZVVXGMirEiqDgKoOevtnNWwAy7iuCcnIPas+Rs5GOOa5JSlJ3Z2wglGyRXncAjccbsYHvVeVvNBfByvI+op824lcA89Pao929evA70ITV9DpLtRLYRTfxcGs6/mLLtB4xxUmqXEkXhyJo3KtlRkVU8R+H9W8P6DpN/ezXAnvjJ5sLRkCAAIUDHH3mVs47dOoNapXIlJJneWhKkhTgGvUbKVx4Gc5yRC/X6/wD16KK7F8Bwv+IeT3rsN7Z5Lf1rIl42P3JGRRRXNI6HuiKXmfH1NUbhQFB5OD3PvRRXMtzsfQzJ2PXPU1peH7+TTLl7mBImmG1VeRd2zOckDpmiiqJRP4l13V7qOAz6ldSbfugyHA/CuPh12/svEDaokiyXcRYBpFznKFTn14Y0UVrEznsdB4GG2K/wSNojx+tej6TeT2l5bzRPh1G4E+tFFdFHc46+xP4h1K6v51e4k3Mi7Rj0rlZiSWJ67h/Kiioqblx2KTElZCDj5scVXcnBHQBAfxzRRXJI647GTcSN5hGeCDxVcnJb8KKKC4/EyWFR5e7viqd58iZH8T8j1ooqo7ky2Zc1/wATNrtvbwy6Vp1sYESOKS2R1KRrnCAFyoHOTgcnmu9jJjE5Xqq5FFFdMPiOWfwnRw6teR6ULRJiIGDAqPTvXLXzssqgHtu/HmiitapjH4TOmJ3RLnggtj3qDYHkZSSATzj60UVwyOyOxn3uDKwwMYH8yKyz/EPTGKKKlGq+IWNiQpPUvj9TSPkyDk9qKKoSKcOuNo09zGd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", "info": {"video_id": "219339", "label": "pretending to put pen stand next to calculator", "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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nevRNMUBtxAyT39KqrVjWmpRViJzm0uc9Ksol/wCEQZCBgwtnFeN+KogunXRUfNtODnmvarRceFyv/TJq82mSBLyRpE3oEJKnAHUDHPHfvSive+ZzTfuP0LVxong9raMrYaWW2LkhlznA965y90Xw7uPkWFpv/hCtnn86p6vJppLKlrAjLvU4C43DkdB0H69qwn+zKnmR29k0e/H73lumeo/njH411aI8xU5N3uyjoQ+bUnA+9dsMegqvNdRy67bI6BiJzHv9EbII/BsEVLosimG6wQC1w7ALS3OmowvLyM/vbeZZHX1jcY3D6MP1rzaal7aTR9LRrQjSUJdbW8mjr/BupC4tGhZD50RIdV6nB61H4v8A32oTfIQ8VrFICecZLA5/Kse4MWixWOvWdy2JyzXEBGQh6dfRjWh4h1yw1KyE9nICWj2yr3UgnGfzNdlRudBp9Gb1a0Zpq+pzme6/xdf6VueH8tJOe4I/rWLEn7sEfxc1veG0Ja6+YnLJz6DmvNhrI4pLlTZ6P4Mt1uNWQyKGUA9fpS+ObKNNVLIAoMa8Ae2K0PByY1BMDop/lTPHEW+9zuxiMV2W0sc11ucJ4e0C01/WdTgvpbrZbRRtGIpNnJLA549hVu+8CaPCW2Tah+M//wBamyWenxRpK/nJLIqh5Iiw3ZyQOCMn2rmLhg0iBJ7hy2MIJ25JJBAOT+eOa6or3Vc8yopym+V2M/xLpcGl3ulx20k5Ml0NzSvuOMdKuSyAJySOmT7DrWTqTZvdNQrMpW5J/eT+YOAenp05/KtMOCxycjrXmY1/vD2sAmqVmNlbKjaeowFrG1GSa18oEEK2evqK6HTkWbV7RM8eZkg+wzVbxBHG2n20zphRK4+hJ4oo0uaDZvCv7OvCXYv+Goo1h0+dkCvLuDH1Oa7q3tEWdWJKnd0ya5KwtinhqKcAlbf53KjlQe/0rrLS6861hnD4JQhgR1NezC6O6MrxSKGnoyMrfwdM+9em2HzeFiM5zE1eY2bnyVxmvT9MGfDAx3jbgVw/ZR4LvzNHn65GrACSJWABDSn5B8w615/qU4d5sCTrICABk/N/P09q6fxNJLGkjRRPKTlCqpv4PtkVwt/d3EoiAhu0EaqjEQEF8fxHn7x71vGUYrVmNRTnZWIzMy3LOAu9ecuq+WTzwMj06D6VBooK2czZYKZnOD9R+tVWluDctILOaQcnyWjIjB9huz+var2mQzwaeokzGxlLEEZPJ71x4ycXGyZ1YOm1JtonYzISVYMCecYqsHl89wyDYxH4GpmLAlWbJ47YyahZ+WLAAEZ/GuHmZ2KEUZuq25ESyW4CyRNkADrVbTNXnj1WJ5hgMdrZ9K0z8xOeh6d81l38CqQ6fwtxitYyaVmJRTd0ei6Jb4vJ5F2gSBT/ADr0bwszf2hb7hg7+npXnXhyQtDGzHqBk16L4bffrcGeTkHP4V10dYnLiNJGx40GfJ4yNh4rz3VEjGjec9vuLMkYk6Ajc2UHXk9jjivQ/GvCQnttP868f1fVoluPsVxMvkJkyRmRQc9VIB75PX0rekupz1JaNWMa6ddw4i7nIHHXr06dvrWNqOxrGLbGBI0qYdSNpXI4HA5zz9D0qxcXyuHy1uD0Uq6ke/0H9aoS3STm3QFfNM6ny4/uKMj7vPt6dAOadR+6zKlF86N2fLR8q3phT0qhdTJJBIhGCQRg85q/NIQTiNgBxnPbHpVKZgSdwAyM+teMpaHsOnruUNCDadrEUizMYJfkYE5wD0rrrqA211E8RKq52nHeuanChEdcDBBxjHSupuWEtjGTnO0EVqpXHZJWMvVHMhKDopxiu/0oKHQk4PbFecXM+5tvckE16Vp4QxJJ0YYxjgYroobnNiNEj06ywfDDc/8ALNq84ngeW4aGMqWcYXccA5YcE+navRdPz/wi5yMfu2rze+uobW8Mk0QljwQY92N3I4rpive+ZzOUbJS2sclqsrJPc7pgVBkxgdMHHHPboKwpt08phWVA57ZAXjtkt04z9fyq7qVzkmZrjak4MkRA/hY4U/h0rIaUtcSQLvZwCPJGRswDznPY/wAq3kciWo3Q/L+zySEAsJ35PBIJ61sat5VzpNhcaOFF6kLx3SE8SjPzKfyBFZOj7Rp24suWmfBbuc1LbzJaXyzocI3yyKDkMD3ryfacs5HsQp6K5q+F9T0rUPDOueH9UiNtqT25NnLIuRuHIXPYgjPuCaxLrRDo+nyL55lllI3noPwFb6QtaXm9UQ+cNu7bzj0zVHWv3pzjITitXWk00tnuCpJSuZ1hLutU3HoOc10/hwnzrgbv7n9a5KzkK2pOeQT/ADrqvCQXzps5LHbkk9etZU176KqX5GeteDxtvU5zlTn9aTxqhN+pzn5ASKb4SXy9SRAd2AefwqXxoF+1DPXYK7mtfkcCkkr+ZwGqxSi0SbyQys0aqzHhsLkqOOCOufQVyNy2CGCxZ2r8w9TnkYX+Lt6Y711OtXUUljbwRB2mU+ZIG+7sAGSvuM8n0ri7uTCMxkiGAFLFPlUnrnjp6ewNdHQ5ZpKWhSvImN/YGYARyStsPQEAMOOBwDx9a1XBVEjGdvAJLdRWUw8zUtPIjKq5YjKYDYDDI4HHbqea1ZUjYfN0zgEGvMxX8TU9LDRfs7orzzi0eJxkAEZ29x0NbfiW6g1bwxa2lkiiWNMgjuRyK5i4t/Mwm4kZ6e9RaRcT6fqiQTOXtZDtG4cqT0qadTlVkbKm73Z3vhUv4r0ifTNKvRb3q2g8yNhhhg4I/PH51haF4um0eW40jVlIKyNFnOTGw4wRUNstzpHim21TTrr7Hcxty5GVkU9VYdwelTeJYrHWNTm1aW2WK6lO5yp4LevvXfSxcU3zrcm9SNTmTOx02Vguw4616pppI8KA9SIXryOwIj5IO8EcivWNKkU+EC2cARSfh1qPsqxyL43c8w1SXJbB/irm7mQbdxDEgcL6mtjUJtzOTnBbj1rCmLdDwOgNc9R3Z0JK1ipvZsFiFkcYPpUUxKDkqe2amdAsg2nIXt7VUuCTtBwuCR1/WuN6s64KyVytJJjHsc1Vcgu2Sevr0p8jhWBGCAaiY5BGMc5qkhPUYWAbaOMcDFMkUvCynnjr70SZUAjJB6Y/nUvh7To9b8Rtps+oS2ivHK0flx7yzqhYL6AcEkn096uKuTKXKdZ4bf8A0GMr1AWvTfCj+ZrFscAc/wBK8Z8DTTy21wHkLKAhAz0zmvX/AAdIo1q3QOTkj+VdlHSLRw13eaZu+OpMC3T1Un9a8v1FYZJj5kUbf7yg16N8Q5drWwGM7D/OvNL6Ta+707YqJvRI0it2YtxbWYcK1vEzuMjag4FRC2hiK7LaNSowWVelWXUyZYAbQOcjr6VCGCKQzEEtzXJUep004u10Vpn3E+/BqjO+FJXkjkAnFTysWZmz0NVHYMjc854NQkay7gCTjcQV9K6Czma6tYUXczbcHaM9K51c5YDIHStWPxHqWm6M66dMto6MoDQqA59ctWiItbUqX0MkNz+8UqCeMjGfzr0vTWDRFd2MHpXEeKNRuZNBtdVh1/UL5PtZtgL23REnIQM7xAc7VOFO71HuB1umyYcEKcZGT9a6qCalqcmIneNlueu6bj/hFhzkeU39a8m8QW4vEkTzTGN3BChv0PFerWJH/CHkjIAgfr+NeTahLuLjOee1auTjdozjFStc5C50mXcALws3UZgTjtWdJopJZHu/kC8ARqBj0robhiYyA7AFeTjpVADbsj28ccH0x0rlnWnbc2hRjfYqw2sdparEnzYJJZu+etU7gAkjgBuPT2rQusKFwuO456VmzZZlHQ9M+lc2+p120R0lpN9q0eFmb504z7jisnUrjc231O5qk0e5JtpICcEPuAPoai1TTbwMZhbTmPOAwibGfritUIx7Jy0coJAxIwIrr/CLgSzHABynHfvXJ+FLWy1HxOdM1S8ubOKaQqJUljiEZzklzJxjGeOpOB3ro/DUclnrGs2U/wBoU204jCXAAkXDNw23jPAzjI9K0hF8yZlUmuVpnsnhEH+1lORjyzx+FSeNzi4X12jFV/BLB9RU99jfypPHj7L9OePLHHvXZJ2l8jhgrx17nlmqWF213I8U9uFOQNyNkDuODjsPrWBLpN0UYiS22knpGec/jXW3rfvWGQOoOayJsmfcW4C8L2Az/Ouedefc2VCF9jIt9JeK7jnmuBJsGVVVxjIqxIqg4CqDnr7ZzVsAMu4rgnJyD2rPkbORjjmuSUpSd2dsIJRskV53AI3HG7GB71XlbzQXwcryPqKfNuJXAPPT2qPdvXrwO9CE1fQ6S7US2EU38XBrOv5iy7QeMcVJqlxJF4ciaNyrZUZFVPEfh/VvD+g6Tf3s1wJ74yebC0ZAgACFAxx95lbOO3TqDWqVyJSSZ2qExm4K9VGRXRQ6teR6ULRJiIGDAqPTvRRXZT+E4pfGctfOyyqAe278eazpid0S54ILY96KK5amxtT3ZBsDyMpJAJ5x9az73BlYYGMD+ZFFFYPc6UZZ/iHpjFLGxIUnqXx+poopj6IR8mQcntWdDqdxousjULTZ58RbbvXcPmUqePoxooq4bk1NjoPAy7Y9Q2kjaI8frXo+k3k9peW80T4dRuBPrRRXVS3OOvsT+IdSur+dXuJNzIu0Y9K5WYklieu4fyooqKm5UdikxJWQg4+bHFV3JwR0AQH8c0UVySOuOxk3EjeYRngg8VXJyW/CiiguPxMlhUeXu74qnefImR/E/I9aKKqO5MtmXNf8TNrtvbwy6Vp1sYESOKS2R1KRrnCAFyoHOTgcnmvRLMlRgHAIoorqp/EcdX4T1KylceBnOckQv1+v/wBevJ712G9s8lv60UU6oqWxkS8bH7kjIqKXmfH1NFFclQ6sOUbhQFB5OD3PvWZOx656miipRp0NLw/fyaZcvcwJE0w2qryLu2ZzkgdM1P4l13V7qOAz6ldSbfugyHA/CiiqiDOUh8T3NnfXn2mx0/UlmZWZb+DzMMg+Uggg9zkZwe4NdP4QvrjVdQ1W/vJDJc3DpLI+MZY7s8Dp9KKK3jujln1PYvA0rPrIzj/Vn+VM+ITn+04x/sLRRXRU/Qwo/qee3jEswyRjkYqngGKTjoxFFFcdT4Tqp/GVguY0OSM547dKz5hjIH97GaKKxOlsoPkoTnpSR9GGOg4ooqiehYumZvDqZPRx/OsfUfEWq6jp8Gl3l7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorWOxjLc//Z", 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"info": {"video_id": "219339", "label": "pretending to put pen stand next to calculator", "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": "8ad93272d21fe8caa113c0bdec057fe1c092b519535fba99f3c71cc8cf6eafa4"} +{"episode": 62309, "episode_seed": 933882262, "split": "train", "timestamp": "2025-10-13T03:29:19.420932", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 933882262, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 booklet into drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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uG8sOuGT++pyP0q0yRL0tMwGeO9VpCFXHpTopTOGK84qCY5Vqq4WOU8QyMZ4WB5BOP0rqfCype6hFcucRRp5zE+v/AOv+VGgeHbfxBqzrdKWigjLbR/ETwPy610SeC/sEEkVhcOivkbX7D0rCRocbr98Z5bmfu5OB7dBXR+CFKWqQBAZZHGRjkDvXOa94a1q3+5atMo5zHzWl4T1K5sLWWWaIpMWKDeMEKP8AE/ypIDB1KW7064ngkj2GSVpDNj/W8kg59OnFenaZDHZeGba13DzfJUkd+e9YGo3dlqWlLDNApEYCoe4x6VcbV02MTwQwjX6KP8TVaKyRHK1qWBEApPqSaguJ4rd40fdukYKMDuaiGqR4AyKi1SRZJtHCEEPcln+gxj9a6I2bsQ7lwxA5U5APXBx/npUEDSXl3NLcSbhDM8SZ9B0/maukelULAbo70f8AT1L/ADrOpFWNITaHTSBL51EbMGixlRnGK860GfbLPbk/e+dR7jr+ld74dQvp7zv6mIfQVxnhzSnn8bQWqg+XG5kf/cHP68D8awitLGjdzubxPsejWtoeHYeZJ9f8/wAqzfDEEN7dXLTQxSAn5Q4B6n/CpvEF8HlupQeEBVfoP/r1a8GWskdjJMqgsAcAjqRgCk3ZNvoJIzPiPpunadb2K2drHA8rsWdFwcAcD9a5aT7W2hwJDMZVlLRsAOgHc+grq7hrXW/E93NqzPLa6au1F/geTOWB/wA9q6zw3b29/ayNDEiWkeYY0VeMA8896VKpKcFPa5MklKx5bYX1pPqNvYRqwt0jYNKOrEKeR6Dqa6HRrq1sb3Ed3vRI3XEgxycYP6da6ObQ9Pe7JNnDnBO4Lg1WvfC+nXJeVI2hmbPzRnAz9OlbuLZGhkX0NvNcCSNvJnB3CROOff1rJttRuF1BopJy8zOiZB4YBhnj6Grn9k+INOQoIre+iHTnBFZiWVyupQNNYXFo7SAAnlM5HGffFZ+zSd7amnPJ6dDtJ5YI7IwblV2jyFPf1P61zviC5ltr7R5Z1VQ25WweoO0Vs6jB5mr6bGOFkLK30wDWH8QxhtPxxjzB/wCg1KWpV7ksf7q4weMHFejeDLgPaSQ5/wBWxH9a8sgvRNb285/jQbj6MODXY+DdZtYdU8p7iNRKg+8wAyOMc0o6MT2PTxTwKYvQe/SpBVMk57xfZT3+jpBbSNHK86IGBxjOQf0rWtl3WUAkJc+Wu4sOScc03Ub20soEa6dV3uFjBGSW7YqWFxJbxyAEB1DAHtmkMzLrQrCdJE8gRq5JYJwCTjn68A1j3vhlSESJUni3K0izMcnGSOe55rqm61Gw4oSGpM4K9jnm1NvNhaHbGFCnsDz9Kzvs0Msl3G6I3zDg9cba7vULaOdMOOnII6iuUms4Gu5z5fCHYGzyT1Jz+Q/ClazL5tDN8TXSG+FtHxHbIEAHQHqf6VieFrc3+tzsArkbsA/Tp+lQajetI0k0jZdyWP1NXfBRSFjISrGUZIY9CavcyRa1LUnufFEVreQvLbC33SRKBhM8qM9l+Vc/5FZms6rcXsjr92VxyAR0B4HsO/8AOrHi231DStdvZXhGy4CFZ17LtAKMe3rg1zQk3gkktg56feP+FTh6bp01GW/X1JqS5pNrYoXklxaq8SOxtbjkrnPIOfw5GakSYLZCQwW8scSqGWQ4bPqP0qzqWwRJC3Nwx3kDoi9hTLFooJJZHjRjHAxUOuQSAe3fnFbWVnYcXzWNez8NPr2l2t99unQfMFhlJcAA4+Vs5GcVFJ4X1exfNtNuA5GHz/LB/Suw8Pxxt4espGMcJ8tTwdi5Yn04q9cW0ptyTkI4+WQdD9GHFaqEWvM4JV6sZt/Zv2Of8LrczWtyLxWE8b+Wwbr0z/Wp5oAHb2NXdOBS61LJyfPQE/8AbJa4C+1W/tNdvkS6k8oTv8jHIxn0NYSumd1P31c6vRNZXRfF9qTgQTgxv+lezNBFKMlQQehFfMd7dzztFdMMbG4IFfQPgvWF1nw1bTFt0sY8uT6jofyqU7mklZmo+nofu/kazrrQYZlIkt1b3AreHWnikxHnl94Ngkx5DtFg529qxNQ8NXsKAoN+CThe5Jr1qSNH6qKwY7yyvNUm0+JyLiJSzIR05I/+v+NIZ5JIk0EmJUZSPUUrXLvc20hY4gyVFer3mlRygrNArj1xXNXvhGzlJaEmI/pWsanchxuc/HrGPvU/Qr1ZWvBkf8fEjfrWdqmlTWLMA6yKO4NUPDsjrdzg5AZ2NOU7oFE62w/0W1MI+7yfxzmqvheOKDRr3xBtHmSoIYz9Dz/48f0qdW/dg+1U57hbPw/Y6VGMLCmX9z6/mSaxRTMPV5i8AhQ/NIwUfnXeeESy6fDbqCW3AsBXlGqX3+lKqEgod2fSvRPBupx22imebJmuAyg9lTpx78VcUHQ5W6mntpJ7NyUWOV8seN/zEhvfg16f4VWKw8LWiEkSTRtKAepJ5/rWNqkWk6lpioVG5IwocdcgdfrWhFeRrAEB4t4UjX2J5P6U2ktEQl1J9g81z9BUdxIsEJkKFgM5x2ABOah+3LgnPWieZX0q+l4JW2k2j1JGBWpI21nW8tEuAhQPn5T2wcVQ1tv3Vkn/AE+Rf1qxooI0K034D7SWA9SxNUdbfBsv+vyP+TVc1a6Qosluo1aSCXumcfj/APqrD8awC80tHUZePLj9M1s31zBbRRNPKkas20FzgE+lYmtXqLd2EW5WinWRODkZ+XH+feuTqbo5TRpt0EsBP3TvH0PWrEy4zxxWbCDYa0Yj93cU/A9P6Vq3Z2RM57DNDAqaf4v13RLlv7P1OeOMNxEzb0/75bIrudH+NNyhWPWNNSZe8tq2xv8Avk8H8xXlDcknvU0EazTBWfaMZyBk/QUwPfYvFnhjxVcacYb1Ungn8wQ3P7sgbSD14POOhrsEAWJFGMAAAjpXzJp8X2WeN5AQd4JOM4Ga2bnxTrFnrlxcaTqU8MbNwinchAHdTkUkk9UJprQ+gT1qNuleSad8X9Qttqatp8NyvQyQHy2/I5B/Suw034h+HNVwq3wtpj/yyuhsOfTP3T+dUI2b+YQxSSN91FLH8K5tkaO2UOcufmb6nk/rWjqt0kwgiV1KyvkkHIKryefyH41n3TgrnPWpY0eT6rd7F29Sa2vh5LCmoyXN2XaK2AMcY6byeCfYYP5iud1uyvbK9K3lrNBjgGRSAfoehrX8NL5Vgz4IMjk+xA4/xq1sJLQ9QbVNLupLwyHc9yyuwPYhQOPbA5FcFr2gwtM0+lssDgk+V/Afp6fyqUSBZN3cjFOabcOfwNNyuKxwkxuU1RVuRIpGEAk9KJHBids4+U49+a7K8it7i3Kzxo4xxuHSuW1XTfsajy33RZ4DHkZ7e9Az1jw3Z28/h2KGcAqI4l7jHy+o+taVxAtnozQQtujjjwPm5BJ/+vXOaNfCCyUbtpyMD6ADrV291ECzdiQcgA57c1TfvHPFWpv5lOzbFzqR/wCngf8Aota8218Ea9enH/LU16BYShpdROf+Xj/2Ra5my0a38QeObzT7u9ktg4leMxx7y7qhYL6AcHJ9qmp8Rrh3aC9Cz4W0oeIfDWu2wXM8Iilh/wB4B+PxGRWj8MfEkWkXFxa3svl27Dkn+Ejof5ipvg8Sf7Y/7Yn/ANDrG8W6UNB8YOUXbaXo3qOwz1H4GoNW7s96tby2vIxJbTxyoehRs1ZzgV8z6RqF7pGpy29tdSwk527W445HHTpXougePNSadLW8mtJM8KZm8ssfTJ4zQxHqJ5rCsbNY9YvbhlAme4Yg45KYA/KiLxTZiRYb5JbKU9BMuFP0boamsLY/2jeXzzrMJsCPaeET0qAL74Ncx4qu2trQQwYWWTkt6CumY1yXjS3f7ALuM/c+Vvoe9E7qOhdJJySZ5tfedsbfIxyeeaqWV6bW5QnGwnDVbvZfMt1J6nrXP3cjLGShwc1jBtnVNJI646eX33FpdTQu2W+VsqT9DxXf3/hqyvosvGVYqOR9K851RbbTvCtvqel6xfzKbn7IDcwrGtwQm53iH3tqkhTu9RznIHuAiUoOOwroSOJnjOr/AAxug0k1ncByTkK4qePTbrTbOK3khYeWgXjkcCvW2tg3IqrPYh1wyBvwp3YJnk0k+1ViBxlsHmrt1K0K8PkSSbuD2C4rr7/wxZXed0QVvXFYF/4SmjhP2aQkqDtzzSvrcDIF0x43GrDXrnTriBT80i4BP1rCu3v9LmcXdm/lKcb1Gc1LaajBdR7o3GM4IPY1spEtHRaddeTYQQsRlEANVdZnV1szn/l7jP8AOqBlIGQeO1ZupXTgW4z0uEP86pyuJIv+NP3mhJ6CZT/OuFht52s5r2MEx20iKSP4S2SP/Qa7mwjs9e1xdI1i+uLezmlCrIk0UaxEc5YycYAzwOScDvVnwf4fSZvGGhTRTRBZFhVbgASIVZ9pbBIyCBnBIrE1vocVrGLiK21CP/looDY7H/OamvbgS6Usg6yAD8e9Ngt5FjvtJuFKzRMSqnswOCPzqvbI13p724+/G4YA+hqWBmBSTWjZxND85TP4VJBpd0JAzwOYgeXAyBV6UrG4UAcD86znK2hcVcbHKjkBvl+tRyI8UzyxnAZCAy9iakBjkJA4PoaQw8YVivtUKVjRXTujOux50hJyenJHtVVovatUxNuO4Z96a8S+laRqW0M5xcpOT6kOm6jf6fNm1uHTjGzOV59jXQw+OLu3wl9bJKP78TbT+XSuYmQxZdSQc9a2/Eng2+8OeHdH1C985Z74yebA0ZAt8BCgY/3mVs47dOucXuKyS13Pdbi1hngMc0SSI3VXUEH8DXKat4a0y3snmtYTblRkLEcL+VFFUYHEFicZ9cU9SR3oooe5fQZOScA+tY9+xm1CxifBR5wGGOuGAooqhdTsYQI5DEgAUknFVLt2jgfax5OMfjRRUrcmXwEeiSMxvyT/AMt//ZRXNXOq3OieK59RtNnnxOwXeu4fMhU8fRjRRRLcKXwnYfB7/mM/9sf/AGetb4pWsUvhyK5Zf3sMwCMOwYHI/QUUUi3ueYXbkXFjP/y0dVJPrUmsnEGPcUUUhhpXivV9JjWCK48+0JANtcjzIz+B6fhivSdanl0XSbPU9Nke2kmCs0aMfL59jRRSmNbnQ+GNevdVtEa68ssRyVXFamtxrLot6rjI8lj+QzRRR9kX2jxe5J+zD8aw7s/uievIoorCG511C94g8VyeILa2hm0jTLU26pHFJapIpSNc4QAuVA5ycDk819HQnMKE+goorpRySJKUgYoooZJE8anqKzZVAfpRRUjKdzbQzoVkjDA+ormNU0DTo7eURwBN3JK8HJoopoTOZltkgiiCFvudzWHqBJMGf+ey/wBaKK1WwiRtdbR/tanTtOv4pZFYx3sHmAMvQgggjqcjOD3Brq/hfqF1q2o+IdQvZTLc3MkUsjkYyx3k8dh7UUVmX0Mbx9BHZ+O4JYF2tOiNJ6EnIP8AKuZgHla7NGnCndx+tFFDBFqXWtQ0WZZ7C4aJicMpAZWHoVPBrttO0uw8T+FV1i6tIra8L7Wa0yit9Qciiipa0Gjh7iFYLx0UnCkqM1LGdyZPXFFFc7N0T26K27IzVS5UKTgUUULcp7GbdcR/iKl1HxNq+qaRb6Xe3009tbSvKgkkZiWbaOSTzjbx6ZPrRRXRAwkf/9k=", "info": {"video_id": "92216", "label": "putting booklet into drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92216", "label": "putting booklet into drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "92216", "label": "putting booklet into drawer", "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": "de4ed7a7540028dee3c6db2b82cd8ef7934cda4c1cc776fb5b56fa957b2e65f7"} +{"episode": 62310, "episode_seed": 671525953, "split": "train", "timestamp": "2025-10-13T03:29:20.654340", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 671525953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 or trying and failing to twist pill 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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", 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", 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", "info": {"video_id": "219379", "label": "pretending or trying and failing to twist pill bottle", "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": "219379", "label": "pretending or trying and failing to twist pill bottle", "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": "219379", "label": "pretending or trying and failing to twist pill bottle", "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": "04dadf5b3a549e26ca4cbe762f50e1c4d4455aed112c7dbd341d367c7ba35dcc"} +{"episode": 62311, "episode_seed": 3392145337, "split": "train", "timestamp": "2025-10-13T03:29:21.816334", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3392145337, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'pulling a curtain 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "114666", "label": "pulling a curtain from right to left", "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": "70747acaee34fb7de0e33975432eb3a956075440d006319283a33c3a435ad21b"} +{"episode": 62312, "episode_seed": 927822000, "split": "train", "timestamp": "2025-10-13T03:29:22.590597", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 927822000, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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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", "info": {"video_id": "48666", "label": "taking pen", "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": "48666", "label": "taking pen", "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": "87e287d6d46326784ad9627f6f83da82c1d861027800464f1ab6762d9f2d3776"} +{"episode": 62313, "episode_seed": 1847293597, "split": "train", "timestamp": "2025-10-13T03:29:26.807764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1847293597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 shoe with ruler'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "171236", "label": "pushing shoe with ruler", "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": "171236", "label": "pushing shoe with ruler", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "171236", "label": "pushing shoe with ruler", "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": "2cc4d9ab22152e3492ef1b8d39a84598b91884cd2bd56beb826437992716eb78"} +{"episode": 62314, "episode_seed": 1350952671, "split": "train", "timestamp": "2025-10-13T03:29:28.907370", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1350952671, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sprinkle air onto 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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zOd59+aztBcLFd5PXaP51cmbBFTfUGMkfAOa5LxJeExFM8V0dxIFjPNcHr0++XaD3oY4LUx8lzgdaueI7f7J4ajTODvGT74apdEs/tF4HYfInzH61L4040YDg5k7/AO61dGGXvr1Cu/cZzFmXW4KeUYmaJWEUQYgALkt179asNeS/YgAVeEvxKd4YHk4x0rMt2t/tUZxKIvLGScB923tz0z+lSKYzZcxkSiT5dqrt27TyTnrXt3urHivc+ibKTdbI3qoNWs9OazdHlEukWkn96FT+gq+eDk186eygf7rfQ18vyt8x+pr6dc/K30r5ecku31NdFDqZ1OgxjTFG5/apAhY0MNnA610mJ6X8HJAsmsD1Mf8AWuv8daamr+E723wGlRfNjz1DD0rx7w7r954cnuGskRzOoHz9BjvWxdeMNduIHMl0i7hgqqcVyzpyc+ZG8JLlszzoExy8jHY1agOWpZrdTIS3UnJqW1smaRdpJXPNdl7mCTTPV/hhOTdXqk5zFGfyLCvSi2Tya8p+Gsgi167hG4L5WF3AAkBu+PrXqedxxXBiVaq/kdNB3ggzkcV5R8Zxk6L/ANtv/ZK9VY44FeVfGQ4Gjn087/2Slh/4iCt8DPLYV3O8QGWKEj6jn+lQ+YQM4q7o483WLcHoSc/lUep2v2W7kjHTORXpX96xw2925GszNwK9F+G7bJL6LsVVvxrzq1AMi16D8P3C6jdrkcxisq69xm1Hc6Txk23w1cnn7yf+hV5lArvPbIVTfJEoRYwAG9zz1r0jxo//ABTVx/vJ/OvMIvL821zbuFKjeueZDk8rxWmD0h8/8jLE/EWjdP8AYpURl8rcA25fmBPoc+3pXq+hzGTQrNu5hX+Qrx4Mpt5QYmLBl2MuMJzzu4/KvVvCsu/w1ZH0jA/Lis8dqky8Lu0bBYUEnNHuaYTzXnHYOD4oaQ8GkXHBoYgjpWhA4OfWkL00D3pMc0AKzZFeaeNJ5IfFNs0UmyURqyucYB+b1r0h2GMV5b49Ut4iTAHFsp6j1aujDu0zKt8Bgx3Mgs7uJZlEWVMikjLkE4I4qW0umS90+R5Ayo6hRnlQG7/may3kZyCxHqOKEbDKfRh/Ou2TurHIlZ3PeYriJo1O8cgUPcxf3xWNZvmzhPqgqhpqyat4rm02XVJ7SMiQxeWm7cyoWC+w4PJ9PevLhBydkehKSirnc6Jc7/tIHQbf61pzOcVxHw5vbi8W/aeVpMCIjd2zurtZW4ORWM01Noad1czL6bbEee1cPqLGW5wOSTxXXam3yGsOysPNuvPcfKDxVRV2XHQv6Tai1swCPnbk1heOZRHpCFuhlx/461dVwBXGfEEk6VboMZa4HU/7Jrroq00ZVXeDOYgv5hqkBF7H5+wIspI2hduMHj0pLa5zZSATgQiRWZSwyT0yOPesF3Zcx8bRx0B/WpIXOQTj8q9JVGeY4dj6W8KS+d4Y098/8u6f+gitotxXA+A7qR/CFllz8qbevpxVzxVqF1Z6K81rcSRSiRAGU84NeI/jaPTT0udVNcLGpBOSQeK+azGNzE+pr07VL2eDRYtRsde1GUNcG3zcRqizkJlnj77VPynd6j3A80Y5JrppQcb3Mpz5hnTpSBN75oY1LEOK2IHKu3pUjyfuSDTGOBUckg2UrXK5rFS645FNtLgxuGDY56ioLuc8gHlTg+1UvNfP3jWijoZuep6X8Pr4N4wl3SB3eJizZ4PK17CJFx94fnXzv4HmKeKbXnqrA/lXtC3Hy9a4cX/EOrD/AAG48yjPzD868n+MM4kXSAOmZf8A2WtuzvWvfGMumXmq3drbSS7I3iljRY+5LFxjGM8dScCuN8ZzXDNd2N7JcM9tK6xi5C+YmD0OOM9M44p0abUlImrNSTiczoA36rH/ALPNT+IYz9s3468VF4c41PJ6bam1+8jlnKIMnPWul39qYq3sjJtgxkwDXY+E38m/facfJkmuVtbd3kDDoRwa6bQo3tTLLJwzfKo9qK7XI0VRTudN4vuN3hSRyc/On8684W6ZZ7Qi5OUChXz/AKrnp+Fdl4quN/hMrkcun/oVeetI6/Kr/KPQ8U8K2oEYhe8XRcZFwPOwOrfN/rOe1eoeCbmN/DcALDK5GM9OTXj6sc9a9E8DSZ0iRfSQ0sU24Dw+kmd61xGB98VBLdqPuHca5/XbmW304yQyNG+9RuXriodc0vW9A0TSr67u7pZr0yeZCUwIAApQMcfeIbOO31BrjhTcldHTKai7HXqflFL/AA0UUIBueKCaKKYEbHmvLPiBz4gT/rgv8zRRWtD4zKt8JyvagDgn0oortOU9b00k6Zbn/pmK52XUrjSPEkt/bbPOidtu9cj5lKnj6MaKK4aXxHZU+E6j4aDaNSA6ARD/ANCruZDxRRWNX42XD4TAvuXCnoTinKoRQFGAKKKIFdBx6VxHxG/5BVt/13/9lNFFdNP4kZVPhZ50ByPrU8aglRRRXbE4me0fD0k+EoPZm/mat+MD/wAU+/8A11T+dFFeS/4r9TuXwfI5TV/ELazDBFJpthbmFFjje3R1KoM4UAsQBzngcnmuNNFFdy3OdEbVMh4oopsaEYkmprONXldmGdoyBRRSl8I4/Ec5d83s5/2z/OofSiitVsYy3ZveESV8SWZHqf5V7EjE96KK4MV8aOzD/Acld6w2mazqCGxsbyKWYMUu4d4DKOCCCCOpyM4PcGuS8VXtxqF39supDJPcM8kjYxknHaiiuil0ManUx7OVoRKyHBIxmosbmySSTRRWy3Zn0LtrIy4UHgHpW0kr+WTmiiuetudNHYm8Rsf+Ed29tyfzriO1FFaUPhMa/wAQ4DJFd74FJ+w3A9JKKKWI+AKHxGr4hP8AxK2P/TRf51h3mv6nqGmwadd3k01vbyPKgkkZiWbGcknnG3j0yfWiisqXwmlT4j//2Q==", "info": {"video_id": "128125", "label": "pretending to sprinkle air onto remote", "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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", "info": {"video_id": "128125", "label": "pretending to sprinkle air onto remote", "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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K0cebrFuD0JOfyrvpO1K5yVFepYpeYQM4qVZmbgVJqdr9lu5Ix0zkVHagGRa2vdXM7Wdj0X4btskvouxVW/Gug8ZNt8NXJ5+8n/oVc38P3C6jdrkcxit/xo//ABTVx/vJ/OuO379eqOp/wn6Hm8Cu89shVN8kShFjAAb3PPWnm6f7FKiMvlbgG3L8wJ9Dn29KqxeX5trm3cKVG9c8yHJ5XigMpt5QYmLBl2MuMJzzu4/KvUT0POsew6HMZNCs27mFf5CrpYVj+FZd/hqyPpGB+XFbHua8GStJo9ZO6uIxOD9K8Xkb5j9a9lY8H6V4s5JY/WujD9TOp0GMaYo3P7VIELGhhs4HWukxPS/g5IFk1gepj/rXX+OtNTV/Cd7b4DSovmx56hh6V494d1+88OT3DWSI5nUD5+gx3rYuvGGu3EDmS6RdwwVVOK5Z05OfMjeEly2Z50CY5eRjsatQHLUs1upkJbqTk1La2TNIu0krnmuy9zBJpnq/wwnJur1Sc5ijP5FhXpRbJ5NeU/DWQRa9dwjcF8rC7gASA3fH1r1PO44rgxKtVfyOmg7wQZyOKntW2hyfaqzHHApyOFikyeuBWF7GjIZnO8+/NV5HwDmnzNgiqVxIFjPNVfQzOc8SXhMRTPFcdkucDrWxr0++XaD3qDRLP7ReB2HyJ8x+tCV2bR0RF4jt/snhqNM4O8ZPvhqwrMutwU8oxM0SsIogxAAXJbr3610/jTjRgODmTv8A7rVxtu1v9qjOJRF5YyTgPu29uemf0r2cHpD5nl4t3mabXkv2IAFXhL8SneGB5OMdK96spN1sjeqg187KYzZcxkSiT5dqrt27TyTnrX0Do8ol0i0k/vQqf0FYZh9l+pWD6mlnpzTSaQ8HJppNecdxxIfFDSHg0i44NDEEdKsgcHPrSF6aB70mOaAFZsivNPGk8kPim2aKTZKI1ZXOMA/N616Q7DGK8t8eqW8RJgDi2U9R6tXRh3aZlW+AwY7mQWd3EsyiLKmRSRlyCcEcVLaXTJe6fI8gZUdQozyoDd/zNZbyM5BYj1HFCNhlPow/nXbJ3VjkSs7nvMVxE0aneOQKHuYv74rGs3zZwn1QVQ01ZNW8VzabLqk9pGRIYvLTduZULBfYcHk+nvXlwg5OyPQlJRVzH+I1x5osAOn7z/2WuY0Ab9Vj/wBnmtDUr2S+0x1uZTI4AdC3b1A/SqPhzjU8nptrrStSaOd61EyXxDGftm/HXisq2DGTANa2v3kcs5RBk561Qtbd3kDDoRwaum/cVyZr39DqvCb+TfvtOPkyTXReL7jd4UkcnPzp/OuZ0KN7UyyycM3yqPatHxVcb/CZXI5dP/Qq5m71k0dFv3bucat0yz2hFycoFCvn/Vc9PwpguMi4HnYHVvm/1nPaqTSOvyq/yj0PFMVjnrXoczOCx7B4JuY38NwAsMrkYz05NdC1xGB98VwXgaTOkSL6SGtXXbma301pIJCkm9QCprypq9RrzPRi/cTOgmulA+Q7jXk3ljcSa7TVljttBh1LT9Z1CZWuTbZuIljWchNzPEBztU4U7vUe4HHMc10Uqbhe5lOalsM6dKQJvfNDGpYhxWpmOVdvSpHk/ckGmMcCo5JBspWuVzWKl1xyKbaXBjcMGxz1FQXc55APKnB9qpea+fvGtFHQzc9T0v4fXwbxhLukDu8TFmzweVr2ESLj7w/OvnfwPMU8U2vPVWB/KvaFuPl61w4v+IdWH+A3HmUZ+YfnUH2neCFHAribO9a98Yy6Zeard2ttJLsjeKWNFj7ksXGMYzx1JwK0vDU15/aesWl3Lcv9mmEarc43rgsOccZ4GccVjOk1DmK9om+U6GZzisq+m2xHntWnK3ByKwtTb5DURGcjqLGW5wOSTxXQ6Tai1swCPnbk1QsrDzbrz3Hyg8VucAVvCJTehyvjmUR6QhboZcf+OtXHwX8w1SAi9j8/YEWUkbQu3GDx6V0/xBJOlW6DGWuB1P8AsmvOXdlzHxtHHQH9a9LDy5YHn4iN5m9bXObKQCcCESKzKWGSemRx71754Ul87wxp75/5d0/9BFfNMLnIJx+Ve5eA7qR/CFllz8qbevpxWONleKY8MrNnfFuKgkuFj4JyfSuU8U6hdWeivNbXEkUgkQblPOCeaw9Zj8R6Jo+m3t1qN4s12X8yIrgQ42lQTj7xDZx/9euKFNyV0dTmo6Gqp+UUv8NFFNDG54oJoopgRsea8s+IHPiBP+uC/wAzRRWtD4zKt8JyvagDgn0oortOU9b00k6Zbn/pmK52XUrjSPEkt/bbPOidtu9cj5lKnj6MaKK4aXxHZU+E5nUvlSNR0AI/lUFnK0IlZDgkYzRRXV9g5/tEWNzZJJJq7ayMuFB4B6UUU5bBD4jaSV/LJzU3iNj/AMI7t7bk/nRRXJD4kdc/gZxHanAZIooruOA73wKT9huB6SVq+IT/AMSpj/tr/OiiuCX8U7Y/wzM1rxK+uQW8Uul6dbGBFjie2R1KIucIAXKgc5OByeawaKK6epgtiNqmQ8UUU2CEYkmprONXldmGdoyBRRSl8I4/Ec5d83s5/wBs/wA6h9KKK1WxjLdm94RJXxJZkep/lXsSMT3oorgxXxo7MP8AAcld6w2mazqCGxsbyKWYMUu4d4DKOCCCCOpyM4PcGug8F3k+o3urXt1IZLid0kkbGMk7vyooqp/wiY/GdTIeKwL7lwp6E4oorlRt1HKoRQFGAKcelFFdK2EziPiN/wAgq2/67/8AsprzoDkfWiiuuj8Jx1viJ41BKivaPh6SfCUHszfzNFFZ4z4F6jw/xMt+MCf7Af8A67J/OuMutc1G+0+DT7q6llggdpF8yRmJLY65PONvHpk+tFFYUfhNam5//9k=", 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", 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", "info": {"video_id": "128125", "label": "pretending to sprinkle air onto remote", "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": "ee3ec376eccd4c4772a3a42fb7560a55c827d0ab36892939f4a215d39936ca6a"} +{"episode": 62315, "episode_seed": 2568885801, "split": "train", "timestamp": "2025-10-13T03:29:30.472488", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2568885801, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bottle so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "22671", "label": "poking bottle so it slightly moves", "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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mEqAOh5wTyKEJnXxvWBvya4y/1m/t9HhvrHxDqUqm4+z5nRUWYhcs0ffaDwc+o+g6rzOASe1OSsOLuWg49af5gHeqPnc80ecOtZ3HYuNLgZzWVqMUN0m2Qcdj3FStNwTVGeXjrzVKVgauVYIILCQvGo3HuRzV+LURnrWPdSZGaqxzEHGacptiUUitqMbadrySIT5E3zJz055WqPiewa6nsrkgNADHEwAxtXd/9c1vXlqNTsTDkeYvzRN6N/8AXrKstQYg20ww6naQeoNZN2dzrpy5lZmXo1tLperX9pNw0VwyHPfBxXpGkyZtyM+leaWezUfiDcW2pand26XM2BNHLFGIzwSzF+MYz05JwO9dP4RuLtNR1qyu5LlvsswjVLnG9MFh8wHGeBnHFU4/aM5TVuU7XzMDg0vm4qiZfTtR53SlcysXHl+U1k3znBx0qdps96qzneD3p3Cxy98qliSoz9KzFYw8c+Xnj0Fb17blsnFZXljJVxlT1olqVB8rNCxvtpAJ6VrG5EuDu6CuWa0uLf54VaaLr8oyy/UU+C/KsMNkGsJROuE0zrLK/eyuknhxuX7y9mHpXfadqVtqEe+B8nHzIeCv1rxnW9Slh0Yy20rRSB1G5euKTUP+Em8L6XpWpSajeRXN35nmRbcCEAKVVjj7xDZx2+oNaUk7eRjX5b+Z3W84NIzHJooq2YETSNkDPFV2dgDzRRQIQO2etWUkbAHvRRTAtQu24c9qvwsSPxoopiLqMSteU65fTab421C7t9vmxztt3DI5Xaf0Jooq4kyJPCh2rcgdAEH866EsSKKKmW5UNiNmOKruxz1ooqGWQF2z1qRJG9aKKEJluGRtwGa0YHbd1oopoRoRuwI5rG8ck/8ACMP/ANdo/wCZooqluS9jh9U8QPq8dvHJp1jAYlVI3gV1KoOigFiAOc9OvNehBjgfSiiqqBTEZjtzTCxz+NFFYmhG7nbVeY0UUwM+45FUejUUUAaNmxyBWR4khSDVoZYxteaPc/uQcZoopdC4fEcpLrsmn6lerJYWF9HNIHZLyDeAyjggggjqcjOD3BrqvAt9cajeaxfXUnmXFw6SSPjGSd2eO30oorR/CZv4mdiSaj3Eg0UVmMjdzQCaKKGBXuFBB4rFnUb+lFFAyxZOySjaSMVT8U20UBtruJdksxIfHQ4xzj1oopMqHxGBrErf2Oef41rNudf1PUNOg0+6u5poLeRpE8yRmJLYznJ5xt49Mn1ooqqew63xH//Z", "info": {"video_id": "22671", "label": "poking bottle so it slightly moves", "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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"info": {"video_id": "22671", "label": "poking bottle so it slightly moves", "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": "5dc06b99aa4719e5c108b6a3488b6bd97bf1a80d7a065aea7a42964d6a21be5b"} +{"episode": 62316, "episode_seed": 2253182301, "split": "train", "timestamp": "2025-10-13T03:29:32.059072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2253182301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen from geometry box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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f7/OQa19YurmfTCJZAwGFG8ZJ9s/5xXkYCm6GH9lNa3f5ndi5e1xHtYy07GTosv2S90vUVBJt52WQf7JXn8q7SHxZHqnjO0tIFzEUcO3o2OBXBw7m0iQg8LKMkdRx1/Wt34eaNI1h/bLNuJmBX2AOK58xp80GzowzVmn5nolybe4t42iYZRjkelXbS6hSBVJAxXKXlxa2Wq30dwShYhlxx2q7a2SXGnwTCSQOy53q3WvNjUbtJbmk6UeRJvQ5/wCKESTX2hCNQQ7S7yOwGw1hRjpWt4mguhdWZuHV44xKI2HBOdvUevFZsa8VwY6rztR7I9DAUeSDfc8m1aM/2xd2q5CrI348morbT/tcqQpMFbOG3nGDWh4igYeILto+GErA+4zmoLBpLaZ5diEuu0hxuyP8ivu6UZVKMJLdpfkfMTcYVZJ7Xf5nWeCmMUl5EwwY5Fcg9uOf5V09jqOpaRcyXt5ZO8PkrbBh91U4Iww4zgjrXJ6Tq1vDcPMIgJZI9sig9Rzgj6Zr0Kx1GY20L20v7towPlGQ/bkd/TmvPp0pUsbVqTjpK3/BOqtJVMNThCWquYmrXCt4qRwSVVwMY6c1QmgEetPOuNkkEiYzyCDn8uKm1RmOtBnZSQ4XIH0qrqDNbayrv/ecFQeCCOT+tRi4c9Jo6MHPkqpkGqr/AKM3+6f5iuRMqAS8gYyufQmuz1ABrAsDkbDg1w8ybnkx13A/XmvKy3ZpndmT0i0ag1+4jmieY+ZHsCSEcnjo3+NbuhQOFllcAbiFX6DmuPZVAwQB2xXoGmw+VZxLjkjcfqavMpqFGy6mGBi51rvoVvEcYbw9cnGSu1h+BFeZRxiRBO4JI5YA16trq50C99o8/qK8vNswZgpGwnoTjFd3D15Yaa8/0Rz5xaNeL8v1ZMmnAWUt1HKH4+732+v516XZy3kukwSWOPOaPf8AeAO3ZhsZ74Y1wljeS2saRHa8S5GwqOh64Ndh4e1iIPawqAkeGWIkYznjb+ldeOw1RypSavyu/wDX3GGGrQ5KkU7cysb9vqFxa6RLpV5aSW72tuCrFSCQW7+vPccVkaaEl0u4gfIJcDd6ZBH9a3b26ujpcqtM2xR0YZGT2/8ArVz9jk2l2BztKnH41rUamnoZUU4Wu7lZIp7Wa1uIiBPZyrIncNjjH0Ir1PTPG2n3uoW0RcJLIMbW7joRXl1pKCDExyyswU+ozTtKtFu9dQtkFCdpHUEHrXz3NKnWcem57rhCrSTe+x7JqLi0kWNv9Wjfe/2T0rg/iZKJzpnlAMR5h+n3a7Nrr7RpsZnUPKg8mUeoPQ1wnivTpUuNPRmLpIz4yf4RirhUi6vOttfyOKdNuFnvt+JU06Aw2cKN98KC31PJrlfH6+VNaSKPmdCpP4//AF67eNa5Px7EHSzB7q4z6HINcWTVHPMYvvzfkzuzGCjg2u1vzRxC2qBthYgyH5T2PtXQaDb/ANn67ZJvDiRWG5enI6fgRWLFBIJELEHYcgnn9K6C01MebG1wiGRXDI4XHze9fY4mhOdKcUtGmvvR87h6sI1ItvVNHcudTF7BJDbGa1hlWbCYbLooB3AcgYIpfEOqpqlhZXCKyGQlyh5xyR1qbQ9Wa6hkaBvLkEpZlBwVz7+nFQeI5ZZjE0rKcjd93B9M/jXHhU4YeFOSs0kb1k5YiVRSumV9QhE0dtPD96NFYj1+XBqpOuYR68fzFS37OtlbSjj92pBz1w3T9aSRlkgZ1HcEj0Oea8XNqdpqaPay2fuuLOHvSBcuuBu7fnVF1yGOOtXdST/iYNjg5IH5mqUSbYlBB4HNd9D+HE83E/xZHp0Q6VQ8Trnw9cexQ/8AjwrSiHFZvihivh65wM52j/x4V8xgv97pf4l+aPdxX8Cfo/yPPkGQKlx8uaZGPlBqRyPJP6V+oXPh7HaeF9M/tjSElO9XtkCI8f3gVz09e1dTq1lND4fQSyRtMTltoIBI9PSs/wCHRWPQMgcNMwf5sHqOldF4shk+xwnGAzHAPHavEmuSTS7v8z0oPmtc5PSIxJaalGRlVVWHsef8K0PBHiJdOV/D9x8rSyv9nbs3U7fqKk0K3RG1FSCWeMN/OuM1pZrO7juoAVntplmRh0yCDisa8VOJ00XaVj2nVLC3ub23mmjB86LBz2IFXtPSOLSY4hwIiVH0BrmNQ8QmbwnZ6xEv+rwWX0BHNO8N+JINX0SaSJxvRyjrnkHNeJFbtLRHTKD5VF7kXisApYN6+Yf5VhRit3xT92xX0Df0rDWvHxf8RnrYX+Evn+Z5z4hXHiK9H/TTP6CqCDnFX/ELbvEl5xjDAfoKpoMGv0nAP/ZKV/5V+SPjMWv9on6v8y7o526ukeAfOjaLGOucf4V6lpOgSWV4FilxbMNzIx+6ecFD745FeY+H1V/FVgCTjzl5HrXvFiGmRlC4dQBgHIA9vTrXNi42q3XVI1oy/d2PM9fQw6nNJuBw2VKjv/kVL4mgxNA4UA4U5PHUEVZ1OyMs1xv5wxPGDk5NX/E0Ae1t5FXI8sHH5cVyT96DudsfdkrHHoS2jSoTuKFgD7EE1yjp+8JC9TXUxggToQwJU8H/AHT/AI1zrKfnKnr1BrzaEOStNdzsxcualFlSZDt3Y+YNjivSYRwv0rzeRimI88dcivS4h8orizfaHz/Q0yv7Xy/Ug1lc6Hej/pi1eaKM16TrTFdEvSuM+S3WvN4hlc+9etwv/Bqev6HDnn8SHoSBflJrrvB2nLrVk9tKpZYCwXBwclt3Hv1rkyQEbJ7V3vw2IjsL1htDmQbgT1G3tXu4xJwT7M8vDtqTXdHQ3GnSW/hx1lnDyHgFlxkdgff3rC0KPfd3cWCQYCSO2a7PxLbyNo6yAbULDAPHHNYOgW6x6pKWBLPAefxFeenqdqXu3ORui0V4HXAIl3fXI5rQ0GVLfxasMhwsnzIfWoNchMc7/KcZDZA6VjapLJDcabcxuUlSXhvTpxXmV6S9on8j06E/3bPc5oRAy/N8kq7Sa5jxDMbm6sUKkG3EqtkdT8uCKu2uqyXuiqZFxKig49/aqWqzLcfZpRwWByPfivHxUvZtuPVWZ1UYKTXMVY16Vy/joYgsj/tOP0FdSnSuV8cufJsl7F3P6CoyT/kYU/n+THmf+6T+X5o5JRT3Jj2OOqsGH4EGhRiifBQAcnvX6S9VY+NWjueoabojz20GoW58ueUliTyjA5OGHbjvUniu08qWIBwVC4PPI7/0ro/DWDptjEqgqYFKYOedo6isjxNbSPqrIx/gHpxxXhpcqSR6kXzSuzHkj83wtA5GT867hxxzj+VY9o7Ga5jONrJuAHY4rrYrZf8AhE441GSsjDB+prjSSl4MZXKkdPauPHUvaQaO7Bz5ZHN6mg+2ynuGP86pumUIwVwPWtXUVP8AaE23BIY4HrWdIxQFmHDcfSpw/wDDiYYn+LI9HQ8VQ8QKJNBvAe0e4fUHNTpMOv40y6jF5aTW7MQsqFCR2zXy9F+zqxm+jTPfqrng490ebI5xt7DqatWVpPfTiO1ha4kweOij/P4VvWPg4ecXvp/MUEkKgwDXV29vDYWE4t41jVIXOFHfGP619Xi+IacXy4dXffoeBh8ok9art5B8NdSt4bC7S6kEhWYlhFECQfQfgK7fXTFqkEI0243QhS8sJUk8d8H61xPhvwtq9tqeoahp0Sy2rBRt6FWAB78HqfzrXgu/sd063KvbwuPLYqSSueM0RxHNacno9dTOSpwbV7NFbSlKXcisxA29ueA38uayNVsTcy3kQZE/d7su2ASvOPqQOPyrejt/KYkELmJ8knqRg/zFZmsDa93uQjftIyvr2P5Guh6ouLtNljQP9L8H3Vi/JUEYrz7TdYk8N6uZskW0jhLlPYHhvwrtvDNz5d5d25PDDOK4KTTE1bx9faRc6hLaxEzNEEj3FmCFgvoBweT6e9eXhI89WpTO3G+7ThUX9af8A9X1m+jvobOWJgykMQQfpWYDxXAfDzVLy6tLi2uJ3kigEflBjnaGzkD8q7jzeABXiY+i6deUX/Wh34SpzUYtHC+J1EXiKdgc7grfmv8A9aszdkAs23P5/hXT67oN3qOorcWzR7WVVfccFSO9aOk+FrOxKyTj7RNjJL9AfpX01LO6GHwdNbySSt6Hi1MsqVcRN7Js5vTFmstQ06eSMQQSTKVllGS+D2/GvoHTtR0x1MRl8qZlBGEKqPy615Z4j0iTWYktrfHnxRxmLPTLOfTpx/KumNvqtnYwx31i8Tqgww+7u78j1I+tRSzCeJj7WWn5IVXDUqEvZtjtUtpwwnmcO82W3gY3DsfelvYll0RWJ3fu1HsOB/hU4nTUYoV8wvJCuxouy+h/Hmmyxv8A2Oy8EiFeAMgYJ/UiuuLUo6EXV00cffWrRzpKXVvNhyV3ZZSBtwfyrjjjZkDJrudRbdePgYACg5H+fWvONUu5IrAiJijKwwR3rkUf37S7I6Kz/cp+ZHMy7wf9rBxXp0bfKK8z1zTrG38P2+qadql9OGuza5uYVjW4ITczxAc7VOFO71HuB6JFKML9M1wZzTaUL+f6G+Vyvz/L9SS/VZNOukbkNEwP5GvL43IXHQdSa9OY+ajI3RgQfxrnrTwdAt1vuLh5YgflTGOPenk+YUsFCoqnW1vxHmODniZQcOlznrGyn1C5SG0gaaRjgdlH1rvfhxfJY32o21zKzyKQrxxoOMDAAz19M1f0+CGyQCGNY40BbCj0Gf6VH4c8Janc6u2q6YU4tkEiOdvzEA5B9cgGuunm9TGVHC1l0OargKeGgpN3fU7rU7m11axhj06SSJycywsvLADPPY1ylknl6kQzEDDDjk8YP9KsC4nsLzfcQlAo2yhDkjPfj60ixRieN42wjbhvbqQVPP8AKuynUUnvqc94WaizN1az+0ai8AdI/MRk3u2FHcZ9q4bxDC72FuqnEgJKn3AUiu91MkSO7A/PbrjI79P1zmuL119kcDEZ2vwP+Aisq+ji/M6qL9x+h3XgbVodV0uKXgErh0PVWHUVc8Q6YsWp2F4jfuxFKoAPGSU/wryfwZdhfGzWMmp3VjBdvjzIZo41RupZi/GMZ4HJOBXY2OpajNqOoWd/cXUgtJiiJc43pyQcgcZ4GccV5+Pwrp0pVFt/ma4Svz1FA3Faua8bIrafbP8AxLMR+BU/4VurMMEj6VR1fTv7XsvI80xurB1fGcH/ACa8fL6scPioVZbJno4um6tCUI7tHnwf5csdo9auRWd0NPmvYYdsMQ+aeUcDPAwP/wBddVpfhOztMS3P+kTZH3ug/Ct+7t47ixjtCoCSy7cDoAFY/wCFfR4niNOfJQWndnjUcotHmqPXsdJ4P1fT10DTlndmURhQ6x+3Ukc9qPEMTzzTTpMstuvERA5XjJGfxFYug6Dq+g+G4FuYkmt3+cMhwdp+YAg8jBz+dW4bpZLc2UzGN925UB+8PT8ua6FVtLlk/wBDBOmtU9R1iu/T5VLZw7HaPqD+dcteWUhgWdcbIpjGQSM/MMgjuRwa6+2jaIOpwF8z7o5Jyn8siuXvuFhUqN4LZ+X6itKivFXNaTtJ2OO1FQNQnycHd0H0rIuTkE5wQAateJbp4HuGjYrIzIdw9CBVTxJ4e1XQNB0rUL2a4W4vjJ5sJjIEAGwoGOPvMrZx26dQaww1NypJojFStVZ2kLEo3PYVbi5oor5WZ9Ei0vQ/T+tOuONNufcKp+hcUUVlH40D2PUPCcSRaEzoOZJZGb6g4/kBUXiSythoMsohQSZB3BQCaKK+yw2uEjf+U+UxH8SfqzmdOtkeSJpCz8MuGORgjH8j+lZOoRrNrtwGHCqpAHqQcn9BRRWkf4a+RtT+JGBYNs8TYQBVZX+UdOorhPE+oz6N47udQtNnnxSNt3rkfMhU8fRjRRXm4L/eX6fqepjv91iHgElDfqDwPLH8679T84+n9KKK87NP95l8vyRtgP4Efn+Zaj6CrA6/gP5UUV5MjtNTQ4ln8UBWyNskOMeyFh+tenXFvDclUniSRRyA655oor6rJP4Ul5r8j57Mv4y9Dh9Xt0g8RyRwZiU4yE+lF+q23hyV0UFtjnceTwSR+poorupqzml3Zx0/h+ZyN9DHHZQkLliyfMevUZrynWvltGwOrDP50UVzw/3j5I7638BepV8QeKH16C2hl0nTbYwKkcUlqkilI1zhAC5ULzk4HJ5r0S3Ylev8NFFc2c7Q+f6GuVfa+X6l2KrCd/oaKK+ckewTMSthdMOogfH5V6N4Ggjj0iZ1XDNIFJ9gi4oor1Ml/wB4XzPNzP8AhfMt6/awyaNeM0al1XcGwM5+tcTp1ujvC7lm2MGCk8dPSiivoZfxY+j/ADR4kPifoUtaiRtdEWMIkQIA9c7R+QrhPEoUsAFAHm9B/u0UVhifiXqehQ/hy9DjbXXX0nVZojp+n3sU8gZkvIN4VkBwVIII6nIzg9wa7PRb64v7q8vbmTfcXDiSRsYyTn8qKKjMv92+78yMB/HX9dDokJ2r9TVuPofpRRXycz6EsL0H1qUjM1op6bZm/HaB/Wiiph8RE/hPWBEi2SQhR5YQKARnjFcb4lt4ob+2MKCIlM/IAOaKK+5xH8P7j5FhY26CKeRsu/BBbtwRx+BrkzCk0d27jJVnA9gOlFFFX4DtpfGeYeKxy57/ALr/ANBFc/f+ItV1LTYNMvL2ae3tpHlQSSMxLPjOSTzjbx6ZPrRRWeC/gonF/wAZn//Z", 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", 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", "info": {"video_id": "143542", "label": "taking a pen from geometry box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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Ehxgj+E44PSs7QNXSeRYkKiQQ7V5zv5zkVraxdXM+mMJZdwGFBcZJz2z/AJxXkZfTdDDeymtbv8zvxkva4j2sZadjn4o1utCa3ztYuygnoPl7+3FR265srUEDIgUHHPTI/pTrdWfSpcHISUEnv9ag0yUPbxRE/MgIBz1GSa4s2g3DmR6OWztJxZzesMI7hSfQfyqC31CS1eVYXwrxbHXPfqD9ata+oEoHbAz+tY6x4ZycEEjn8KvCWdFXMMY2qzsblheS6tLbwyIPNjbEpxwR6j64rsYx3rkvCsIa8uJP7igceprsY14rx80mvaKC2X6ndl8P3bm+v6HleuR/8T67thkKJGP15NVrfT1upVhEwRgcNvPA961PE0BPiC7ZOGEh/EEA1UsTLbTNMAu5gVO4bsivtKEZVKFNrdpfkfOVZRhWmntd/mdV4LLQ3F5Cww0cisR+HP8AKupstQ1DSbp7y8s3aHyVtlZcbVQ4Iww4zgjrXI6Vq0MVw0piAmaMq4HG4diPpmvQdP1KZraF7aXMbRheBkN2wR39MGuGFOVLGVKk46St/wAE6K0lUw0IQlqrmPqsqTeKBySm4KePetvQPEkXh7wrLYXH3ondY++4EnH+Fc5fu51sFmUkSAZA69KqXdjLqHiS1sFfaZZjuGeMcE0YiPNA0oNc1meseFtSjvPD9hcXIEbyAjB7EHpV628u2uySRjJwax7iw/s/w/PblflhkV/oD1plnPaX2opFA7MNhLqDxXz8HZOHZndKCfNJPR/8P+p17SwToVyDxXgGiQOPOlcAZbao9hXrdxZ3FsoazmJOf9XIcgj2PUV5pp0PlWsa45PzH6nmjE12qLT3dgweHSqqSd0ir4jjDeHrk4yV2sPwIrzKOMSIJ3BJHLAGvVtdXOgXvtHn9RXl5tmDMFI2E9CcYr2OHryw015/ojlzi0a8X5fqyZNOAspbqOUPx93vt9fzr0uzlvJdJgkscec0e/7wB27MNjPfDGuEsbyW1jSI7XiXI2FR0PXBrsPD2sRB7WFQEjwyxEjGc8bf0rrx2GqOVKTV+V3/AK+4ww1aHJUinbmVjft9QuLXSJdKvLSS3e1twVYqQSC3f157jisjTQkul3ED5BLgbvTII/rW7e3V0dLlVpm2KOjDIye3/wBaufscm0uwOdpU4/GtajU09DKinC13crJFPazWtxEQJ7OVZE7hscY+hFep6Z420+91C2iLhJZBja3cdCK8utJQQYmOWVmCn1GadpVot3rqFsgoTtI6gg9a+e5pU6zj03PdcIVaSb32PZNRcWkixt/q0b73+yelcH8TJROdM8oBiPMP0+7XZtdfaNNjM6h5UHkyj1B6GuE8V6dKlxp6MxdJGfGT/CMVcKkXV51tr+RxTptws99vxKmnQGGzhRvvhQW+p5Ncr4/XyprSRR8zoVJ/H/69dvGtcn49iDpZg91cZ9DkGuLJqjnmMX35vyZ3ZjBRwbXa35o4hbVA2wsQZD8p7H2roNBt/wCz9dsk3hxIrDcvTkdPwIrFigkEiFiDsOQTz+ldBaamPNja4RDIrhkcLj5vevscTQnOlOKWjTX3o+dw9WEakW3qmjuXOpi9gkhtjNawyrNhMNl0UA7gOQMEUviHVU1SwsrhFZDIS5Q845I61NoerNdQyNA3lyCUsyg4K59/TioPEcssxiaVlORu+7g+mfxrjwqcMPCnJWaSN6ycsRKopXTK+oQiaO2nh+9GisR6/Lg1UnXMI9eP5ipb9nWytpRx+7Ug564bp+tJIyyQM6juCR6HPNeLm1O01NHtZbP3XFnD3pAuXXA3dvzqi65DHHWrupJ/xMGxwckD8zVKJNsSgg8Dmu+h/Diebif4sj1KIcVm+K1z4ek9pEP61qxDisrxW23w9PxnLIPpzXzGAv8AXKX+Jfme9jP93n6P8jgEHAqXb8hNMjGVFSPjyT+lfqFz4U7bwxpg1fSY5wXSS3jVFkj+8Cue3ftXU6tZTQ+HlEskRnJywXO0kc8enrVD4c4j8O7gCQ0zBzuwRkjpXSeKoJGsYSAArMcDp2rxJrkbS7v8z04PmabOO0SMPb6lEAWCIGAI6Hn/AArEUG31BGBAVZWyPUE8/wA67PQbRY7jUAQcyRBj+v8AjXKapC0c7fKeoJK9O1c2Igpxszsw8uWZjeIkBu8EeoH5msYIccgAE4rb1oB2hJJ5Xr+JrIlVwxYkZXp71y4SPLT5ew8a71b+Rt+EFxLejHAKY/WuwjHFcl4QbfJeE5/g4PbrXXL0rwcy/wB5l8vyR62A/wB3j8/zPPPEq48RXQ9SD/46KzlXnFaPiRi3iO5yMY2gf98iqKcGvv8ALn/slL/CvyPksYv9on6v8y5pLFdXjjAz5yNFj1zj/CvUtK0B7O9AikK27jcyNzzzgofw5rzDQQjeJ7Dd90TLyD3r3axDTRuoX51AyVOQBx+XWscXFKrddUaUZNwseb62hi1KZ9wJD5Ugd/8AIqfXHk03W7HUYI9zQsrlc43AjBp2o2xee4387WJ4PUgmr3imENDDIq5ART/n865X70dTsXuyTR2+i6rb+KNNlnhbfDPFjJ7Mpxg1HpVnbW91a3EaAOQUbH+fauC+GOrvpms3ekyZ8mZvOjz/AAscbh/I1rzeKk0vxNHpt18iefhXPTnpXh1YWquKO1L3X0T/AOGO8udv2hVHua8qjHNekicS3UjA5CpivOUH868/G9DrwMeW6fkV9ZXOh3o/6YtXmijNek60xXRL0rjPkt1rzeIZXPvX0PC/8Gp6/oeVnn8SHoSBflJrrvB2nLrVk9tKpZYCwXBwclt3Hv1rkyQEbJ7V3vw2IjsL1htDmQbgT1G3tXu4xJwT7M8vDtqTXdHQ3GnSW/hx1lnDyHgFlxkdgff3rC0KPfd3cWCQYCSO2a7PxLbyNo6yAbULDAPHHNYOgW6x6pKWBLPAefxFeenqdqXu3ORui0V4HXAIl3fXI5rQ0GVLfxasMhwsnzIfWoNchMc7/KcZDZA6VjapLJDcabcxuUlSXhvTpxXmV6S9on8j06E/3bPc5oRAy/N8kq7Sa5jxDMbm6sUKkG3EqtkdT8uCKu2uqyXuiqZFxKig49/aqWqzLcfZpRwWByPfivHxUvZtuPVWZ1UYKTXMVY16Vy/joYgsj/tOP0FdSnSuV8cufJsl7F3P6CoyT/kYU/n+THmf+6T+X5o5JRT3Jj2OOqsGH4EGhRiifBQAcnvX6S9VY+NWjueoabojz20GoW58ueUliTyjA5OGHbjvUniu08qWIBwVC4PPI7/0ro/DWDptjEqgqYFKYOedo6isjxNbSPqrIx/gHpxxXhpcqSR6kXzSuzHkj83wtA5GT867hxxzj+VY9o7Ga5jONrJuAHY4rrYrZf8AhE441GSsjDB+prjSSl4MZXKkdPauPHUvaQaO7Bz5ZHN6mg+2ynuGP86pumUIwVwPWtXUVP8AaE23BIY4HrWdIxQFmHDcfSpw/wDDiYYn+LI9LQ8AVmeJUEnh67yfugOPwIq4koxnPSoL+E32nz2wbaZEKgnse1fL4eXs68Jvo0/xPfrLnpyj3TPOUc4CDtU9rbyXcwjgie4l5widPzrasPB88spa/lVIwT8kZzmuwtLO20ywuPs0Sx7YXOR1J245P419bjOIKVN8tD3n36Hz2Hymcveq6Ik+GmoW8Wm3a3bxkrKSwij3bPYfgK7rWjFqMMCafcB4SC0kZBY8d8H0zXnvhrw9q1hrGoXdjaie0YKQF6q2Aeh6/eI45rorW9+xXbCfzLaJ12MzE5XPHpUxxPNaTej1E404Nq9miLTV2XzKzEfIenPRhWbqtj5t1dQq4TMR+ZmwMrzj8QDW3FblJQVIXMbgsT14Bz+dZ+uZSS6JQ/Oi4yvrxg/qa3krxKi7TdjgdXXb9mz/AHW4H1rEuCF+UjAz+dbuuyeW0D4zgt+HC1zuk2i674nfTrjUZrWNklaLy495Z1QsF9AOCcn0rlw0Oa6Xd/mXi3aSb7I3/BjDde+2wfzrrgeK88+Hdy8n29pHJyIjz/wKu787gCvAzODWJl8vyR6uBf8As8fn+ZxXipRFr7uv8SIx+uMf0rI3A8MxBPYcmuv1vQJdVu454Zwh2hHBHYdCPzq9pXhyx04q2zzZsZLvzz7Cveo53Rw+DhFayStY8urllSriJSekWzmLCK4068065nQW1vLMpRnGWfB7enNe+6fqmluhjkdopmTKts2qD7YrzLXtHk1xEs4TidY4/LJGfmZz/SujnsNX02zhi1C0AZUG11cbd3c8c8kZoo4+piYe1lv+CIrYelQl7O5X1e0uEdZZpPMebL+YBjcD0PvRqaCXR1bJbKjrxjgEY9uKsvLHqKQgs7SwrsdDwF9Dz681BdI39l4GHIijYgDI4yMfXArrjJSjpqRdNpo523iaw8SWd55ikShWIDZK9sN6HINHxJs0kvorjBxKuCR2PUGm6k+26eRBjYy849Kd8Qp3l8IQXUTESKycj3rzKrti426noxjzYWT7X/z/AENTwD4rN/bzWl44N5DgMSfvr2aolbr9a831GCDSNKtNf0PWNQeX7UbTdPCsS3OE3O8WOdqnCnd6jvkD0CObIB/GuTNsP7OUX3v+hWXVedS8rD79Vk066RuQ0TA/ka8vjchcdB1Jr05j5qMjdGBB/GuetPB0C3W+4uHliB+VMY4961yfMKWChUVTra34kZjg54mUHDpc56xsp9QuUhtIGmkY4HZR9a734cXyWN9qNtcys8ikK8caDjAwAM9fTNX9PghskAhjWONAWwo9Bn+lR+HPCWp3OrtqumFOLZBIjnb8xAOQfXIBrrp5vUxlRwtZdDmq4CnhoKTd31O61O5tdWsYY9OkkicnMsLLywAzz2NcpZJ5epEMxAww45PGD/SrAuJ7C833EJQKNsoQ5Iz34+tIsUYnjeNsI24b26kFTz/KuynUUnvqc94WaizN1az+0ai8AdI/MRk3u2FHcZ9q4bxDC72FuqnEgJKn3AUiu91MkSO7A/PbrjI79P1zmuL119kcDEZ2vwP+Aisq+ji/M6qL9x+h3XgbVodV0uKXgErh0PVWHUVc8Q6YsWp2F4jfuxFKoAPGSU/wryfwZdhfGzWMmp3VjBdvjzIZo41RupZi/GMZ4HJOBXY2OpajNqOoWd/cXUgtJiiJc43pyQcgcZ4GccV5+Pwrp0pVFt/ma4Svz1FA3Faua8bIrafbP/EsxH4FT/hW6swwSPpVHV9O/tey8jzTG6sHV8Zwf8mvHy+rHD4qFWWyZ6OLpurQlCO7R58H+XLHaPWrkVndDT5r2GHbDEPmnlHAzwMD/wDXXVaX4Ts7TEtz/pE2R97oPwrfu7eO4sY7QqAksu3A6ABWP+FfR4niNOfJQWndnjUcotHmqPXsdJ4P1fT10DTlndmURhQ6x+3Ukc9qPEMTzzTTpMstuvERA5XjJGfxFYug6Dq+g+G4FuYkmt3+cMhwdp+YAg8jBz+dW4bpZLc2UzGN925UB+8PT8ua6FVtLlk/0ME6a1T1HWK79PlUtnDsdo+oP51y15ZSGBZ1xsimMZBIz8wyCO5HBrr7aNog6nAXzPujknKfyyK5e+4WFSo3gtn5fqK0qK8Vc1pO0nY47UVA1CfJwd3QfSsi5OQTnBABq14lunge4aNisjMh3D0IFVPEnh7VdA0HStQvZrhbi+MnmwmMgQAbCgY4+8ytnHbp1BrDDU3KkmiMVK1VncwMSrZPYVai7UUV8nUPo0Wk+6f896fP/wAg2691VfwLCiiso/Ggex6V4RiWLSJGXOZJnYg+oOP6Cl16wtBolxKLeNZDhtyrjnNFFfa4VJ4ON/5T5PEfxJerOd0qETSQGVmcZYbW6YwR/X9KytWAn1x1cDasQYAepyM/kBRRVQ/hL5GtP4l6HAeJlXzQAoAEj4A6Dha4JdTuNI106ha7PPhZtu9cj5lKnI+jGiiscF19X+ZvjfiXojW8B5Rr5QeAIx/Ou9BO/H0oorxMz/3iXy/JHqYD+BH5/mWk6VOv3h9BRRXkyOw1/DsST+LArjhZIsY4+7GWH616fPDFPIqSxo6jnDKD/Oiivqcm/gy9V+SPn8y/jL0/zOA1a2jj8RzxRZjTI4U47VDqkaW/huQxqNyrwx69cj8txoorup7y9WcdP4V6nK6vbxRaegVRnONx61leIHMvw6jL8/6uiivMxH+8R9Ue7Q/3eZ59r/ih9egtoZdJ022NuqRxSWqSKUjXOEALlQvOTgcnmvRLdiV6/wANFFXnO0Pn+hzZX9r5fqXYqsJ3+hoor5uR7BMxK2F0w6iB8flXo3gaCOPSJnVcM0gUn2CLiiivUyX/AHhfM83M/wCF8y3r9rDJo14zRqXVdwbAzn61xOnW6O8LuWbYwYKTx09KKK+hl/Fj6P8ANHiQ+J+hS1qJG10RYwiRAgD1ztH5CuE8ShSwAUAeb0H+7RRWGJ+Jep6FD+HL0ONtddfSdVmiOn6fexTyBmS8g3hWQHBUggjqcjOD3Brs9Fvri/ury9uZN9xcOJJGxjJOfyooqMy/3b7vzIwH8df10OiQnav1NW4+h+lFFfJzPoSwvQfWpSMzWinptmb8doH9aKKmHxET+E9YESLZJCFHlhAoBGeMVxviW3ihv7YwoIiUz8gA5oor7nEfw/uPkWFjboIp5Gy78EFu3BHH4GuTMKTR3buMlWcD2A6UUUVfgO2l8Z5h4rHLnv8Auv8A0EVz9/4i1XUtNg0y8vZp7e2keVBJIzEs+M5JPONvHpk+tFFZ4L+CicX/ABmf/9k=", "info": {"video_id": "143542", "label": "taking a pen from geometry box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "54c8b4e01bae667b97a9748a944a576b2a5be08454310509771f58ea4e160d06"} +{"episode": 62317, "episode_seed": 1790245373, "split": "train", "timestamp": "2025-10-13T03:29:33.678816", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1790245373, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7912", "label": "pushing color pencils 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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", 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", "info": {"video_id": "7912", "label": "pushing color pencils 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": "899b8b599f055701741b4c3d1b78e72e40a4ba88900db3f5d9ccb263e547587f"} +{"episode": 62318, "episode_seed": 1711169665, "split": "train", "timestamp": "2025-10-13T03:29:35.147373", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1711169665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a mail box to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "9367", "label": "showing a mail box to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "9367", "label": "showing a mail box to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "16b65a6224acfd56e87f53cf6eb1d15da5889459c80263e8a8417b3637c4afe6"} +{"episode": 62319, "episode_seed": 198205278, "split": "train", "timestamp": "2025-10-13T03:29:36.193310", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 198205278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a chopstick 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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", 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", "info": {"video_id": "7403", "label": "pushing a chopstick from right to left", "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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", "info": {"video_id": "7403", "label": "pushing a chopstick from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "7403", "label": "pushing a chopstick from right to left", "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": "2e26d09b8b904076d251ed5ee3a6c91fa6e8ddcee8d90e9bcfd35c68dbac1b5a"} +{"episode": 62320, "episode_seed": 5578393, "split": "train", "timestamp": "2025-10-13T03:29:37.290405", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 5578393, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a paper towel, 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', (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": "160662", "label": "lifting up one end of a paper towel, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "160662", "label": "lifting up one end of a paper towel, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a86aa1a0c9bb30d526290de3c1cc07832591bfbe6f273649e090b1e8d017debf"} +{"episode": 62321, "episode_seed": 1007611202, "split": "train", "timestamp": "2025-10-13T03:29:38.943759", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1007611202, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 match box and shampoo sachet 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, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125625", "label": "moving match box and shampoo sachet away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "125625", "label": "moving match box and shampoo sachet away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0e52b5bc0b46b65435261f8d0cb067c55c9bf6850178f7c64e682e037887313c"} +{"episode": 62322, "episode_seed": 3743841683, "split": "train", "timestamp": "2025-10-13T03:29:40.121877", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3743841683, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cough drop on top of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "11559", "label": "showing cough drop on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "11559", "label": "showing cough drop on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "11559", "label": "showing cough drop on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "043b72501cac88cae300732de182897339403ff645e731c663eeb0a060c7b486"} +{"episode": 62323, "episode_seed": 3737636418, "split": "train", "timestamp": "2025-10-13T03:29:41.060808", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3737636418, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 phone on top 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', (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": "176684", "label": "showing phone on top of shoes", "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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ydMaX+7KwNVpz5xyBVu3nEenXNsf4pd36VTBwoHqaCinLZB9w77SR9aqKnOMZ9hWlPOu4bMcdyOtOgEUQMqJtk7MWzt+nHB9+ah2KI4rNLTJYjzT97/YHp/j+XrXtHwgs0Om32pDOXcW659B8xP5kflXibsZGwvrX0X8PNKfR/CFrFKCss+Z3BGMbug/ID86lgdVn5q8z+KniC5gnt9GtpmjjMQln2HBbJIVT7cE/jXpSt85rxT4k7pPHF3EThvs8Lxg9xtIOP1px3BnKQjnnGKc4y64HGRSQht20ipZ2CxjHc1qQV5k361bx+pK/pVec7C8RHOanlfydTtbg9FfJqvdyCW8dx/Ec0hlCW33g5FUpbfyZOOhwRWq0qLGSeSegqunlzsBKpOOMq23+hqXYaILexFx+8f5YlPPqx9B/nium8K2UepeIrDTicCeVUO0cKvU/oOKxLiYAKigKqjCqvQCu2+EukSXvigX5B8qzUuT6seAP5n8KljPeSRiqGt6idJ0C/wBQABaCBnTP97oP1Iq47cVzfxA3nwFqxjBJSJXOPQOpP6UkM8NmnmurqSeeRpJnYl3Y5LH1qXonTmoWTcfNiO5H5Bq1GOACOTWpmyDaVtJc9c1XijK6Pbz47sp/Op8mQSjrmqyXGNJFqf4XYigEVZf3rFvWqc1orK/QEDI/Orm4ADJwOpNQTT5k+UYHQgjOfY0mUilFC0sgjRSzMcACr8cENoNqvk5yzgfePt7en50+N44oWMaKhYYYgkkj0yeg9qhiSS7uEjjVmZmACgcmoGe9/Cu0SLwmb0DD3UpyM9FT5V/qfxruM5asfwvpf9ieHLKwP3448yf755P6nH4VqBvmNIpI8b+KGqyXfilrLefIs0VFTtvI3MfryB+FchFxya3PHCY8d6xBKdrvIk0WejKUFYkKMpO4dK0Wxmw2kyoxGFDCooo/O11I+u5GAqe4bb5fbJzVd3NtqcFwOwNMRWmJDNF6GqkkAZTVmZw0zydjzVeS42oVGN3c/wBKTGijPCsUzbeAfmx6Zq3BaJCizzDEh5Rf7o/vH39Pz9KW3kO4bgGx93eoYj6U2aVpJDjLEnk9Sai5R2Pw2hivvGljC6ZjQtKc9yoJUfng19BMeK8i+D2gvG9zrMyEADyoc9yfvH8uPxNetO3FSykiGQgxMrjKkEMD3FfN2s6bdeGdYmi2k2bOTEexXPH4ivpBuVxXnvinRjMjRyxb4zkgkcfh70+awWued2N3aXGzDgOP4TVQyLBeNv6BiD+dR6l4clt5GaAtgdqyZlugNr5JHGatTTIcbF6Uq966qw2kk1RmckkAjaDg1ABNngHNT29u/mfMrOz8BAMlqGwSFSIuc4zVmG0ac+UgLd+Oh/Guh0bwfc3simS3Iz0jXJx9a7qDwjZ6QbS71GREi8zy3GeMMOPc8gdPWsnLXQtI5vwb4KN5qUU9wn7iMhm4447e9e3IQqYOAAPyrKsXf7OFsLIxw9pJ18tfwX7x/SuMlm1DUPGl5pdzrd1FErSeUkaAqWVNwUL0A4PJzTQ3oehQXUM7P5MgkC9SvTP16GvMvi1os13JaarZqTPbxlJdvUpnIP4c/nW94B1W+1JL37ZdSTCMR7A+PlznOK19ftJJ4PMjUsQpBAp3sG54LY6lE523J2NjBNXNQ2eRE8bAryMj8Ku694ZR5WliTy2J52jArlZbW9s9yEkp71SmmQ4F+7mje1jIPzqeapSkpGhBBLD1qi3nZOQcUojmlxuyFHc9qfMKw9VZzgnJzzU6xFOSPwq9p2jz6iw8qAhTwZTkZ+g716DoXw/aVB5qGNGHzMw+Yis3ItI4XT/D099KoCHLHuMn8q928IaFH4f0aO3UYkc75D6ms/w5Bp1lbxxWsL3V9GDHKIk3YZTg5b7o6Z61N4wutVs/D73MNx9jcSooEBy2Ce7H+goV+o9DpLm7ggIEkgDN0QcsfoBzUWoxx3Gm3MEyhopYmR19QRg151eXlxY6RHf6brmoPvuPIZpkVfPIXLOh+9tB4O71H0HpEi+ZFtP8S4NMNz5t1HT7zwzqLwSgvASdjdmHrV+yv7S5wA4V8Y+bpXoHifQ3lVkmi3R9jjj/AOtXmWo+GpIXLQ7h7U1O25LgENwkFwd/ToapBkedxuG0ZIqpPb3SnDg59TUIimJ4BquZE2JHcsc7vlBxx61IkWRkkAetSWNjNLJshiM0jfwjoPqa7fQvAtzcOskkILHvtwoqJSKSORttPlumCKhwMHnivS/Angvyr5NRuUO2L5kyMAn2rWg0LS9C1K0+0Hz5pFaMwxrvfPDKQg57Ec+tdhAL2SIBIVs4+xkIeTH+6OB+JNSrsqyLzzRwQlpZFRB3Y4FQwXCz7mRHCDozLgN9M81wK3Mr+O7nT7rV72GPzvLjmE0aiPoSSXGAMZ4GMnArZ8J3moT6lrNtfXFzKbaUIi3ON68sOccZ4GcUwTOX+Kfh6TU7qLUbQf6TBFtdR1dckjHuK83tNWEJ8u7Qk9M17/rmnPdxF4hltuCK8q1/wz5srF4Ssnc4wTQp2BxuYF/cwTJFLDIGGMEelUby8jmhjAPzLkUy40O6tWYIGK/Ss5rWZSc/rxWnOmZ8tizcyINio+MjGfSoEUE7ScY9aWKyeSQDl27KoyTXX6J4O1DUiDLEVj/uD/2Y1EpFJHNxWzOpaNSwHVh0x9a6zQPBc+ozqpQlc88YUfWu3tvCWmaZbKdVmjjDrtWPPLZ44A5P4Cui0NrubT4FtrNLVUXY0s/UleCQg56juRU6sqyNTTLGDSNOjto9qRRLgk8D605r7zji0iab/bJ2p/30ev4A1g+MVmsPD7Xa3MrXKzRhZDjCgnnC9B/Oud1ifxPo+kadd3Oq3qy3W/fEVwIQNpUE4+8Q2cf/AF6dguej4yagmjSRSrqCPQ0UUAYF/oGnzozGHaf9k4rjdS0KwBI8ske9FFQMyE8O6dJJgxtjPZsV3Hh7wjo8Vssq23zk8kmiigZr6tcNpcun2lmscS3L7GcKCyj2zx+YNWbvR7O2sbq6CNLdLGXFxMxdwRyME9OR2xRRVkm57+teQ69fTab431C7t9vmxztt3DI5XaePoTRRTQmbXw1G0akB28of+hV3rAYoopMEZd7pVndk+bCpPqODXH6toFhE7YRj9SKKKllHL3Gg2Bf/AFRGT2OK09B8JaTc3iiWFmHXls0UUrgei2ej2OnW8j29uoZUJBPPSqejxjxFYG51FnZA5At0bZFwe4HLfiTRRVrYTNjToY7ee9t4UWOFJVZUUYC5RScD61j/ABA/5FSTj/lvF/M0UUxHnmq682rxwRyafYwGFVSN4FdSqDooBYgDnPTrXsajK/hRRQwRHKiupDAEe9Y91oOnXOd8AU+q8UUVLGc1qnhjTUUkRsfqR/hWTZ+FNJuJcSQHr2NFFSM7zS/DGkWaosVqvrk802KeW/1+600yNBbwLx5Hys3sW6/liiiriJl2bT7TT9PJtLeOIrLHJuUclt45J6nqetbBABIFFFMDyTXtVOneKtXQ2VndxyXG4pdRbwCo4IOQR16Zwe4NbngK7nvrzWLu5ffPM0cjtjGSd1FFD2EtzuGAqrPawzAiWNXHoRmiioKMuXw1pc+S1vjP904rLl8HaQ0oBicjPTI/woooYzVsPCmj2TB4rRS3q3NP1CZ7XWrTSrXbBDMuWkjUbx9M5A/KiimhGra6baWkrSRxbpuhmkO+Q/8AAjzS2Q23N8g+6Jgw+rIpP60UUwMT4gf8ipJ/13i/ma8zutZv72xhsbm5llhhdpF3uzElsdcnnGOPTJ9aKKYmf//Z", "info": {"video_id": "176684", "label": "showing phone on top of shoes", "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": "9f7f6c7ff4e562e3e8e679dd5a4858f0a9aefc694110e9d891e510221bb56422"} +{"episode": 62324, "episode_seed": 4175057428, "split": "train", "timestamp": "2025-10-13T03:29:42.752962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 4175057428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 packs onto basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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+oqLSNWuboPER50UQ4Un5lUnHB+vbpWzNAl5blM/K/Qkcqff3rfCycaSUtYsyxEU6jtuFyFVY5sglG5IP8LcHv+P4CvVNJuPtukW05ILMgDn/AGhwf1FeRWEjTaXJbyZ3xbomGewHH+favR/BFwZtBKk/dkz/AN9KD/PNY4yn+79H+YUJe/6o3GXaTzVSSIhi8RCnup+6avSdarvgA15R2GFdu9rpF7PE2B5LbkPTJGMj0PP41welOoglc4I81i3fgcfyA/ya7XWnx4dvQP7g/wDQhXnsbeXo1w4bBHmBh65J/wAf88V34NXpNd2YV/j+RZ0FTObi/YZknkIX6Zyf6flV9J0vLglyfssRwAP+WjetU7eT7J4fjCHD+WAPYt3/ACJpbVdiKg+6or0b3bn9xxvRKJsvq1z5eyFUhiHRVUVl3LfaDlwBIOQy8c1Mz5WqbsS1TGVgauTK326zlhk+/jY/17H/AD6UzTJPOs7UsdpUhWPurY/wqK3cpfr6SqV/Ecj+v51Lpsf7+aLt9pOB9cGpnomjWHRnW+U7QwZBKbACKv21ooYttyrDn/Gr2lxxGytlcAvs5B7iunttOtXsyioMHkH0rw5QvJo9X2nLE4e6RUliAXDDIJ9a8+8Tvt8VoiABUIwB/uZPH4nivUPENsbW6hVlwfm/EcV5Z4iJXxSzHu2MZ6/IK6sCrSl6M5cS7pPzM68UXmrWFrndEAZSOvGfy7fqfWr2pTN8lshw8vLkdl/+uaow4/4SGV1wdkAx05z/AJ/zxUjuJ76eUHgHYv0HFetBXt5I4ZuyfmS6qsd1owhZSiREmNh1yRz9a5v7JbWxicR4dCCDnknOa6CfU7XzEhuQVij6gD7xFYglXUtW2Rr8sj/KteXWd6jZ6NGNqauXdTjZ2by3KzxEMj989a9g8BeJ/wC3tJWC4OLyBQsgP8Q7NXk92A19Nt6bsCr/AIc1YaBeWuouSIkk+zzkf3CRg/hmlmWF+sUOZL3lsYYapyVHHoz3xYSFzSkECrFrMtxbo6kEEZBFOeIGvlfZ3V0d3PrZmBqUfmQsD6Vw/iZhFoDyDIZ3VGwfvAZPP5V6NeQfuyCO1eZ+LSToIUdPNH8mr0cmX79p91+osXK9LTzOTt7kwaB5oOGSHv2z0P8AL9M96saNHHZ6MjvwrAyufb0/LFZd22fD64HzbUXI/D/P/wCs1p3z7bGK2HG4qp9wBn/Cvq4q8bd2eVJ2d+yH2jNOZJ54jK0oI2AZ2r6Vkx+G7pCDIrgfwgnAxWpDqh0qBiI2cSELw2AMetVtQ8SySRABFjdcgbfmP6+/tXPiZR57NHRhoTcLxYxbUWafZSAVBOec8mrdoRc2strIMlV2fVSOKqIZJreOSRtzsoJYd/epbMmO/j5OHQqfw5H8q6Iu9P0Od35zR8La1Joa2sv/ACyJEbj3yRmvdLG6W7to5V6MARXz5bxhoXiYZHnSn8s/1r2LRpm02K2tpCQPKQDP0FeHmdBRkq8Ot7nbQnzx5H0OrIrkfHIVNNLkcpFKwPcHArq45BIoINch8RDjRWx3hk/9lrlw6jOrGS7jd0meQaU43TjOC0xx7kAD+g/T1NJov+k3t9ftyWfYv0/yFptkQIrkEcrI5Hv3/wA/l6U7RpfsuhiXPJDuPr0/pX0/83m7HB2LZuBPfkMc29ucAD+Ju5/p+FRanpi61dXV25MJMYIWMZB2jB4plg0dqBLNgooLNkZzVu48RK1sRaw843KX+UHHbArLFOKSizTDKbfMjk0VdPmDwbkbo2CfmHX+grs0nV/JuUIEdyoDLn7jjjn8f0IrmZ4A5BUCKML5nzdhww+vXFX9JmM2k3UR3CSMrOpI9eD+uKww07S5XszsxVNOCkt0X0Hl6vcoPuzRrJj3Bwa7/wAAqRpc494//Qa4Jz/xMIpscG3Yj8wf616P4KhMekzE5++q/ko/xrXEu9F/I46a/eL5m5JVZhVpxk5qs33jXkM7DmtWQyaBfKOvkk/lz/SvN5nK6ffR9hux9Dg/5/zj1iGETxPEw+V1KH6EYry24tmiklgkGCQ0TA/3lyK7sDL3WuzTMMQtUyW4IFvaIDwcH64X/wCvVm3OR9azI5S9pZEj7uVP1x/9ata1AZBjrXo39w5GveJvLJyRkjFV5EHPtV1sABelU5RliM1mUVVObmBsdJBV/SY2lvpSv/PR3/LAFZ7jE0Q77wfy5rr/AAZYrLqEMTrkyAlgfQHJ/Wipor9kXDojdmlNk1vkf6tQG/Ktuw1+KGVYnPykZyPSptS0NLolgOf5+1YVzoLxjMTsoHQehrxLtO56a5ZKzNLxiyv9gdSCGDkEdxxXkPi+Ix6yJeQGSOTP5qa7yZ70OtndK2yI7oiehDdcflXP+M9P32lpc4+UFoX+jDI/UfrXThJr22vXQ5q8bQt2ONtWxrM2eC8KY544NNtTuBPqzH9aiDGO9gkf7wBib69R/KpbP5WZcj5XIP5161J7o4KnQntNIvdX1Yx2lsZAoAZtmVGe5NLrekWOiajHbGbzdRSUB1Rv9VwQV46nJH5GvRdBv/DOi6XbyyTTG4eLzLhIpGy0hPTA4zwB9Kwz4hsLa+ub6x0K1W5mdmElwPMKk9+e9edKnN1G7HcqsVTUb9DjnGGz3zSqomsZYGAIe4UEeowCf5VLMM5dupNSaZB5wUn7pdmJPp0/xruteKRxrR3PTfhj4ge60yTS7rIubEhQT/HG3KH8uPwr0UcivLdDsptO0yLWEGDNJuI/2Oi/1/OvQdN1CO7t1dWBr5XGQjQry5fhbPShedNSe5auY90Z4ryrxKm/QZGAz5ciOfpnH9a9aJyprzuay+3abdW3eWNlH17frirwLUKvOvIUveg4nktxldLKHny5APphv8/5znSvX3XUIHTaxH5iqlxAxjljIwZU6ejjgj9BR5nmC1lz1Qr+PHFfVR0nY86WsSxdI0lsI1Xc8jKq8Z5JrfbwRY2OlpqWu3LW9qzbViQfO/X8u/P0p3h3TLLUpJWvr9rJbZN6OhAYsTjjPsTW3qv/AAijQWtpL9u1ZICzjfJhAWxkds9B7Vw4hSlU0OrD1FCnucJaiP8As+NY84UbefanQHbd25PZ/wChrZ1m8tr2SNLPTbewtoU2JFCO2c5J7mseNTJdoijJAJ/p/Wuqnfk1OeVubQ0tFszdXUEeOZpQB/wJsn9K9Z1S2MsWYxhl5Fcl4O03zdVWVlHl2Sdf+mhGAPwFd1IueK4Ma05KHb9Tow+icu5n6PrHzfZ5/ldfXvVfxsv2nThGvJeGUD8hVfVLFon+0wcMOTionvft8dvn70eQw/KvGhTdKvFx2OuVpRueQQsd9woHDqGxj1XH9KdbMP8AhG48egVv++/8/wCetrU7RtP1SaPGPKlaP/gJOVP8qzo8rYXEH/PKTP4ZB/rX1aa5r97M8trS3Y0YxuQgjjpUOkaHc6zKEt4yVyc+g54z/X6Vc063N5PHahwpncRhz0GTjNemCLTPD2gz6Zc6wvl7GhCW0KrK4IweeST15965sZeUkkbYSXImzzTUdNt0uYLCO8WYxIEmKDKuFOeD+VJNiOWRo/l3LtbHGRXSSyaDY6bNbaVpWJ5hiS7nYs/XPGTXNXfyo/qRxVYaNt0TiKnNLRlm0jNzLbjHSFFP4nJ/QV6x4dg8nQISRzKzSfgTx+grz/RtPd9saD95MVijA+mCfwGa9WSBbe3jgThI1CD6DissXK0FHvqOiryb7FVhzULAZqzIOagfArzmdJnWybVFcX4r0sRawzAbUux5iN6SDqPx613EPQCm6vo6avprwE7ZV+eJ/wC6w6VeGq+yqXe3UVWHNGyPGZ42gEkZGAreYvt6j+dadlLvQHPBFX5tP+0s9vMgjvI+HRu/uKxfIudNl8qaJxGD8rYyMV7SWluh57d35myfmUGoJBgZpba5jYYz1q1BpN7qkoEcbRxd3YY4qVG7KvZGfp1sbzUSQP3cYyx7DNeieDLM7bnU9uA37mD/AHR1P4n+Vc9HaKZU0bSwWHDXdwgzsTuT6/1/CvSbGGG2sooYFCwogVAPSuXGVkl7OO/U2oQbfOyxDehgA/HrVw+WRhgCretY9zBwShxxXmia9rF34yvtHfXLu0RGkESxqDyq5CjjgcHmvNbZ12O78Qxqs1uqjhS3H5VjX9gupaXPaNwZF+U+jDkH8657wtrWpaw1w2oXktyUCbPMIO3Oc4/IV2EC5pJ21Qbnj97YvJG5K7biNtsi+jDvWashjvMsCBJ1z69DXqPirQnEn9rWUe5wuLiMfxD1rjLrR49Sh32jBZBztIwVNe9RqKqueO/VHm1IuD5Xt0II3DKBTzGevaqsFnqdsSsto5x3XBFa0GnajehY47dlz3anKN2SmYl0WYiKMFnY4AHrXT6Xo0kr22lRj97NjzD/AHE7mpV0200BQ8hFxqMh2pGvJBPbA/l1rs/DGky6arz36gX9zznso/ufX1rKvWVGOm/T/M0pwc35G61tELUWoUeUECBfYDFc6kkvh/UPLck28h4PtXUNXIfESaWLwvJJbyGOZZowrL15J4rw6lNVIuLPQhNxdzt7S6WaMEHIIrmoFA4HavOzrV9ZaNDdaf4i1R1+0/ZszxqizkKCzRDrtUnad3qPcD0WD5gPeubD0ZUrqTKk03dHBeJdJFrq8i42wXJMsLdlf+If1rkbiF7cOpUjY29R/MV7XqujRaxpr20nDj5o37q3Y159cWJMz2d+nlXKHAYjh6+iwtX2sVH7S/FHBWjyNvozIspgyBuuRWgP3i1ROgajZSnyUEkWcjDYIrTs7HUGOBbHJ9SK6ZRbME0U5/3anJq3pdg1tC+pXCkbvliTua2U0S208C61eZdwG4Rdz+H+Na2i6bdajdx6vdW5Wzj5t7bHLej49B2B69frnOrGjG7LjB1HZHReHNNOmaQiSD9/KTLKf9o9vw6VqFeM0ROrxhlYEHuKJGAU14zk5NyZ3pJKyKsyqQRWH9jFteSEY2vjFcxcaxdzeO7zS59ZvLS1M5SMxSxosfAOSXGMYzx1Jqbwze6hcapq1rf3FzKbWUIi3ON6csOccZ4GccVLj1BMreMtNC3MN/t/dTAQzex/hP8ASuJuLVre4bdyjrsY+voa9qlsIdQs5LW4UNHIuCP6155e6U+n3LaffD5c/upiOGHua9PCVFUgqb3Wxy1ouL5+hzemTcBTkMhx+VbMZDNkd6o3uhXlvN59qhkU9Qp6+9WLRLzKg2kwI7Fa7ZJs500WpOF5wKgsrGXVNRSNF/dRndI3Ye1bFroN5qPzTAQQLyzE9B9egrcsdMNyBp2kIBCP9dOeAR3596i8aa5pD1k7RNTwrp4luze4/cQAxwn+83dq6thk1HYxQ29olvAhRIht2nqD71K3HNeRVqurNyZ3U4ckbFWZcVUkHWsnx3qF1p/huS4s53gmE0ah064JORXDazd+KdI0nT7u51a9Et0X3xEYEWNpUE4+8Q2cf/XqLXKueh244rSj6CiiskWc/wCLdNtpLRb3YVuEYKHXg1zekXD3oCTqrjOM45oor2MvbdOSZw4pe8jqYdGsY4DOIQWAzgniuV1fV7ol7aMrDCG27YhjPPf1oorZt2l6GSXvI9A0vSrTSLJYLSMgN8zuxyztjqx7mplPkXUcacJKGYr2BGOnp1oorwn8R6ZM5JFeDeLdQn0n4hXt9a7fOS4cDcMjldp4+hNFFUI2fh+c/bAe3lj+deiQUUVlHYp7lwVxninS7ayuUubUNDI6FjsOBmiiurDSaqKzMqqTi7nP2muXaHDCKQDj50Bq6Ndv7m0uMyiNUXhYlCA/XHNFFfQVl7rZ5VP4rHT+DNHs106HV2QyXsoP7yQ52D0X0+vWupeNZIyjjKmiivm6jbk2z1oqyK8MrvFIGbJSRkBPUgevvXK/EI/8UpIf+m8f8zRRUobPLNX8RPqt5bQvpthbmFESOSBXUqg/gALFQOc8Dk817dagbRRRUy+NlLY0U6VR1rSrTUNPleePLxrlXHBooqotp3Qmrnnb3NxYTBYZn2ns3NXrXWtQnfyvtLRp/wBMgFP54oor6WGtFNnkT0nZHR+GtGstSM1/dxmWSN/lRjlM+pHf8a671oor56rJuTuepFJLQqyEwXUJj4EzlXHY8E5+vFSueDRRWSLZ4x4i1VtO8WauhsrO7jkuNxS6i3gFRwQcgjr0zg9wa2PAV1Nf3+r3dy++eZkkdsYyTuoorR7Erc9Dh6Cmajp1tqNi8dzGGCqSD3FFFSnZ3Q2ebS3E2nTiOCRjH12vyBV+LWriOIMsNvuz1MeaKK+lp+9STZ5NTSbsaVu8urCz+2TO4kfBUHCjnsBxXottZwWMCwW8YRB+ZPqaKK8XGN+0sd9BLkuQ337qI3KcSIAPqM9D7UshNFFciNzjPiOT/wAIk/8A18RfzNeU3es397YQ2Nxcyywwu0i73ZiS2OuTzjHHpk+tFFWthM//2Q==", 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", 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", "info": {"video_id": "83101", "label": "putting 3 packs onto basket", "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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ZVJxwfr26VszQJeW5TPyv0JHKn3963wsnGklLWLMsRFOo7bhchVWObIJRuSD/AAtwe/4/gK9U0m4+26RbTkgsyAOf9ocH9RXkVhI02lyW8md8W6JhnsBx/n2r0fwRcGbQSpP3ZM/99KD/ADzWOMp/u/R/mFCXv+qNxl2k81UkiIYvEQp7qfumr0nWq74ANeUdhhXbva6RezxNgeS25D0yRjI9Dz+NcHpTqIJXOCPNYt34HH8gP8mu11p8eHb0D+4P/QhXnsbeXo1w4bBHmBh65J/x/wA8V34NXpNd2YV/j+RZ0FTObi/YZknkIX6Zyf6flV9J0vLglyfssRwAP+WjetU7eT7J4fjCHD+WAPYt3/ImltV2IqD7qivRvduf3HG9Eomy+rXPl7IVSGIdFVRWXct9oOXAEg5DLxzUzPlapuxLVMZWBq5MrfbrOWGT7+Nj/Xsf8+lM0yTzrO1LHaVIVj7q2P8ACordyl+vpKpX8RyP6/nUumx/v5ou32k4H1wameiaNYdGdb5TtDBkEpsAIq/bWihi23KsOf8AGr2lxxGytlcAvs5B7iunttOtXsyioMHkH0rw5QvJo9X2nLE4yWKPeI2jHIIYEdRXnmrTH/hL5ss5CF13E5OBgD+X8vevUtatza3UQZcHnn1HFeT6gxHii6ZsHLSDn/eFdeCVub0OTEu7XqQyj7X4jtoTgpbx78Doe4/9l/zmrt9OWeO0jbbvG+Q+i9h+NUtN41nUHxwNievH9aVX8+8mnz998D6DgV6sVqvJHDJ2Xqx+p6VLqX2c29u6GJSpYDGR2qpHor2my4YcxNkZbqfWtR/FbrI4+zfdO0+Y5P6CsqLU5r68aISfuVUkrgDPPBHeuHmi6m2p2uE1T30JllEEiz44HyuPVanu4wmr2syjBdHTPuOQartHncD0INThjJb6a5zuEgU/gCP6V2Ts1c5IXR6j4E8Rm/jks5v9bCdpPqK7sHcM1494Lt2+23V3GCCsQJ/F/wDAV6jpt+txCvPNfL4qisNWcV8LPRjL2sObqXnQFTXkmtkL4eu2x8wACn0ywFeuk5U/SvHdfz/YFyB/eX/0IVtg4xVVNdWiZN8jOJsLjytOaQn5l8xx3zySf/1fX1FSaBEIdL8+TjzSZHY+g7/z/OqTMBoM4OMqrAZ/3sVbZ/K0SG3H8aIgI9Dyf8+9fQpXuu7OF6a9kWNOunN39tK5kJHlqeQo7Vhajp1sdTlfaWXk7SeATWvHcrYxmQruAG0D0rM1DU7Q2OyLLXDvud8dPauXGv3kjowa0bDTRHFa3Cx5CKwJHXOeP6VseD9el8MeIDkk6fcH94v9w+v51l2EYGjTTY/1rqoPrjrTo0BuYA3KOxjYexGKFSjXoOnPYU5+zrc0T6Kt8XKJKjZVhkEVYKFa4r4aa8t3Yy6ZK3+k2LCNge6kZU/l/KvQSoYV8hOhKEnB7o73U2a2M2fO01yHiBFjtbuQjlYWYHuCB/8AXruZYOOOlcV4zXy9Kucd4X/pV4KNsXBPuVOadKVjy/SnG6cZwWmOPcgAf0H6eppNF/0m9vr9uSz7F+n+QtNsiBFcgjlZHI9+/wDn8vSnaNL9l0MS55Idx9en9K+3/m83Y8bsWzcCe/IY5t7c4AH8Tdz/AE/CotT0xdaurq7cmEmMELGMg7Rg8UywaO1AlmwUUFmyM5q3ceIla2ItYecblL/KDjtgVlinFJRZphlNvmRyaKunzB4NyN0bBPzDr/QV2aTq/k3KECO5UBlz9xxxz+P6EVzM8AcgqBFGF8z5uw4YfXrir+kzGbSbqI7hJGVnUkevB/XFYYadpcr2Z2YqmnBSW6L6Dy9XuUH3Zo1kx7g4Nd/4BUjS5x7x/wDoNcE5/wCJhFNjg27EfmD/AFr0fwVCY9JmJz99V/JR/jWuJd6L+Rx01+8XzNySqzCrTjJzVZvvGvIZ2HNashk0C+UdfJJ/Ln+lebzOV0++j7Ddj6HB/wA/5x6xDCJ4niYfK6lD9CMV5bcWzRSSwSDBIaJgf7y5Fd2Bl7rXZpmGIWqZLcEC3tEB4OD9cL/9erNucj61mRyl7SyJH3cqfrj/AOtWtagMgx1r0b+4cjXvE3lk5IyRiq8iDn2q62AAvSqcoyxGazKKqnNzA2Okgq/pMbS30pX/AJ6O/wCWAKz3GJoh33g/lzXX+DLFZdQhidcmQEsD6A5P60VNFfsi4dEbs0psmt8j/VqA35Vt2GvxQyrE5+UjOR6VNqWhpdEsBz/P2rCudBeMZidlA6D0NeJdp3PTXLJWZreK2R/sLqQQwfBHccV414gjMPiSc9Myk/gyg/zr0Mve+YLO6DbIvmiJ6EHrj8q5Txtp7C9guFH+ui2g/wC2hyP0P6V1YOV6rXdHLiI2j6HN6e+271DAw25WA/4D9P8AP8yy5hTH90GoYmxf7ugmixz6jt+tTae2I174GCK9Wm7p/I4qi2L+jeGrjxHqU0cKBVDhd56Djk5pNS0rR9G1eG2s7p7m7Uuk7gYTPGAPXo3P0ruNO0/w/oYhuJdduzIiCXyYGH3yMkAAZ6nvWOtz4d02OZ9N0BWuZAyie7beyAjH5/lXnKMnPmsd0qkeTlv0OXlH7zinQgvDAqjJWSRh/IfzpZRt5PpVzSoWWET7c/LwMdWJ4H8q9C10kcV7XZ33gazEem3cuMh3EY/4COf1NXpJZdKvfMCkxMecdq0dH0/+zNGtrU/fVdzn1Y8n9adeWq3MLK34V4eK5a0pN7M76N6cUjSs76O6gDKwPFeY6vEZtDvkUZbyiw/Dn+ldBa3UmlXZikJ8sniqdvCJQysMqwKn6GuPCqVKbT6WNZxTWnU8jnB+xXsY5GCwHsef8f8APS1cOHhsyOh56/7Ip17ZtZ3MkEg+4zQP+B4P5fzqlG3+iW244MTlG+uMf0r6iLXPp6/ejy5fDYtTg/Ynwu4kYA9604fCMqaK+oariytkwNzrhmJ9uvPP5GrvhaPTJNUQ6s4W3iRpF+bGXH3f15/Cul8Q694eurCCwjtJb8IwdmmkJVSBgdep/DvXJioSlU0OjDVIwhqeaW3keVKtqrLbiVtgLZwCcjn6GnDiSL2kX+YroNY1b+047eCKxtbO3gB2RwIBknqSe/SsHaDdQoOfnBP4c1vSTUNTCbTldGlpGrSaB4jXV1UmHzvLuQO8RwufwJzX0HaTrPCrKcgivEdA0n7fe21mRxK2+Q46IDkn869G0XUHsrlrC4OCrYUnuK8PNaShKNWO9tf0O3Dvni4/cdeRkVx3jO3Mlk0QHLwygflXXJIHAINYPiRcy2h/3v6V59Fp1YzXQ01SaZ4PCx33CgcOobGPVcf0p1sw/wCEbjx6BW/77/z/AJ62tTtG0/VJo8Y8qVo/+Ak5U/yrOjythcQf88pM/hkH+tfYJrmv3szzmtLdjRjG5CCOOlQ6RodzrMoS3jJXJz6DnjP9fpVzTrc3k8dqHCmdxGHPQZOM16YItM8PaDPplzrC+XsaEJbQqsrgjB55JPXn3rmxl5SSRthJcibPNNR023S5gsI7xZjEgSYoMq4U54P5Uk2I5ZGj+Xcu1scZFdJLJoNjps1tpWlYnmGJLudiz9c8ZNc1d/Kj+pHFVho23ROIqc0tGWbSM3MtuMdIUU/icn9BXrHh2DydAhJHMrNJ+BPH6CvP9G0932xoP3kxWKMD6YJ/AZr1ZIFt7eOBOEjUIPoOKyxcrQUe+o6KvJvsVWHNQsBmrMg5qB8CvOZ0mdbJtUVxfivSxFrDMBtS7HmI3pIOo/HrXcQ9AKbq+jpq+mvATtlX54n/ALrDpV4ar7Kpd7dRVYc0bI8ZnjaASRkYCt5i+3qP51p2Uu9Ac8EVfm0/7Sz28yCO8j4dG7+4rF8i502XyponEYPytjIxXtJaW6Hnt3fmbJ+ZQagkGBmltrmNhjPWrUGk3uqSgRxtHF3dhjipUbsq9kZ+nWxvNRJA/dxjLHsM16J4MsztudT24DfuYP8AdHU/if5Vz0doplTRtLBYcNd3CDOxO5Pr/X8K9JsYYbayihgULCiBUA9K5cZWSXs479TahBt87LEN6GAD8etXD5ZGGAKt61j3MHBKHHFeaJr2sXfjK+0d9cu7REaQRLGoPKrkKOOBwea81tnXY9A1yNVlhUDABbA/Kue8Qaa2o6NIkQzPEfNi+o7fiMisbwjrWo6wbptQvJbkoE2eYQcZznH5CuzgXODShJxkpR6A1dWZ4zd2u9FuYQeDuK91PcVUtZPLunTorfMPxr0PxJoLWF0+oWsW+1mOZ41H3T6iuXu9C+2oJ7CRSy8gH+Rr3qUlUXtIfNdjzZpwfLIWKQEADpUjoeT0qtb6fqUZ2vbnPqGGK3LXQr++XEiiGID5mP8Aj0FNx1EmjBFrNqFytrAMs33m7KPWu08O6Utzq8MKjNtYkPIezP2H+fSq8cEcTrpehoJ7uT/WTdkH94n09/yrtNDsE0i0jsjzL95pT/y2bu3/ANbtXNiq6hHkjuzWjTcnzPY1mGTUMiip8jGa5Xx1qF1p3huS4sp3gmE0ah0ODgk5FeXudhc1SzFzA2CAw6VnWy7VArjdT1jUIdIiv7PxDqUoa48jM6KizELlmj77QeDn1H0HaW/IFS42Gmcl4v0wR363m3/R7oBJD/dcdD+I/lXEXdpJAZUxkN8w+or2650+DUbCW0uFBjkXH0PY151eaa9lcnT9QXG3/VTY4Ydua9XCVVUioP4lt5nJXi4vmWzOdsJw8YOea0AN4461WudAvrWYyW0fmxMc4Bq1axX2cGzlDe4rsmmzmTRDMNi8mjSLNrq6kunGIIhgsenvW1b+Gbi6H2jUHWC2HJJOM+2f8K09P0/+2bkWunwkaXbNiZwMb8fwj39vzqHKNOPNIpJydom/4L01kgn1SVdrXHyQg9ox/ia0tZ01rhRdQ8TRjt3Fa1v5Yt0WEARqAFUDG3Hah2Cqa8WrN1ZOUup6EFyJJFDQtZFzH5bnEqcHPerWtsHNsf8Ae/pXlk95IvxHurGXVruytpJyiSQzRxrF0JLFxjGM8dSeK3PDeo6ld6hqdrqFzdS/ZZfLRbnbvTlhzjjPAzjivOhhXTq8yehtKakvMp+MtNC3MN/t/dTAQzex/hP9K4m4tWt7ht3KOuxj6+hr2qWwh1CzktbhQ0ci4I/rXnl7pT6fctp98Plz+6mI4Ye5r6HCVFUgqb3WxwVouL5+hzemTcBTkMhx+VbMZDNkd6o3uhXlvN59qhkU9Qp6+9WLRLzKg2kwI7Fa7ZJs500WpOF5wKgsrGXVNRSNF/dRndI3Ye1bFroN5qPzTAQQLyzE9B9egrcsdMNyBp2kIBCP9dOeAR3596i8aa5pD1k7RNTwrp4luze4/cQAxwn+83dq6thk1HYxQ29olvAhRIht2nqD71K3HNeRVqurNyZ3U4ckbFWZcVUkHWsnx3qF1p/huS4s53gmE0ah064JORXDazd+KdI0nT7u51a9Et0X3xEYEWNpUE4+8Q2cf/XqLXKueh244rSj6CiiskWc/wCLdNtpLRb3YVuEYKHXg1zekXD3oCTqrjOM45oor2MvbdOSZw4pe8jqYdGsY4DOIQWAzgniuV1fV7ol7aMrDCG27YhjPPf1oorZt2l6GSXvI9A0vSrTSLJYLSMgN8zuxyztjqx7mplPkXUcacJKGYr2BGOnp1oorwn8R6ZM5JFeDeLdQn0n4hXt9a7fOS4cDcMjldp4+hNFFUI3vhzyL4Ht5Y/9Cr0mDpRRWUNinuWNqupV1DKeCD0NcN4l0q206/L2m+Isu8hW4zRRXXhZNVFZmNVJxdzGg1u/iX5ZQSOhZATWok1xqJgiuriWRZXCnLfd57Dp+lFFe3i/dp3W551DWdmegWWk2ekQ+RZxbQcFmPLOfUnvU0sayrtYcZ7dQfUUUV86z1EQ2szy2+5zlg7Ln1wcVy3xFP8AxSkh/wCm8X8zRRTQM8y1bXm1eKCOTT7GAwqqRvArqVQfwgFiAOc9Oter2o+QfSiinMImnH0qDUtOttSs5I7mMMFUlT3FFFSnZ3Q2eazXM+mzKkErbD/C/wAwFW4/EV7Gi7Et1Y/xCIZoor6al71JN6nkVNJuxZgibXPElrY31xO8Lrltr4J4zj2/DFekWtrBZW0dtbRJFDGMKiDAFFFeFim3Usz0aKSiRznyZo5E4MsgRx2PHX68daJScmiiuVGzPF/FWqnTfEWtK1jY3kbz7zHdw7wGUcEYII69M4PcGtr4bX1xqc2q3t3J5lxO6SSNjGSd2eO1FFE90Edmelw9BTNR0621GxeO5jDBVJB7iiiqTs7oTPNpbibTpxHBIxj67X5Aq/FrVxHEGWG33Z6mPNFFfS0/epJs8mppN2NK3eXVhZ/bJncSPgqDhRz2A4r0W2s4LGBYLeMIg/Mn1NFFeLjG/aWO+glyXIb791EblOJEAH1Geh9qWQmiiuRG5xnxHJ/4RJ/+viL+Zrym71m/vbCGxuLmWWGF2kXe7MSWx1yecY49Mn1ooq1sJn//2Q==", "info": {"video_id": "83101", "label": "putting 3 packs onto basket", "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": "f9a2055182d2a56ff664ecdcbc3fe0a6bec006c3bf60b5d8dcc8bbb6d704021a"} +{"episode": 62325, "episode_seed": 1908609977, "split": "train", "timestamp": "2025-10-13T03:29:45.053063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1908609977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking lime out of refrigerator'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "150664", "label": "taking lime out of refrigerator", "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": "150664", "label": "taking lime out of refrigerator", "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": "150664", "label": "taking lime out of refrigerator", "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": "2f2c3375f729d7bc875086a66ce0cc2dea4ff8c644049df97749abe7623af660"} +{"episode": 62326, "episode_seed": 3062984024, "split": "train", "timestamp": "2025-10-13T03:29:46.606594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3062984024, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 window 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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ePt3UJKzf98in+A/3HhdH6bndz/n8Kg8I5n167uTzhD/48aBHMeHpsaXokoODDfyJn6hD/jXvMLZUV87aVI9joqx3I8qRL6ORFbqRtIOP0r3KDX9OEKE3ScqOmamSdjSLRrT8qa5DwYMaddr/AHbpx/KtW58UaVDCZGuRtHoK4zwt4r061ivo5pQga4Z0LEDINJRZTkhnxN/497T/AHm/pVH4bWjS6/kYOLZjwc96TxprOk63FEkWoRIYyc55zn6VN8LjHHq9wsUm9Fg27sYz8w6UppqI4NOR3fiAzJp867igVGOSMnpXzjqWfs5P96U/oP8A69fS3icp/YV6TniFmA9OK+atWGIYx6s5/UVFHcqtsJ4fjMur2qf3pVH616TrT+frem2+eNwJ/P8A+tXCeDIDN4htf9klj+ANdJrmpGx8TrMVLiFQMe+P/r10Lc5mek3S/afCesD+7Grj8DmmeEtcgs/CgeZxmORlC55Ncxo/jNLrSdUtpICplRY1yPUMDWILgW8BRDheuM0ct2yk7JG34g8Sy3s7M7fIOAM9BXJvrCtMYQevFUNSuyc4aueWZheoc/xCm9NECep1PhUh5FTubha+m1s0Ftjcfl5ya+XfCf8Ax+7gw+SQHGeTzX03HOz2m4lsn+HPH5Vy1VqdNJ6Hz58TUCeKtTAOeAOPwrzcff8Axr0f4lsW8UaoSec4/lXnSjMg+tbUvhMKvxHqfw4TZp91J6uo/IE1f8LHfq99OfTGfqf/AK1Q+BV8rwvcykfxsfyUVb8Gx5hvJT/FIBn6D/69UQzrlm6ZNegRHMYI6YrzhuBzXoFjL5ljA47xqf0qamyKgTyfdP0rxfxBq9xo3iDW/JO0TvtLenfj869S8QaxHpOnPM5G48ID3NfOvivWmurmVy2WYkk0oK+pUnYxNY1eW4kYbic9awup5pzsXbJq9f6VdaZFCLuHy3lRZU56qw4rUz3Os+G9mw8Y6eGG5S+5TjqMGtX4tbF8TIqYwkC8A5xwaofC6R38V2Z643Y+u00/4oMx8UzhuqxKDx/s1zv+Ib/YPPohmUCvXdG/0X4fl+hkVv1bFeS2y7pxXreoZsvANlH0LqnH5mtnuYG/4Yj8rQ7Y/wB4Fz+JrvPDLZF1/wAB/rXklp4zs7OwhgCEmONV79hXe/DjxDHrh1IpGyCHy85HXO7/AAon8LCHxD/iYn/EntZv7k+PzB/wqebxHFYeHrRkYNNJApAz04qj8QtTtLjTRp6vmTzFckdsV51c3xWFUDEhRgZPQVMI3WppJ2Zd1LWDM7vI+STnmuf1S8E+mykHIJH86x9Sv2JIzUP2pn01U/vNk/hVyYkz3b4QqjaNcFgvLLyT7V0vi2FBoN64JAWByM/SuX+FI26JMNuclSM/Sug8ZTtF4Vvc5JaEj6VyTXvHVF+6fMmq8QH3lP8AKs20XMorS1b/AFKe7Mf5VRsVzKK6o7HHLc9o0hvsXg2Ijgi2Lfic/wCNJ4K+WG6mP8ThR+A/+vS6oPsnhRY+n7uNP5VN4VhMWiRN3dmb9cf0poR4lbPLMSWlYkY4JzmvXdI+G8t1p9vcPq7BZYw+1YzxkdOteWaHbLctcKwYskDSLt9Vwf5Zr6K8LXAfwzYOTx5K/pUybS0Kikc03wutcfvNSnI9ox/jXM2Ph3RIn1EX8s7tbXBijSNgC4HtXfa/4strCBxFImQMGQnhT/U14rd6tPcXN26SPtmlLMx4LfWkr9RtroLq0Nl9ob7KhRR/CHLY+p7mvQ/hHahrq6OP+WC847k15tbW7znaATmvZ/hZpUlncajFMu2WOKPIP51NT4Sqe5t+LVaHw5qMrxqSYSpJPQ5HSvnDV+sQ/wBkn8ya+kPH4C+FL0sAjHAx+Ir5w1Yfv0X0Rf8AH+tTSKrHQ/D63D6u0mPuRE/ngV02kxrdeJNSmdVZV+UZGe//ANasz4cwYS+nxwqqM/mf6U7wmkmpeIru1Opz2azGRkMSbi7KhYL7DryfT3rYwL/iuRLZbXaqqDu6DHpXIy3m4nnFN1fU7q7WD7RcPKQCQGPTOKyGlJPJq09AH3Uoc8GqttZyXVwfLXOxTI3sAMmkLZatzRJVtrLUGCAySw+SrHooPU/kKhjQeFEI1VQOPm6/jX1PHblbeMlRt2AcE818v+EgDrHByCTzX1ZbvHJbqp4G0fyrCqdFLY+Z/iUmzxNqqkk4kxk9eorzyIZlH1r0X4lDHiXVf+u39a8+t1zOPrWsPhManxHrXhxfs/w/mk6ErIf6U3wzrFpY6SwmYh2lZv5CrFsnk/DmMdN6fzasG78LInhyPU/PkDyFfkAGBknvVIlnQXfi+xEUgVwG2kDnPP4V02m/EXTbfRrWPPmTLGFIDgc15xrvh7SrDw5HqenXt5Nm5+zbrmIIs5C7meIddqn5Tu9R7gY9ukVnAr4PmkfMSf5VTSloJNo6bxb4sm1SVmdtqj7qA8KK82vZjNKTnOauX10ZGPNZyDzJQD3NFrKyE3cuab4d1TVctZWU06g4JRCQD9afrmk6tp86LqkTo5UFQ5ycV7n4AslsfCVrkYMpaQ/icD9BXA/FWRJNZUKQSsScDtyajmdy7aDvhHBGPE8WW48pznHfb0qr8UW3eL9R4xtwvA9gK1Pg+4j10h1DKIXOGrB+Is4n8U6q4zjzsc/X/wCtWX2zV/wzkdPTfcgY6nFeweJLcG00iwx95lXH0AFeWeHIPtGrWseM75VH6ivYtUj8/wAX6Xb9kG8/qf6Vq9zBF2PQdMg5jsLcH/cB/nVBtb/sWbUYLVVjaVY1yoAwBn/Go4rw3HjOfTL3VrqztXl2I8c0cax9CSxfjGM8dScCuG1C7uYte1O3uWuN8M7R7bjAkXBI+bHGfXHFNK+479jRu9Qa4kZ3fJz1NY93dZHB6VWmvBz81UZrgsKsGVLpi7NU8CN9mRWGMDI+hNVyNz1ol7cIixy+ZIVCnngAVDGj3/4UWgPh6R/4ty/oK1fH8ax+FL98csgHB75FVfhY4h8Okv8AdLj/ANBFT/EqaMeErsoxyxVcY469q5ZfEdK2PmXWOkY9j/M03RYDNfQRgcs6j8zS6sf3iD/ZFavgy387X7JSM/vVP5c/0rqWxyvc9D8ZyiDSYYum6T+Q/wDr1o6XcWttpVrE1xGCsS5G7viuc+JDuY7WKNiG68e5x/SsvWvCviHRNC0u8ur+dJrwyebCVIEAG0oCcfeIbOO31zTiJnJeFWI1XHZoJlP08tq7uw1e9GiWVospWFbbftHGTk9TRRQCORe6m1TU41unLJuwFHAA9qm0qNLyz1ZZVH7siVCONrZx+WKKKaEd94C021W3F4Yg82/aN3IA+ldnoMjL4m1llOMumcfSiisJm8BPiLIw8KTLuJBZTzXzzrIxfkdsL/IUUUqQ6x3ngcBPCuqSrwwDc/8AAK5LTdbvNG1D7ZamPzYnfbvXI+ZSp/Qmiit0YGPcyu8nJzgVXDt60UUAPTk0yd2EgUMQpHTNFFHUDq/BKg6rF9RX0xIStuhBOT1oorGodFLY+cvHrFtb1Mk5Pnf1NcTaj9+v1ooq4bGVT4j2S8GzwFYqvQpHn9TVjWkVPAttgdoaKKog5DxV4ibWbC3ik02wtzCFjje3R1KooOEALEAc56cnmubu5nK9aKKtCMSViSSTTrTmdfrRRSYHr2r63fWFpY6fayCGEwJ8yj5unrXm+uSvLeyGRmZsjLMSSfrRRUFM9B+EdpHcaswfcP8ARz90+4rkfHcYj8QaooycXLDn6miil1KfwlbwIiyeJ7AMMjz1r0PWr6az8d+ZHtJS3AAYZHKj/GiirRmzkNW8V3Nnqd+ZdP02+jnlEjR3dvvUMo4IwQR1ORnB7g1i393cXuq3N7cytJcXR86Vz/Ex5PA4H0HSiimNFJmJJprdKKKAGoMjFXbS0iRQ4zkEdTRRSBH0p4CiRPCEBCglgWOfXp/SsL4izufDkq5+UyLx+dFFcr+I618J4DqnM4/3V/lXT/DtFbxFbkjorEf98miiunocr3N7x0d2rRKeg8vH6ms+71vUb7TodPurqaaCB2kXzJGYktjOcnnGOPTJ9aKKEJn/2Q==", "info": {"video_id": "176977", "label": "pretending to close window without actually closing it", "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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ePt3UJKzf98in+A/3HhdH6bndz/n8Kg8I5n167uTzhD/48aBHMeHpsaXokoODDfyJn6hD/jXvMLZUV87aVI9joqx3I8qRL6ORFbqRtIOP0r3KDX9OEKE3ScqOmamSdjSLRrT8qa5DwYMaddr/AHbpx/KtW58UaVDCZGuRtHoK4zwt4r061ivo5pQga4Z0LEDINJRZTkhnxN/497T/AHm/pVH4bWjS6/kYOLZjwc96TxprOk63FEkWoRIYyc55zn6VN8LjHHq9wsUm9Fg27sYz8w6UppqI4NOR3fiAzJp867igVGOSMnpXzjqWfs5P96U/oP8A69fS3icp/YV6TniFmA9OK+atWGIYx6s5/UVFHcqtsJ4fjMur2qf3pVH616TrT+frem2+eNwJ/P8A+tXCeDIDN4htf9klj+ANdJrmpGx8TrMVLiFQMe+P/r10Lc5mek3S/afCesD+7Grj8DmmeEtcgs/CgeZxmORlC55Ncxo/jNLrSdUtpICplRY1yPUMDWILgW8BRDheuM0ct2yk7JG34g8Sy3s7M7fIOAM9BXJvrCtMYQevFUNSuyc4aueWZheoc/xCm9NECep1PhUh5FTubha+m1s0Ftjcfl5ya+XfCf8Ax+7gw+SQHGeTzX03HOz2m4lsn+HPH5Vy1VqdNJ6Hz58TUCeKtTAOeAOPwrzcff8Axr0f4lsW8UaoSec4/lXnSjMg+tbUvhMKvxHqfw4TZp91J6uo/IE1f8LHfq99OfTGfqf/AK1Q+BV8rwvcykfxsfyUVb8Gx5hvJT/FIBn6D/69UQzrlm6ZNegRHMYI6YrzhuBzXoFjL5ljA47xqf0qamyKgTyfdP0rxfxBq9xo3iDW/JO0TvtLenfj869S8QaxHpOnPM5G48ID3NfOvivWmurmVy2WYkk0oK+pUnYxNY1eW4kYbic9awup5pzsXbJq9f6VdaZFCLuHy3lRZU56qw4rUz3Os+G9mw8Y6eGG5S+5TjqMGtX4tbF8TIqYwkC8A5xwaofC6R38V2Z643Y+u00/4oMx8UzhuqxKDx/s1zv+Ib/YPPohmUCvXdG/0X4fl+hkVv1bFeS2y7pxXreoZsvANlH0LqnH5mtnuYG/4Yj8rQ7Y/wB4Fz+JrvPDLZF1/wAB/rXklp4zs7OwhgCEmONV79hXe/DjxDHrh1IpGyCHy85HXO7/AAon8LCHxD/iYn/EntZv7k+PzB/wqebxHFYeHrRkYNNJApAz04qj8QtTtLjTRp6vmTzFckdsV51c3xWFUDEhRgZPQVMI3WppJ2Zd1LWDM7vI+STnmuf1S8E+mykHIJH86x9Sv2JIzUP2pn01U/vNk/hVyYkz3b4QqjaNcFgvLLyT7V0vi2FBoN64JAWByM/SuX+FI26JMNuclSM/Sug8ZTtF4Vvc5JaEj6VyTXvHVF+6fMmq8QH3lP8AKs20XMorS1b/AFKe7Mf5VRsVzKK6o7HHLc9o0hvsXg2Ijgi2Lfic/wCNJ4K+WG6mP8ThR+A/+vS6oPsnhRY+n7uNP5VN4VhMWiRN3dmb9cf0poR4lbPLMSWlYkY4JzmvXdI+G8t1p9vcPq7BZYw+1YzxkdOteWaHbLctcKwYskDSLt9Vwf5Zr6K8LXAfwzYOTx5K/pUybS0Kikc03wutcfvNSnI9ox/jXM2Ph3RIn1EX8s7tbXBijSNgC4HtXfa/4strCBxFImQMGQnhT/U14rd6tPcXN26SPtmlLMx4LfWkr9RtroLq0Nl9ob7KhRR/CHLY+p7mvQ/hHahrq6OP+WC847k15tbW7znaATmvZ/hZpUlncajFMu2WOKPIP51NT4Sqe5t+LVaHw5qMrxqSYSpJPQ5HSvnDV+sQ/wBkn8ya+kPH4C+FL0sAjHAx+Ir5w1Yfv0X0Rf8AH+tTSKrHQ/D63D6u0mPuRE/ngV02kxrdeJNSmdVZV+UZGe//ANasz4cwYS+nxwqqM/mf6U7wmkmpeIru1Opz2azGRkMSbi7KhYL7DryfT3rYwL/iuRLZbXaqqDu6DHpXIy3m4nnFN1fU7q7WD7RcPKQCQGPTOKyGlJPJq09AH3Uoc8GqttZyXVwfLXOxTI3sAMmkLZatzRJVtrLUGCAySw+SrHooPU/kKhjQeFEI1VQOPm6/jX1PHblbeMlRt2AcE818v+EgDrHByCTzX1ZbvHJbqp4G0fyrCqdFLY+Z/iUmzxNqqkk4kxk9eorzyIZlH1r0X4lDHiXVf+u39a8+t1zOPrWsPhManxHrXhxfs/w/mk6ErIf6U3wzrFpY6SwmYh2lZv5CrFsnk/DmMdN6fzasG78LInhyPU/PkDyFfkAGBknvVIlnQXfi+xEUgVwG2kDnPP4V02m/EXTbfRrWPPmTLGFIDgc15xrvh7SrDw5HqenXt5Nm5+zbrmIIs5C7meIddqn5Tu9R7gY9ukVnAr4PmkfMSf5VTSloJNo6bxb4sm1SVmdtqj7qA8KK82vZjNKTnOauX10ZGPNZyDzJQD3NFrKyE3cuab4d1TVctZWU06g4JRCQD9afrmk6tp86LqkTo5UFQ5ycV7n4AslsfCVrkYMpaQ/icD9BXA/FWRJNZUKQSsScDtyajmdy7aDvhHBGPE8WW48pznHfb0qr8UW3eL9R4xtwvA9gK1Pg+4j10h1DKIXOGrB+Is4n8U6q4zjzsc/X/wCtWX2zV/wzkdPTfcgY6nFeweJLcG00iwx95lXH0AFeWeHIPtGrWseM75VH6ivYtUj8/wAX6Xb9kG8/qf6Vq9zBF2PQdMg5jsLcH/cB/nVBtb/sWbUYLVVjaVY1yoAwBn/Go4rw3HjOfTL3VrqztXl2I8c0cax9CSxfjGM8dScCuG1C7uYte1O3uWuN8M7R7bjAkXBI+bHGfXHFNK+479jRu9Qa4kZ3fJz1NY93dZHB6VWmvBz81UZrgsKsGVLpi7NU8CN9mRWGMDI+hNVyNz1ol7cIixy+ZIVCnngAVDGj3/4UWgPh6R/4ty/oK1fH8ax+FL98csgHB75FVfhY4h8Okv8AdLj/ANBFT/EqaMeErsoxyxVcY469q5ZfEdK2PmXWOkY9j/M03RYDNfQRgcs6j8zS6sf3iD/ZFavgy387X7JSM/vVP5c/0rqWxyvc9D8ZyiDSYYum6T+Q/wDr1o6XcWttpVrE1xGCsS5G7viuc+JDuY7WKNiG68e5x/SsvWvCviHRNC0u8ur+dJrwyebCVIEAG0oCcfeIbOO31zTiJnJeFWI1XHZoJlP08tq7uw1e9GiWVospWFbbftHGTk9TRRQCORe6m1TU41unLJuwFHAA9qm0qNLyz1ZZVH7siVCONrZx+WKKKaEd94C021W3F4Yg82/aN3IA+ldnoMjL4m1llOMumcfSiisJm8BPiLIw8KTLuJBZTzXzzrIxfkdsL/IUUUqQ6x3ngcBPCuqSrwwDc/8AAK5LTdbvNG1D7ZamPzYnfbvXI+ZSp/Qmiit0YGPcyu8nJzgVXDt60UUAPTk0yd2EgUMQpHTNFFHUDq/BKg6rF9RX0xIStuhBOT1oorGodFLY+cvHrFtb1Mk5Pnf1NcTaj9+v1ooq4bGVT4j2S8GzwFYqvQpHn9TVjWkVPAttgdoaKKog5DxV4ibWbC3ik02wtzCFjje3R1KooOEALEAc56cnmubu5nK9aKKtCMSViSSTTrTmdfrRRSYHr2r63fWFpY6fayCGEwJ8yj5unrXm+uSvLeyGRmZsjLMSSfrRRUFM9B+EdpHcaswfcP8ARz90+4rkfHcYj8QaooycXLDn6miil1KfwlbwIiyeJ7AMMjz1r0PWr6az8d+ZHtJS3AAYZHKj/GiirRmzkNW8V3Nnqd+ZdP02+jnlEjR3dvvUMo4IwQR1ORnB7g1i393cXuq3N7cytJcXR86Vz/Ex5PA4H0HSiimNFJmJJprdKKKAGoMjFXbS0iRQ4zkEdTRRSBH0p4CiRPCEBCglgWOfXp/SsL4izufDkq5+UyLx+dFFcr+I618J4DqnM4/3V/lXT/DtFbxFbkjorEf98miiunocr3N7x0d2rRKeg8vH6ms+71vUb7TodPurqaaCB2kXzJGYktjOcnnGOPTJ9aKKEJn/2Q==", 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", 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", "info": {"video_id": "176977", "label": "pretending to close window without actually closing it", "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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ZwP8AbJ/lWj4Wi87WrRMdZl/nWy2MXuey+Lptuk2dsOpYDH0GP6111mvk2cMQ/gRV/IVwevym51rTLbqNwJ/Fv/rV2kU/yjmi1xHkvh6bGl6JKDgw38iZ+oQ/417zC2VFfO2lSPY6KsdyPKkS+jkRW6kbSDj9K9yg1/ThChN0nKjpmoknY0i0a0/KmuQ8GDGnXa/3bpx/KtW58UaVDCZGuRtHoK4zwt4r061ivo5pQga4Z0LEDINJRZTkhnxN/wCPe0/3m/pVH4bWjS6/kYOLZjwc96TxprOk63FEkWoRIYyc55zn6VN8LjHHq9wsUm9Fg27sYz8w6UppqI4NOR3fiAzJp867igVGOSMnpXzjqWfs5P8AelP6D/69fS3icp/YV6TniFmA9OK+atWGIYx6s5/UVFHcqtsJ4fjMur2qf3pVH616TrT+frem2+eNwJ/P/wCtXCeDIDN4htf9klj+ANdJrmpGx8TrMVLiFQMe+P8A69dC3OZnpN0v2nwnrA/uxq4/A5pnhLXILPwoHmcZjkZQueTXMaP4zS60nVLaSAqZUWNcj1DA1iC4FvAUQ4XrjNHLdspOyRt+IPEst7OzO3yDgDPQVyb6wrTGEHrxVDUrsnOGrnlmYXqHP8QpvTRAnqdT4VIeRU7m4WvptbNBbY3H5ecmvl3wn/x+7gw+SQHGeTzX03HOz2m4lsn+HPH5Vy1VqdNJ6Hz58TUCeKtTAOeAOPwrzcff/GvR/iWxbxRqhJ5zj+VedKMyD61tS+Ewq/Eep/DhNmn3Unq6j8gTV/wsd+r3059MZ+p/+tUPgVfK8L3MpH8bH8lFW/BseYbyU/xSAZ+g/wDr1RDOuWXpzXoTdBXm/TFd9e30FlbGWdwqgd6ip0Lp9Tz3wrOlj4u1eGRgqrvPPs1ReJ/FH2qXyojiFTx7+9c5qd7FJrl9ewsyidyQPY1zmpag2Cc1pGPVg2aE+pKZdobkmqekN5vi4Z6F1z+lc3DeM+oICe9bnhdzP4kWQjksp/UVM2OJ9PtHE0I4AJH8BzXhPxWjCeILVAc/Ip6f7Rr29WIVSBtXBz714Z8T5jN4qTIxsRePpk1zQXvHRN+6eSXJ3XLn1Yn9a7X4eQ7tcRz/AARs36Y/rXEyczGvRvhrBm5upf7sYH5n/wCtXWzjNvxLIbjWbS29lH5mvUfDbg+co7BcfrXlci/avHCL1Eb/APoK16T4bfZeuhPWPP5GplsOO51nauN+Iqs3hh9oywlQj8669nwuTXlHxD8TpJvtInHlxnBIPU1nFXZo9EcN4n8UXN1tWR8BVChQeBgYrz66uXuZSzGrOp3jXE5OeKbp2l3epGdraLzFt4zNLzjCit9EZXuQ2sDTOSnLLzj1Fe56HEkXwhuJGABMcpDZx3xXh0DGK7wnA3cc17bGzp8HzjhfLYHjuXrGt0NqWiZ4le/fA+v866LwHD5niO144DFvyBrnbz/WD6f1rtPhrbl9aL44SFj+eB/WtOhi9zr3/wBI8bRL1EMefyX/AOvXXRsVWvPTrkOn+K7+4mG4cov5j/Crr+PrYEhYWPpgVSJZ5TbPLMSWlYkY4JzmvXdI+G8t1p9vcPq7BZYw+1YzxkdOteWaHbLctcKwYskDSLt9Vwf5Zr6K8LXAfwzYOTx5K/pUSbS0NIpHNN8LrXH7zUpyPaMf41zNj4d0SJ9RF/LO7W1wYo0jYAuB7V32v+LLawgcRSJkDBkJ4U/1NeK3erT3Fzdukj7ZpSzMeC31pK/Uba6C6tDZfaG+yoUUfwhy2Pqe5r0P4R2oa6ujj/lgvOO5NebW1u852gE5r2f4WaVJZ3GoxTLtljijyD+dTU+Eqnubfi1Wh8OajK8akmEqST0OR0r5w1frEP8AZJ/MmvpDx+AvhS9LAIxwMfiK+cNWH79F9EX/AB/rU0iqx0Pw+tw+rtJj7kRP54FdNpMa3XiTUpnVWVflGRnv/wDWrM+HMGEvp8cKqjP5n+lO8JpJqXiK7tTqc9msxkZDEm4uyoWC+w68n0962MC/4rkS2W12qqg7ugx6VyMt5uJ5xTdX1O6u1g+0XDykAkBj0zishpSTyatPQB91KHPBqrbWcl1cHy1zsUyN7ADJpC2Wrc0SVbay1BggMksPkqx6KD1P5CoY0HhRCNVUDj5uv419Tx25W3jJUbdgHBPNfL/hIA6xwcgk819WW7xyW6qeBtH8qwqnRS2Pmf4lJs8TaqpJOJMZPXqK88iGZR9a9F+JQx4l1X/rt/WvPrdczj61rD4TGp8R614cX7P8P5pOhKyH+lN8M6xaWOksJmIdpWb+QqxbJ5Pw5jHTen82rBu/CyJ4cj1Pz5A8hX5ABgZJ71SJZ0N14wsAjhXAbHHOefwo8QeJ59SmJL4j6Kua53XfD2lWHhyLU9OvbybNz9m3XMQRZyF3M8Q67VPynd6j3AypLzIyTVWTErovT3WMnPJrBv5ywIzTpbvceDmqE0hfNNsZFbhvtYZRnAya7DwTbiTxHArD5WZQfpkVzNkIVL+dL5asuOuM12HgHEviWEx/d3qB/wB9Cs5bFQ3PpNrYCJkPIPPXGTXgHxOwPFs+AfkjA5/3a+hHnheDazEE+nWvnP4lyb/FeokHhQR0x2Arnh8RvP4TzArmavV/htb7bC7lI4Lqv5An+teWIu6f8a9k8FRi28JSzHjLO/5D/wCtXSzmW5R0SeKXxTe3EkiqFDYLHHU4rp4/E9ho+r28ks6lHjdTtYdeK868NWMeqeKXs72+ubSCaTYJoZo4xGepLGTjAGeByTgVR1HTLi31u5tr+W5eO3mkQJMQJFAOAGxkZ6ZxxVWTQr6nqOufEWO4s3isF2g8GTfn8q8f1vUmuHf5icn1qW9uxHEIk4UDtXPTyF3NCio7A5NkSQSXUwjjUu7HAAGSTXQReEvEltZTTLYXEUOzMhYbRgeua0fhxp4vPFVoxXIjJkP4DP8AhXsnieVIvDd+WYD9wwz+FQ5WGkfN9pBi62yHDKenrXut+Fh+DMW0g7o0B46HeTXisfGrEr2avZ/E10ifCWyj2gM6xgkd+p5rKpq0a09meF3o/wBIx7CvSPhhBhr2cjhY1XP45/pXnN3zeEe9ep+AY/s/hbU7k8defov/ANetXsZdS34c0m01H7bdXVtHMTN8pcZx3P8AOtXVbKzs9LmMdtDHxgbUArNhafT/AAKLq3laKV7jO5euCcf0rO8ZQa7o3h3TLi/vLoves/mxMmBDgKUBOPvENnH/ANehIRwXhViNVx2aCZT9PLau7sNXvRollaLKVhW237Rxk5PU0UVQI5F7qbVNTjW6csm7AUcAD2qbSo0vLPVllUfuyJUI42tnH5YoopoR33gLTbVbcXhiDzb9o3cgD6V2egyMvibWWU4y6Zx9KKKwmbwE+IsjDwpMu4kFlPNfPOsjF+R2wv8AIUUUqQ6x3ngcBPCuqSrwwDc/8ArktN1u80bUPtlqY/Nid9u9cj5lKn9CaKK3RgY9zK7ycnOBVcO3rRRQA9OTTJ3YSBQxCkdM0UUdQOr8EqDqsX1FfTEhK26EE5PWiisah0Utj5y8esW1vUyTk+d/U1xNqP36/WiirhsZVPiPZLwbPAViq9Ckef1NWNaRU8C22B2hooqiDkPFXiJtZsLeKTTbC3MKrHG9ujqVRQcKAWIA5z05PNcm7nHWiiqQEWajP3qKKAJUgSaVd2ePQ16J8MLaMeKoUwcA7h+AzRRUS+EqG57nqTmNRsABIzxXzz46dn8QamzHJLH+YoorCnudE9jiIAPP/GvZ9KAi+HoK8ZgY/mxooroZyo4/TNVOmNdIbGxvI5ZtzJdw7wGXoQQQR15GcHuDVLWb+4vbuS8uJN89wxkkYjGSf5UUVSA5e8kYseaoEnNFFNiPQvhzM1p/aN1GFMscHy7hx1qPXdav9SsZpbmdmBP+rHCj8KKKzK6HLWAD6gd3PWvYfGdlFD8MtNkUvljGCCePumiikyo7HiNz/wAf7D/ar1rw8PK+GF66cMS2fzUUUVRmZV9rN0vg+C1HliNShB289Sa5m91/VNY0z+zb+9nnt7NmmjDysxLPjO7J5xt49Mn1ooqgR//Z", 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", 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", "info": {"video_id": "176977", "label": "pretending to close window without actually closing it", "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": "92490106851aa97d214918bd285ce12681d944c8bd1352e3a4923aea9541bb2c"} +{"episode": 62327, "episode_seed": 3505618292, "split": "train", "timestamp": "2025-10-13T03:29:49.582369", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3505618292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'wiping water off of 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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5PNRFs8VDqEuzU2lGdrQqdv8Ad5IpFmGPmGMdKaEx5h5OfmDDBBryDxBaGw1m6gC4QP8ALx26/wBa9ejm3OVAZiBuIUZwK8y8XyW9zrcssMqyI8KsGU5H3aqOjE0YEb561ehxt681QgO7gAnNXou2KoRu6dl4sg9Ole6aPef2ho9rdZyZIwW/3uh/WvBtNYDcOmBXsHgWcy+H9h/5Zyso+h5/rUdS+hd8Rxu1ikkUZd0fGB1wa464s76c5MSoO25q9FuY/Nt3THJHH1rhrnXbGIHM28jqEXOKTEeZaRqKX+qNHB92JC24/wARJA6VviU+btfGCOK4TwCt1/aFzJcJtBiG0d+td0xPmqVHsTTG9y7GBnB6nrXLeIdKht4Wvi26be0tzEr/ADPHvwHX0ZcjmumjbLk5+UD8qr6xp739orW4T7VE2+Lf91s8MjezDg/hQI8y1CUTajcP9pkuhvws0n3nA4BP4U1Dnii8sbqxmCXNtLbls7RIMZA649R2zSRHIHrWiEXYVLsiLyzEAD3PFfQcAKworfeCgH64r5/02MzX9tEOrSoOuO4r39W645rOoVEtIehrO8T2q3vhy7jbqAHX6g5/xq6jAtxUksQnhaJujDBrIpHl+jxC0eY4GGxnPpzWxJOt3cENjKxIuRwMAk8Vha7fHQ5GRlDSlmUA9Pl70eGJ3v7a5nldncycH0GOg9q0QNaXN4KN2QfrSThYYGuZNwSNSzAemP502BT5jKc7eo5q6IknhaKRdyNwR6im0QmcXb+K0ga5stRLrEkciJNKm2QPtOI5FHRu2RwetcDaWW7aXFd74vDpqdzPFCkcrQeVOG5E0LcLIPdW+U+nFcrFwMH6U0NkscEZIGwflW3pQWO6UAAcY/WsqI4NammnNwTjoKcloJPU9W8Bsonu053bFP6mu4rgPAb/APEzuQT1h6f8CFd/2rFFM8y8WG+ttbuIVmcQviRBnAwR7e+a5mXU4vtEVoj7pZXVcL0Xnqa9J8XWe9orgg42lOPz/wAa+fPDt7PeeI7MiFvKMw3SGmtyklZnrBldNoK4B4PNWYlHH5CoZgNv3cnrip4jkoBgVZmY3iLRJ722uZ45W3IiiOAv8kygZZSP72eQevFcLqdy1w9opvTdRR2yiLcuGjBJOxvUg9/pXq1/YjULGSDeUfho5F6xuOVYfQ15dqmlXttezPc2JtsvztH7vJ/unpg8n2/CqiDKqHAq3FwtU144J5zVmI84/GqYj3nwTlfCGnA8Hyz/AOhGuhBzWL4aiNt4b02LoRbpn6kZ/rWwrZI7GudllfVLZbzSrq2bpJEw/HHH6147cStpcqERbw/XBwRj/wDXXthAZSD0Iryfxnaiz1FY2PGWI9wcH+tDdlculFSlZmdD4gjM4LrIiBQuMZxyf8atHWraUELOOOxGDWDuhxzioXMGd3FSqrOl4WL6nbaDq8VrDJcM4Z2Y/KD0A6D8ea8+8eWsdl4ovZLVAlrP+8XC4XJHzAHp1z+dRSzoJSQBirETR6pZyadKz/Z5CCwU8qw6Mue/b8atT7lVKKcFGO6KmmWhtdIl1CTh2UGM9Noz1/Guz1/SbLUNLm1WxVI3tmHmCNQFkUhSTx6E/wA6qGzW61WC23K1hLMpYdcKFztb0AC8/hXTeD4ZJ7CZbmNBbsWjEZH3geOaXNrc6KlGnGkqa+84Cw/1pz+Ner/DyTdp14mfuzA/mv8A9avM5dPOl61e2TnJglKA+o6g/livRvhySLe/9C6fyNaN6nkWsdxXlWv6SkOsXaAfIZC6j0B5/wAa9VrlvFFmPNinXgONp+o5/wAalgjxXw6f9NITG0R8kjrzXTnlM5rgfAVzLdTXXmMxCBQM++a7h1MkbRq5V2UgN6HHWqE9y7GgMZU8g9RVlmJUAdT0qtFuEYBOSAASBjNWEHIoAzvFcMD+GbqSSNGeKMeWxGSpJA4NeawQySCR41LCNd747DIGfzIr1nVtPXVdKnsTIY/MAw+M4IOR/Kub0Lw5OtlqkCsN0s4s2kdcYiByzqD1J4xVJ2AseCvDVtf2i6ldrKGScNCA2AwXrn1Gf5V6bEM9ay9Ns4dPsIbWDPlRghQeoGc/1rSi46VnJ3ZSRa4xx1qSNscE1CpySK4CfUtTufHF9pi63d2kKtIIVjUNyqbgvsODyaSVwMf4qaTcXXiC2WGTYkitISPfA/mKn8GWH9n6ZNBuZj5m7LH1ArGbW73UJYn1G7kuGVcJ5hHAPPFdH4exsnZjlywH4VcUEpaGsFKyb88kdKuwDCqMdTzjtVYyIGQMQMtjn17CritgCqZncqavodlrcccVyrrIh/dSocMmev4e1ef+I9BbQ7xYg6vDKSYjn5tox1/OvUAQH3sQMZ/D1rzfxjem917jhYV8sfXqf5/pSW47mLHyPetfTFZGLFTjGAfWsuOMsVxncT2Hat2FGRAq4OOnNVIEeg+AxnVZyOP3P9RXoWcCvP8AwCpN/dy9lhA/Nv8A61a/j3ULvTfCz3NjcPBMJowHQ84J5FYpFs2tbhE+kXAAyyrvH4f5NeC6bGkNxbeSilzINv5966TUde1SLR0vLTxFqUqtMYD5yKizYXLMnGdoPBz6j6VwPhrWJbrV7a2IU7pPvD2FUlYEm0z1fG6pLZRw2ar5wBk496ntVdAQ7BvmJGBjAzwDT6ElxAEjx2FSSW8F1p7xXUSyxnLFXGeRzUajjnJq0EV4WQkgOpUkdsjFIDw8fM+V654rpPCWjR67rK2s7OkIRmcp14HQVPb+FLq08TizhK3PkQG5DMu1WIztU/iBXoPhLwzFoduZncyXcsYEp42qepC+3T8quT00EjqbZFiiSNfuooUfQDFXBjAxVSIAHI61YB7eorJlkqnA615Z8WrW4a/0uS2ZFEiSK5J9CP8AGi71y/fx5e6ZLrV7aWpn2RmKWNFj4B5LjpjPvmuJ8TeIdQj1MW+p3N3N5EsiRi427k5AOccZPGcVTjoOLad0VrfS7+5lZBdx4VclsHH0p8+i3sMYP2hXPsCK0/DNzFfi4aDO1SFOR361ty2zOpCbcjB+bp1/wzS5Il+3qJ7nls5uIrhldiCDyD6Vt6HIih3kJU9m9PetTXNAE582MEMDWOS9q6Kq7ogNs0TDqPWokrI6qNTn3OjtftSurM253xGjr0OTxuHau+0CQ7S74GDkqBgZ71w+meWlp9pidmijQyzRAbiEXkgGrFn448slY9OY5OQJJBgfUCs43OmVSMV7xc8aRoPEnnAgmaGNm57jI/pXVfDkn7LfjHHmJz+Brzq5vJNSvnurnBkkOTgcD0A9hXpvgCLy9Cml7yTn9ABW/Q8mTTk2jrulZXiKHztHlYZ3RESDHt1/Qmszx9qF3pvhd7myuHgmE0Y3p1wTzXA6xfeKdN0eymu9Xvd12HEkRUARjC7QTjqQ2cf/AF6pIk85+H/DX3sU/ka71OtFFN7ie5bThTirUXJBoopAWAT0qzHyBmiikBfi+7VmE9Pc0UUikWlryLX72bTfHGoXcG3zY5227hkcrtP6E0UUR3BnFa0xiNtt4wG/pXd+AGL6G7MSSZT1/CiiqW45fAdUoBdgVB2sCMirqAfL70UVRkUtVuJLa0LpjPzdR/dUsP1ArzN2Z3fcxYsNxJ6knqaKKcdwLtuir5ZA5CjmtOH/AFg/CiiiQ0ekeAlH2e9buWQfhg1J8SOPBsn/AF8Rf+hUUVl1KPLtT1ttUhijksLOExIERoFYFVH8IBYgDv061yHhJQniawCgDLPn/vk0UVbKj8LPY15IBq3B1HuKKKRBYiJIq2CR0oopAWIuVNaUHAAHpRRTAsxsctVtaKKzKR4l4l1M2Hi/WUNpaXUclzuKXMW4AqBgjkEdenQ964DxbczX15DdXDl5pnd3bpknFFFavYcPiOm+HTE2l6PSUD/x2u4jALc9+KKKXQmXxMJYkKjjvXA+NV+yzx3MJKyJKqDHQjbk5/E/pRRUscXqhl/dyy3cDq3lA2yoyxZVWBJJyO9OgAEhI60UVUPhLxD/AHjLsR+YV7D4I/5Fa1P95nJ/76NFFJmSKfxM/wCROf8A67xfzryS41a+vLKKyuLmSSGF2dd7liS2OuTzjHHpk+tFFUtgP//Z", "info": {"video_id": "87147", "label": "wiping water off of 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": "87147", "label": "wiping water off of 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": "87147", "label": "wiping water off of 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": "67264880fff91510d1026669ed27dd63e00c4051b41be2754026dc97134f7e21"} +{"episode": 62328, "episode_seed": 1811115626, "split": "train", "timestamp": "2025-10-13T03:29:50.345672", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1811115626, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'pen being deflected from 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": "101891", "label": "pen being deflected from pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101891", "label": "pen being deflected from pen", "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": "101891", "label": "pen being deflected from pen", "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": "e445acf93e592ed093a58534445e28c92a8554501bc4ab79f143572ca6abbf00"} +{"episode": 62329, "episode_seed": 2739515026, "split": "train", "timestamp": "2025-10-13T03:29:50.797612", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2739515026, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet box that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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5hKl7MdP4kedoMdK67QvDbmUTXSfvBghT/DkZ/Ok8DeHf7UvDfTpm2tz8oI4d/wDAdfyr0RIES6ucDkSY/wDHRVUo6lVJ9EUks0hSMY6cisTxg3l6IQOCX9OmK6ebhl4/MVnapp6ajbeW3Qc10HPfW5wulGKbSLCN5MCxillKju7OSP0Aq/BqykRTuW3s7d+OMU+XwdNFE628joHHIHes6PwvqiIAjErGxwD3zismmkdMZ05M6ue5FzrumRHq15Gfr1r1WP7teO6Ppt9ceK9PmkTbFHIrNntivYo+AKmTuZztokSAVh+LXuYNDaa0hE06OCsZP3vX9K3lBrP11c6U59GU/rSW5J4j8P8AQv7Q1H+0J0zb2pG0EcNJ2/Lr+VesPBHcQtFKu5G69qx/C9nHZ+HrGKNQB5YYn1J5JreXpSSsOTuUTpNsO8//AH9NOTRrQ95v+/hq9xUq4quZkWKaaNbD7rzj/toatW+mwwyrIHmYryA75GanX61Mv1pczFYeKeppgqRRzSGSpUygmoVqdKBnl/jbT0vPHmlrIoaNHLlT34U/0rpoRxzWd4njz48073gLfkMVpx9KpjuQ3Gn29xJ5rhw+MEo5XNRjSLZuC0//AH9NXqemKLtCPN/iRp1vb6cGRpdyoSMvkda6q+gaPw/o9u8ipCtpENmcb28sYX8TiuZ+KD7rXyx1Kqv5mrWs+JLbUNZfS7BpJUithEzj7gZe4+hA5qoO7uypL3EdHp4s9PgtwyQxidQkqYGY5MdPoaxdNt0/4TWwkPBBmYfULXO6I9+0n2AyiQx3G8srHORnJ9+xrf0Iyv4i0kT584Ryl89c4HWqlsKG7PS05FSrUKdBU6ViIg1RN2kXgz/yxY/pXkHw60IRW76vMv7yXKQg/wAK55P4/wAhXst4u/T7hfWJh+hrhfDkYj0GyAHHlg/nTtoNOysazwpPC0UihkYYINVf7ItB/DL/AN/Wq+tKOtNNrYRSGjWe0nEvT/noa8wuF/srxTPcxq4H2aUAsc8tx/WvYMZQj1Fcvqvh9J5DJs5o5mVBpPU4aG8jil+yjADrk/kTW7o0w/subnjKisrUvDsi3bzoCPlIwPoaqWTXen2MqMrFSwFNS1NXGLjoem+C/ngvZv79wRn6V169K5LwFGy+HI3cYaSV3P511q1L1ZlLclUe9eP/ABVsZr/xTplnbjdLMDj2yF5/SvYkrivElujeONPlK/Mto+D+IFCQk7O43R9Nh0rTYLKAfJEuM4+8e5P1NWJ9Ntp5TK6tvPUq5XP5VPH06VJQtBFEaRaE8iX/AL+GpRotoR/y1/7+Gri1MtPmYrFIaLbf35/+/hqzFptvFF5apkdcsckmrI+tSik5NisVINOhhmEiphh7VpJxUQFSrSGiVRVPW1zol0c/dTd+RFXUqDV036LeD/pi38qaGcnpiCLTrVAMbYlH6VoqRWVp10k+n28sZBVox/Ko9Q1+30uaGGVHZ5QSMEACna7A2wc1Ip9xXNp4qtT/AMsn/wC+xU6eJ7X/AJ5v/wB9CnySFdHRKfpUgrAXxLa/883/AO+hVu31u3uACoIy4TBYZ5749KXJIV0bIIp4ZQeoH41XDDPWvPoLl5xI8jkyea4bPXIY0Rjcex6crL/eH51OjqP4l/OvL97/AN6sOxa41TxZPpkmrXFpGRIYhGm7cyoWC+w4PJ9PeqcLAnc7/wARRK/i/T5uDi0kGR/vD/GpkI96828G6xPcasFvLl5N0RCbz0JwePrivQhLgZPQc1Mii5n3pymuZi8XWcu4rFLhWK8sKtJ4mtG/5ZyfmKfJIm5x/wATJh5oBPAZK5lEudL0yPUlnitlnkIRpE3SMpUgnbn7vbnmu51600rxAHM3nKW7gjiuNu/AYYk2d8PYSj/ChRkjaNSnZKRJo+pX+lahugFrqE7bdzwkl9rLkrj0x368V1XhjVrfU/Gdq1uWI8iXKsMFTx/hXFL4U8TaRqIuIDE89vjbJA+4dOnI9KtadBqsGtpqFzYmyjmm2MUBVCW6gfXHSi/Rly5GuaLPf46nTOO9eZi5mA+WZh/wI1m6/qV/a6U0sF3NHIHUAq5Bo9mcyZ7DIN0Dr6qR+lcRpKCHS7WMcBYlH6VxerXtzbaFDqWneI9WlDXJts3AEazkJuZ4gDnapwp3eo9wOv0q6W40y2lQ5BjXP1AwaTWgzXVvenA1h6lr8GlSwxSxszS5wQwAFRJ4stT/AMsz/wB/BQot7CbsdMp560/arcNg1zyeKLX/AJ5t/wB/BUw8T2p/5ZN/32KfJILo0LnTI5QcKKxLjQ1JK7AVJzWtb65bXA+UEfOFwWBPPetMqjNyBUuLW40xmkQpaafFFkLgdM1qK6/3h+deX287yGcyOTIJpA2eowxqUu2Pv1ahcV9T1JXX+8PzrmfEEYbxFZzDBxayLkf76151p1wL7xg+mX2q3drbySbEkiljjWPuSxfjGM8DknAqz4evLmDxPqOnXk1yTCzxxpc4DrhuhA4zgDOOKVrDO5QipQapmYRxs7dFBJrGh8Y2kq7hC4GcYMgzSSb2B6HUA+9TKcVzSeKbU/8ALM/99irCeKLUj/VN/wB9inySJujogakU1z6eJbUkDy2Gf9sVq213HciQoRhG2kg5B+lJxa3C6LwYAZPFSpIv99fzrkvFdw8SWChiI3mIb0J28ZrF3ns1OMbod7HpqOuPvL+dJdlZLGeMMpLRsMZ9jXj+v3dxbaW0sEzRuHUbl64qprljr+gaLpV/d312k94ZDJEVx5GApQE4+8Q2cdvwNHLYdzLttQvLWMpBcyxrnOFPFR67eXLw6W0szSmbduL4PT09KKK1LKTgLyAPyoSZg7DC8e1FFMgl+1SDsv5VYttbvLN1eAxow6HYM0UUEnQ6V4r1m7uDHJdnGM8KKbql5JE7S7Imkc5ZjGOT6nFFFCQjHvddubWJGjityS4U7o88Gsq61u60fxRNfWqw+dE7bdyZHzIVPH0Y0UVMikVtIlcvI24hl24I4xjNdTYahfT30ML3s5R85G/2ooprYtHNQu1xLcNJgkSMM496czbASO1FFMkmWZ1HGKkS8lRgRj9aKKZJp2nirUrWPy4TCq+nl9a2/wC2LrUdPCXYikjOG2FBjI6GiilZAij9uYOR5Uf5t/jWZrN802mzq0UYCOhGC3r9aKKT2BFDXPFkutW0EcmlabbNCixRSWySKUQZwgBcqBzngcnmrdteXVuuyC5ljU8kK2KKKmJaG65dXDWuls87yGYtv3nd0/lVJ1CjIA/KiirBgkrByPl4x2FS/aZB2X/vmiikSye31m8tHV4GjRh0OwZroNK8Vazd3PlyXh247KKKKdhC6reSRs022JpH5ZmQZJ98VjX2u3NrbrJHDbklgPmj9aKKBIzrrxFJpOrX0Z07Tb2KaRXMd5b7wGUZBGCCOp4zg9waitdUvNT1O71K6nZruZxI8g+X5jnpjpRRULctHQ6ff31zdrFLezlGVsjf7VzVpK1zG7ykFtx5wKKKspj2cpnAHHtU6zOo42/lRRSIHLeyo2QEz7qK0rbxXq9sgjhuAieioAKKKYjoxql5f6cpupvNBG7ayqRn8qwn1OZJWURw4H/TMUUUWEZF7rFxeabfrJHAPImQIUjwfxrOvfFOr6lpcOmXd5LLbQO8i73ZiS2M5JPONvHpk+tFFQ9y0f/Z", 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", 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", "info": {"video_id": "191808", "label": "putting wallet box that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "191808", "label": "putting wallet box that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "38065dd454ff7711a65f9201321ea4dec616504f9c7b601dc79319e376cb33a6"} +{"episode": 62330, "episode_seed": 2249912558, "split": "train", "timestamp": "2025-10-13T03:29:52.055360", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2249912558, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "47342", "label": "pretending to close box without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47342", "label": "pretending to close box without actually closing it", "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": "47342", "label": "pretending to close box without actually closing it", "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": "233ac81dc1ea9403a849e1c2b0daaef61e0b0407449448a4a94099c413450ebc"} +{"episode": 62331, "episode_seed": 864531562, "split": "train", "timestamp": "2025-10-13T03:29:55.330171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 864531562, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting a sponge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "51750", "label": "twisting a sponge", "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": "51750", "label": "twisting a sponge", "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": "fb118ff167a93527ab51bf876adbcc258f04b368f42e3f39c31b6344f3ba315d"} +{"episode": 62332, "episode_seed": 1591724012, "split": "train", "timestamp": "2025-10-13T03:29:57.936488", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1591724012, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 human 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": "148302", "label": "moving away from human 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": "148302", "label": "moving away from human 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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", 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", 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XTLlUitGuJiqlmKwttxzzk4rxCyuWubqCzhI82Zwoz/M+3Wk1/wAYR2CHT9NfMa/6yU9ZG9T7egq4U0wlUkd74w8S395o0otrW1LRjzQBKWlUDqQMYbjOcVz3w+8SXsVlqSSGWazlKhk3cFz1xn/ZHNcHpms3F3fpKkjGUONxL449AK7u2ufKtFSGBreLzTsjCY/T/PWtZyUVYxUNbnoWq+Oo5NMmhe28rzxsD7xhQcfnxmt7SPF9hqaLE+LW7ZfkilbCv6bW/p1r588W+ITJfW1qj8RYLcdSSAOPp/OuoicXkSk4OEH3qzjZ6mrukesKdfJ2yaRAcd/tmMHuQQM4PuK3LUz+VCt3DGJmUl/L5VfQe9ebaL4r1DSf3JmN3bJjMU5wy/7rf0Oa73SfEWm6yGNvKRMo+aBxh1/Dv9RmqkSvI8zuPHpQSi3lgd0O0QxAuc46s5wMewH41y1xqN9qk+68nYpuz5ang+3vWLaGK1jk2ffOCSec+lOtbhptQgtoSTJI4C56bj/9askl0K5m9zs/CoNxqE1w8eIrZQy+jMchR/X8KTW9aW1Z1Rwz88juat3DRaHofkQybnbLNJjGWI5P0A4ry3XNZCyMFYnHSumCsjN6lnUNZ8pHJfLHk1l6drF1FL9qEhRA2Cf6D1J/+vXMXWotJJlhvHpnirFndvfTw/aHKwQZIVEwMnt9abkilE0PEE/9p6088q4YquELZ2jHrVLTZVgvQR8vHGKbq0xj1qRkVvLZUIyOcbRWejyi4MiKwH0rlaex0Jq1z03Sr4/3seorTkmV+S3UVwOm6kxYZ69CK6CO+VlAzxUXaG0mXbu7ubNgtrcSRrIPnEbld2PXH1NRPqF3e7hPdzPxjJcnFZt/dkNEfc/jVdLomQquBk8/SquYta2N8TxRbOh2gAFjknjiuts3Gh2Umq3RKTyJtgjfqi92x6noK8/8NEax4v0bT5eFku443HqobJ/QVY+IWr3kWpT2cm5TGxXngde1bU1fVkS3sU9b8Wy3E7t5pLt3J6Vz6ai6SLKspkuHPGCcD6+tYEsrStyc1s21hcWcltsl/fSorlCuNqsevPX1rTm6DUTvdQ1KO30Sa7kOJjCoRc5IOMfzNed6fdeVfRSyIch85Poa1fEN+yRJbFgSW+fHtWBJKFkQjpkVyx6nRbQ9W0q6EjKdw45+tXJrsKpDAZDZrjdHvwCpJz6YNbwuUlI9DTUyZQLAnzKzHgYzzWBG4kjYFwCFK/WtOUkKWXkY/SuZt7hUyrcccc03Ixa1NEXaqmPQcU6XUzGu0DDsBt5/CsSS4TIw4yODSW1/HJrGlRycxi5j8w4/h3jP8qlasaVkdl421h9DhGgQKY/s/Epxgu3cn1rzf+0LmW6TyizOWwMck133iyzXxPrUzRuRKZCPNP3Rz781mx+FLXQN2oXdx9r8hDIYlAAIxxnPqa6ebTQleZL4QeBL0tOj7uQ7Nzg+v54/OrfifVEh0mW3hTMkr7ck4+v8qw/Dd3NHYSNISF3YV26cDpWZrd3N9uiWRJFQLuBdSN2e4z2rmm7zOiMbK7JNBumttQRXUBmXGc5r0izugbTcGzyOK8kguQl8rAjHqK7jS9RBgC5BpuVhONzoLi7Mm4Y79aydauMSQAANgEe3arIkEygdDWB4guZLae2yCR82SPwp810ZNWY7z9kgcjjuBVee7Te2Cc81nyaoX27h09qqG+BJ4FRqWkdb4X1eGPxMs7HBgs5WQgdWxtH6Mar3nhO71SeW6tbiGKFjuPnNjH0x2rndP1E2ly8gBZnj8sHONuSOf0rYg8R3UcbK0Qk25I2/Lk+9aRnYlwbYWVrDpOu21hJLHKyjdIyA5jfPQ59sGuxn1l4LaMzSq7puYyEfiTXmunXVwdYaaSYF5stISOMk/wD6q9IfwBrPiDwrdajp95bvPEpDWYDea2OSPTJHI9elRVldq5pGKR55dXc1xqEl67gmRs4x2zXo+jXqvbE7vm29K8pmS6gCxvE2U68V12g6l+6wDim20DSZ232svMM4ADZqVroRsrhmRwdyyIcFT6gismGYTr1AIpZJGA+bBArSMrmUo2OYa/MarKVO05U10Hw0SLUfiJpsEhygEzfj5bAfzrkoZ0ktzHLgjkEe9a3ws1MWvxK0dm5V5GiJ/wB5SM/nipp7kvY6bxldy2MslpKSGh+Rh7j/AB615JqN000rMema94+J+nW2pXLXEMbrL0yVwW98dCPr+nfxK60HUDciNU80scKVOD+KnkVtzX0FAztLt/tmpwxldwzkqe+Oa37mK1tLgRXUflEgPG8a5GSeePrXS+DvCN/pdy94/lLKY2Ri8YcKhGG4IxyOPpmua8aWMthrixRxBI5E81I41ChNx+6AOwINQ1Z3NIu+iPW9M+G9h4w8EW2o27CLUwXUO33ZFB4VvT2PvzXnGreGLrRryS1u4GilQ4KsP85+temfDbxBPomjWluGMluq/vICehJ6j0Nela94c0zxjpMcjYWQrmG4UcqPQjuPauXnak77Gux8pPaLnOMH1HapIZ2hXbKMDsw6V2/iXwXeaHdNHcxkJzskX7rj1B/pXJT23l5CjI7g1d1INipdSmQJlvlGcVVFyY5FOeOn6VBfBYnAJwDnAPb6VUklUIoU80WtoQ9WdL4Ivw3xI0ufzFRUmLbicchCOvatzxbbwazfyDJecscbSDz9f85rhdHuPK1+wkD7CJV+YHGO2a6WfWPst1J5kLnDY3xkMCavmsiHHUlsvAVvConu7vzNoB2rwM9h7k1j+IVZvFMVufkEaxqTnO0YB/QVvRa8l0FSISMQDhNvJP16Z7VxeqG4kujfXDjzp5nDIP4duB1/T8KfPcqKa3Pc9S+Eeg+JPDCXvh+7mkvwCwlmfiU90K9E9sfqOa8W1Dw5dafdyW10kkUsTFWRxgqfSvX/AABq15pGn2UsTMyPGPMjPIkH+OO9d34y8HWnjTSItTsAiX+z5ScDzB/dY+o7GuaMpQdnsauzPmK2E1m3zZKeo7Vv2t8SBk4BHWjUtGubC4kgniKSIxVkYYINZQDWxO0Hb3X/AArZq+qBM6Zb0eWecjFco93FuJU9qsm7z80WRxyKx/sEvoaSRnIkN0hbd3qKK4VbqB2OVSVWx7A5ppsZO4NOFgyjdzxzT0BbHQ/8JEwnaWFBJEzkjd8rAZ79jVfVtck1G1+yRBl80gysTnAz/jj8qpaZbiaMFumTXQDT1WzchF42k4HXkUXsx8pX+H7zpqbyxOMwESLuUMNwPHB617vq2h6X8T/DwDokOrWq/Ix/gPp7of0/n4t4CsjDrOqQsp/dHy/x3f8A1q9c0ec6Rfx3MAJKcMpPDA9RWc43d1uUpW3PDNW8NPpd7Na3MJimiYqynqCKgtJXtHCM3ynoa+jfGPhix8baT/aunKPt6L0HBkx/A3+0OxrwXUNNa1leN43VlJDK4xVxkpILWLVvfbRhjg1cWGPUopjIuTGPl/GuY854AVPzIe56iuj8MF5VulzuUFP60WaJnsUJdDXsKz5tEI6Lxmu/a1B7Z/Cq0tmrIfkBFF2SmeeTaabaaEAYMjY/Ktq00mKdcOu7tjNXdQ09mmhmAwYySFPI5FLb+ejZRQCO5oZaZW0PS1i8aRRsuE8ln9ehKj+Qr2Pw3NPo1/HcIw8p8LKmfvL/AIjqK8VOuzaV4pguzFuCR+U52nDZJLEfia9W0XWE1WxW4SMpg7SDg9PeiUbrUTfYZ8U/BKRznX9NiRrS4wZRGOEc/wAX0P8AP615KIjazblBAz8w6cetfROk6tam3Ojagpks7nKgseEz/CfbP5GvM/Hvg+Tw5qeI972cuWhkPp3B9x/9elGX2WNdznLa/wBqKd2VPRq0PN8yPk5B61y+TE/fYTyPT3rRt70KAjHjsaaVgaucsZmwy7tqsOvfNW/D18NH8R6feqTtjnRic9RuGf0rIa53AdKY0xbaR94HIqldMzsrHvXizVYzOJYHkk3jcoZQCAenO41h6e6pcC4uCGkGQD2HXoKzNQuZp9Osr22kRROiEo2CN5Hb8awf7Y1WOVUBhDA9BHk/zpuXUmMdLHpVxqoEYhGFBIZwO5/hX+pry7xvqUmo63JcQq7W0CrB5oHy7hkkZ9cmui06Se4bfdFSf7qjp9axtZsfL8O6nFFwsF8rlR/d5H9RS57s0jHlNn4XXTy31wrsSgh3YboDkc17Hpus3Ol4aI74ycvFngj29D714l8LG26lcg9PJ/qK9WSXjII/xrOSu7FNnoDrpnijSSskYkjP3lbhkP8AQ+9eV+Mvh1NpkL3djuuLQDLHHzR/UDqPcVsm8mgi8y2do5VI5Q4rIsvFur6t4sudLn1y6sw2/wAoRICGITcF6cDg81EYyT0HzKx4j4khaGaEHIJ3f0rEAZq7bxZAbme3uHdmaTcSDjAPHSsFLJfSt09COpnRQyBw3pV3Tl8zcpOQGJxV37Kqxkgc4qtpK5SRsfxUm7jR0ljBjGFAHXisXxHatEqS/wAK3MqH9GH9a2rS7WLG4gYFUPENzDdaQHjb715kAj0XBqY7jZ6h4aje28PWSNwwhX+Wf611ela1Ppk6+X+8gY/vYs9fce9eaad4zsmsbcbZCSoVlGCRgdh1NdZBch1SQZ5ANJx7ivqdf4o8J6d4yt/tVrMqXargSDo3orDt9a8H17RLnSL2W2uYWilQ4KsK9SsdVudMvjdQSH5j86E/Kw9DVv4ipY+I/Bp1CAhL+GREB3Asmeqt7VMW4u3Qu91c+fpVKyFhwT1966EWa7R8tN8S6BY6dokOoWWoXsp+1/ZT9qhWNbghNzPFg52qcKd3qOeoG0kK7RxnitmYyZif2eD/AA1DPalIHyo6HpXReRkkdPSq0lsrFs54FSCZy2mKIrOMNw4ySCOlbUV6+zy0jZw+ATnG0dzSGyy3AGKuQWgK7R360mXczND8Swaf4m1CQ58i6k6jtg8H+demadqsOo2/nQMSM4ORgg1xCeDLCYebl0cHO5DyDXX6PZwWNmLeFm45Jbkk1Tt0Fc6Kx1y50mRWtwrRscyxt0cf0PvV3xf4ZtPGejjVtJGb9F+ZB1kx1U/7Q7HvXPNkk8/Wruka5daLeCWNi8JwJIieGHt6GspRfxLcpS6M8W1C1kt5nR1IYHBBFbXgggNfKWwPkwP++q6jV9M0vxT49ufOvLiC2uZtqvFJHGE4GWbfxwM8dScVzXhy1bT9c1uyl86I283lhbgKJAAWHzAHGemcZFap3VyZHXStGFyDtPvUbxDB5JGOQaECONjAMe5B61KqIuQq8etMzRnSWW9QWFNi08Z6VqhcrkDPtTxCfLyowe2R1qWWmVl0q1lh2TW8cgYfxDNbFhBHb24hhjSNF+6qDAFNhGzY64weQQQeKsREqfbtQMVkJUk847EV0NtJb+K9El0DUyPtAXdbTY5yBx+I/UVjErjB6mqpcwOssbFJEIZSOoNTKN0EWeY+IdHudF1Ka0uoiksTYPofceoNYLyFDn+E/pXtfxEFt4l8GDUogI9VtXSNwv8AEpJ4+np+IryfxL4T1Hw5oGk6heNMs18ZPNhMZAgACFAx/vMrZx26dQaqD5lqU9GcLViNQFHvRRWjIRckuZhLboHYLGRsGT8v0rUtHYsXJyxbkmiis2Utzf06RvMIz1qd1Ev9sxN9ySIFh77P/rUUVHUorfDIZa+f+IBAD+dejLK4C85JzyaKKqW4h5kYpyetcBfalcaT4quL622edFI23euRyu08fRjRRVRJZgzSvKsUcjFhGCFz1o2jdjFFFAuoyT7hrJ01yImQdNxNFFLoUaMZJODVTXhj7Og4UKSBRRREbIfDqLJq0MbDKluRXtMDt5SHpkY4ooqpkLYHJBxk1jeILiW20xmiYjMqZHYjPeiioGjP8XaomvaVGZ9NsYJLaNVikt1dSiD+AAsQF5z0681OPlBA7YH6UUVRMhpchuPpUUh/eICAQQaKKBIgPCZq5AApAAoopM0NNAFSMj+IZNXIJGDH2oopCZePOD7VWlJLkegoopiOVg1qTTPEN9b/AGOzu4J5dzR3UW8BlHBByCOvIzg9waEd7nXr2+mYvPdlZZWPdjn8vpRRVdRvY1EGLhfr+XFaC/c/CiiggsWiCSZEJIDHBxUsXzzEHopIA9hRRSZSGwgK3HHQfzq0O31ooqRolycrVSViXIz3oopjRha/PJBp26NiCZkB9xmuR8ZazqF3aWun3F1NJbxM84V5GbLNgHOTzjbx6ZPrRRTW4M//2Q==", "info": {"video_id": "148302", "label": "moving away from human 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": "51b0c1b822186d6fd9db174fff1f5c61c5a25530156b6d6f834363d9be2f69ae"} +{"episode": 62333, "episode_seed": 1651233965, "split": "train", "timestamp": "2025-10-13T03:29:59.198689", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1651233965, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take biscut from plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "153259", "label": "pretending to take biscut from plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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m1zVLPoUPGWoozW8Ef3Mb2B7enHbrXA6my+Q4B+UjvXofiHTzq9zFbW8aRy+USzMcD8eK8u8SpdaO8ltexNHIFyue49RWlFR9mo9TKqnzX6GX4dlK6NfwgnH2pGFef3q4urgD7olbj8TXe6FcxQ6BNIR+8muv0Argpn8x3c/xsW/WvRTMGRWuBM5I6RPj67TUSfrUtrG0kkgQc+Ux/Si0t2urmOFerdT6DvU31YWvoeieD7BG0mLK5eQkjPYE16to2mLFAIwuAOtcR4WhWMxNjgABR7V6fp/+r4615VSo5SZ6NOCjEwdbtfKiwgILHbn61z1vG9+n2KT/AFrSGMY6hB94/l/Ou/1O0821PHzdR9a5bQrF4NTu7+YfM+I0X0XOSfqT+gFbU3oE1cnvLsaK6xQIFJt2jUAfd4/wri9RuH8sFHOOh+tddqUJv9Rmk3ARwDA56sf6cfrXE6ixVypyPmrppWknY4sQ/esYmjy+T4vg38q+5G/FSK57xIP9MgY9fKKfkxrX09/M8SQzA/cJJ/AVkeImBuoCeuxj/wCPGtkZHPsMGnS/fA/2R/Kkk60svEh+g/lUvcYLxzzXWeHFxDCw/wCejt+QrkxyBxmuw8OOEtQvcSMpz7is63wDh8R0XgzTbPUPFzre/MiruRMEhjx6enWvXdUvLa2spLSPaIiuAoxjp/n+nSvHNCtpD4phWOQIS4G49gRXql3ocqXUJklaRmB3bh04/nXm1KSnVhGT0aOqE+WnJpbGVo9iJL6GSQhl39OpJFX/ABpeiKOKzR/kb5iAeCB0+v8A9aug00WMFsI5Au9WK9CMH/P9K5bxbYrc3ebESSytHkJgkge3tUup7XEq+iX6FcvLSdt2cFrBLWkiscjHFZelzF/DAhJ4S7bH0ZcGptauTFE6SAqy8FTVXS1SLw+ZmbCtOxA78CvRgrXOU4Vxx9KWD7s/P/LM/wAxSscj6802MEpNx0T+ora5Bbj0+funGKkjtir5YEH1Nd9Dp8Pz/KMUlxpEH2IyFQD1rGGITZq6JleHGZnePPK4kA+nB/Q16z4BSK38TRuTG5lXC98E9PxrxaO6bTblJo2+eNspk9fb6HmvQNO1ZY7bT9Q0/KtncmDyeeVPuDVVY2kpWIV2rHu1zbfaVkeJzuZ/XhgP/rU59rp5c8W4AY6Z7VgeG/EC6tJGjR+Sz85AwM/TtXYCLy4JTJtJI6+2K4fqk5zu3ob+0SR5xqXjS38LhkSzEyu7F2EpGB2wO3414frF3P4h8RXVzIhUTSmQgknavbk+1d14xY3WtuwgTyFJGzdgD3/Oudn05LGw8yV9pf5pGbqq+v8A9auyUIU2rbkKTlc5zxDcKYYbdeDK3mEHsi8KP51zU3Tn3q/f3BvL2W5I2qcCNT2QcAVDb7Y1e8kGViOEVujP2H4dT9K6LWjqZNnovwutltp763K/vlWJpfZm3HH4DFerlGWLIHavIvg67T3usyyMWdjEzE9yd9e0kKYse1eViP4jOml8KOWyn2mX7Q4UY6nsKj0rw5a3t+2pSxb4h/q0ccNj+IitG60iG6uA02WRTnZ2P1rUkuorOyY8KFWqpy0sbWuTRor2sn2eNWmQZBI4B9KtWUdv9mjSaL94FGWIwfzFc54a1z7TJJGJFXzJf3fPX/OK9Cs7AvK32q3AAXHsc050ak5JbIh1IJM5eXUbXQJZ724M0qrwgTbk+uSfw968Z+JfiiDxFrsbWayCBItoDgAliST0/CvSviSsVpmCBZCSd0nOfyry86UJpJbkKwgh5RWHP/6zXcqMacVOfxHM5uTaWxgTy/YNJ8sdUQ/99tx/KuZZcLtOMDitrXHBmS0U5ZWLyem49B+ArJihNzOIlbbnkkj7o6kn6Ct47XZnIn063WNBM2VaZmji9wB8x/kKd4dXN+cD5tmB+JqFbpbjV4AqlYIx5cS+i4P6k8n61b8NL/xM09xWE78smVD4kepaEcTInZcCvStM+4teZaEwa5yMYzXpmmNlFry/tHprY1J4w0WDWDNCsaueg5zXQPINuKzjateSi3jGWkbH4d63iiJOxlR6faHS1DJdC+fMhRlyrluBtA9sce1c78QdMtLHRftflFZxtVPk28n1xwBgHjrXoV5Y3FqJ5Hj2eVAQsg4Gc+v4V4Z4oM8sbiR5BEzkxA5IY+1dFLDynao3axx1KqTcd7nP6MUtbm5uZRkJEcf7xNYGuTCbUm9FRV/r/WtiZTb2yqeN3zufYVzMzmRmdurEk12LV6GFtCERtJKqLyWOBU1+irMCGGSACMe3WnRp5Vq9yxwSfLiB6k9z+A/nReR7fsxP8UCt/Os3rIfQgQE4rotGkwkkanLZEn4jj+tYcUZyDWvpMq210kkg+TOHx/dPB/z7U3HmViU7O56D4XtzN4ms2BAyw+Y+te138RtZk22y3Cww5JJKtz3AHTgV4/pI/sa9hedVPlyKwcfxIRkMPUHIr2GbUYbqb7TBLHLHMoKr3Xgcfz/OvPqwkoqcF7yOiD96z2ZTsIUe1BEhSST5nBAYZPOcGqZa006/mudQnhiijARi275s+gH/AOrmuls7CK7l2tG8YCknsc9B/WvOviUi6cgtxcbi7EnIxtBOP8Kyw2GqVE1PZmtSpGO255x8TdUsr7xFtsZI5IVjALx8hjyfQdOBXLz3DW2kLBn7kZOP9pq0JtO864aUAPFFyZB/GPWsHU2JkEWctne39K7qcIwXJHoYybk+ZmYwyMfrVq1hC2c0rH/WAqF7kDkmoI43mmVFIBJ5J7e9TGdZrpliysMcTJGD6YPP1PWtJLoZnoNvfbLdUb7zkA1sXsRu7ZLeIYLjFcxoqnUb2NMHYnzMa665uotLsbu/lI/dRnaD3NeclZo7L6HlOrqYdVlgDbhGcAmtrwzrctk32aWP7RaM2WhJwVY/xKezcfQ965OS5kubqSdz88jFj+NbWjLiTf1IxXrRV1ZnI7LY958MrLcSJc6bIbnaATs4kX2Za7LVfEN0tg0UltIjkYJ2EZrjPAlpGESdiRgA/Lw3oAPckgV6PrNpdnQn23cyTIpZyjYz3xR7NRdkxc99zxXUppluZLq9UxoCSrSjHPsO5rgdd1STUHMeStuDnGeXPqf8K6fXklLSPNK7szHJkYk/ma4i74c9iKv2UYvmGpt6GesL3NwkKAFnbAzVfVbiNpFt7c5ggG1T/fPdvxP6YrUncafp27pdXacE/wDLOL+hb+X1qHwpotp4i17+z7q8e2DQyvGY49xd1QsF9hwefapkI7T4Mn9/q3/bL/2evakI2V4j8Hm2TaqfaL/2avZY5x5eM9q8jE/xGdNL4RJmwxArivGOuRWiR2rzMvmnBZedo9a6q7uliidicACvDPEGpvqXiOV2J2Idqj2rTCw55F1J8sT0PRpHtZYJ1UbTzvX7j+4PrXs1h4ltn05GlDLIq49QfxrxTwJK6mPy5G2k8oQGQ/8AAT3r3Gz0zT72y3/Y4cHgMg2hiOp49816cqfJ6HFzczPKvF2qi/1EgjOT1HLH6Vw+vaz9ihNvbgCXoFHRPc+prsfF8k9rfXFtbQwwInysYV+Y/wDAiSfyxXk2ogrKw9+uetXKknqwjLsY1wTlskEnkk9zTrnbY6f5YyLm5GW/2I+oH1J5+gq3awRM0lzcj/RrcBpBj77fwp+J/TNYl5cPc3Ek0n33Yk46D2okIdpuW1O1GM5kUY/GtzRE8q6DY6rtFW7/AEDSLLSNO1jSdRvJSb5bYNcQCNbhgoZpIhnO1ThTuH8Q9wEsItsyt3rnqfAxpvnR2+ibhIvbFej6XMVhGa8+0ROFJrs7SbYoGcV5M9z1Iao35LnYhcnpWt4Th+0mW9Odqt5ae5xyf1xXB6nqUgUQWyGWd+ERepNaHhnXdW0m0+z3MEiDk7JYyMGu3DQuuZnNiJ291HaeMLlYdEkTPLdge1eA3sYklLSyM0KsSqk8D2Fd74m1XUtaYxxwSP8A7KKcCvMtZvRp+6MypNdLxhDlIz9ehPsK7mpcvKjjVr3Zz/iOdPOaFcB2wXA/hHYVzqRPczLEmAxOM9vqasXLtI7M5yzHLE9TQ4Nnp+7GJrofL/sx9z+P9KFHlVkNu7Kd7Msk+2MnyoxtTPcev49au6gimDS2/vWYJx7SOP6Va8HaZpOteIYdO1e4mtoZyFWdJo41jPUljJxjGeOpOB3put2jadqQsZFnjFuZYVS4AEiBZXwGAyAfXBIqFuKWxXhj3dB9KuwxHjin6bD5iYxzWlJb7YxgYNaWM7nT6NrlpqWhR6JfyLDe2p/0C6b7pQ9YXPYZ+6e3StvTbqa0lhR96sjZKE9D7V5coY3JGPlr0LwrdvII4bjbcwqcBZByB7N1FR7NvVGvMktT3bTPEdlPpsbyTYkVPmB6mvI/HOqR6jqb9xnknpXpmneHdK1Cw3RpPGB8pAkyM45AOO1eT+MPs9hqE9va2ZDJwZZn3sPoBxSUZPQLpHH6vqMdjamNFGW+6p6t7n2rhp2ZpGdiS5OSa1dQd2mYyOWYnlieap28EUrvLOcW8I3yHufRR7k1MYKBcpXK0oW0s+v7+cdP7qev4/yqHTl8y8C+qOP/AB01HczNc3DSN95j09Paur1TwXf+GdK0LUrrzY7m/aUSxGMj7PgIUVj/AHmVycdunXOGQdJ4SiSPTfMUfM2cmsfxzeTCwjgDYjeT5h60UV59P+KdUvhZwaHkVvaSx3r9aKK9SBys96+F0jXF/axynckavIB/tDAGfpuP416przmPQ7tl6+WaKKqfxIS2PmzxFIxIOcEtzXM2NrHf61aW8+THJMqMAeooorSQLY5/VZ3ubhp5CN8hycdBzgAegAwKh0rVrnRdUj1C02efGGC71yPmUqePoTRRWEthnc/ChiJNTx/0y/8AZq9ZWRhECDRRXkYj+Izqp/CYev3EgsyA3BODXkOrHZrsgHoKKK7sB8DMa/xI7Xwjcywwlo22svQjt2r6Q0xvJ0eNUACxR4Uewoor0Kvwo547nhfjK7le8vHLDO49BXmeoMWzntRRVyCJW1j9xp1hbxnEckP2h/8Aaclhk/QDA/GufJ5HA9frRRWD2NDp9R8WSeI7jTYJ9I0y1MDxRRSWqSKUjU8IAXKgcknAyTz61asv+PjHbNFFclZ+6XD4kdxpLEKMGuhjlcL1oorzXuejHY4nxHeTnXYI95CqNwx2Oa7Hwv4v16KOSH+0ZXjSIMqy4fBJ9TzRRXs4ZL2Z51b42YPirxHrGoTCK51Cd4mODGG2qfwGAa4HUCemfUUUV0PYwW5mxIJryCJs7ZJFU49CRVbV5Wm1O4LY+V2RQOgVTgAfgKKKyZZNo2vNoyzRnTdNv4pWRjHfW/mBWXOCCCCOpyM4PcGnahfXGsXf9oX7+dcziWaRiMbmLE9B29qKKzW43sdD4aUS2iSOMscgn6Vs3USAdO1FFaLYwfxGE6KLgYHrXReGpnjBdTypJH4CiirhuX0PoXw1M0fhqFVA+SPIPqTySfxJrw3xpdSvq14SRkuecUUU47sOp5rfElh75qG//daVZxpwsoaZ/wDaYMVH5AfqaKKxluaMxc4ORXRReJdX1dNN0q/vZp7W3uGlUSSMxLMADkk8428emT60UVDGf//Z", "info": {"video_id": "153259", "label": "pretending to take biscut from plate", "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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m1zVLPoUPGWoozW8Ef3Mb2B7enHbrXA6my+Q4B+UjvXofiHTzq9zFbW8aRy+USzMcD8eK8u8SpdaO8ltexNHIFyue49RWlFR9mo9TKqnzX6GX4dlK6NfwgnH2pGFef3q4urgD7olbj8TXe6FcxQ6BNIR+8muv0Argpn8x3c/xsW/WvRTMGRWuBM5I6RPj67TUSfrUtrG0kkgQc+Ux/Si0t2urmOFerdT6DvU31YWvoeieD7BG0mLK5eQkjPYE16to2mLFAIwuAOtcR4WhWMxNjgABR7V6fp/+r4615VSo5SZ6NOCjEwdbtfKiwgILHbn61z1vG9+n2KT/AFrSGMY6hB94/l/Ou/1O0821PHzdR9a5bQrF4NTu7+YfM+I0X0XOSfqT+gFbU3oE1cnvLsaK6xQIFJt2jUAfd4/wri9RuH8sFHOOh+tddqUJv9Rmk3ARwDA56sf6cfrXE6ixVypyPmrppWknY4sQ/esYmjy+T4vg38q+5G/FSK57xIP9MgY9fKKfkxrX09/M8SQzA/cJJ/AVkeImBuoCeuxj/wCPGtkZHPsMGnS/fA/2R/Kkk60svEh+g/lUvcYLxzzXWeHFxDCw/wCejt+QrkxyBxmuw8OOEtQvcSMpz7is63wDh8R0XgzTbPUPFzre/MiruRMEhjx6enWvXdUvLa2spLSPaIiuAoxjp/n+nSvHNCtpD4phWOQIS4G49gRXql3ocqXUJklaRmB3bh04/nXm1KSnVhGT0aOqE+WnJpbGVo9iJL6GSQhl39OpJFX/ABpeiKOKzR/kb5iAeCB0+v8A9aug00WMFsI5Au9WK9CMH/P9K5bxbYrc3ebESSytHkJgkge3tUup7XEq+iX6FcvLSdt2cFrBLWkiscjHFZelzF/DAhJ4S7bH0ZcGptauTFE6SAqy8FTVXS1SLw+ZmbCtOxA78CvRgrXOU4Vxx9KWD7s/P/LM/wAxSscj6802MEpNx0T+ora5Bbj0+funGKkjtir5YEH1Nd9Dp8Pz/KMUlxpEH2IyFQD1rGGITZq6JleHGZnePPK4kA+nB/Q16z4BSK38TRuTG5lXC98E9PxrxaO6bTblJo2+eNspk9fb6HmvQNO1ZY7bT9Q0/KtncmDyeeVPuDVVY2kpWIV2rHu1zbfaVkeJzuZ/XhgP/rU59rp5c8W4AY6Z7VgeG/EC6tJGjR+Sz85AwM/TtXYCLy4JTJtJI6+2K4fqk5zu3ob+0SR5xqXjS38LhkSzEyu7F2EpGB2wO3414frF3P4h8RXVzIhUTSmQgknavbk+1d14xY3WtuwgTyFJGzdgD3/Oudn05LGw8yV9pf5pGbqq+v8A9auyUIU2rbkKTlc5zxDcKYYbdeDK3mEHsi8KP51zU3Tn3q/f3BvL2W5I2qcCNT2QcAVDb7Y1e8kGViOEVujP2H4dT9K6LWjqZNnovwutltp763K/vlWJpfZm3HH4DFerlGWLIHavIvg67T3usyyMWdjEzE9yd9e0kKYse1eViP4jOml8KOWyn2mX7Q4UY6nsKj0rw5a3t+2pSxb4h/q0ccNj+IitG60iG6uA02WRTnZ2P1rUkuorOyY8KFWqpy0sbWuTRor2sn2eNWmQZBI4B9KtWUdv9mjSaL94FGWIwfzFc54a1z7TJJGJFXzJf3fPX/OK9Cs7AvK32q3AAXHsc050ak5JbIh1IJM5eXUbXQJZ724M0qrwgTbk+uSfw968Z+JfiiDxFrsbWayCBItoDgAliST0/CvSviSsVpmCBZCSd0nOfyry86UJpJbkKwgh5RWHP/6zXcqMacVOfxHM5uTaWxgTy/YNJ8sdUQ/99tx/KuZZcLtOMDitrXHBmS0U5ZWLyem49B+ArJihNzOIlbbnkkj7o6kn6Ct47XZnIn063WNBM2VaZmji9wB8x/kKd4dXN+cD5tmB+JqFbpbjV4AqlYIx5cS+i4P6k8n61b8NL/xM09xWE78smVD4kepaEcTInZcCvStM+4teZaEwa5yMYzXpmmNlFry/tHprY1J4w0WDWDNCsaueg5zXQPINuKzjateSi3jGWkbH4d63iiJOxlR6faHS1DJdC+fMhRlyrluBtA9sce1c78QdMtLHRftflFZxtVPk28n1xwBgHjrXoV5Y3FqJ5Hj2eVAQsg4Gc+v4V4Z4oM8sbiR5BEzkxA5IY+1dFLDynao3axx1KqTcd7nP6MUtbm5uZRkJEcf7xNYGuTCbUm9FRV/r/WtiZTb2yqeN3zufYVzMzmRmdurEk12LV6GFtCERtJKqLyWOBU1+irMCGGSACMe3WnRp5Vq9yxwSfLiB6k9z+A/nReR7fsxP8UCt/Os3rIfQgQE4rotGkwkkanLZEn4jj+tYcUZyDWvpMq210kkg+TOHx/dPB/z7U3HmViU7O56D4XtzN4ms2BAyw+Y+te138RtZk22y3Cww5JJKtz3AHTgV4/pI/sa9hedVPlyKwcfxIRkMPUHIr2GbUYbqb7TBLHLHMoKr3Xgcfz/OvPqwkoqcF7yOiD96z2ZTsIUe1BEhSST5nBAYZPOcGqZa006/mudQnhiijARi275s+gH/AOrmuls7CK7l2tG8YCknsc9B/WvOviUi6cgtxcbi7EnIxtBOP8Kyw2GqVE1PZmtSpGO255x8TdUsr7xFtsZI5IVjALx8hjyfQdOBXLz3DW2kLBn7kZOP9pq0JtO864aUAPFFyZB/GPWsHU2JkEWctne39K7qcIwXJHoYybk+ZmYwyMfrVq1hC2c0rH/WAqF7kDkmoI43mmVFIBJ5J7e9TGdZrpliysMcTJGD6YPP1PWtJLoZnoNvfbLdUb7zkA1sXsRu7ZLeIYLjFcxoqnUb2NMHYnzMa665uotLsbu/lI/dRnaD3NeclZo7L6HlOrqYdVlgDbhGcAmtrwzrctk32aWP7RaM2WhJwVY/xKezcfQ965OS5kubqSdz88jFj+NbWjLiTf1IxXrRV1ZnI7LY958MrLcSJc6bIbnaATs4kX2Za7LVfEN0tg0UltIjkYJ2EZrjPAlpGESdiRgA/Lw3oAPckgV6PrNpdnQn23cyTIpZyjYz3xR7NRdkxc99zxXUppluZLq9UxoCSrSjHPsO5rgdd1STUHMeStuDnGeXPqf8K6fXklLSPNK7szHJkYk/ma4i74c9iKv2UYvmGpt6GesL3NwkKAFnbAzVfVbiNpFt7c5ggG1T/fPdvxP6YrUncafp27pdXacE/wDLOL+hb+X1qHwpotp4i17+z7q8e2DQyvGY49xd1QsF9hwefapkI7T4Mn9/q3/bL/2evakI2V4j8Hm2TaqfaL/2avZY5x5eM9q8jE/xGdNL4RJmwxArivGOuRWiR2rzMvmnBZedo9a6q7uliidicACvDPEGpvqXiOV2J2Idqj2rTCw55F1J8sT0PRpHtZYJ1UbTzvX7j+4PrXs1h4ltn05GlDLIq49QfxrxTwJK6mPy5G2k8oQGQ/8AAT3r3Gz0zT72y3/Y4cHgMg2hiOp49816cqfJ6HFzczPKvF2qi/1EgjOT1HLH6Vw+vaz9ihNvbgCXoFHRPc+prsfF8k9rfXFtbQwwInysYV+Y/wDAiSfyxXk2ogrKw9+uetXKknqwjLsY1wTlskEnkk9zTrnbY6f5YyLm5GW/2I+oH1J5+gq3awRM0lzcj/RrcBpBj77fwp+J/TNYl5cPc3Ek0n33Yk46D2okIdpuW1O1GM5kUY/GtzRE8q6DY6rtFW7/AEDSLLSNO1jSdRvJSb5bYNcQCNbhgoZpIhnO1ThTuH8Q9wEsItsyt3rnqfAxpvnR2+ibhIvbFej6XMVhGa8+0ROFJrs7SbYoGcV5M9z1Iao35LnYhcnpWt4Th+0mW9Odqt5ae5xyf1xXB6nqUgUQWyGWd+ERepNaHhnXdW0m0+z3MEiDk7JYyMGu3DQuuZnNiJ291HaeMLlYdEkTPLdge1eA3sYklLSyM0KsSqk8D2Fd74m1XUtaYxxwSP8A7KKcCvMtZvRp+6MypNdLxhDlIz9ehPsK7mpcvKjjVr3Zz/iOdPOaFcB2wXA/hHYVzqRPczLEmAxOM9vqasXLtI7M5yzHLE9TQ4Nnp+7GJrofL/sx9z+P9KFHlVkNu7Kd7Msk+2MnyoxtTPcev49au6gimDS2/vWYJx7SOP6Va8HaZpOteIYdO1e4mtoZyFWdJo41jPUljJxjGeOpOB3put2jadqQsZFnjFuZYVS4AEiBZXwGAyAfXBIqFuKWxXhj3dB9KuwxHjin6bD5iYxzWlJb7YxgYNaWM7nT6NrlpqWhR6JfyLDe2p/0C6b7pQ9YXPYZ+6e3StvTbqa0lhR96sjZKE9D7V5coY3JGPlr0LwrdvII4bjbcwqcBZByB7N1FR7NvVGvMktT3bTPEdlPpsbyTYkVPmB6mvI/HOqR6jqb9xnknpXpmneHdK1Cw3RpPGB8pAkyM45AOO1eT+MPs9hqE9va2ZDJwZZn3sPoBxSUZPQLpHH6vqMdjamNFGW+6p6t7n2rhp2ZpGdiS5OSa1dQd2mYyOWYnlieap28EUrvLOcW8I3yHufRR7k1MYKBcpXK0oW0s+v7+cdP7qev4/yqHTl8y8C+qOP/AB01HczNc3DSN95j09Paur1TwXf+GdK0LUrrzY7m/aUSxGMj7PgIUVj/AHmVycdunXOGQdJ4SiSPTfMUfM2cmsfxzeTCwjgDYjeT5h60UV59P+KdUvhZwaHkVvaSx3r9aKK9SBys96+F0jXF/axynckavIB/tDAGfpuP416przmPQ7tl6+WaKKqfxIS2PmzxFIxIOcEtzXM2NrHf61aW8+THJMqMAeooorSQLY5/VZ3ubhp5CN8hycdBzgAegAwKh0rVrnRdUj1C02efGGC71yPmUqePoTRRWEthnc/ChiJNTx/0y/8AZq9ZWRhECDRRXkYj+Izqp/CYev3EgsyA3BODXkOrHZrsgHoKKK7sB8DMa/xI7Xwjcywwlo22svQjt2r6Q0xvJ0eNUACxR4Uewoor0Kvwo547nhfjK7le8vHLDO49BXmeoMWzntRRVyCJW1j9xp1hbxnEckP2h/8Aaclhk/QDA/GufJ5HA9frRRWD2NDp9R8WSeI7jTYJ9I0y1MDxRRSWqSKUjU8IAXKgcknAyTz61asv+PjHbNFFclZ+6XD4kdxpLEKMGuhjlcL1oorzXuejHY4nxHeTnXYI95CqNwx2Oa7Hwv4v16KOSH+0ZXjSIMqy4fBJ9TzRRXs4ZL2Z51b42YPirxHrGoTCK51Cd4mODGG2qfwGAa4HUCemfUUUV0PYwW5mxIJryCJs7ZJFU49CRVbV5Wm1O4LY+V2RQOgVTgAfgKKKyZZNo2vNoyzRnTdNv4pWRjHfW/mBWXOCCCCOpyM4PcGnahfXGsXf9oX7+dcziWaRiMbmLE9B29qKKzW43sdD4aUS2iSOMscgn6Vs3USAdO1FFaLYwfxGE6KLgYHrXReGpnjBdTypJH4CiirhuX0PoXw1M0fhqFVA+SPIPqTySfxJrw3xpdSvq14SRkuecUUU47sOp5rfElh75qG//daVZxpwsoaZ/wDaYMVH5AfqaKKxluaMxc4ORXRReJdX1dNN0q/vZp7W3uGlUSSMxLMADkk8428emT60UVDGf//Z", 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", "info": {"video_id": "153259", "label": "pretending to take biscut from plate", "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": "0ecb0bce47d6f5ca1a113f6bfa10fd882f88f7f486dd43dae9511453fc160629"} +{"episode": 62334, "episode_seed": 2248893187, "split": "train", "timestamp": "2025-10-13T03:30:00.439290", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2248893187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair clip behind a keyboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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+4IobtqUtT0XxRtFnauR0Zjk/hXkPifBvoQO6En869d8UY/sy153FC+/t6f4V5Br6uNXjRDz5Sk/iTXPT/iG8n+7M9xtA3xShWYncP4hk9KhkKFeFIO7uuOM1IHkCrmNGGTjgjPX/AB/ShpJFRC0QYBsqGO5TyeMf56V0nOMZYd3BUHB9R3pPkGSspBC5ADdTUpkB+fymC5PQDAyKYDFn5o26Efj6/wD1qAH7CCdk+RkAEdwev4U7ZcN8gkVtx8od8gcj8KgxDjuDt/WnlYckpL0Ixzj60CJY3uMiTy1fJM3Trt6/hU0TMCqvbB8I3yk9m5B/Co47cGYIl1w0hj3Z42+v0q3YJdJdQmK62tIrJkDJAHGMDtQM9F+HcsZNzCpBKQx7hjvk4J/A1zHimUfYLhTweAB/wKt74f8A2iC7NnMo8uS0M8OBhmUuB19MjA9MVzvizixl3Y3eYij8ya556zVzeGkWctFG4XgxggE4b6jp78Uke8hcRxkBezY9Ofc0ioy7QkrAFCcA8Hk/4VJHFcyq0ofcI0BJIBwM4H8v0roMCBNwgx5bEEZz075od1GQY2HIbBAqYR3S28W8r5ZGELOCACOnB46Uz96/y7Uw42nnHT3PTpQA0NBkbo2HzZP09KALfjLMDhs/XtipGWaQ7jCpLgsNuO2c/TpRuJ+Zrc4z5h29Av8AhQIjxGASs+CEBAz1PcVZEZAcLcBlBEWOOVPPH41EBGgUS28gKhixI65+7Tj9kMWNjBxEB0/jz/hQM6rw+LmPXYomKzP5sckrK+cRgrznv0A/Gu98ZbDbWjnBIMg/HC15tpsNqwa9t50V7Z4GCbyC5L4br6AA45r0bxpIGgtk3AhS5GOxIHFYVr21NaW54/qqj+2nXGQMfyzVMCA7MnoMnKdTx/8AXq1qJddXulADEEg/gtQtOZGBaNyduB8+en/6q1j8KInuyAJESgUg5GWxkc4pwVAfkkIHHR6kMyiSJpoS2BghuPTnjFNdoyvKkHaByneqJBVycedgE7eTkAe/tTwshAAm5OScn0zjP9KjP2fDYVgeNue3rmhRbnqxHzD8v8aQiXNyBv3gkDzueevBP1pwFwoKbEIAEP03cioo0hZgDNtB3Z56elSRwqUJFyQRF5mM/wAQPSgC5D5jkl4BtMiBnwSUI4xn3r2HwNOJ9HjZAVBmbAYYPY9PqSa8ggt5ClzCLpmjwrFQMhs+ter+C2ubW1vIb4757G6MTE9gFUcdjwMA1M27FxPO/E8cjRwwxxs7POSAOScL0rnTG6rua2lVduwHYcbsdP1r1fxB4DudWsoCkojbfuXK569c1wereEL/AEedY2vEdjyNm4Y5pU7RjZlTd5GPsRIJxJBMsiALkocIfm4Pp2qMm12piF0YfeEhJB4PPQEc10N/4Q1+z0xbye58yK6Klk3tliQcZz1qKXwp4gTO7JBXacynkenNapX2Mm0tzAX7NkZKnrnPHrj+lO225AwRnYf4+/b/APVXRp4T8UTM5ELMdwZiZFOSOhqjP4e1qPUhaPas9yzBtqBW5/l+FDi1qxKSbsjLMcYQlZDnywww46981M9uqk7JpNuVAJIPDda07jwhr9latdXOlSJBHks7quBn8fyqrF4e1S4g8yLTJ3QqFDrCT369etIojFvO3HnvtaTySSvZRkf/AKq2NJ1OeJEjmWNl8+G73BcEFCyj+ZrMGj3vmEjTZ/lfcQsT8YHI4p9gsgYWyI/mk4AAYsxzxgGkxo9f1mF57COZ/vy5OzH3QOleReIkjg16YSvKHVY/LKgEcDvn39K9t0u1uJoo/wC0EYPcEE7ux6mptZ8I6VM5knsoZcrhNyZxWUFb3jST0sfPUYti237Y6KFLAvDyX444J4PPNStKxW0CX8eVXO4IymI8/KcDnr1967my8H2Go+KPsv2VFg8w5VePl/yKtX3w+0xtelgtlaK2iT5sOfv4zxWsZKRlLTc84LPMSWnt2dhyXcg8evGOacplILDyyOJTtmHt2Pf2ruX8Aaf9oEQubgbgSCpBHH1+lXH+FtokQb7dOzkfKqqpyccYrTkZn7RbHnIl5DPE5VWEjY2ng4pYmRZIxLAxVWZWBizyen1NdtovwsvdYExW6jjRWwjeXndUOtfDi90fUYLOO6S4mk+ZsIVCemeetZ8yNDjR9mI5UA+UQDtI+bP86lK2isTHKAQqEFXIwT978a6+f4a65aIGEsDHB2qkjZ56jHvVO/8AAuvafZme5t1EeFTAlBOByMZFHMh2NPwbdXJ1q3jErSARSxIxbhYxluD6daTxdplw1kJorVp9k4Zk2kgrzxxz3pfB2hatf6nHdLbskULlZJWwq5I5UY617HDYwXGmKxQf3z9etQ1d3LTtE+X5gY1ZXsGiY9Gy649gDTnntczlLa4iDAeSPOyE65zxzmvXfGdostxBHgDPLDHTNX9W0C0HhzT7EQpulCszbeQByT+opqoiGrK54cHgQfIJ1O3qHU/N69OntT98OSVmuAMgqGRT1znvXrd/oekRpgWcJYKpG5OueB9e9XrDwjolym5tLhLsB8oTA6f/AK625PMxdS3Q8WZgJCEkLIGwpaHGQe5GaA7MApaMDBjyVYcDnJ+tevv8O9OvfECR/ZUhgjVTIkRwvPQZHU+tX/E3w38O6TpLtBakXjjCZlbC++M1nzK5ojxR7h3jbIj5jBPznPyn+ftVj7S3mMTGhYzo+RMD1HTnr9e1ep6f8LtOk0+N7iS7M7AHCPjI+lOk+E1lDDJPcX1xGgyQoIOPbJFTzxK5WeYWp+RpdmzaHXqDk7s9vSvTtYZLrRrGOIl8DcZP7xIX+tYOh/D241TU3WK5KWaAmSZoxn6D3r0VdAsTHaWMTMVQcknORipmufYuGmp8/wB8AdSu2a4jR2mdWRlbp0zxx3NQ7cpI/wBpt28sYxuIL5zyM+n+Feyax8OtGaSa4lgYSN83yyFcj1rjvD3ga11nVZIZBMsCKScMc1SktiWr3ZydxJMl45WWy3KmCyMCjD2yOtQlpCCwEJx8+BMO+eMf4V2y/D23lv71I7iVbeJ9kbE5JweaZF8PLaacwi+lVxjqoxz/APrrSMbrQyckjj8SxAlkBWNinyyK2M+nr1qMMehhc8GIYA+91rvr34YwWtpJIl/I8ioW2mNcDHXJ7Cn6J8Ir7VbJbhrtISx+75WePWlL3XZjjJNXRwCujJITC3zRjafL6bep/wATTv8ARjIxaLC+ajf6oj5DXWy/Du6GuyaZbXSSqnBlZCoz3AGelW5fhbqyyCOG5gmYkAhd4AA6EnNTzIqxxKi0DAKdrBpAGwQc4+X9a9I8Cz7pro3cuYVMbyBmyXYgj8elc5q/grV9C8tpZoWckvhJGyCeCfxrrvB3hC+gQX+oFbZJYwVRuWI7E0pNNaFRWp6dCgm0wBeuzj8q828SwefrkaBR8h2jPX3rv9NuVWy+dgo5QZ7kVxEx87X2kPO1/wCZrOeqTCDu2bGtoks1jbquVhi347ZxisbUWlluktlXPnbdhx07n8zW7qBSORpH55KY9gP8ar6FaszG8lJGZSRv6BRxThO1yHFNFy0iFtDi4YrH6gc9Bnmp9G0yG51JtQWLbHwkSt2UdT+JJ5qirnWNVmcki0tz8vYNXRTX0Wm2G4bTJ0UCiVTnfkONNRXmZvjOVbyVdLhQFFILcdTV+w0gLaJABtiUc47n1rK0W2l1G/a5kyxZs5Peup1K8j0+2CKPmbAwKiTuy1bZHPa9cwaZZG2tYl81wRhR0zVDRtCttEsZdUu40a9kQqoI+4D2H9auwWZkuW1K8XfHGRsU9zn+lcbqWp3mr+O7zR21q5tbYGXyFjQNllQsF9hweT/WnBP4huUVodZbXj3NzFK2MBl47DOa3tTdTpbyg4IU4/KvM/A9/eXemXs1zcPKR5ZQMemcnj8q7nXJ5INNaMgbGUEH8M1aUrMiUveRzPhmELrbXAAwmeT34q4+I2kuZjhWkZmOOgP/AOuovD6Ydum5omP49P61PcI2ozvbQ8KTjP04NZRunoOWsiDRtJeeZ53IMageXz0Bz/jmtiOd2L2dmVz91nx0GOaS9nWxszHCB5kq+WpHZRxmp9OiSwt41fPmEFnb3rSdVvQUaaTubljHb6PYs3CrHGVHpXO6faPqOrG9m+d+SMjOKfqupG8lWCMnywcAevvXQaHapBbmQsuQOaUttBp2diQ2sVtH5kg5x171yOoQz+I9TFsvyW0Zy2PSt6/u5L+cww8p0BHqa57xbdXPhrw6TYzNFOzoXlQ88npn0qFFydkU5KKuzUv5YNLtbewslWNIyMgVd0iXNqIm5wCD+FeT6vfXH9mQalZ69qU++7+zZuY1RZyF3M8WOdqk7Tu9R7gel2AY2c7hyhMmV+mP8mtoptmc5aaHL66FudeC/wAO7n862LxPNlgJPEUYQZ9SM1hM5uNQnl+8RgZHr/8ArNbepyO1wlvHnLgyflx/jWLWpUnexmwWi6jeo7qyx27qm4dG/wAg4rZuHEF2tnajMo+8c/dH+e9AWLRoPL/5bMNwHXLHFJp0Ekcct3LzNPnk/X/P5Vc5u3KChrzG7plrHaW5kYgn7zu3c1k3sn9tawZCCYwQFFMvdSeaLyIuRnnHeruhRxQyr5w+duT7U4pyWgpNR3N6K2S2g3vgECuX1YzazeJZREhCfmxwMe9a+o3hvLr7Jb52qfmK1HPbJZafIxOJnwGb071mo8zSLb5Vcq3bQaNpgs7fC5HP0rO0uQi4hY5xhh/KuMm1GXVfHs+mahq13bWzy+XG8U0aLF0ySXGMYzx1J4rT8Oy30N5e2l1Lcv8AZrpY0W4271ySDkDjOMZxxWiTWxLnodh4kCjTJJA2Cy7c+gzXJ+EUFt9tuQMZjOK2/FF0yaeYChDLkA56j/JFZuhRhbWde2EPXtnn+VTNWlqEX7pWeNYLJlmbbvQg/Unj8f8AGp9G0qVopbq5I3FiCc9uv8v5Unltqt3HGgHkJJ5jZH8Oc1d1WdlhXT7YYmnYMxB6VUajhEl01ImidtVH2OEL9lz+9bH3gDnFdBdXaaTo02w7ZHwE/wDrVmWZt9OjVOiooyfX1rKuruTWNTC5IQdB6Cpi76vctpfIv+HtNMkktyeXk4Le1b168OmWxbA3AZHualshDp+mebuGMdqxHjm1qc7ziInIPoKmSaeo1rqZmmaW+sai2p343QRt8it0OP6CnapqBudR2Rn92F2Ko6dar+N9VudH8O3EdhK8ASRI0aPqByCPxxXGXtj4h0Ww0rULu+u1nuy5kiK48jG0oGOPvENnHb65q1BxVhe0W56Taop0N8jOSzfjiuOtCXu5GPXzlX9RRRV1tkRDqa+o/vtUVHJ2mIt+O6rmuSNZr9mh+WNlC49BRRWP2GXT2JrC3jh0qLYMb8lvfn/61ZFzLJc3IWRjgnt2oopR+JGnRnUaP/o0kaRcKF6VGGa91uQTMSFzgD6UUVtVXuxMKW8i9rH7ix2oAFVlAHbnivCdW1GfTfG11f24Tzo5m27lyPmXaePoxoooXwoHuzq/Acah5IRwhCjH0Bro/EtxI+kREn7zgH8qKKv7EiF8aE0cBbuFQBhoxn86uaP+6sr+ZR86bypPYk0UVKWxu9yppH+k3EksvzMJFxnp61Z1O4kE+wHgkZ4oorl7FMn06BHVnI+YAkH0q558kVnMiMQNgbP1oor0IJezZy1P4sTU02COGOLaOXyWJ6muJ+KLtHo5APBePI/E0UVzQ3Npnn9z4gbXDbpLpmn27QKscT26OpVB/CAWIA5zwOTzXr4jWPSPNTIcQ5znvg80UVd2k7GbOO0/O2UAkZkznvwa6eBFlv8AT3cZYqR+GaKKI/CjTqUEJvNeneY7ijMVHbirOoSusSorYULniiisJbGg7SUVt7EAlelW5pGEEcgOHIBJAoortobHJiOhs2USLYyShQHcnJqt4gkZbFAD96RVP05oorlfxHR0PFbzVTpvibUoWsbK8ikn3FLuHfhlHBByCOpyM4PcGun8KXs9/qN9d3L+ZNKyzOxHViTRRWtPoZz2ZseL5WP2dSeDIwPvyKfpqhYbsAfwnn6Lx/OiilL4mVD4SXTm+z+GJJ4wPMwqZI7VFoAEmbl/ml3NgntxiiisqnT0NUQalcyvdeWW+XngVr6baxC03gEMcZI60UVeH+Iir8LJ5HaZFgdj5Yl24HGRjNb8UaQq0SKAgUYH4UUU6/xkUf4aPMPiXK62s8YPymVH/HNcjb61qN9pcFldXc00MDtIvmSMxJbGc5PONvHpk+tFFNbi6H//2Q==", 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", 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", "info": {"video_id": "48410", "label": "holding a hair clip behind a keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "48410", "label": "holding a hair clip behind a keyboard", "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": "b873fe7ac19d309f7d5b5d86a1f50c2876805ca7ec469d2b6631692a5ca2327f"} +{"episode": 62335, "episode_seed": 853627271, "split": "train", "timestamp": "2025-10-13T03:30:01.623583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 853627271, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with celphone on it but not enough for it to slide 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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ZqeOwyAi+Wcn7uQD+RrPs/E9zFGDMiPx9K1IfEunXIxcx7f8AeXIo5rA0NbRrFt7XNoMgfKFTqaljSOIKFiCIvAAGAKsxRaXdfNa3BibsYpSp/KpHttVQEW2p+Yv924jD/riqU0S4syb4xyZBXAAz0xWTDbJN85cqoOCAa2r0awwPn6fbzADG+HKk/kf6ViGX7I58y1uYSeoPP+FPmTCzIngaOUqH3DtQCe4zTpby0lwRIyHvuQ/0pFaB2JFxH+eP50hjZFGMkZp8V0tu8R3EAHPNP4KEfK30YVlagpKrlWLEEIBwPqamSurFQdmdBqus6XNpSQW9pBHOhyHSMKcd8kVzKxuzbgDk89KiNrItsVB+diCTmkjtrxhtXH5mnFWQTd2aUFnPKwVF5J/Or76W+l6y1vclTNCgLhWDBSQDjI471ixW+oRYKuvHQ7q17K0uIozLcSLvkAAC9h71dzOxoRqskoAbaM9K6GC3jhgUOwAPfNZul2kbyAlc4GanvJIvtXlICMdSfWmhMr3sC7n2zA+lZojUdWyfcVqTRRrGJF3nPWqJijX7pJzzQBVdSDhSCDUsClCG3HNDIAeKVPl4PJqWMyPDWktPIbt1+SPhM92/+tXRyQH0q9Z2qWtpHBGuFRcfX3qUwbu1c0pXZukc3LbEknFVXtjjpXVGzz2qM6fn+Gp5gOPe0bPAqE28g6Cu0Olg/wAFN/shT/BT5xWOSt7q+s33QTSRn/ZbFb1j421W1IE22df9oYP5ir/9iK38FN/4R9G/gNPnQWNO18fWUo23UEkeevG4VdjufDerYP7jd7fKa54+GEYfdNZul+G4tR8Uy6XPfTWqbZPLMce4s6oWC+gHB5Pp70009hPQs+OIYtJOntpsrgS+ZuwfTbj+dYlvrWoxKMTE/wC8M0um6bPfsplkeRUXIUnOM1rroL9NhNVcEQReKbyP/WIj/hirsXjGI8TWzfgc0z/hH3/uH8qYfDbE/cai6Au/8JBolwP30A5/vR0n/FM3S8GNCfQlapnwyxH3TTP+EWc/3qLoVjRGj6XIv7m8kUdtstNbw83WHVJx9Sf8ao/8ItKDwXFSp4evU+5cTL9CafN5hZD5dA1PGF1IsO25zVdtD1kceeGH+8KvJpOqp0vJePXmq2rRazZ6e0wu2BDKMhcdaFIViFdF1XHznP4iuPsbcyTbiPlX+dd3q0MttoMOo6brmoTbrk2xNzCsazkJuZ4gOdqnCnd6j3Ay7TShDAq456k+9Dk0EdTNaPK4FQNEwrovsGe1IdOB7VNyzmiJUOVJBHpVmDVtRtW/d3Mg9icitk6WD2ph0cHtT5hDbbxlfRYEyJKPpg1qxeMbKYbbiBlz6gMKyjogPak/sHPY0XQG6s3h7UuvkA/98mmSeGtLuMtDKV+hBFYg8Pt2JFPXQ7lP9XO6/QkUXQi+fCC7sxXCH6jFMuPDjQ2bfOGuNwEaDkEdzntjio/DsLXPigaVqWr3ltDI+xZY5o0EZ6ksZOMYzwOScCtLR9F8S6nrOq2duLuYWEpjKzovmR8kDcBxnA7cU3e24k9TKh0C72ANBz3O4c1YXQrxRxAfzFdgnhHxWn/LtN/36p//AAjHisdLWU/9sTT5xnILoV2q/wCpINTro83G+OQkDsmf610x8O+Kh/y6Sf8AfhqY2ieKR/y5v+MLUc4mkZUNq8EWAlwD6iP/AOvVM2LrP5xE7EnnMJrdbSfFK/8ALmf+/LVGdO8SqObM/wDftqPaMXKZi7VDeZHd+223J+vU1VkEKuGSC9Yehgxj9a2WtfECH5rRfxVhTCutjrbx/rR7RhymA4+YstleH2KACmCG5c/Lp8+f9o//AFqv61c63a6c0mFiw6jchOaZrlh4l0LQ9Kvrq7uBPemTzYSpAgA2FATj7xDZx2+uaak2K1jpEgTjip1gj9KKK5TckFvHgfLT1tov7tFFAD1tYvSpksoSfu0UUEotw6bbsRlTz71uWXhywnA3+Z+BH+FFFCEzbt/B2kkZKyn/AIH/APWryXXYItE8cX9xZxgPBOwTfyOU2n9GNFFbU0iJHQ/DDQtMvP7SFxZxyeX5QXd2+9/hXo6+GdFXppsH4iiiiW4Ey6BpAHGnW3/fsVINF0sdNPtv+/QooppIQ4aTpyniwth/2yFPXTrEdLO3H0iX/CiiqsgHfYbQdLWEf9sx/hS/Y7X/AJ94f+/Y/wAKKKpJAAs7b/n3h/79iuR+JUEKeD5CsUY/fxdFA70UUWEeW6nrH9qxQxyadYwmJQkbQowKoP4QCxAHOenWoo7OLA4NFFZzLgTizh/u1KthAf4TRRWZZINPtyfumpU022JxtNFFAjQttAspcbg/PoR/hW7a+C9KlxuM/Pow/wAKKKBM14fh9ojDkXB/4GP8KtJ8P9BX/llMfrJRRTRJ5NrsNlonifV7WPTLO6t2uAfLu4/MAKjIIOQR1ORnB7g12vwrY3F7r97Kd1xcvFJK/wDeJ3/lRRWj2EelgUooooQhaXFFFUAhox9aKKpABFNMaHqoP4UUUmgON+JcUY8IOQig/aIucD1rya61S8vrGKyup5JoYXaRRI5Yktjrk84xx6ZPrRRSA//Z", 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", "info": {"video_id": "174474", "label": "lifting a surface with celphone on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "174474", "label": "lifting a surface with celphone on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b18042d31a899e0bce08a2f11db6fbd6f6188fc5a5eeb4de5d9a74ce1cb143c6"} +{"episode": 62336, "episode_seed": 4064872064, "split": "train", "timestamp": "2025-10-13T03:30:03.163785", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 4064872064, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with a block on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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vleFmIUnna3P881leJfEj3emXMCWkSkLvVjISePy5rgtIvrzV/FE1susXNiXjlCeWm4sRHu2H0HB5Pp61je7UkdvI4wcZEF7axnX5bqMYE6JnjHIJ/wAa9KshgAV5Do9/PfSh55XkI243np6169ZnpUYWLjdCxEru6NyAYArZtBkDPesa3YgDHPSti2OVGK74nKzTi44HerCtgYqrE3yipFbFKSBMnY8darsRtp5fjNQvINvApJWC5VnOFxXPa5cNb6dPKjYZUOD6Vuztweea4X4hXM9t4Vne2kaOQyIuV9DnIqJPVFIi0y5CjyTIWEkIkBY55715zoKAXMh9v61JqM7WGiWer6ZrmpTbLk2o+0RiNZsJmR4h1Cg/Kd3qPcBNBwXkPsP51zwuppM3qWabR11oMkVuW3b1rFtMcVs22R1rtOY2IDtI9MVowthqzIGBA9avRnH1NMZoxvk1MGBIFUo3xzU6P81DAlc7T7VWuCCOKkc96qzPnmpYIzbyVYkLHtXk/je8bUZLKXy1WNWlVMHJONuc10E+oS3vja60m81e7tbR5vLjaOWNFiHBJYuMYxnjqTgV59fy3aahc2Fy9zi0nkRUucB05x82OM8DOOK5qj0NoI1PCif8TJvaI/zFd5HwBXE+E1zfTn0iH867ePtitqb90yl8RZTpU6sMVURju6c1Pu4zxUyY0OducCq79KV3O7NRO/ymsmaoqynrWddPtBNX5DxWJqku1Tg1G5Rk6ncCSGaPP3kZfzFeX22nz3gZkGAB19a7LV7l1gZkcq24cim6r4X1Pwr4b0q8uXnjmvjL5sBjIFvjYUDH+8yvnHbp1BxfK4rQjRvU9r0u7e18PW0iBSVj4DZxwa5HxB8UNf02FxaJZRneFBMRY8k+pNFFdUPhRzr4yD/hPvFF1Cu7VpY8jJ8pVT+QrNuNV1G+ObvULqf/AK6TMf60UVEm7nBJtsqMoAyBzVO4k8xWidVZG4II6iiisiqaRTdjbMY4fkVRgAVWmmlZDmRuORzRRVI7KCXImegxTyX2k2Ekx+Z2G4jjII6VxR1O40jxVcXtqV82ORtu8ZHzKVPH0Joormp/aPUrbIfosax3Xy9ymfzr2G07UUVphvtHLV6G3bscCte1Y7B70UV2xOZmlETiqmrahLY20ksSozKMjcD/AENFFNi6Hjmt/F/xJZ6lNawQ6eqKDgmFif1asib4m+LLgcakIh6RQoP6UUVnIwqSae5mHx/4rN9Gp1y6KlwCvygEZ9hW3421G+m0iLzby4kVyu5WkODj2oorCs2nE78HrTk2cnqXimTX4oYJtK022+zqscT2ySKVjUcIAXKgc5OByea29AJ3yfQUUVK/iIqXwnY2h4Wte0YknJ7kUUV1I5zWt+uavDoDRRVDJkYnI7VMrnd1oooAUuWzn1qvMTsooqJAePeINXbTPEerIbGxvI5J9xS7h3gMo4IwQR15GcHuDXGve3Go6neXt1IZLieUySPjGWPP4UUVz1PhNobnU+E/+Pmf3jH867KInjmiitYfCjKW5OrGnZOaKKUikRsT5mO1Rv8AdNFFYstFWbhTXMaw7c80UUluUzidRdjC3P8AEP51VufEur6pp8Wl3t7NPbWsskqCSRmJZsDkk8428emT60UVrLYhbn//2Q==", "info": {"video_id": "69388", "label": "lifting a surface with a block on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "69388", "label": "lifting a surface with a block on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcd275ecd9b56d10070717b60517d6c22dc6d81b6c4e0075646f496f72925885"} +{"episode": 62337, "episode_seed": 308905644, "split": "train", "timestamp": "2025-10-13T03:30:05.043616", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 308905644, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that dog leash is inside plastic basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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zUbPzI/NUfMBzisZy5ZI6qcbwMBwAfl9KQEjkGnSDBwaZWqOaSs7EyMSM+lO3lSPQ9KjjfbketDEEHFD10Y17tpRLElwPIx/GeKsaNaNNdrIy/KvzEms1eXGemea63S4wtt5nADcj2Fc1eXs4WXU68PH207y6FxmwMms24fc3ByQR+tTXV2gIjU89c1jm6ZJLnHJJyK58PDRtm+Jn7ySND7Qsd3ctN92PYUHv2p3i9g0Vgw6EOR/47WBczl1TJyxAJP06Vpa1P5+k6W2ckB1P/jtetSf7uS9PzPFxEX7am+1/yMOtayKywhT1ArJq/psmGK1z1VeJ20HaZoINrFfUYqK2hMcDpJwGOcegqY/eFVWlZ47hSRwCAB2rni20dU0r3LDXCxrHtwwc4BB4qEb5bi8Q8/LhR2quitLaW4X+F+fYVpoBvJHU9abtHYzjee/9aE0KYiRWOTjBrRtI9ysuPukH8hWcj/MoNaNhMREzYzvO3n0xRh7uqicY7YeXobMQG0VOnBFVomyoqwhxivpYxVj4eb1PKY5XibcjFT7VuaLcmdJreTB/iA9uh/pWBVrTbgW1/FIThc7W+hrwKsOaDPsqMuWaZHdQG2uZIj/CePpTrOCW4uFjiGSep7AetdLdaVDeyqzht/TK96kEVvpcRSNAG9Op/GsHiVy2W50rCPnu3oJ+5021EacHuT3PrWNI8p1NW5KbadqLtcIH3Hg5/GkP7wwzbgAB81KEbK73ZdWV3yrZE0EXlTSvxhjkACnW7ySRFnHzE5A9AelVpJ2W9hXPyEdu9TmVYkkYHnrVNPr1M01fToWjKEVuPmCEmtPTnJtU3DnFYSSjzUmdwI/Kw2fWtrwnAmv659ilv5rSOSORovLj3FmVCwX0HQkk+ldWE9yfMcePXPScF1KXiZd5tSOihz/KsOzm2OyuMq3UVZvZ5LowedIz8EjJ6cCstWIbGcc1piWpzbOfBqVKnFdUbX2dT88RKZ7iq0ttKoPyhh6rULanKIhHGAoA+91NLb6rInEw8xfXoRXH7Oa1Wp6ka8JaS0KzID1HPp3pnlc9a3ENrfLwVLenRqrTacyr+7bcM5waca2tnoVLD3V46mWYyKb04Iq2VKMFYFeOhHFRFRtB7Z+taqRzypW2IjtJOOPSm08p1xTSKpGUkySL7p+tdMl5byMqLICW4p2t6Bo9n4Zt9W0rULyYNcm1zcwCNbkhNzvEM7tqnCnd/eHuByYJUgg4IqJ01NWZcanLZroaWqWRifegO1v09qzK6W1mTUrEh/vjh/r61h3Vq0EjKR0/WopT+xLdGtanf347MrUq+nrSUVucpLBC006Rr/E2K6e/mW0sNq8YGAKy9BgL3DzEfKowPqan1VxPI0fGBx+NcVV89VR6I9DDpwpOS3ZSnuMxLIo+YgDNRSOAwA/i60HawMQ/hAqF2BXPpwK3jExb6kTnLn0HAqxNMXsLeM/wM364rW8G6XpGteIIdO1e4mtoZztWdJo41jPUljJxjGeOpOB3rN1iyOm6ze2BjniFvO8YS4AEi4OMMASM8c4JFbLRWOSSu7lGpraTZOp/CoaUHBB9KTV1YqLs7m3I3FVAjCWVmI2t0FTb98Ib1FVi7faMZ421zQW53zadmP3hYgIhwDgVMJ23smeNvH1qmi/uyrHHzUrzhM45arcbkKVldmglzFEqNKxyoxmtawuBJbecAQCTgH8B/WuPZmkbLGupt/3WmQD+8yD8yT/hXRQppSuzz8bWcocq2Oht3+UVZUjNYt1NJFYF43KtuHIrS1zQtY8P6FpV/dz3CzXpk8yEpgQABCgY4+8Q2cdunXNeu60YaM+dWFlVTkjzKiiivHPpTpLC6mayT94RgY4NVrmVmfaTx1oorhSXOz1E3yIjkG63OfaorokW7AdOBRRWkd0ZS2foRgbjbkk5xQxO+QZ420UVoZrb+uxFcMQioDxitTQtTuNHvIb+12edFu271yPmUqePoxooroonHiNylf8AyrEB2BFUgoOKKKKnxMil8AyiiipNBQSCCDg+orW067mnZo5CGAGQSOaKKxrpch04VtVEi7LGki4ZQaybmMQyFUyBRRWNDex24laXIOvWos4PrRRXUjz57HQ+IPFsniK1t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc5RRVGTL2kSvHqEaqflf5WHqK1dUjVoN5HzKcCiiuSr/ABUd2H1pM55xhzim0UV1LY4ZbnUaQoj0tWXqcsfrWK0jNeyZNFFcdP45nfPSnAhHFw9RN0/GiiutHLLb7zT0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDVPUtQutW1K51C9lMtzcSGSR8YyxOTwOg9qKKoxKtFFFAGhbsTajPY4pmMyE9wP60UVh1Z2fYRFKxA4PtUHeiitY7GFXcVPvD611Nx8sNoo4HmD9AKKK3pbnDiehavif7PP+8KZd+IdU1HTLfTby8mmt7eR5U8yRmJZsZySecbePTJ9aKK7KvxI4aD9xn//2Q==", 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", "info": {"video_id": "147942", "label": "showing that dog leash is inside plastic basket", "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": "147942", "label": "showing that dog leash is inside plastic basket", "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": "147942", "label": "showing that dog leash is inside plastic basket", "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": "d87f7b871e21b175f686f8d61d32099f6fe3efce405c6ae29cd0956f81f8687c"} +{"episode": 62338, "episode_seed": 2783918045, "split": "train", "timestamp": "2025-10-13T03:30:09.989444", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2783918045, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic container onto coca cola 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', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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2gtj5ewyRg8VPs9boydNXLUV5cvtWAbV24JcA8nuOwrZ05lFwY5WZvMYchdzZ4H5Gq0kFtHMYo5SZAoLKFzg+g/Cmgu5EmxogBhc8cZ6/pVSkkrhKScTT1h1laMwgIgTbt4ORk8/WqckCOkeYyzuMNk4Vj7dqpTX75aQbZlHCOqkde+O+MfrV+1lIhWXzyZAuQCQMH39+lXFNO46cHFmdd2j2twri3kkU/IwVgOPX0xyaS4uIlD7XKYyVUKNrjHX2AqOe61qfzSY1YxBvLO0HHv15/pV+zt9Pbw4RcXUn9psrTCF4emCeM+uAD1qtWbRaT1VyXR9Tms1+0K6yF1yyscgj69qi1/VTqkW+2gLLt+7JjGfT/wCvWN5phEbwKmxc5z6Y/Q8VDd6mSAnlSQksFRsDGSeufz+tVy63IbM9pbmHEsm6LaTkZ5yTjPcd+lJrDR3ujXdsJ1EktsxAkQZLY5Hse1U9SjmvUeS4kaQQAkRp8rbehx3PPPtmqC3/AJUDtKTKS4IEjAnsc5P0P40m2mZO+xS+Ge/dqZUcYiJI7fer0y2mhtypknmdycsUbPQ9COmDXnnw7hje91i3HMXmIc/7ILHn8K9Nnis4bhY7ddrFMncQF59PQYrKT953HGSWjNCwuh56QywKsTYKhWG4nvye1GrTi8mDxBFAULtAyFxnvVZYg8mQ4boCffvRJe26uRJCytnYFYYJPfnOOnr61FnK6E4c7dipcW10qNsPDjK7zkAew6+/+FVbf7SLuGIIq+UV4VPvA+p61sh4yizzROIVGSD82eOmKxb6/wBLlmW5ikkBj+4cMDuPb3Geh6VsbnWaqJobW5kB8t8Ha5HTJ61zrwLcATLIHdAAGB289+fzq94il1c6RbpdxbUuACS8ZUsRzj9Pas6G5IRYcBJQgK/Nz/8AX5FKEX9oG10Iw8ttEFKswXBGHPy+5HX8aq/bFVCkMsaMekjgnPv+FSagqSQ+XPceUWx9wjaD7fXniuYv7hba6WHlwwx5m0FVHQggHPHWqdkZSdiXxXvHg+9tRbKOkxkjXgsHBJPPfHWt+3MaSGbyjKykqJAg6/U1z95Imo2M9uUQrNH5alG+63Tj159q7S2eSw09o0ZFklUYGck5xuwD/OolLqQ52Y2Ge5a2YcWw/wCmY+8TyfpmtRL6WSzETPIyjKsGGVA7cDr9TVCEDywChZ35wMfKPX3z+v0FLJeJbIVRkI27pRg7gOOh/wA5qbNvyL+JrsBs0mLHKKR8w3A8ntVK5gmgEkyXDkYAOTjA6n8h3+laFney35Y/JGOhD8kH056/0qHUdWNq62f2MupXCyc8evXOfp6VpFWVi4x5VYpJDEbZJFu1CchdsgI/MnnJqW0WMGSFpppGJw25iQvt+tT+HoLXWb25im+zW8MICbZ5NpZmzjHucflVA+Zp1xch5FJUkY69DzjH48U0i24203LUlosUu+PaB1AC4yM896oS36xSkuEDp1KYKgf48+lXGmjmUyebuV8YQcfN2PqDmue1K4tYIpWgUicn/VuzAFh7D8fQGqtYzk3bQ0Y7uXe8sFyJGK4ZJMAD0zxXO6IzReKPErhdpmlifGc4yrN1HvTrO9maExlsO4LlcAquOgB/Hp7elW9OQDVbyZNivcxoDsGMMrOucdsg5rKcvddjNy7HQ28kqjzJbmOLccJmP5R9cnPT0rUgvoFlCCN2RssXI4UdsdyaoPp1rBDC4lZpnHMbZP1Ofr2qwYn2oOAuM49DUSlZXKlJOLNXVGga3hSCMloydxkBBbIHAHp9axlmntwoCZCD5AuWb3wT6elWRJBvw05LJnzcNzkD0PepI3juPLjSbKg+mAB3NOKd7jhBxfkZDX9wyKrmVpG+Zw78Yz2A7043V1HIZBbyEhht+bGB/Srl/aR+ZG9tcorDnJCsNo6gg/nms2e8aRgw8piM8KfmBwB2P860NS5cCeYrKU2sAGZC29eDnGD+PPv+bYL1ouZCiksGDMnXsOtJYzxm2UhzvYZKnPJqG4klkt28pURmUjEnr6Y7j3ppENjpLxpJXlcM0jHO1EAOPp/nrWTeNa3Wm3ayBknaBwkbY4bac498n+VU7mR7KJJbiVIpAxO3eMsfTHrSy3iLEomcA7TvM0QYqwyRn8KNCOZM6gwOWS9uUC85Cg++APqf0FPurr7Q5RQqYXHydz7g/Ssn7e19JGfNKxKMqo6r9cd//rVfmt5CJ7tBM0zKXXnjaOgPHfrWS02Ofma2I7yHM4VHhLYBwrcozHBDA984qxZxudQa1llKQFAVcDnPHIz34PHtVrT7Py4DKxA8z94wIyRn1NMuGQRkBQ4Vs4bseoIqlO5tCo20hlxHFHcSFJjIqIuC0nXnBwO55p/lq1msbMPMjk8xQB8wJGPr0/nVcbsAInzsd209NvoD161Xub1YGaZH3IMK8hHPHUZ7GrOhScdmU9REW5keSRHcZURnGMn6fjWLtZpVtkkZZHy2SeMc88d/yq9qFwBMRu3I3IOck+3eokiWCA3NxuUshVkYZ459O/8AhVJkM5/VFlKhZGdlUEEAY2/Q9s5rF+0NYxFXQygA/f6+taGsaqxmW1hhWSSTg8dcgY/xrm7ie6ZnX53dlPCgYHY1W5m2dd8KJme51Yhd0kpj47dHJr05kSFYnEkk07nI3nJznj8uw/wrzL4UW++w1243hRA1vnjkZLjP0zjIrurZZJbpVlJlmDAOOnzfT0rnnZysYt62RpvKJpTBGsm4cNuPOT1/rWfJZpLdKsMqSRBcKwGVx1/P1GeatTwhZGghli88yLuOeWBIyffr61qC3htrYKG2r91VJ6mlzSKVSSepQtZLm6ea2SMvJEcFXIAYc85OeOP/AK1Z81lbnzYHtIUUOR8pOf06VoS3GxlkSaSMsu0qBnPp+RqIEsY0cs+9vM8sPlWbGPz471onodMXdJj72a8uQBJdXDRSKHBlYnZJgg4z26Vz1zIYcOYXJU4EiZ4555FbjXOQ0LsZCNxVRgcD3rAvbh3d2L5U8mPA+UdP5U72Km+Z3sUZbshVLzSGMn50l5BOMAZ6Hr0PpWTfXNnBbyAglwQfMjHOe4PfvnNa8dv888kiBogoEYPYHqRnt0rD1WHavmlgpHy5Ujhc4zmq3MmQjUZXtAYGbh94ZSNqr16H3/rXpsF7DZoGkCtOybWDcE5689cfzrxa8uF+zyrDcYwpzg4z+Fey6x5I1GUrGSjhHjdQAAjgHqe27P61lLRpGM+iRPHcSmEvHmR5nOcpggDvnoPTj6UOsdxH9nWPe55MhOAntjHOefpUT3sFnaGPYz3AI+9kDHYfj7Vr6bb+XbPO6GNZJGkYMeQOKnXdE+8tTMa1ltoEMW3zFI8zcfvKeDirl1avE0Sw3e4yPgKoAwCOBk/z/lRJcmcGRVHlkEFOoPHFU0A2kiMBQNqqBuUntn04q4vudNNtp3HxQm8SdcKyyxlctjgn+LjuO1ULqFz80eNzcOWJ2k/4mrM0yxpGDjen/LPP3fr7HiszUrlZo45HwUbsoxhuh/8A11Rq5Nx5XsjKnlYO5mij3KC2VbBHuCO3HpVSS88iEMI3JiAVd6/LjOeR6H29auCD7aWi5KwsC209B6fXoO3WoNVeESFZpflxyADyOMf1/KrMmc+L9vt5P2cRqDuAY5U5Hr/nit3wZdH+0NRSV/MEPk4CncNx3cAetcdPfWxYiMbwxPzKOD6cV1PwzhN1P4heDJMSwybz1XAbJHqfaonFJMyla2p37QbrUTTyxhEYqqouNq9h15Pv/hTmmjVU2Fd55IUfc9vf/wCvWY81zLKFlYIm4gbScY7HPvxV64jkQTXRWR5vLLKCRnaB3A9cd6xWmq6mak1sVL+G4UQmVmYSDcHzy3p0Hb09Tmr0N2Uia1fl0QFk5Jxx83HU81PZWAIM0gDSORI5YZKn6+3txR5nkTpcQiMyofLZiSrBSf1wcU1K7NoVbuzMkafal7iIm4RpBk5XGCeRn1/nTLewEDtlVJbP7wjaWP8Ah0rbsdOudakvLmRooIYl3vI27cCoOQo6Y5GTz2p1zJaLarAm1DGedyAFj7988nj2rVLQ2s7XMrSLJtT1y3snuJINu55AhGQoHQevIHWruu6DdgN9gnWdOnlu2x155IOcHj6fjWZBrJ0m/aeOHzQVKOxPJU4JIPqMVuWutW19H8sgcYyQRh0+oq4uNtTOV7nnOoW0izMt5IyvGd0cU4C5xx+ePwNZa6kUWSZgPM2KoJc8cYI75x2Pbmu18eyW50HedkuZVVd/Ve5wevQV5paRyRqzqFES9d5yOegFZyS3Fy3Z6PF5SakcbFEwBWMMOPwHPPP0HvirBF7eXUkl5mCLoZmbCRR54Tjr06D19qydL1O9NxFHMzGFyV2ugJyCeckZA7jHFdMLNpmhmb5SjHGcg+44I9qylJx0Rje2hZ1HUbUh7aB3cOoPnAYUjgkg9+e1VftO6OHdGQv3GG7dkAcNnrxx+dUJLtZLMFoirx5Zm39+mOfwotYxGXkkjRHKKqoH3bc/oP8A9VOm+a5pSsWJHRSrK0yRrkFt3qeMDqR3qtMXubUBlSIqoVRnO8gjOP5fjU115QkZI4cuFyxZQ2OMntjgDp+lMjbyo2kG1lMZRGdAcE5xnHc8fTHatTYpWVhNHOWlUKhb5R1IGMEY7cipL6JRbj5g+2HYVVcHc2Cevft/KrEeorBIyuq4wMSHOBj196rXN5Hcxzu8Ez4kA+UZy2Oo9+BVEs8/tLK7i1gW4jDSOskagvhRnjlvTFZ5dbWSUTOglUMpQZ+Vg3r3712moWMbxNJI+8M4KqrE8DJOG7Y9fWuV0PQ7TWvE76fcXs9sHSVo2KeYzuqlgueg6E59B70XsTsb/wAMGSNteRm2w3MSq47gDcQwHscfnXaWn2eR3EUqtlBvALKwb6HkdeufwrzTwf5lxb3mWfazRA7SRnIYgZ+v8vavSfDulSm6ZppQE2DhePr17e9YStqzOVlqW7COKy1MSNHJduMMqH5Sg9c/xHtgY98mpLm+uppQJgIwh3II1+8D9e/+FGprayaeWYqoIBWRsZz2NZclx5k0Yw0s0jbVWIj5cfU8VmpSbVhRu5I03lE7NuKxFk8xR6Dvk/X+dRzSmMOCY9h27nQ4KjjJH0zUdtGrBVkaRmZyezYA4HHoMVXkWIYjgLMBlgdwAHPPGOSfwroR0rTREWotjypIGbYG4fGQ2PX16n8qzYoRfI0zswRhllUcHBxkke/6VuN5TRbpS7DzQipgFVGPUd8DP41NCtuSsm9VyTgJ8pBHQ47dqpA2c9rcjW1rMIWUiHaAFAwVAJPJHT375FcNNE2oMZmZxGAZQoznk4A/Drk16NqsMtzAN53q6tv4Pzk5HQe+f0rznWbEWW5gZGg2BSFJUg9RkfjRsQ9zINm9wWCPsTaDgDgmvXG15XMYiWGWONVjJZSMdzhuDgHPufavPtW0uwtPDkGp6TqV7MJboWhNzAI1uSF3NJEM7tqkhTu/vD3A7iysYSrtMh3RHa2DygXnk9vXP+FRNq92Z6JXOkRZLiANHGnQMokTIHvzUE8q3EbpcS3Jmt2wBKwbnjoc8g1pJex3sKy2jrJbqNpaNsgt3A9cVzj34nlaf7M6k/wuQGwB3/lXNzczaiSoS6F2OYCJlR0XoVjzjL56H9fwqWa5h3kKkqMx3AjgAjr3+g96gsYpzskdd8iozkLGBjI6ZJ+tTSSELHHHEjybR86gYBzgZ9K6kmlqdK2I1lM6vGoyCT+/c8kehx7jH4VjLaTF8GEmDHzdQuc5H0zz9a1oCo2yOA6I+596DgjuQO2emB3pUu1Vl86P5TnhO2ckDp0x+VNbgyH7GsdqAsZ2+aOY2A+UAE8fj3+teea5Iy38sUpBiGXGw4Hzcde4969KuZYJUZnGxQhQsPXqMHoeM1yuqaYl7ZMsahkZdqSL6KMkgnjoM/nVEM4y8ht5J3hgIMKsqgpkgDPGT+I5rsPhosWna3fugPlMqRSDPQHcCaxNKgt9b8Ypp+r30ttDKFhSaCWKJUxg5fzOMAdupOBVjQoLnStV1yFWmhnt7jyVNztDxjLg7gDjOPTI7ipm7xsQ0ndHewWsqTL8xlRVMTOh3KMHA6cD3zzT2jnkvklvLoCJcqHU84J6BOTz+AFYmixXUuoRYiZd6AlnGOBnrgcd+Mc8V1M9kqgESlbhMhGQ42n8awk+XYzvZ2Q6+1aFla2tkdlYD94xwrr7f/XqpcSC6tz5PzMU3N02kjggH/PWqT3TPbRmQxx+WPncqq/N36dqdbu83PmRLsbbEVOCSep5474/L1pQfMa0bGzY+JH0i2CxWe1PIdSjgncDnv25wfwrB1Ca7U/ap3VrzIckcAH1Bz9akuEmgVw8pAJwuXLHpjHA5/8Ar1GlsJLSRAB5aKHZy+WT2GfQdq11tqdEpXbaVrmZJJJeTs1uo5GCrHhTnGT607yTYQKVV/N8oyeYPl4GeP1/XvWpbaXHDICgJJbLFzxkjHHoMY61X1RUih/1Z3KBDjzCwOAP0zg1Whnc4bV9cvdTlgt0cSxrmQYXJb5ehx1wOtY9ujSSyWM0wU3BVFdmwA24Dk/Q1a1S0n02d5ImYAuQrsMY3HHPocVN4m8I6h4d0PSb/UJJBPevL5sBiIW3wEKAn+8wbOO31Bp2SVieZ3uen6Kdl3GqgAYx+lat5M4e6bPMeQv4LRRXMzlRy5Zi4TccAbu3PI/xNbsS7U8tWISXblRxj6UUV0paHWtylfuUvjGuFQ5JAGM/d/xNRlQ1vJH0DSPGSPTjn0zyaKKBmdBDtm1GHzHItWxGScHoOuOM+9aEzFdIkl6sQVORwQdtFFWyClf2qLp25WZdsKuAMY5z7f5xXntzqVxovihtQtSpuI2YgyLkfMhU8fRjRRUyEza+H6g6PrC9CJrTa3ccuM12QuZh4lazjlaOCNlUhODIDyQx7j2GKKK56nUaRf8AEQT+0bW28tNpkJDFeRhT0rPs+brt1K9Ppz9eaKKzwn8NGhr2reekasoUIrD5Btzx3xWZI/LxqqqIyGBUc5CjB/WiiutAyK/uHiihdMBi2w8dRz+tPjiXzQoyBNu3gd8YFFFNCYXcQaZTvcKu0iMMduT7Vyni5i1k44AVwQAMdf8A9WKKKCDB1jxQ/iJbSGfSdNtjAiJFJapIpRF6IAXKhecnA5PNdzfzvNqslq+PIEzjYBgEqRyfU89Tmiis5CRBYX13BMbNbiQwqm8Bjnk/4dq07bZPHbh40AaANhRgZyRnFFFTTSuzTobccaRuFVcYXbnvj0qpdEyXM8O4qlvEWQKcZwBwfb5j+lFFaMZGR5M06L/yzEeD3+YH+WOKxo3lg11rNJW8kRFyDjJyucdP/r0UVS3Bl61l+dYSkZVgEOV6jk/TtVW7JjhMQ5Xdg55yDnj6UUVSIZwc2uNpF3c7tO06/juWEjx3sHmAMuSCCCCOvIzg9wa2fDN7cavaeJNRvn866lmt5ncjGWJfPA7dsenFFFZsg7WC6ksg00YUlCMK3Q8gc4+tWdVklSxXZK6tMfmYdRnOcelFFcFRvniRFKxkJF5kqhnYqj5Ck5HHA/lW2sIe2WZ2LFpDlTjB49MUUV3W0OgzpC3kSXAdg6rvX0U7gOPwpbgBEhUAbZ5PLYHsAMgj3oopMpEMFzKs7xByEbcxGe4H/wBeo5byT7I8jKrM0rLznoFyOn0ooqlsSzldfijbRJJtuH81M4PWub1TXtT1HS7fTLu8nntraV5kEkrMSzYHJJOcbePTJ9aKKGZs/9k=", 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", "info": {"video_id": "84198", "label": "putting plastic container onto coca cola bottle so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Rsxw2AV6cdM+grPufMt4JJTcM20FsfL2GSMHip9nrdGTpq5aivLl9qwDau3BLgHk9x2FbOnMouDHKzN5jDkLubPA/I1Wkgto5jFHKTIFBZQucH0H4U0F3Ik2NEAMLnjjPX9KqUklcJSTiaesOsrRmEBECbdvByMnn61TkgR0jzGWdxhsnCsfbtVKa/fLSDbMo4R1Ujr3x3xj9av2spEKy+eTIFyASBg+/v0q4pp3HTg4szru0e1uFcW8kin5GCsBx6+mOTSXFxEofa5TGSqhRtcY6+wFRz3WtT+aTGrGIN5Z2g49+vP8ASr9nb6e3hwi4upP7TZWmELw9ME8Z9cAHrVas2i0nqrkuj6nNZr9oV1kLrllY5BH17VFr+qnVIt9tAWXb92TGM+n/ANesbzTCI3gVNi5zn0x+h4qG71MkBPKkhJYKjYGMk9c/n9arl1uQ2Z7S3MOJZN0W0nIzzknGe479KTWGjvdGu7YTqJJbZiBIgyWxyPY9qp6lHNeo8lxI0ggBIjT5W29DjueefbNUFv8AyoHaUmUlwQJGBPY5yfofxpNtMyd9ij8NtpGpBjkM0ICYzuPzV6ZbzNCY4oLVV8v+8uNjdMjHtXBfDK3DalrIi5WJ0ZecHGWxz2r0qadru85dGhUAIy9Ao6nPp71nJ2kEZ20J7W7nt7wO1xKRwuEx8o9B+NLdsbg5lBLgc5HPHqe9Rhol/euvlJ975vb6dKgfWJFcRlQXYDLKG2gfw8e/XH0qeVu/MPk573C40/CMiTbdwyfL6kntmqQRmvhDLchXH+ry+OOhwO/etxpZLeFrnakjquAseeDj1HWudvNbSWP7SbLyiflXnhD65xxz29TWpsSvFGhGbuQKpwdknTJwAcHNXXt4rmIuAS2Pl3jcQMf5/Optb0WO1061lt7i2Zz8k3kSAkMBnB9OM1QS9WQmBpVUlQVYLgdPXp26fzppdxycb+6Nnb7LD8xjMfqeuMduxqjJfxuph89oB14A6H1681NqBtGT9/ucFhmQEj5uOfbtXM3F6W1AJCQsGeZASXz0IwcZ55x7UPRGMnqO8dSz3HhSSKXa4ieJ1YMM8HHI79a6W3BOwTStCuASoYAHj865rUGOp6XPHLsC3MRbLKAVO0kEHtyB9eldlp9taPbS3NyjliocbfvDsB9M1lJ7Mnnsye2vFKZgjeR0yyiZiQvGAAc5IwM1uJfQnTnxGokmVkLkg4OP4VrDgCNEdrooIAUAjk5qyGW3iO6JnDnaCACAe2anVtJDklJpFdreaQt5ZwRz8uFyPrVCdbmGQzlI3CrhcjJH64z2rViuoZ22wRs/GMq2Mn881HeXmn2kXkXG4TkE8Jnn0OOwBrSKsrGkI8sbF3w9FcNp84YFv3gIO3bxj0qtqLsb94XmUJ5YVYyoPJ5JpnheS4M1xa6OsksaJmVSpcK3OBknNZpuZzqV1dTqpcg7scYxx0/D8KFF82uxTaJHtnt5MxH5UBI+c9+v05qCe6UPiVGBUkhHJO739KtySNKu5XVYivDKwJX6dq5/UEiHnTx3BZiDmPgnPoMkflVvQzk9NC807zXEc48idIjvRCvKtg4brx9axNOkdfFOvS+U0ZnFswVhgj5G/TK1DZairq+1VQv8qK4+YDr178ZH4Vf09Q1/dTxp5bTxpHwcgOM9D24bp2rKUtHYiUuxu28kqjzJbmOLccJmP5R9cnPT0rUgvoFlCCN2RssXI4UdsdyaoPp1rBDC4lZpnHMbZP1Ofr2qwYn2oOAuM49DUylZXKlJOLNXVGga3hSCMloydxkBBbIHAHp9axlmntwoCZCD5AuWb3wT6elWRJBvw05LJnzcNzkD0PepI3juPLjSbKg+mAB3NOKd7jhBxfkZDX9wyKrmVpG+Zw78Yz2A7043V1HIZBbyEhht+bGB/Srl/aR+ZG9tcorDnJCsNo6gg/nms2e8aRgw8piM8KfmBwB2P860NS5cCeYrKU2sAGZC29eDnGD+PPv+bYL1ouZCiksGDMnXsOtJYzxm2UhzvYZKnPJqG4klkt28pURmUjEnr6Y7j3ppENjpLxpJXlcM0jHO1EAOPp/nrWTeNa3Wm3ayBknaBwkbY4bac498n+VU7mR7KJJbiVIpAxO3eMsfTHrSy3iLEomcA7TvM0QYqwyRn8KNCOZM6gwOWS9uUC85Cg++APqf0FPurr7Q5RQqYXHydz7g/Ssn7e19JGfNKxKMqo6r9cd//rVfmt5CJ7tBM0zKXXnjaOgPHfrWS02Ofma2I7yHM4VHhLYBwrcozHBDA984qxZxudQa1llKQFAVcDnPHIz34PHtVrT7Py4DKxA8z94wIyRn1NMuGQRkBQ4Vs4bseoIqlO5tCo20hlxHFHcSFJjIqIuC0nXnBwO55p/lq1msbMPMjk8xQB8wJGPr0/nVcbsAInzsd209NvoD161Xub1YGaZH3IMK8hHPHUZ7GrOhScdmU9REW5keSRHcZURnGMn6fjWLtZpVtkkZZHy2SeMc88d/yq9qFwBMRu3I3IOck+3eokiWCA3NxuUshVkYZ459O/8AhVJkM5/VFlKhZGdlUEEAY2/Q9s5rF+0NYxFXQygA/f6+taGsaqxmW1hhWSSTg8dcgY/xrm7ie6ZnX53dlPCgYHY1W5m2dX8LJA82ryS/6tjGW9MndjPtXpX2+O7eG3iwqKQuVXOR9PTJ4x9a86+FGw6V4jBG6RBbyAEdVBcMPphq7q0MMczyMsiRR4DADnb26fhXPJ+80Yu7Ze+0F38ycFY8/LtXG4ew96almJp/tJh8pGG7yt24j6nHNFvKmp6iIIoD5aSq4IPAx2P6VrXUywCOHjzJO+fujsfzpe8ik5J2KNnbSSNNHLcJEI2HlsACSh7ex96ruJNhV5S4Z2Vc7cZHt7Z606dmZl3RBpNpUsTg/wCeBSAiKQPkKFHzSsuMHvkenatE76nRF3imF3aDId1VQ8YVgndl/i+vP5CsC/8AtESlmWNlBO7J5GPXI961PtQUGFNq5BKk889h+VYNxMiM0gyGDYb3PtVLyLnJzd5MqvMsUgIjYEIVIjJIw3GcdulZep6iyRtGlsX8shlPRlHH4EdCMdK3/swtIpnckeYwZgeRt9un1/GuV1W5s4/L3SB5CeQQcnA7fSqtcxZXvL500wyK6x+WCRhsPk9B/P8AM167aqLqOMyPJHCFPQ43gZ+97Z7CvBtRuYprVsB1JKgAjvnvXtupwyWV3LB537tCN4AwCSAVOewx+v4VlNJWRlNl1Z0hidiknkqcKQMZbuT+Hb/69QzxrJCZGkCSMpWME8tnqF9+f1pIIEFiZpQgRHz8/Rj06e2fQ1a0+1Es8kzMrqG2wlGz8uBnn61F2thKUomdDv062FwASpwGVFxxzyfSrmoWrlEmntYpBvGx3bnHrwOP89KuXDRB2QMWBBVmU9xVHz5JCgNw7eUA24naQVOQR6npVRd9zopyclqMsxJb/avsMkltLKgYfZ2YAuv3QR6cn/OKp3vmM/mtl2cnKdwSeSPrV4StGiyo5Us53O3Jb1B9xVDULkNCpiZo1kG7exHIz+lXc0crqxjSXJV/K/0iBVOMDoOn8J68+lZ89xHIu64dJJFJLbwfmYngHPTrjnpVq5Es6sseTPxhsHOCeTxxior63RVEaIijbtJGMlcdcf0qr3M2YcmpQJqGLfzE5DbW4IGOQD+J5rpPCl05nvGnD7FeMojAE8kgfmB3964u7aK3lZXmwVOFHHT29K6j4dRS3cutukm9oooZA2SdgG/keprOcUZStbU7loN1qJp5YwiMVVUXG1ew68n3/wAKc00aqmwrvPJCj7nt7/8A16zHmuZZQsrBE3EDaTjHY59+KvXEciCa6KyPN5ZZQSM7QO4HrjvWa01XUzUmtipfw3CiEyszCQbg+eW9Og7enqc1ehuykTWr8uiAsnJOOPm46nmp7KwBBmkAaRyJHLDJU/X29uKPM8idLiERmVD5bMSVYKT+uDimpXZtCrd2ZkjT7UvcRE3CNIMnK4wTyM+v86Zb2AgdsqpLZ/eEbSx/w6Vt2OnXOtSXlzI0UEMS73kbduBUHIUdMcjJ57U65ktFtVgTahjPO5ACx9++eTx7VqlobWdrmVpFk2p65b2T3EkG3c8gQjIUDoPXkDrV3XdBuwG+wTrOnTy3bY688kHODx9PxrMg1k6TftPHD5oKlHYnkqcEkH1GK3LXWra+j+WQOMZIIw6fUVcXG2pnK9zznULaRZmW8kZXjO6OKcBc44/PH4GstdSKLJMwHmbFUEueOMEd847HtzXa+PZLc6DvOyXMqqu/qvc4PXoK80tI5I1Z1CiJeu85HPQCs5Jbi5bs9Hi8pNSONiiYArGGHH4Dnnn6D3xVgi9vLqSS8zBF0MzNhIo88Jx16dB6+1ZOl6nem4ijmZjC5K7XQE5BPOSMgdxjiumFm0zQzN8pRjjOQfccEe1ZSk46IxvbQs6jqNqQ9tA7uHUHzgMKRwSQe/Paqv2ndHDujIX7jDduyAOGz144/OqEl2slmC0RV48szb+/THP4UWsYjLySRojlFVUD7tuf0H/6qdN81zSlYsSOilWVpkjXILbvU8YHUjvVaYvc2oDKkRVQqjOd5BGcfy/GprryhIyRw5cLliyhscZPbHAHT9KZG3lRtINrKYyiM6A4JzjOO54+mO1amxSsrCaOctKoVC3yjqQMYIx25FSX0Si3HzB9sOwqq4O5sE9e/b+VWI9RWCRldVxgYkOcDHr71WubyO5jnd4JnxIB8ozlsdR78CqJZ5/aWV3FrAtxGGkdZI1BfCjPHLemKzy62skomdBKoZSgz8rBvXv3rtNQsY3iaSR94ZwVVWJ4GScN2x6+tcroeh2mteJ30+4vZ7YOkrRsU8xndVLBc9B0Jz6D3ovYnY0vAF9Hpj6rKSFMwREXGcn5sjGOmD/Ku+03UGuneMwxrInGYlIBHrtzgfz4rznwWjXIuWkJ2MY0JJxjcD/PGK9O0eWz0yV4srHcTgGGMtguegAHp7+1YTaV7mcuyJ5JJrA+cWljhYgE2+FJJ7sONw/xqlIIIJ2EbDGcgsOA3tzVjV7toI44JIncy/KXz8oxjJJP+eDWdDJJLMiqvlxqCznaGJ9B7f8A16yp3lZx2HGMk0zS89D5gbM2SCGU5O/uM9vXP1qFrtDh4zIyswYRMRhh7/lmpolNvHGJY1CLGWw6gZyc4GOf/wBdVnd3aMvH5SE8KVGC3BOfbHv1rqOgralDJK0bhcNzhQTuj7Y4PFR2Vg7uhnhC3BKhgxAYEkA9eBj696vGXylVBGgfczyEjDEEcdOx/TFSR3cBiKmJixBRs8n8B1P196aEznPEvmQWUk0Y2ushlUOc8DA4Hp1z6cVwxNubeZ3IE4AUbmyeck4A99vNej6hFDLIsaspnKbDHyfr79Rz9a4vXoJtOiu5bfYgulCFTjkA449ORzTIe5gT2MMkM8rght2Bu4IOAelezahPbXHkTXE4EjWyqWIO1iDhG3DgZBA6GvL9b0exh8PW2pafqt9cI139lJuoQi3JCZZ4uc7VOFO71HuB2EVjcTzylGIcEqdxPBB4UemB19KznZu7M2lZXOiuLZZoA5mePCjcUBdSO/y8Z/T8q0I7+W202NLKyEe0li7nduXj5hgYB74qSG1itrWBHfzGdMgZGCBjn/PWsad4or2dYZI0WQjeoOMHH9etc7k9UZ6vQtx3DiORRl+C4ZhwAOo9+v8AKlbbtZo5Y2BVWUN161nWreeY3VZkhaTGdwAcDk49uB6Vakjt/LjlZ3D7iV4AJOOoP0/nXRG9tTqjsDypM7q5/fHAWNWJBGM7vrz+lYEsrlvszscSMzDcOQRz/jWxAeRgsgdlwQwJAJ6cgc8dPepUW2M7RrgZkK7nXBOO/Tg5/SqG2ZkdqttFPKHzMQoy4wTn8OBjv+ea5XXbqX7e9sCSMl0bgZQZ4x2ye57V6C+PLSOFyynLMvUMwHBH4A1xOuaWZ1aR2ImCFfMwSCSemfxHbpVEPY468s/s6BSzNIybyxB6nB4B+v6V2nwwRtO1W8mlZnEqJHLzjCncDx0rnNC0/TNT8TwaXq1zdWqzjyzMJ40VD/eZpOMAZwByTgVpaGt3p+ra5DmeGe2uBAhugoeMfMDuAO3OBzjI7iom7qxDje6O8gtZUmX5jKiqYmdDuUYOB04HvnmntHPJfJLeXQES5UOp5wT0Ccnn8AKxNFiupdQixEy70BLOMcDPXA478Y54rqZ7JVAIlK3CZCMhxtP41jJ8uxnezsh19q0LK1tbI7KwH7xjhXX2/wDr1UuJBdW58n5mKbm6bSRwQD/nrVJ7pntozIY4/LHzuVVfm79O1Ot3ebnzIl2NtiKnBJPU88d8fl60oPmNaNjZsfEj6RbBYrPankOpRwTuBz37c4P4Vg6hNdqftU7q15kOSOAD6g5+tSXCTQK4eUgE4XLlj0xjgc//AF6jS2ElpIgA8tFDs5fLJ7DPoO1a621OiUrttK1zMkkkvJ2a3UcjBVjwpzjJ9ad5JsIFKq/m+UZPMHy8DPH6/r3rUttLjhkBQEktli54yRjj0GMdar6oqRQ/6s7lAhx5hYHAH6ZwarQzucNq+uXupywW6OJY1zIMLkt8vQ464HWse3RpJZLGaYKbgqiuzYAbcByfoatapaT6bO8kTMAXIV2GMbjjn0OKm8TeEdQ8O6HpN/qEkgnvXl82AxELb4CFAT/eYNnHb6g07JKxPM73PT9FOy7jVQAMY/StW8mcPdNnmPIX8FoormZyo5csxcJuOAN3bnkf4mt2JdqeWrEJLtyo4x9KKK6UtDrW5Sv3KXxjXCockgDGfu/4moyoa3kj6BpHjJHpxz6Z5NFFAzOgh2zajD5jkWrYjJOD0HXHGfetCZiukSS9WIKnI4IO2iirZBSv7VF07crMu2FXAGMc59v84rz251K40XxQ2oWpU3EbMQZFyPmQqePoxooqZCZqeBZGt9N1FoyA3nW6AkA7ch+RnjPHXtmtvzpY4E1BJHW4AMhIY/McDr60UVlIcTUt7ua4aPz2ErG3c7nGSDgHINallDEYjNsG5kGevOeTRRTpq0TTqXJ2MFm0ifeACDPYE4NZs6eXayz5LMIFmw3Iyx5H09qKKpAivrSmO3nkVmDWxJT35HWq9vPI1jbTSN5jmI53AdyfT/PrRRVrYTLcrb4o59qh1JX5RjIHAzXI+KD5ts6OARuJ4GOnQfTmiim9iGYWveK5dcit4ZNK021NuqRxSWqSKUjXOEALlQvOTgZJ5r0/VZDaHWbqNVLRzqFVhlcnGT+v0oorCewjR0VpJNElnnleaRWADSHOBjp7CsCLDwLIFVDLK2QqgAfMRke9FFctD+LM1Rq2UpiWBgiNkFcMvH1qW9Ait4ZNodsAfPz/ABCiiu1B0KkTkyMDgiTlhjuepqnbubuR45QCqyYHtyaKKoXQtxgtZNMWbzTHkODgjH/66pTD7PBLtJZlfO5/mJ6dc9f/AKwoopknAT622janeQnT9Pv4JZA5jvoPMAZOQQQQR1ORnB7g1ueHLubVbHxDqV63m3U0sE7uRjLFnzwOg7Y6Y4ooqGQzsoLqSyDTRhSUIwrdDyBzj61Z1WSVLFdkrq0x+Zh1Gc5x6UUVwVG+eJEUrGQkXmSqGdiqPkKTkccD+Vbawh7ZZnYsWkOVOMHj0xRRXdbQ6DOkLeRJcB2Dqu9fRTuA4/CluAESFQBtnk8tgewAyCPeiikykQwXMqzvEHIRtzEZ7gf/AF6jlvJPsjyMqszSsvOegXI6fSiiqWxLOV1+KNtEkm24fzUzg9a5vVNe1PUdLt9Mu7yee2tpXmQSSsxLNgckk5xt49Mn1oooZmz/2Q==", 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", 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", "info": {"video_id": "84198", "label": "putting plastic container onto coca cola bottle so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "68c7aa8bb6573e081cfca52448e62a346c8e9ad92e753fd11af39e08f3c004c3"} +{"episode": 62339, "episode_seed": 2233122528, "split": "train", "timestamp": "2025-10-13T03:30:12.391017", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2233122528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 put a garlic pack into a basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "26602", "label": "pretending to put a garlic pack into a basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "26602", "label": "pretending to put a garlic pack into a basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "26602", "label": "pretending to put a garlic pack into a basket", "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": "26602", "label": "pretending to put a garlic pack into a basket", "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": "b7d84feb0ff7b0ac44fe018c5550ef00b9c403c1f84cc677f792476daadb0df4"} +{"episode": 62340, "episode_seed": 1588444931, "split": "train", "timestamp": "2025-10-13T03:30:14.035293", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1588444931, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cover the plastic gallon in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "83381", "label": "throwing cover the plastic gallon in the air and letting it fall", "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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", "info": {"video_id": "83381", "label": "throwing cover the plastic gallon in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "83381", "label": "throwing cover the plastic gallon in the air and letting it fall", "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": "16f4ca120385d8f11d31e939e72762c5f2f05a30de8588a021980c1ca0542d1d"} +{"episode": 62341, "episode_seed": 3527422618, "split": "train", "timestamp": "2025-10-13T03:30:17.398390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3527422618, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'failing to put paint brush into coffee cup because the coffee cup does not fit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "83320", "label": "failing to put paint brush into coffee cup because the coffee cup does not fit", "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": "83320", "label": "failing to put paint brush into coffee cup because the coffee cup does not fit", "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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PPFc/dDfIXc7pHySc1b1a6gnn82Lcy7RjfxgcYGKowYnkLkAKOo/+tXGbMiaEi2Y/KSPzFRW9q1zPEjEgMcZpZnzvZXDc846ge9Tw3sEa7oyWlXBHHQDrSZJFLb2MK+aZI3x/GecfmcD61h3FvBcb2sbSOZyMmWaU7R9P/wBVarrEZfljhcqeBjew/nisvWtQMMTxKVM3XGciM9i2P0FaHgW7EdhpqCQScZXAIXoSewqz4mvRY6Ct0iFkhuIvOH+zu5GPyqroEn2i2kYyPJskwXY8njnnpXS6vZWl3pEluYwY3Gw5GcgjnmrpTUKik9ke3TbnSTe55745uLa+1nMmZreSGOSKWPG5cr1HqCAMj2rkGtLdG4vQy+0R3fl0/WtvxBpzaU0FuX3hV+UnrtzxkdjWIZBX3GB5fq8VF3Vjzqrlzu533gKMNaXUioVjRlVcnn1JPv0rtXIlXy4gwPG5q4rwRIE0iXacM8xOfoBXWqW2fMRlsHINfH5lPnxU35npUVami7b2sSXCOZo5GbqyMTt9j0xWNfvLbTeS53RISEcjJC+hrVjiJj2sGYHk4HYVXnt5C27aH3Zxwa4bGhy3iu5LaCtkjKgu51jznt/+qs2Hw7bzyQhYyXcBBgdzxitzXNO+16npaou2OISuc9iAoH8zV23iXIyDngA+9VHRAzAfw0kDYCZdW5UL0rR0vRljnDmMFfUitxbdwwcEuVycY+7U9tC/yj5RubnI4zjvTuNDboQwzWVm8iqLuQxKMdcKTtxXmGtKtk06xDb5Dsrqo7dRXovjPQ559NtTZTEXVrOJoWB/iHUZ9x/KvONceZtVeSUeW13HhxjG1+3611UqEakY2fe/5/kceJk4yRgf2mx2qv8ACwY16l4JgI0OJ2bmaR5DngDcf/rV5BK7lyHJyDgg9jXs/hx/J8OafGF3YhXOOxP/AOutMZh1Qgkne5VBXk2bsgd5BDADLkEEKOTUqR3ltbykORcRMHCuMbWBHFVPMYRhFHPfjHf1qwGlCfI5yFxgHO6vOOoxprpLu4mcqwLtudT13dxWfcuCzjpuQjI7+/61qSWsbzgyqVcHO709s1zc8oMvmF8LjFY1VZpkSNSEmazWSRwXxgnOMY4NQyNb2tq9w2xe5bb1P48mq1vqNnbmVbjDlMFVB+8en9P1rJvXvddugzL5dsnCgHoP6n9K3R586blLlRo6DfHVb+RTGPKjwysTncc989at62JL7RdWhMypbxgQElj/AKzK8n2GQPzqfQ9OWEGOBdmOXcnk59a5/Wftum6lrEBTdZajiTOCAkq4z/L/ADiu/Aa1lbf/AIOvzsdXJyUuVnBtHJbytFMhSROGU9RW94UV2122kGQA+Fb/AGv881Ta5lZAhZXVegkUNj6ZHFavhVmk8SWrSPnZuI44HB7V9di5uOHnLyZxwalNI9SgTClyw4Pc9SaaDcTMrrlQMDdjI61Esqu65UgA856e1TxTzHKB3EfdA2FP1FfAnqsj1a5e3je3mUCKbbIrr/eAxg+xrD1bVBpnhzULmIkXLhUTP4np+ArZvRJNEqSZZQBztGB7VyPiaIKmn2sJO2a4LlTzgKAelNIm2o2fxTrN5ZC0l0+1lgZAQsm58H6Gsy1tmCsHt44gzEnYCBn27iujtbMZiZlLqm07TxkZ6fSrrW0UkmGQhMk49PpVydxOCaszkn0m4uJNsTNn0LZ/mKrNo2qx3EcbI2S2FwuST7YrvLW3iTkLhieDjtVPxHf3Oh3ekak8LtbpK0c6gZ+VhgEflV0Y881Ewnho2vc8r1MzDVrsTZ3rIRz2HaoQ1buri2l1C4LRl0aRmR1O1sEkj8PY1mKIonDRRuWB4aQg7fcAd6+4pO1FW7HK2r2PYtIknn0qzEpywhAye5HHNX5JPs6tEAVYjNUNJZbfSbIK211gQ5z1OBV6OYQFHCI74BHmKGX8q+Equ9ST82enFWikPEsaWyTXdqGiWQGRc9V55OPTislz5khVZAdrZBHp2FbElyRDIuxfLYZbHABz6elYaWR8z924C8/J14rOwDdU1+O0t3isWVGx887McLXJQwXWpMzfPFbMeGPDynuTWlb6Ktuqfb5vPljHCjiMH1x3+pqeaVVXapOD0HQYqzip4VJ3kaGmgQW6QRTRRqp4Xr0HpW6l/I9mU2KTyCpb7w/KuSgkJJBbacYxjkit+wkZEQA7mLBevIpHakkrI4jxmjpcws4wSnXPXk1xkkmMnNer+IdJXU7dldv3irmMr2Nednw3cNc7HlUR5wWXk19Dg8xp08OoN2aOSpRk53Oj8HXD/wBmkptwHPU4rrY7y5fGEiYf3sn/AA6VzGjWn2JBHGh254z0ro7aTbvj2EbevHA9hXgVJc03Luda0Vi6NQ1AH70ajGOpHHp0rVgnkuCEgkiZ2Hy7hgnHb2NYzBAAWJJHXPNLGVGCOCSQx6CosMtXltcFlkkEYC5z5YPAyOMmkh2xEMw5A4I6mrtq0d0ziaRFdwFUkYznii7i/fKjSAqq46/0/wA9aaAjjuXileUAbiu0gdACMYqWCRjErJC5UH5mA9PeoipSLGQAPu4/wHWmBnEZZS2BgZJ4GaANC/uYXsVfBJ5IOCQT6GvJvFrGe/mJJ8xQGPHUY5r05XXygHB3MOBz6Vwni7SJZbg3kKcg7Wj7ketduAcFV992/wAzDEQcoaHnV0wdxLn5m+99fWvVNDv9mm2+UcgRgDAPpXmUOkXd1NtMbIi8szDHFd/pf7uzjhLcKuBt7VrmU4ykoxd7Bh4tLU6ePVUEu4RzNg/3CKu2+rfaJBH9l2hjuywx0HTJrJhZHRSu08/UfSnOpBOT+vFeWbm5PIGhJFpK3ByVwTnsPavLvt99qshGmWbCLdgSy8IPbPevRLa9lh8yPzDJGR8w3deOD9agsbQCxtgrR5jySuRwOnTtS5U9yZK+hymneH0t3N1ezNcXTfwr8qL+H4d60ZbiKG3WAqMA5yo/Sp7pC0jEqoOT8vArPuGIIyApx044+lWNJI1LC8j+0AElQxwCeAfxpuvyxmyuRGwYtE2c9RxVCCaVpY95dwTnLZ7+la10iT2rqQzsVIbnvirg+Wal2G9VY8klbaxrR8M3PlayjZ52sOKr6xpd1YXTIULrn5WUZBqbQLC4gvo7uVdmfuhuDj1r6TH4yEsM4xe5wUabU7tHpkOoxJHhi4Pc4J5q0mqwpHt8qRyTwdpwKx7aRWZS7deOT39qv7cqdmBjv3r5Y7zYhukuU8w27KrsflHH4c9KxNWgjl1O0uGgdGjRwAy4ySR/hT0YxlmEhHAzk/e5rQmd9QUGUF5UQ4cnk9P6U0IoWsGXUjgZ5x1/Kr0fktK6SNmMKdpH97H+RUEsQjVFUsWKjdnH5UbV8okn2wBjH0HeqGWYMIY2yoIbKjPSpdaiS8s8XCxvEQd4Izwf51RRokhIaLJHO8v3PTApZQbi2AZ2wBjduPI9KLtO6GeYa9HHBqc0cQYRqcKGOSBWMZecV0Hiy3eDUXkAyjfxe9cr88sqxxglie1fX0sSlhVK/Q8x0/3jR7JpdzG1pBuK7VRevsK045oVk/eOiqOpzn8q5PSyrWUI2LuVRkmtiO2hCg+WpB/2RmvjmembyXVpIQqSkuCSc8jHb9ajnW0jBcTqr9c5xgZxj3rJiLQNuhVIyOOByc9q1IL1fLeOaFN6kkNg5B/u/SkI5a5uBtwfXJPc1myXG2RgDnuCauX8fl3Dq6FWXqKoLGS+4gBgOec4HtVklq2Z3Yn05OK3bWdonVcAcYZjWPbxN8pXackZLcZ5rVjjDRBjz2POCKBou3zKJpoY3DxgHDoeGzjP68VhvaLbDeMMSAwA5yPT2rVCyG0SMMqASEhtvJbGCM+nfFQTR7csflZR971z6UDK0EStJ8gbC4zV+GAh1mLHOePb6+tMhBW4ijVcqzBSP7wOOPpWxI9qIEiiSNgpJEjL8xB4K/TvSAqb0YEHJz36ZpVRAwLr8oPI9a2NOn0yS2SG9tJBHC+55oPvEE4w3tzXISJJc+Pb/SI9amgtQ0v2ZoVD7sIWVfQdDk+3vQtRM6uaKFZy0IdUIDICcmoHfczM5Jb+lYHg7U7vVYLo39y8ojCbAx+4SDyPyFb8tuAy4YgYzjHUUPQBCyo5VjyBnjuKhlm3EsFxzxkcYp4jLNuwxwOh4/GopcqOFJ3EZ29B6dfpTGWLWXdcJCqs0jcD2J4NZOrEsk8IxuU7GJ6kjip5UbG9SdxBIwOpFVbneyR7I85B3ktyxzkHHbjr60AYa2giIWU4YkryOQc9MVbtwUJORgfzp0se6bcTkOfvMehqxYossgtwwRQpYM3TPv7UMCS1RowQ4XgZA6Y9896sFVODuAPf1qa5igD/ALvzNoAzubjcOoHtTPEtvaxaFPeaPfskqFAsJz5hz972xUgWLC2Weba02w7Ts4yCQMgYFUsm1Tcpw2Dlev61jahP9j0i31Sw1rUZs3P2bdPEsYnITLPEOu1ThTu9R7ga8ibo13Md55znr7U2rCuZ0zE/dbJxknpzVUMu3OSc8Y96mljIYncTg9AOc0iQEAkgnJ69BTGgtz+9HJHHJPUVtwv5tlJKoPlof3h+vGP8+lZEaNvC7TjAAJHBHtVyJTHKoO4xlsOnY89P896BlDUbd7iZWXAUAZI5A+tV47dQDtwCpwQexrVdWJcMCin5Qd2cjPAPr2qusKpksMFTjjrn1oESLG7qgVV3KN3I6VoJgooIA45I7+9T2MUMlv58zMN4PyRnBVs8Ee2amsorAySpeF0LJ+7ZeQj9MkdSKQFEIoPDDPbHpWiga0igkglLiTPmKV6EEcZNYCJHJ41fS7jWbmOxlk8uK4hkjjROhJJk7Yzx1JwKdo0t4b/VbC4a5ItJigS52h1AJGDjjdwOmRTtpcVzcuLgyymRQAAMZxiovMZxtAHvioX3gkFSAefx9aYzO0pwMArz6CgYsrqm5eMZHzEZI/CnRkNtHQAHgHrkcVWdV+bv6Edx3qNJWguROEEgTB2t0xnoRQMqavDDPayLJGDkhtmOBn1rBtdLhi3GOEIWXBGOcV0lwRkFmXM2ZNmc7fm5BHb+oqnLHmbAGwBiVUcjvx9BVKTta+hLS3Es0VAR83FaVm2Y+WbK9C3O41DaW5cbRlnXBf6cf/XrUltHinEfmRc7eVbIwe/tUDIZFcvkHrVi0t5p/NMYyFXcwzzx3qr4r0vU9I0We6QsI45I1NxGflO709fSsnVLPXvD+kaZfXV9dJLe+YJIWTAhAClFY4+8Q2cdvqDTSuJsbcTyXMk8kp3OeSaito0ZipHDNiiimiC7A7AqgOFDDAFatlGJ51R+QzZP1zRRSLRIigmU4+6Dj2+aoTGv2csRkjpmiikMkIEjMSADsLccc1YRd0YyxO0bVz2GM0UUAKQfsc4V2XJxwew5rzybUrjTPFFxfW5Tzo5GK7lyPmTaePoxoopxEzb8AAGK8HvGP/Qq9Cu5DcTAOqjZAqjaMcBf/r0UUMSKMahlmzn5Rx+VVnwgjUKMZXr70UUDI1UOVUjgt2qjIPlPJ+Q7F9gRRRSAriJJbqHeM7iGP1IqJOJMjjOAeOoyKKKBlwkMA+0AuWJA6DntWT4ruZP7Et4+Ao+bgYPUnrRRQhGFq/iV9bgt0k0zT7ZoERI3tkdSqDogBcgDnJwOTzXZWJxd2pwD8ynB56miiqkSV58N5kuAG8wnj86YEDRxE9zk/lRRSKRJHgs/AGMdKssMRtIM7lwwPocUUUMZGVGQvZuT9cZpUiQQO2OS+CfwoooAdCxwIyAVYqvI6DJ6VPayMlzFIuFYHIx2wDRRUgcNPrsmn6req9jYXsc8u9o7uHeAy9CMEEdTkZwe4NbfhbULm/u9WvrmTzLidkldyOrHOeO1FFW9iTqLhcCE5PzR7j9c/wD1qgKKoPGflLcnvRRSGitKqyKpdQx6gntTCimJSRnBx+YJ/pRRQMYVGIBgHdGWP1HFVn+WaMA/xkZ70UUAWLAmGaWSNirKoCkdssM1ZaVn3ZOOe31oopMCv4snltPC0SxSMEnCM6E5XO9hkDt0rirvXtSv7CHTrq7mmt7d2kTzJGYlmxnJJ5xt49Mn1ooqo7Es/9k=", 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", 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", "info": {"video_id": "83320", "label": "failing to put paint brush into coffee cup because the coffee cup does not fit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "83320", "label": "failing to put paint brush into coffee cup because the coffee cup does not fit", "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": "2597e71a504c4c1032ebdab9188cb71a20660d3b37a38678b95baad86a16784d"} +{"episode": 62342, "episode_seed": 860265724, "split": "train", "timestamp": "2025-10-13T03:30:18.451791", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 860265724, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bottle behind dust pan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "104045", "label": "holding bottle behind dust pan", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104045", "label": "holding bottle behind dust pan", "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": "104045", "label": "holding bottle behind dust pan", "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": "70a5e301c27b0157c92d90fd73303c1ff8c8316da75c2d4c20155f393d92d14b"} +{"episode": 62343, "episode_seed": 603509176, "split": "train", "timestamp": "2025-10-13T03:30:19.495327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 603509176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'dropping cents in front of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119224", "label": "dropping cents in front of 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": "293327e76393f0b8b6bb09301e96dd6b4d95c9dbc90209194ad08c0084e19229"} +{"episode": 62344, "episode_seed": 580, "split": "train", "timestamp": "2025-10-13T03:30:22.261997", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 580, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 men's wallet into 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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", 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", "info": {"video_id": "168530", "label": "pretending to put men's wallet into cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168530", "label": "pretending to put men's wallet into cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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/rWbpBZ47+C6jWOdVVgDkbsHGfr0FbHGadI263fciuQpAZh8y/Q/0rpw9V+1Vzzc1putSdSWrS6lnwzAfsabSxlMnc/e5wK63VtFC2Pmx7ndAdw7Nt++w9NpIXH4iuD0K8fLRp5aZ5IJ4yB2/Kuzn1WWfSfs7nMjbdz8YZAPlXHsc89817acmko/M+CrxjSqTnVd7/C79vy/y+5+Qs+ATTPtGyJm9KryS5bbmsnVtRe12RoAS2Sc+grzm7H6AjenE1lplleQykPKXDL7ZyKw7+2uJMSbeX55NdPe2058KafNLAAEwAwByVIzz7ZrCfcU25OO3tXDVdp6neocuhl2+nTSbwoO5eSp61e02F1uHLjBUYq1Y3v2aUecu4eo9K2/LstRGbeUCcjgYwT/jSbbQObWhFa3jQEAnK+npXXeHtBfxld28UNwYYIJQ0rhMnPoO1eeX8klncNbyDDjuOjfSvpP4b6Aug+FLUSri5lTzZfXc3NRFPmMqyjOFn1OT8X6No3haa1t7JJftM0ZZ5JJdxIB44/PpWj4U1G2+xyW5BMu4SbA2Gmx91V9Gzz7jivPvjFqs0vj2RIGdHghjjU7gBt5J6981z2ja5qFvLJKs53pIDEysCVx6V7NKpzU+WR8jj8I4Yn28EklpY9pvdSgtb65EUqNMVXzpI+A75OTjsR0I9q4XxJ4jZdyhjn0zWJa61NI99JPKXlfazMTk5JPNc7qN1PeXKxRqXkkbaqjue1cOIf7xn0mVR5cJG/n+bKeozXWpyyJCCxAyfaufVbqynWeVSyLwSP4fqO1dLcWM+lXslvISJUOS4yAwPQj2I6VVkZ9+9SN3cHoawUlezO533RmX199vhwgJVTuJx0/zmorW5aIgNyvrWpHa2E0jFJXtDIMSJs3L+HpVe70KeNWms3S6hHUxHkfVetOysD97fc0La82bXV8Ec5r134V6S2uyf2peRI8UMm2DcueR1Pp1rwNTMroEJbd0QdQc4x+dfYvgzRl8O+FrGx2YeKFQ5PGWxlj+eahxszOT0szifjJrw0+80eyOdhWSaRuy9ACfyNcVo3iuG3vrdoJQZlxIuRwcHPP5Uvxs1Az+KWjLtsgiVJAvYFQwHPuc/hXAaYVe/URpJuSMDO7PXtjHXmvTw9RxjbufO5ng41Zuo3qlpb+u7PUvE/jWA6UkVru2YM9wpUD9833tp9OnFeZWELXTgykrGDyR39qtakzrH5ICly+1g5HH1FP3LEqogAA7UqsVNpdEbZVH2UJy6u34Fy00q1mu9kUQDSDnJ7eo965q722fiK8CuWEcmAx68VuRtJPdJBCfnZGIx2wCf6VkNYfbmmn8smU/MzButc00oS0PahJyVmTSauJF2knA9apG43ZOaq/YmH3s9ex6VpxeHZ5YQ8EwY4ztYUpVL7mseWJsaBcxx2Kowxkk5/GukilRUaTcNqjd+FchaRtbQiKTh1zkVv8AhSCbWPEtrp0RJjYl5uMjYOv9K5Xqxy1WhqafoOq6vocepx2MvkQZ3yNhQfm5K569e3pXSaHYrc6kttH8mRtY9dqjknHtya6/4i3H9hfDeWKJCWdooVVTg/eB4/AV5Jpvi6CO5jZJ2EjvhSM9a9rCVbwae58VnWDfPFxu090ux6LrmiQbPtkCAIgEvlMc7EJwrA9wevtXn3jLU4dN02ONgAJCeFOPStzxL47hfR9sQO9mae4UL8qv0AQ54GO3rXlmtz3PiNo5Ap2W67m3HpuIx/KnWm3QcXuRlmFf1+FaC9xX9LtPZdN/vMCa5lubob0KIq5RD6HvU6dqdq0bxXVtI4Cl49uB2wahEwUYxk+vavOWh9vFmhDMUHWmXNwZGUbuOtSWOk3upW09xE8SRQoznc3LYGSBUK2Kocu5b09KUppblqPU37d2QIzgqJBuUnoQa1Ip2jOVbFZun6rCYUs7qJBGq7VYDjA6ZrWnsGWDzrU+dF1+U5IrllHsZ82tmXra/SQhX+U/oatk3E17Y2tpbyXEssv3IwS2MdfzOfwrlGulRc559K9n+EmiuNIGr3O4tcEtGCeidB+eM06d1JMmtHmg0clL4UvfD06tqESJ5qblVZASpz3x36102k6St3pvmO7Jn5ISegI5LN/sgdSOmRWB8UvEi23jlrWQMIobeOMMORuOWI/UUeGvGdnsaG4nZLUttaVQS0Xc7R74APqK96nVbpXW58Lj8Go4q0k3D8L2/r5nlKEtIT2rNjiGo6+ImyUV1j4+vNazgQwNIeiqTUPhSEte280gzuk8xveuCR9jHc9j8S6da2PgSaxk3l2CHcg3ESAjAPooGBXjbB0l2SoyP6EYyK9k8V3CXQtwAJVMXmDY4UHoQD6/WuK1SHTZd3ntFG5UFSnMgb+o9qwqwvqdMKjuceQD0p6LtYOhIYHP0qS5t/sr7HZSDkghh+voajhIJPzhsdx1ArmvKOh0aPU6vw3aR+Itd0/Tb63S4DTIRLj50AO489xxjmvpKS7hhQRjYoHBBIArwL4bXEOnatcX0ttJOyQ7Y9hUbSTycn2/nXW618YdJ0iSa1NhO92gO3cigZ7ZNVFO1znrTipWPLfFsh8QeO9XkzGgjvnSNs/eC9Bx9D9aoWlpc2QeBLYSFiQrbs5bj0PXHPNZ0t7Fez3dxPKY3mnMxwpJOck9PerH/CSstyp8qQqrbw6nDFsYyR9K2VSaVkzgcKM1eRalWSziaSUp5kwydvoOlaPw/sYtZ8VP55BitozJIT0A7/px+Nc9qOpC6tzcqkoAUgF1AHHYfn+tdb8Hl8u4uXIQyzRsB5v3T35qoJyfNI64yUKajAufEuNZdbilt4ZDc+TtlVU+RgGwu098A4P4VwaupDDB4PIPavR9TMdxqskzQztvkeP5z90Zz16844rmNTsbMggNHFcFiqrFzuHbP+NTVp9SqdToc4yjOcce1SwM8Em6J2DeoOKSWMxMVdlDAdVYEfmKIzjG4jPcisLtKx0pK9zsfB2mweJPFmnw3NrEZI5hO86jDMsfzYbtg8V9E3GpJEu3zFXaO79/wrwn4X3kGmaleXUtvNPKYRHEItuQCcsefoOK7XV/itpWhlop7a6abbuQCNcH05+tNKTVzCrKKlY8o8eXv2z4l67NK5khV0G3OVOwKv8ALNUfs9rcxJcW7SRoULjngFT90jHU/WsnUNaOpa1e6lNESbt2dk346nPWqct7cSskcBMYB+VI8nP9TWl5bHCpQ3e50c0NraWbzJtlldARuOCCTyMdscVU8wsafpVlrF3dLHNLLGAm4qkQaXb2+UDjPqaqtL5NtLK38Ck1tQja7Zo5cw/wst1f+LXMTkJErHJPCjpn+dWLy1lsL+e2kVo5InKkHg/5xXQ/B7S0mu7q8uFGIlR+RnJJ4/Ug07x7bvdeJLm5tYTwqecd4Ic4xkY9fTmpqxckmdNOaS5TjpVbO5Tg9T71p2WsGBAkkIYD0PNZ4PyjKlT0waFA3dAfY1zqVnqauCktDoJRBqto5gIefHyJ91x9K7v4HaFOl1q2oXcZR4WW2XzFwem5uPxWvLYOGBHB7e1fQvgSCSx8G2QJ2zXAMzFj13HjP4YoT1FKHKjM+NN5s8MW8AkPmTzsseD3VSa+frNs3EBEG1d7OWYnivWPjhMxh0S2kkjdhcNMVXPAwAOv4159bS2tzE8NxDGvkMBuPcZwencCumnW5VsedWpe1bVxuoSEQmFJIzK2O+4evbNTWUE0MEskzArL9wegGRipoUgjtGeGFmmIZVYruzxhecccZ/Ooo3uFtFSdWU9cE8Z6Zx26CqWIlOSTRnRwkKKumULyC3uGjEqAiPlfasPVEE08VtEoVVBYheK25iQaybJPtN7NMckb9q/QVcjoTPWPh/4YjPg9/tKDZPE6gnjczAkZPZRx+J56V5u4IYxEYkU4I/nXslrKtr4Bs40J5XyQSNwJJPGO31rhLvw/a3cUZhLI+CN4TaMr3bvzisqsGzqjV7nKbM1btpJ4DuhlZMf3TUVxbSW87Ry4DeqnIP0NPhJ3YIxjv61yqTibOKkaxhg1qZBcF4Lp8Is0S5DHoNy/1FfT9haW+laTb2UXCQxLGB7AYr558FQ2j+KLOS+kCW0BMzHaTnaMgYAJ64r1zUvH3he0Egu9T/eBc7EL5P4YGKI33MqzS0PEfibdJdfETUXixIiTCIgn7pQYJwPrWPpeRZO7hIvmLMN2O+B1NPu9WS417UNTSEOt1eu4Vuu1sY69xVhbbT2uQNuFZjvCE529RkdjnriuyOIcNkeXVwyr7vcy9cYx2Hlr96VhGPxrY8ORvZ3aPAmfKXJ+XPHT/wCt+NY97i41u0hJysQMrD37V2fhO1SRppnkRNoGCRyD2x+J/StJbnVTdpXGXmkAyN9oubhnULuhgzhc9BVUaPJbzSPYyLKYyu+KVMnrngkVpX2oOL8RiTzDuIZYiGxk4XPvwaIkuJPMS7OUTaybR3Hqe5rFtXOh1J7sx7maPy3S4WNiuSUJYEk7sDBHv2PFU08MPbW322Flm3Deyr95Aa37tUmys8aS5mCZAwYwfcVo6RZw2NtM6h8EYLSPnAGeMdqUorlaE6i0fUTwlbMkLyRyMn8BXbkEnnP86wvGfhrUrjXXkjtWdJlQoyDIDdNvsc16R4dtlstLtAqySXE6h5Gd87AemPT6VtLbxS3GJMNuQBVblcg5BqoUrRtc48RNTmeDW3gLWGmCXcYtUBIcsQzKR2IHQ+xrZn8LaXosMcnlNdSTyJHE1wwwMnBYAdue9euXViXuruGWzESuqyPdLjMrHIKkfTNeUXmhC78YtpT6pPbwQLLHaFE3kbVLheegyCcn09TRy2V7ChBc1rkXxZ0Oz0LTdJtrMPvkeSN2dsliNvPoPwqDw+ZrXSxDaRsLrzQY3Q4PCkEfTFZniTUr/XbrRJr+7luVIaYb+2QpNdVp0a2Wii6mifBjZd2ACM8kD1zkAfQ1ol2OmElGVzIew1O4kKz6kqySZIReSfyxVJbW4sGHm20MitvHnqc8lSBn05NbX2iKEPiCP9x+6ySCdoIyPU9f0otz5kULRK0Fuu4GFiCT6Z/wrP0Zp7SXVGDe+SbZjJCpCqVGHQncQoHT6GqSaBLYwecMSKwy23qufUVuXdja3Hk7omt5pmYAJyOPWrWk232ZHLSPKXCgMwwNoHGPwxWcorlsiudLVFzwlaqUaUNIpjwoCg87h1x3pPGfhq/vLiC8iTfH5DLL2KhTnJ9eDXU+F4Vs9Et7hjLNcXPKq5+6oPbsOOfeuk8qPz4XcnCFhjPByMEEdx/+qtadGyabOLET5pWPGIvhvdrLGl1eQo8kYnSGM7maM989OnbrW4ljpGhWM80UcET2Jw8hXdL5jDAyfx/CvULuC8imtFjtopreYskzkgGOPb/D6dO3euI8daVDD4aubm2Yo5dFfPPmHoMnHNCjaN7EKMbpX0Zq/Dwg+GFu5Nrzyzzec7dSQcAE+gBH514nrI2WJiH3pZAvH1zXoFjKNK8LNLpmuaibZrwxN9pjWOO4coN7xDrtBAU7vUd8gcHqA8/W7WDtEhlb8a0i7xNpaHofwzmj0+1uhI/kiVDtYjhtuPlqK6vYI2keSW3jDKc7OSG7Yz6Cqem2kk2jeVM7JbIDMSoyfTA9zg/lSNoljGkoNpMQqghg2WYn0GaUr7I15YK12Z97Fb6kN8cMqsoA84ry5we34GuevQ1mf38T4BOPXj/9ddYdOmty6RXEk8YAbyyQXUgEDrx0JrPMlvNeJFeo32ddzsjgKS34fSsHBSdzaMrL3TMsyZyg2kBux616bqGq6jD4Qea01S43R267SspwgXjgdMfSuYbSLeGW3ubeVY45cbUkz168ECvQDocdzYy29zEqxSRFNijBAI7/AJ1NKD5mrGOJqXimmeC6hf319dGW+uJJ5em92yaUf2jqxeOKOafaNzJEnA9yAK9TtvhpYtbyTuHu2wjWyNIEEufvBsDIxz7GtB9Hj0KVLWG1xZgsZip2hOMjPqCe9Wob36HCoz3fU8+0XwBqN9ei3YgsgDSokvEa9tzds+gBPFb/AIk8Jr4btrPCQpJcby6xZO3GOMnr1qPwVqU1z4uv7K71C5043UisTBLGipgkZJfsB0HXkVB4m1bUG1tLDUp7qTY8qRi6I3oQRwccZI9OK1go9DdQ5d9zl9QbyLaWU/wqcfXtSaLa+VDCCMscHGOpPNGrp5r21oOs0oz/ALo61vaFa+fq0CKVHzcbjjntVPcpbo3rpr+e2At7lLO2ZidhOQWAG4qPSseezvnVZftBvY2QtsD7Gx64rodZuRZ7FR4mRABGygFypOTgdfugknuaqxPcTzAbAiyRnZNtIYDGcD0H19azk1c6faN62MqS3t7uEIyTJFkFRyQijAJ9PX0rCj0i9i/0tvMNoeEYDg11l/bW8qySzRlQoUCVD8zZOOR9a0dJspoY3huJxNCE8tECHHU9c8etRKF0+4vaJK5W8H2xRpJjE7goV3L/AAniuU8bxSDxFdbHfGFOB6EZ/wAa9S8L6ZDFpUdxN5ca3EmY442YZ6jnJ4z7cVoaj4XsNXvFluLWItGifvCM5UHlMehB/CnCnJQszjxMlOeh89wS3SkxW7y7nP3Y85J/CtCDwtq7s00kT2uGALSttYk8jA6k16d4n0e20bSrq40r7PBcpOuyOBArxRtnAbrnkda5nxJY67oGm+H9Tvrm5WaaVpZYynEDKUKZOPvENnHb86FFWuTGlLY5qwAl1O+lcZYbVHsK7jw+qx6feTqi+YkeVJGeRkiiitTWHUgu7koSywwhg8fzBOfm6mhGe5e8R3YCORdu3jHt9KKKT3LRegjQqZNoDPy2O9IJGuNWsdNY7beZsybeCcds+lFFc0Nampqj0K2ABlfHJbYPYAdP8+tTrEjTpKRl03BT9QCf6UUV2x+E86XxGzDaxXenSCdd4fIbJ6ivGPFFw+leOb67tgvmxTsF3DI+ZNp4+hNFFZP4Ua0/iZx8USBLA45S2dQfYMB/Kurl1K5i8O71ZcxwqVBXI/1jCiirj8Jv9r7jO0dQ9xLM4DSgAFz1OWJJ+tXmYRTW8aooWSR9wx3Azn65oorK3vP0LnuQ28SyIgky5WRnVm6g5PSm6i7QWP7s7S7BSfY9aKKzn8aHDc9C0sKkrRqiqsNugQD0xnpWpLCkrorZwkm5cE9R0/maKK64/Czgn8Rr6avnSuHJIVcAenNc18QbG2h8HzCOIKPtKHA9ySf1ooqOjEviR5nf65/bcq20mmWFsY7RVSS2V1ZEU8IAWKgck8DOea5iAbtYv3P3lCoPYUUUQ6nVU+Ff12PQoWa30KGSI7S2FOO/zhf5fzrLuJZU0+OZJXWRpSuc9MsV4/CiilPoaQ1bLs0QFuxDMGO3c4PzHHqapyMJLm4EiI/lyhU3KDgbc/zooqd0hbXOj0pA+uaaG5xIx59lOK66wZpozLIxJdunYc44ooq4b/ec1Uv29vHe6fcRy7gAjICpwQMVWjgjgjgtAC0SRKoDnJwB60UVpZXMm3ynj0mrHR/G+swpY2NzDcSvI0dzDvCsnI2nIIHJyM4PcVg+OL64u7qzv5pM3MrvKz4x83ymiisIna+hEf3utoW/gt9y49TXT+Go0fVIdyg4OR+ANFFaMzjua1/MvnSBoIG2mVQSgyFT7oqol3NLhCQoaz8z5R0b1FFFTLY0iW4I1lcM43F41V887gKv6nM9ppTvCcOcDJ6jJxRRXPNv2iQ+p2mnW8caqiLhYYVVB1wMZqZ7iSLV7aNT8rJITn2K/wCJoorrics/iMb4jxxR+G7m5SJFmeeFWdVwSASBn6ZryjxDq9/qGmW9hdXU0sFszyoHkZiWbAOcnnGOPTJ9aKKzmaUT/9k=", 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/rWbpBZ47+C6jWOdVVgDkbsHGfr0FbHGadI263fciuQpAZh8y/Q/0rpw9V+1Vzzc1putSdSWrS6lnwzAfsabSxlMnc/e5wK63VtFC2Pmx7ndAdw7Nt++w9NpIXH4iuD0K8fLRp5aZ5IJ4yB2/Kuzn1WWfSfs7nMjbdz8YZAPlXHsc89817acmko/M+CrxjSqTnVd7/C79vy/y+5+Qs+ATTPtGyJm9KryS5bbmsnVtRe12RoAS2Sc+grzm7H6AjenE1lplleQykPKXDL7ZyKw7+2uJMSbeX55NdPe2058KafNLAAEwAwByVIzz7ZrCfcU25OO3tXDVdp6neocuhl2+nTSbwoO5eSp61e02F1uHLjBUYq1Y3v2aUecu4eo9K2/LstRGbeUCcjgYwT/jSbbQObWhFa3jQEAnK+npXXeHtBfxld28UNwYYIJQ0rhMnPoO1eeX8klncNbyDDjuOjfSvpP4b6Aug+FLUSri5lTzZfXc3NRFPmMqyjOFn1OT8X6No3haa1t7JJftM0ZZ5JJdxIB44/PpWj4U1G2+xyW5BMu4SbA2Gmx91V9Gzz7jivPvjFqs0vj2RIGdHghjjU7gBt5J6981z2ja5qFvLJKs53pIDEysCVx6V7NKpzU+WR8jj8I4Yn28EklpY9pvdSgtb65EUqNMVXzpI+A75OTjsR0I9q4XxJ4jZdyhjn0zWJa61NI99JPKXlfazMTk5JPNc7qN1PeXKxRqXkkbaqjue1cOIf7xn0mVR5cJG/n+bKeozXWpyyJCCxAyfaufVbqynWeVSyLwSP4fqO1dLcWM+lXslvISJUOS4yAwPQj2I6VVkZ9+9SN3cHoawUlezO533RmX199vhwgJVTuJx0/zmorW5aIgNyvrWpHa2E0jFJXtDIMSJs3L+HpVe70KeNWms3S6hHUxHkfVetOysD97fc0La82bXV8Ec5r134V6S2uyf2peRI8UMm2DcueR1Pp1rwNTMroEJbd0QdQc4x+dfYvgzRl8O+FrGx2YeKFQ5PGWxlj+eahxszOT0szifjJrw0+80eyOdhWSaRuy9ACfyNcVo3iuG3vrdoJQZlxIuRwcHPP5Uvxs1Az+KWjLtsgiVJAvYFQwHPuc/hXAaYVe/URpJuSMDO7PXtjHXmvTw9RxjbufO5ng41Zuo3qlpb+u7PUvE/jWA6UkVru2YM9wpUD9833tp9OnFeZWELXTgykrGDyR39qtakzrH5ICly+1g5HH1FP3LEqogAA7UqsVNpdEbZVH2UJy6u34Fy00q1mu9kUQDSDnJ7eo965q722fiK8CuWEcmAx68VuRtJPdJBCfnZGIx2wCf6VkNYfbmmn8smU/MzButc00oS0PahJyVmTSauJF2knA9apG43ZOaq/YmH3s9ex6VpxeHZ5YQ8EwY4ztYUpVL7mseWJsaBcxx2Kowxkk5/GukilRUaTcNqjd+FchaRtbQiKTh1zkVv8AhSCbWPEtrp0RJjYl5uMjYOv9K5Xqxy1WhqafoOq6vocepx2MvkQZ3yNhQfm5K569e3pXSaHYrc6kttH8mRtY9dqjknHtya6/4i3H9hfDeWKJCWdooVVTg/eB4/AV5Jpvi6CO5jZJ2EjvhSM9a9rCVbwae58VnWDfPFxu090ux6LrmiQbPtkCAIgEvlMc7EJwrA9wevtXn3jLU4dN02ONgAJCeFOPStzxL47hfR9sQO9mae4UL8qv0AQ54GO3rXlmtz3PiNo5Ap2W67m3HpuIx/KnWm3QcXuRlmFf1+FaC9xX9LtPZdN/vMCa5lubob0KIq5RD6HvU6dqdq0bxXVtI4Cl49uB2wahEwUYxk+vavOWh9vFmhDMUHWmXNwZGUbuOtSWOk3upW09xE8SRQoznc3LYGSBUK2Kocu5b09KUppblqPU37d2QIzgqJBuUnoQa1Ip2jOVbFZun6rCYUs7qJBGq7VYDjA6ZrWnsGWDzrU+dF1+U5IrllHsZ82tmXra/SQhX+U/oatk3E17Y2tpbyXEssv3IwS2MdfzOfwrlGulRc559K9n+EmiuNIGr3O4tcEtGCeidB+eM06d1JMmtHmg0clL4UvfD06tqESJ5qblVZASpz3x36102k6St3pvmO7Jn5ISegI5LN/sgdSOmRWB8UvEi23jlrWQMIobeOMMORuOWI/UUeGvGdnsaG4nZLUttaVQS0Xc7R74APqK96nVbpXW58Lj8Go4q0k3D8L2/r5nlKEtIT2rNjiGo6+ImyUV1j4+vNazgQwNIeiqTUPhSEte280gzuk8xveuCR9jHc9j8S6da2PgSaxk3l2CHcg3ESAjAPooGBXjbB0l2SoyP6EYyK9k8V3CXQtwAJVMXmDY4UHoQD6/WuK1SHTZd3ntFG5UFSnMgb+o9qwqwvqdMKjuceQD0p6LtYOhIYHP0qS5t/sr7HZSDkghh+voajhIJPzhsdx1ArmvKOh0aPU6vw3aR+Itd0/Tb63S4DTIRLj50AO489xxjmvpKS7hhQRjYoHBBIArwL4bXEOnatcX0ttJOyQ7Y9hUbSTycn2/nXW618YdJ0iSa1NhO92gO3cigZ7ZNVFO1znrTipWPLfFsh8QeO9XkzGgjvnSNs/eC9Bx9D9aoWlpc2QeBLYSFiQrbs5bj0PXHPNZ0t7Fez3dxPKY3mnMxwpJOck9PerH/CSstyp8qQqrbw6nDFsYyR9K2VSaVkzgcKM1eRalWSziaSUp5kwydvoOlaPw/sYtZ8VP55BitozJIT0A7/px+Nc9qOpC6tzcqkoAUgF1AHHYfn+tdb8Hl8u4uXIQyzRsB5v3T35qoJyfNI64yUKajAufEuNZdbilt4ZDc+TtlVU+RgGwu098A4P4VwaupDDB4PIPavR9TMdxqskzQztvkeP5z90Zz16844rmNTsbMggNHFcFiqrFzuHbP+NTVp9SqdToc4yjOcce1SwM8Em6J2DeoOKSWMxMVdlDAdVYEfmKIzjG4jPcisLtKx0pK9zsfB2mweJPFmnw3NrEZI5hO86jDMsfzYbtg8V9E3GpJEu3zFXaO79/wrwn4X3kGmaleXUtvNPKYRHEItuQCcsefoOK7XV/itpWhlop7a6abbuQCNcH05+tNKTVzCrKKlY8o8eXv2z4l67NK5khV0G3OVOwKv8ALNUfs9rcxJcW7SRoULjngFT90jHU/WsnUNaOpa1e6lNESbt2dk346nPWqct7cSskcBMYB+VI8nP9TWl5bHCpQ3e50c0NraWbzJtlldARuOCCTyMdscVU8wsafpVlrF3dLHNLLGAm4qkQaXb2+UDjPqaqtL5NtLK38Ck1tQja7Zo5cw/wst1f+LXMTkJErHJPCjpn+dWLy1lsL+e2kVo5InKkHg/5xXQ/B7S0mu7q8uFGIlR+RnJJ4/Ug07x7bvdeJLm5tYTwqecd4Ic4xkY9fTmpqxckmdNOaS5TjpVbO5Tg9T71p2WsGBAkkIYD0PNZ4PyjKlT0waFA3dAfY1zqVnqauCktDoJRBqto5gIefHyJ91x9K7v4HaFOl1q2oXcZR4WW2XzFwem5uPxWvLYOGBHB7e1fQvgSCSx8G2QJ2zXAMzFj13HjP4YoT1FKHKjM+NN5s8MW8AkPmTzsseD3VSa+frNs3EBEG1d7OWYnivWPjhMxh0S2kkjdhcNMVXPAwAOv4159bS2tzE8NxDGvkMBuPcZwencCumnW5VsedWpe1bVxuoSEQmFJIzK2O+4evbNTWUE0MEskzArL9wegGRipoUgjtGeGFmmIZVYruzxhecccZ/Ooo3uFtFSdWU9cE8Z6Zx26CqWIlOSTRnRwkKKumULyC3uGjEqAiPlfasPVEE08VtEoVVBYheK25iQaybJPtN7NMckb9q/QVcjoTPWPh/4YjPg9/tKDZPE6gnjczAkZPZRx+J56V5u4IYxEYkU4I/nXslrKtr4Bs40J5XyQSNwJJPGO31rhLvw/a3cUZhLI+CN4TaMr3bvzisqsGzqjV7nKbM1btpJ4DuhlZMf3TUVxbSW87Ry4DeqnIP0NPhJ3YIxjv61yqTibOKkaxhg1qZBcF4Lp8Is0S5DHoNy/1FfT9haW+laTb2UXCQxLGB7AYr558FQ2j+KLOS+kCW0BMzHaTnaMgYAJ64r1zUvH3he0Egu9T/eBc7EL5P4YGKI33MqzS0PEfibdJdfETUXixIiTCIgn7pQYJwPrWPpeRZO7hIvmLMN2O+B1NPu9WS417UNTSEOt1eu4Vuu1sY69xVhbbT2uQNuFZjvCE529RkdjnriuyOIcNkeXVwyr7vcy9cYx2Hlr96VhGPxrY8ORvZ3aPAmfKXJ+XPHT/wCt+NY97i41u0hJysQMrD37V2fhO1SRppnkRNoGCRyD2x+J/StJbnVTdpXGXmkAyN9oubhnULuhgzhc9BVUaPJbzSPYyLKYyu+KVMnrngkVpX2oOL8RiTzDuIZYiGxk4XPvwaIkuJPMS7OUTaybR3Hqe5rFtXOh1J7sx7maPy3S4WNiuSUJYEk7sDBHv2PFU08MPbW322Flm3Deyr95Aa37tUmys8aS5mCZAwYwfcVo6RZw2NtM6h8EYLSPnAGeMdqUorlaE6i0fUTwlbMkLyRyMn8BXbkEnnP86wvGfhrUrjXXkjtWdJlQoyDIDdNvsc16R4dtlstLtAqySXE6h5Gd87AemPT6VtLbxS3GJMNuQBVblcg5BqoUrRtc48RNTmeDW3gLWGmCXcYtUBIcsQzKR2IHQ+xrZn8LaXosMcnlNdSTyJHE1wwwMnBYAdue9euXViXuruGWzESuqyPdLjMrHIKkfTNeUXmhC78YtpT6pPbwQLLHaFE3kbVLheegyCcn09TRy2V7ChBc1rkXxZ0Oz0LTdJtrMPvkeSN2dsliNvPoPwqDw+ZrXSxDaRsLrzQY3Q4PCkEfTFZniTUr/XbrRJr+7luVIaYb+2QpNdVp0a2Wii6mifBjZd2ACM8kD1zkAfQ1ol2OmElGVzIew1O4kKz6kqySZIReSfyxVJbW4sGHm20MitvHnqc8lSBn05NbX2iKEPiCP9x+6ySCdoIyPU9f0otz5kULRK0Fuu4GFiCT6Z/wrP0Zp7SXVGDe+SbZjJCpCqVGHQncQoHT6GqSaBLYwecMSKwy23qufUVuXdja3Hk7omt5pmYAJyOPWrWk232ZHLSPKXCgMwwNoHGPwxWcorlsiudLVFzwlaqUaUNIpjwoCg87h1x3pPGfhq/vLiC8iTfH5DLL2KhTnJ9eDXU+F4Vs9Et7hjLNcXPKq5+6oPbsOOfeuk8qPz4XcnCFhjPByMEEdx/+qtadGyabOLET5pWPGIvhvdrLGl1eQo8kYnSGM7maM989OnbrW4ljpGhWM80UcET2Jw8hXdL5jDAyfx/CvULuC8imtFjtopreYskzkgGOPb/D6dO3euI8daVDD4aubm2Yo5dFfPPmHoMnHNCjaN7EKMbpX0Zq/Dwg+GFu5Nrzyzzec7dSQcAE+gBH514nrI2WJiH3pZAvH1zXoFjKNK8LNLpmuaibZrwxN9pjWOO4coN7xDrtBAU7vUd8gcHqA8/W7WDtEhlb8a0i7xNpaHofwzmj0+1uhI/kiVDtYjhtuPlqK6vYI2keSW3jDKc7OSG7Yz6Cqem2kk2jeVM7JbIDMSoyfTA9zg/lSNoljGkoNpMQqghg2WYn0GaUr7I15YK12Z97Fb6kN8cMqsoA84ry5we34GuevQ1mf38T4BOPXj/9ddYdOmty6RXEk8YAbyyQXUgEDrx0JrPMlvNeJFeo32ddzsjgKS34fSsHBSdzaMrL3TMsyZyg2kBux616bqGq6jD4Qea01S43R267SspwgXjgdMfSuYbSLeGW3ubeVY45cbUkz168ECvQDocdzYy29zEqxSRFNijBAI7/AJ1NKD5mrGOJqXimmeC6hf319dGW+uJJ5em92yaUf2jqxeOKOafaNzJEnA9yAK9TtvhpYtbyTuHu2wjWyNIEEufvBsDIxz7GtB9Hj0KVLWG1xZgsZip2hOMjPqCe9Wob36HCoz3fU8+0XwBqN9ei3YgsgDSokvEa9tzds+gBPFb/AIk8Jr4btrPCQpJcby6xZO3GOMnr1qPwVqU1z4uv7K71C5043UisTBLGipgkZJfsB0HXkVB4m1bUG1tLDUp7qTY8qRi6I3oQRwccZI9OK1go9DdQ5d9zl9QbyLaWU/wqcfXtSaLa+VDCCMscHGOpPNGrp5r21oOs0oz/ALo61vaFa+fq0CKVHzcbjjntVPcpbo3rpr+e2At7lLO2ZidhOQWAG4qPSseezvnVZftBvY2QtsD7Gx64rodZuRZ7FR4mRABGygFypOTgdfugknuaqxPcTzAbAiyRnZNtIYDGcD0H19azk1c6faN62MqS3t7uEIyTJFkFRyQijAJ9PX0rCj0i9i/0tvMNoeEYDg11l/bW8qySzRlQoUCVD8zZOOR9a0dJspoY3huJxNCE8tECHHU9c8etRKF0+4vaJK5W8H2xRpJjE7goV3L/AAniuU8bxSDxFdbHfGFOB6EZ/wAa9S8L6ZDFpUdxN5ca3EmY442YZ6jnJ4z7cVoaj4XsNXvFluLWItGifvCM5UHlMehB/CnCnJQszjxMlOeh89wS3SkxW7y7nP3Y85J/CtCDwtq7s00kT2uGALSttYk8jA6k16d4n0e20bSrq40r7PBcpOuyOBArxRtnAbrnkda5nxJY67oGm+H9Tvrm5WaaVpZYynEDKUKZOPvENnHb86FFWuTGlLY5qwAl1O+lcZYbVHsK7jw+qx6feTqi+YkeVJGeRkiiitTWHUgu7koSywwhg8fzBOfm6mhGe5e8R3YCORdu3jHt9KKKT3LRegjQqZNoDPy2O9IJGuNWsdNY7beZsybeCcds+lFFc0Nampqj0K2ABlfHJbYPYAdP8+tTrEjTpKRl03BT9QCf6UUV2x+E86XxGzDaxXenSCdd4fIbJ6ivGPFFw+leOb67tgvmxTsF3DI+ZNp4+hNFFZP4Ua0/iZx8USBLA45S2dQfYMB/Kurl1K5i8O71ZcxwqVBXI/1jCiirj8Jv9r7jO0dQ9xLM4DSgAFz1OWJJ+tXmYRTW8aooWSR9wx3Azn65oorK3vP0LnuQ28SyIgky5WRnVm6g5PSm6i7QWP7s7S7BSfY9aKKzn8aHDc9C0sKkrRqiqsNugQD0xnpWpLCkrorZwkm5cE9R0/maKK64/Czgn8Rr6avnSuHJIVcAenNc18QbG2h8HzCOIKPtKHA9ySf1ooqOjEviR5nf65/bcq20mmWFsY7RVSS2V1ZEU8IAWKgck8DOea5iAbtYv3P3lCoPYUUUQ6nVU+Ff12PQoWa30KGSI7S2FOO/zhf5fzrLuJZU0+OZJXWRpSuc9MsV4/CiilPoaQ1bLs0QFuxDMGO3c4PzHHqapyMJLm4EiI/lyhU3KDgbc/zooqd0hbXOj0pA+uaaG5xIx59lOK66wZpozLIxJdunYc44ooq4b/ec1Uv29vHe6fcRy7gAjICpwQMVWjgjgjgtAC0SRKoDnJwB60UVpZXMm3ynj0mrHR/G+swpY2NzDcSvI0dzDvCsnI2nIIHJyM4PcVg+OL64u7qzv5pM3MrvKz4x83ymiisIna+hEf3utoW/gt9y49TXT+Go0fVIdyg4OR+ANFFaMzjua1/MvnSBoIG2mVQSgyFT7oqol3NLhCQoaz8z5R0b1FFFTLY0iW4I1lcM43F41V887gKv6nM9ppTvCcOcDJ6jJxRRXPNv2iQ+p2mnW8caqiLhYYVVB1wMZqZ7iSLV7aNT8rJITn2K/wCJoorrics/iMb4jxxR+G7m5SJFmeeFWdVwSASBn6ZryjxDq9/qGmW9hdXU0sFszyoHkZiWbAOcnnGOPTJ9aKKzmaUT/9k=", 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", "info": {"video_id": "168530", "label": "pretending to put men's wallet into cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "179e7e14c8fac49843968d1cd5313b0f40819f9f8e6c5d3dc97af91d828372a8"} +{"episode": 62345, "episode_seed": 3561023798, "split": "train", "timestamp": "2025-10-13T03:30:24.256774", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3561023798, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into a glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "22906", "label": "pouring water into a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "22906", "label": "pouring water into a glass", "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": "889fbb8174fbcad0e165dff86269385ddc516567848fdaa70381ac610e2ad447"} +{"episode": 62346, "episode_seed": 1791012782, "split": "train", "timestamp": "2025-10-13T03:30:24.994282", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1791012782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 flashdisk so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "186432", "label": "pushing flashdisk so that it slightly moves", "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": "186432", "label": "pushing flashdisk so that it slightly moves", "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": "186432", "label": "pushing flashdisk so that it slightly moves", "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": "b1da8be8a48ad40532d3463423c81f9eddec53bba27b3ee663458b4d784acea9"} +{"episode": 62347, "episode_seed": 763923463, "split": "train", "timestamp": "2025-10-13T03:30:26.486561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 763923463, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle from hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "91629", "label": "taking bottle from hand", "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": "91629", "label": "taking bottle from hand", "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": "fd1f34c301e15a07117a04ab07f0fa6824a61f20b14e8382d48817638c4c75ff"} +{"episode": 62348, "episode_seed": 1719621429, "split": "train", "timestamp": "2025-10-13T03:30:27.543743", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1719621429, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 straw across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "210072", "label": "moving a straw across a surface without it falling down", "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": "210072", "label": "moving a straw across a surface without it falling down", "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": "210072", "label": "moving a straw across a surface without it falling down", "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": "e1e86033213fb88743bd7e34180879fa2308e4c513cb9450e2eef5f9942dd7ee"} +{"episode": 62349, "episode_seed": 4135350501, "split": "train", "timestamp": "2025-10-13T03:30:28.304260", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 4135350501, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a pack of nails 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "216719", "label": "poking a pack of nails so lightly that it doesn't or almost doesn't move", "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": "216719", "label": "poking a pack of nails so lightly that it doesn't or almost doesn't move", "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": "216719", "label": "poking a pack of nails so lightly that it doesn't or almost doesn't move", "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": "dd8f703a070bef73aaac9c797091ed2356a62722ce084d0801fd94f3f1853b89"} +{"episode": 62350, "episode_seed": 586162104, "split": "train", "timestamp": "2025-10-13T03:30:30.884366", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 586162104, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 iron nail into plastic cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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4744612mmaLaaFpKWVmojhjTbux/497nvXMHw7J9ku5naRzEm+PaM72z/ACxzVJGM5uR0J1c2+mGaeMiYlZCoHXjke3WuAvL17u+eabkscnitGK9kvrOS33ZlVMR7jyy+leeaje3fh7WVF40sljKdoaRiSnoPwJ59jnsa0SuZN2LtiFsNQgbeAryPayr6lclGH4YH0xXV2EplWIRg/vcFe2Qa8ouNVmvtcE5gBtw8bNDvx57DHC98cDPrgV7Jp8khsYrq5VYruSP5YtuNhI546/nWsKXMvMxnU5fQy9TlLanJtyUUhOPYYqmVcBjtBAHIqa4R45iHA3d/f3q9plxBZ3MF1Iu9NzLImckjHp3+h4NczTvqbJq2hnSq0KhHwCp+Y4zzjjmq8k/2VRHkBVHygeleg3vh3TdZsGudPuBCXGQU5BPP3l7H+VeHNq80sSW7gmRPkDLyW5449aR04Z2bO08M299qd7c3WkXIgvLJcpkfLMGOGRj24HWuu0DxLYWenz286SJq0MoaW1nG0gn+JT3GKueBfDEuh6GDcELdXHzTR4+5noM+w/Umo/GWhfb47WW2CQzxZAnUfMBjge6/1prsZ1ZKU20a9p4ks7q4+x29pJGGVnZjjAbqen481m+KdQtI7dbeGNGYhWBH8IxXMWOpXfhvVTbakixXEkYyM5WRDg5H+eoo8WXVxaxi4toknKqX2sCQyn0x3HX8KtIyMm9kKy2k4P3ZtjfRwR/PFXYWK7CTjcePzrlZtfs5/D887yhHXI5H3XX5hn2OBj1zT/B+swX15O94W86Q74omzhcjLOT78AD6dyauNNydiZzUVc75Jt1tOSeEiYmufOGQHHPtW7eR/Y9MMe395OfmP90dhWRChkkWPlSzY6d6iouV2CLvqQx/6zADAfxc1h+IZCzW7YIJ39fqK9I0rRbPV9KKpKY7scSKp7jO3K/1rhPHWk3Wj3tutwqBZC5Rozw3Tt261m9jej/ERypjMmMD61q+Gb+68Mawl/Y7TjdmF/uncMH6dj+FZaTKvFSi5A71mtDvsnozY1LVr7V3STU7yW58rJjRz8qZ64FYV7cFwQOMVNLKMBieMVv6P4dhuLRp7xA8sgIET9FUj+f8qpJyYTnGlAoWsBTwveXDMjySwERrnIGcAZ9+la9lrsd5fJY28fmXEsSuuG74G8f8Bz1/DrXKXlhreiyXmnw2l3dWkxV45IkzgggjoO4GCPUA960PCvh7VrC8fVtRvjp8blvtDHAZlLbtq/3c/nzXTCnrZnl1arldnpMQe2tZrmYbSi7I892NYiqyyenY+1bIuYNWtlEatHAv3QR39azJ42gmw5w36GitSlFKXQyp1FJuPVBb2U12+2AMxGNwUZIHcgdTio7hGjXjPybkHP64/KtTT9SOl3Ucyx7mCFJYnG3Iznr611Vxb6N4nsHkjAM4/izsZGxwD7VzmtywskOjWClYAN7BAsZ+8eg6+3P41et9QhvFi27kMik7G68df896ydbhMiNKyjy4YSysR1Y//qqlpDojiWW5VC6YSJnAOe+B6cY/E1oI09Y1KLS/LZt0jtnAXHQds+/SsK20e58QRNe3l1sBUiKPbnAJOOM8Cotc1KO81OOGJT8hCAnjvztz0610Wj3cd3bmaNSsQ+U7h1IPT8sUmUjgYp59PEu5zGA2HWQcZHXOfSuXvvE1mbxWGj2TsM7pmTkc9vqK2tSvAZJCOVyQMnOcmuL1Cz/edf3W7IUHp+HpXrTwrpU4nk0MZGvUku23obyavJqcxjaRvKUgxJECqgD1Hf8AGumsLxbiMiNhwSB9R1WuO0mFbYsWfeoxlk7A9q0Cx0ySSQOTbTc5HY5row0NLkYqetjXm2xyyGNl2vkEdSvTioc7gVA5AJJzWiYIZoAVQYAyQO/vWbJFiRtoyvY9xivJxVH2VSy2Z34at7Snd7oo/FmUHTvDeJWlzFJ+8JyW4Stj4NW0FlZ3d3Oj+ddNsRscAKM4z2rnvGga80/w9ArJLdPJMqxLyUBKbR+PNdzp2kPo1vaaVFhZhCpYr/fPUH2NcyWp2837tI7wuk8IkWZdjDr2I9a5O61me/nSw03dGzlgZG+XCYxj29fxFad3exaZpbiSQs4TYuOob/OTWDod1CkrbkIMz7IsLkZxnr1zyKZmVNa0OXRfs0iTF9/BZFIww6D6f4Gub17UrBkEepWkd1jOOcEcV3Pje5ENja84dmY8H2AryfVX+0OGTAkTABPf613YfDt0XVOCtiksQqPl+JJZatpVkBJpmk29rcjgFwGZV9c4/rW/p9/mcyyTNK0rfIZD1HoPSuFsrRjO7bxlT8249ecV1f2fz7RViciaEghT2A7CunDQvInEztE6W8RZ4lJcDnKMxwD7Gs4yDKswBCgDA46UulXcd80gmyzxhQQTwp9amurVYwdoKufyNY5hQs/aL5jwNa6dN/I1vCbldQmzIygwE+Xnh/f8K5b4YeGEluW8T6sm2yt3ItFccSSZxvx6Dt6n6VsaGTHrNqGdIo2P7xnIwE5BH413Wp26raQWduvlQQx7wsfyooX7o+g54rzUj0YzaTS6m1FdQXEaSQSK6twG6c9/xqlqNzDY7J7l0XnauQefXj6Vj6O880yygr5SqSueoY9R7nqaqeJ7yCW4igWTeyDJHoT6/pxTsIqalYXfjQbhAotYS4ikYhWznjn14HtWHpdxNHbSWGpgTQRf6qdD8yj0PpivQtGMBgEVswaJRg7DwMHnr/KvONYvFF3cHPLSMzHGCeTiunC0XVnZdDmxmIjQhd9TltT8GadLqMk0GvWsKSMd8UkQz34+8B39K0NH0zTdBmM63UmqajCBtMh2xp2yAOM/n+FczqKv9oY5LuWz5jdwf61paJE5kUybuP7xOD71tGHvWJc/duegx3RuUbzT5hIywI6j2rNkjNvKxwSDzGwOPTms+0uprC7mhkPBJaNm6VryWgkjDmUktyT2B9K6MXh707rdHJhsQ1Us9mQQXk9nKs1tO8c4zyOv0pvxSmmntdCecr5zJIXCjgEhDULK0cjDPOOvYiqXjiZ5tC0GVwQo8+NMnOQu0A/59K8Z7HtUfjRxTNs6mmo4f8Kib94OvFIMswjjzknAA6k1B3Xsdj4G8PjxRrqQzllsbfDzsO5/hUe5P6A13niTTIdMv8w8QtHuUlgSp6EevWnfD20XSNPj01UBnf8A0ieQNn5s9D6YGBVT4haiv9rCBf8AljGoY45ycnB/OuzCUfaVFE8nMMVyU3JeiOG1LxLqqSPHBO0YQ4PA+UfjVS21eW/uoGl3zEDY3mNkMTxnnp1qpeKt0zOWw2Dnvn0H/wBep9GihEsZR8SHOVPTHAFdjpuM7M5YVIzp8yOz029WC4S0wAypwB0IzyK0rswyYUklgCVKjOPY1gvb+fGkkSNHcQ/w+2a1NEvUu7I5UKxc7hjofX6V3VKKnT5GeeqzhU50RmU5ZwSWOck/rXS+D5IkuLoAAzMqkNjjb0wPfJFYt5BhlQKFbOVINWNGnj0nWopr/wA1IxGWCqpyxIxn6da+dlFxbi+h7ikpK6Nfxp4nt9Js20+LE2oS4KqekQ67m/oO/wBK8Y1DU0j1OMXDtJLIpO/qQR/Kn6ze3QaW7abzLhvncy87vxrG8PyHUHudQnHzE+WgP8I6mpbvqd8IKnp1Oy0TxCk04+03Ek9uGZGDHLqOnX09q7qXxFDZeHntYd0T7NobthuSfyzXh13fJp+tHywT5q4YL1yO9b82pT3t5p+lxS78RLNOwOQoIyF+vQV0YazqLm2OPMFy0m4bvQ6KdHlUFFdlI4IU4qhPYStaKVRwXuApJQ9KlOnNKAHllLE5z5q8/rU8eiSpb2vly3KlroHKuG9fQ+1ezVxytZxPnMJgrTbUjOsLkabqUsFzEPKJKBlPTgVsyqZbdLcjckkg2kfnWdfWGoebODch/wB6cC4j57dyKr2l5d2oWK5tvMCtlZIW+5+HpUUsZSvbY7KuDqNXTudVp8zQqUcEFOmR2pyXvk6iwtXjYA7ShGRk9jWdHenejZyCMgkYOK5nS4jd+NLnRl1S4tonMjRFE3EsqFlT2HXJPp6mnjoKdPmM8HKUalj0PwxoMN94gi1Ccgxadlox2Z24H4DBrt7y3t7W5m1GQkKiglsElQOCB9a85+EursE1aTUbvcD5IUyMMLndmuo1rXLS8shbWzttY5dmUr0PA568mvEaPYuYM9+11LLP/qy75KA5z1JJ/MflVjTbi1sLmC4kVtyqX7YUHoR9M/WqDRobTdhg5cCMZ4/HvTb5rWx0v7STsKLud/MDbk68D68YoSu7A5WVw8Wat/aV+dkhKRptjUjBA78fWuMkgeS5QYYZYZ46iraLd3lt9rcyRGY79q9dvbJ/X8aih026lvIiJ7oncTwc9j6GvaWJhTp8kVojwFh5VK3tJPVszpIJYEmnEYYpPsABxXS6dfQ3tvFLACJIxiRD1qk1pqCWL4u3Ia6PyzxnHX3HtWZs1KwuhcRQQsAefKOCR/L9Kini6Se1junhakla9zprfdHdvdopCvIQw9q2bm4i+y7ndQyEbC3fP9f8K5yw1NbiJljjkixyY5ecevPeqnimdjoSXCTNG8EoxtPUHtXVU5K1J9jjgp0qiXU6WWd7i2h3hGMLYUgYLdOv5V6pcxfaLGaLfhimB7exrwG+YJoMGqabreoSK919mzcRLGs5C5Z4h12qTtO71HuB7zNfWVssZmuY4j0JdsEnH/16+fcXF2Z7id1cwNZuI9I02OxjdvNdt6hW5+pPpk/pXOljLebnkUOpLGQA8D1wPfFWNauBqGpNOpJDHbGoHbt/j+NU47ZTfPGs0hiXILxLzjjPFIo6TT9VtdM0WUpKrzjc+G6ux6f06V5tqUru7FjlmJJPqava1eGzdbGM7pZWEcYAwxUd/YdTWJO9yCVUWw7APycfWvWwM4UYc0t2eJmMZ16nLHZFK4EhtpGYEgOqjH4f41d0qaI3xsriXDbQo3DHbjFJEt4bXmG1k3XCgY47j3qHVEZrmV5LCWN0YYaJsjoP89av29Fz5uprTo1lTUTeu4xPYmJuJQwVSevXpWxpt0Wh2y8lRtb+hrlNM1qK5WOKeQJNEwIEoIL47ema3o54xNnbt3cMPWuyM4VI6O5yThOEveRe3RW94Y5oTKhz91uee4ri/GEsgFlDJIzeXvABPAHHSl0q5luvHEumapq91bCafZFLDLGipj+Il+MY6Ack4FUrrS9Y1bWbqwzO/wBkldM3RAaMbsfNjjPHbPtXz2Ipckmke/hal0pMwjOFGBXZ+F9CNsF1K9QiZh+5jYfcB/iPvz+FXdJ8J6dpZWecm7u+qlxhF9cD19zXQz+TtgUhQ2CzsM/Nk9Mf4VjGNjoqVr6I07HWYtNmlaKFWUYRirHnGTnP+NcNq1019NLMW3M7kkk4ye/WtTxTqCRW0MNksTXMzeSnlqQpP978sce9c/eafEuEkcMVAXLOf6CvSwlRUouSV2zxMbH2s1FvRFOG18yaTBXcIyRhx/jTXtbzT4rK5hUt+73tlc56d/xq3baNbtHdSAIdsPaQj19R7VZfQmVLUQvNH+4/5ZuG9PQ5rWWM973ol0cL7itI0bPUkvYmuotqyBf3iHscdfpVuzja18qQABGUbgD681ybWmo6Vc+cs4k7FbiM4P51uWF7Jc25cLsZMbkRsgf/AFq6KOLhUfLsznr4ScPe3RuX2owAxW0jHz29D/D7/pimtM04gbzd8q8Dfzgen61yniu9NrYQ3lu7x3ysER0649ffH9aNW03XtF0LSry8vLtbi8D+bDs/1OApUE4+8Q2cdvzrhx9JKfMup14GbcOV9Dl/EMpaC6Qqv7tVKtjnmrHh6NY9Ft9o+8C5+pNFFeWvhPoH/EOZ2favFvlyM2GuBGcHtXTWiCLxHq0SEgRskanuF2jj9KKK66Hxo8vGfw2dMumqIY5PtE+48nlf8KZc3k9mbCOORmHnMcsT/temKKK66myPOwvxMuRX91ieTzmzuPHamxzfbY1eWKLd6hBnr60UViz0ULp7B9LkQoP3TZVskkZPTk9K4hNWudK8UXuoW+zz4pX2l1yOVKnj6GiiuxfwEvM8+ppX07HVeFCYEuIo+FKITxycZro5GL23mHqXwaKK8ue56EdkR3MhW3GAOjHp34rn/E1xLHpsyq3ytJEpHqCw4ooqYbjnsypqt3Mt2YFchEXAAPYVW0+/nW+iG7ue59D70UV6D+E8ul8aNexvrk2PEzL/AKQ3T/eNWLe8e9d4544nAHUoCf1oorGx6USGCJItfto0XarEggE4I9KpeOVFtYSQx/cFyowfxoorqwukZryOPFr3ovzK154gOurDDNpen2/2aJVha2R1KIMgKAWIA78DrzXeJM88mWxkgEkdc4/+tRRXn1PiOunsMiJN1j1IqvJO6HepIYkc5PfrRRWZoc+kxk127mZVLw26InHAHH68mo5NRuRJnzP0oorupfCjy6/xst2+ozSxQI6RMPtajJTJ61r3CRi7ZfKUbm5xlew9DRRUySZ3UtkZmv6Zb2iJKm5ycHD4I/lmlsT5mlwTHhtxXj0GKKKvCO1eyMsYv3Ry/wDa7af4k1RXsLG9jeZX2XcO/ayjggggjqcjOD3Bro/Dl3cXtxf6hcSs9zcuJJH6ZJLduw9qKKzxXxDw3wnX6jbJb/2Y0ZbM8PmPnsc9vSs64kYPEQxHzAYHpRRXIdRg3sIbxFpK7mwWlGM+i8fyq+3hqym3SPJcFif7/wD9aiiuyh8J5+K+Ml/4Riyj0fUJkluAyxcfMp7H1Fc9qFzNY6hDBHIzKIhjcff2xRRSnuzoo/AjQW6n+zE+a3Y4qhoWoytrEmUhORtOUByPxoopLc2exT8Zu0V3FGhIVWyB6HP/ANamW2u6lqWkQWV5dyzRQs0q+ZIzElsdcnkDbx6ZPrRRXXjdvkefg9H8z//Z", 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", "info": {"video_id": "34722", "label": "putting iron nail into plastic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "34722", "label": "putting iron nail into plastic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "34722", "label": "putting iron nail into plastic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9678b8969059b89bb2ccf4f0d6ec4e95f2fda69814fe63bc65ca122fc87afa07"} +{"episode": 62351, "episode_seed": 4249171458, "split": "train", "timestamp": "2025-10-13T03:30:32.725061", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 4249171458, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 minecraft animal figurine into a minecraft toy chest'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "201292", "label": "putting a minecraft animal figurine into a minecraft toy chest", "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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", "info": {"video_id": "201292", "label": "putting a minecraft animal figurine into a minecraft toy chest", "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": "201292", "label": "putting a minecraft animal figurine into a minecraft toy chest", "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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mqk4AYY6VviygW3DFQ0mMsTSPpNjNGMtJG/qDkflW8KsU9TnnRbWhkW9w8cLIvU8CtCy06S428hEByWPepY9PtLd95ZpWHQHgf/Xq/byg5JqKlVfZLhSeil0JUsorYYDbmPJNSoMdqQuppGkHaue9zosWQ21etefyS+ZK7nuc12jzfKa4zYpPSujDWuzmr30Gg5IrTjBZQeelZu3FX4mJiXnAArerqjKnuSNjPzHNVrlQ0effpTmmVeetVpJS3HalTg73FUmmmhFUYpwYo3BxUW8Cgyc10NXOQ1oJluYTFIQG/has653xtscAEeneoN5p28sMMc0lGwlGzGFjWnpD7fOJ9v61n+WBzmrNq20uB3xU1tYtG1J2mjaa4UHrUJm9DWfIzA4V81G0sgHHWuZUjr9oX55A6EFsd6qOomYSfwgYAqu5domdz0IAFWYzm3GPStFHlRDnzOzLUIVVwop0kCPyRVeKXa1Ww4YVi7p3NY2asRpbqgOKnjGKUAbRQBiocm9yrWJQcU9WqHNKMg1D2GdLLoWl3pVnhOVXAw5GBnOKns9KstPz5ECKT1PU/nUNjIzr17VK8jg5zxWXPK1rm9knexajkxOEA+XcR+Z/+uKwtQYrrVlIMhlcAEdeG/wqc3ZScnd/nj/CsfU9RiM4MR3TDPPZf/r1VNO4pTS1ZkaqVe5ndfumRiPzrM3Ad6u3ZDQE96zq9Kj8Njyqy94l84jpUqX08ZBSQj6VVpQCegrWyMrIvSXguhidQW7OBzVRodp65FKsZ7mtzwrotrr+u/2dc3stqrxSNGUj3l3VCwX0A4PJ9PepXkK66FLTLpbOG4fPXHHr1qrLeyyOWJ6npVd1ZVUk5DDIpmKlU1dyZqqj5UiUzOf4qehAZW981AAacWOMVTiugKfc6D7Vuix6imicliM9qyIbtlAVvwNW1lHXvXJKlys7I1VJaF8PnjNWIGAj61lCbmp0mIGPWocTSMzUWTil3VVikyfpTLyZo7YtGxDZHIrJK7sNysrlh2rli4FdnrWmWFt4dg1XTdUvpw1ybXNzCsa3BCbneIddqnCnd6j3A4fBrto0nG9zjq1ea1h5k9KDM23HamAUu2uiyMHJiFj60UbTRTFcSlxmgAGpFpNibGhSacFxTqTIqeYVy5amJjsdevelntjZyDByj8qav+D7DS9Y8RQ6dq11NbQznas0c0caxnqSxk4xjPHUnA71Q1mOay1e8091uEFrO8QS4AEigHGGAyM8c4JHpScWxwfLK5Bv5pGkVRUGSRyaAM8Uchq6vYHkL8dvSkWR1GAxxQVwcUhFXpaxnza3Jo7kg/MM+4q7DKr8q3FZeKlhfypAwPHeonTTWhpCo09TdR/lp4PFVUlHSplbiuFo7VK5MKNwBqtcyMkBKsQcjkVr+IfC2peHfD+kahePOs98ZPNhaMgW+AhQMf7zK2cdunUHDjSclciVRRdi9prHANLdzOqNg0UVyrc6pbHL3d7OXdN2B7d6z2mdBwaKK9CmlY4qjZXeZ2yCeKZ1IoorpSsjke5IFFP6CiipZDHdql0zVbnRNVTULTZ58W4LvXcPmUqePoxoopR3Eis33VHpxTMUUVRS2EJpBRRTQxO9KHZejGiimNMNzE8k1bgkbPXpRRWdRaGtJu5pwsfKU+oyabeMfs3r8woorjXxnXL4S3rviqTxBb28M2k6Zam3RY4pLVJFKRqDhAC5ULzk4HJ5rmsCiiu1bnBIb/Fip92UZMDGM0UU2ZshppoopoY8KNhPemgnFFFIBCx9aSiiqQzT0fXm0ZZozpum38UrK5jvbfzArLnBBBBHU5GcHuDVa91C61bUbnUL2Uy3NzIZZXxjLE5PA6D2oooYiEnikzxRRSARiQaDRRQhgOtD8AEUUUwJ7aV92zPAGRWjGxIFFFctVanVSegXRPkfiKkvvEmranpdvpd5ezT21tI8qCSRmJZ8ZySecbePTJ9aKKdL4RVNz//Z", "info": {"video_id": "201292", "label": "putting a minecraft animal figurine into a minecraft toy chest", "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": "d713b99fc252fa3d2d0ac99bdc9b3d9910fb57b04a23b5664ca3c44e320bc4cb"} +{"episode": 62352, "episode_seed": 4069957049, "split": "train", "timestamp": "2025-10-13T03:30:33.786489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 4069957049, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lemon behind nail polish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "105348", "label": "showing lemon behind nail polish", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "105348", "label": "showing lemon behind nail polish", "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": "105348", "label": "showing lemon behind nail polish", "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": "95eeed9ff586521b14d759e5f897ca939a5eac6da4bf6ff51c2ec02d60178c05"} +{"episode": 62353, "episode_seed": 1271018398, "split": "train", "timestamp": "2025-10-13T03:30:35.640973", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1271018398, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 ingredient bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "17947", "label": "pretending to spread air onto ingredient bag", "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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4rRQdrmLZcVelSQW8UJcxRqhkbe+0Y3N6mmrxUymkIZfN5en3DDqIzj8eK8l8by5tYUxlVbcR+n8h+teoa1Ls0tx3Zgo/OvLfGabbPd6yKB+Gf8KroM5WxiUb5flPIVWPbP8AkVau50iihlyFuLWYOoHVk7/59qgsohJb3YOQvy7iRwOvNRz2ztYyXDy7ZnYKMfxKetG5fQ9JsWBjRl+6QCD6itwTF4xuJPGK53SifsNuCu0BAAPYVsRt8orKxVyZR6DJ9BVi13HyZYbq8jM6kAQjhTzgvngDvVSWJZ4HjbPIyMHkEdKpWC3kehTPE/2q43CSNecL0BHP48e1a097mb1IdR8NpcI9zFcq94mVkYqpO/vk9s5rhZRD9sEV1brvibGOhBFeqpdMJLeOaIeZdIN7xqCqyKo4JHtmuJ8ZeHWDPfW4JbqwA60pp3Kpysctrd/uuIo1J8tF+Uf5+lYzXTSeac8iPb+Z5p06S3Ei5cAgYy3aqc8M1pJslXaWGRzkEHuKpPQmWruXft0gMc5OSB5Z/X/61bFgh07UrfLu1tO+Mtxh+1ctv/d7OxbNdPqEqrE9sHDhwrI+cBCOQw+tEnfQIneWK8lySWJySeprqoL52skiz90EfhXHaNP9q062uDwZEDEe+Oa6CB/lxWL1ZqnYl2jcasxJhVYuiBgdhdsBj6D8eKqSGTymMQUvjgP0PqKpWl+66K93PbbFtH/dHbyQeMjPTr1FXBJ7mbOhgy1vFIwwzKNwHQN3FWkrJsp7WGRRgwyagPPRHY/eA5GOgPP41p+YqDcxwKclZkEzyxwRGSV1RB1ZjgCsW/1qK6P2O3RmVsFnIx05wKx/EesW815FbJIdsIPmMDxuPYfSsAeJbaHUEhRhheCc96VzeFNWuyh40SQGJmBGGCqfwJz+ZNc7py5uPMUAbOW+vsK9B8RpFfaC9wu0tERIp/Q/oa4yApHDLJHGp2kMRjGcHkflmqWquTKPK7EkQXT9StbxNoilYwTBeApPQ13diAirxjHavNb258yGcISLYnJYDOXHQ/oK9F0lzLYW0jffaNS31xUSBHVyXrTwKp/uhT+FU1HNRxMdtPLMqFkQO4GQhOM+1SkKTuW7aN5HVFUlmOAKmgbzYVkCsuSQVYcjBxWDY6hHfWtzbN5yrav5rEyFR15BI5PToetatjcC4leeO5D2s6gxoE4WQHBwfz4rbkViGaS1IpyetV1fFPMiopZiAByTUAh97KI9PnY8AIa8X8azedqcUZzhIyB6ZJyf54/CvVdUvoX07YkitvYDAPYc/wBK8j8Vg/2jFu5LIxOfUmq6DtqRyW0k1wtqSBEWJ65257H2BzW34OMipdowU5lyWXpxx+uKj1KyMNyJokbZdgRsQcbSehz2ra0G1W20uHaoyygsR3NJ7FdTfhIq2pyKoxEcVbjNQDK2m2kcGr3RV2GV8tIiPlUEAj+XSrVkNRt9OB8xLm6hly+58LszyAf1rM1K2STWLJ5JJERv7g+8y8ge3GfyrSaGdNcFw8wWzlix5APLH6fXnNbQehLRvAgdOfSpA1ULL7WsMiXSqDHIRGyYwyHlTjt6fhVrfgVLVmSZ+syiSe3ts8gNMw9hwP1rzzxwpGnwLjO+b+SmvQLxQ9w8oxv2hM+w5x+ZNef+PH2xWKAZJd2/IAf1oGtzH8PRJI9zbMhxIgPPYDP+NOt9OkbUYbeaP5YJSqkg/MpBI9uMfrU3hpCL6TcpXMeMH611KKCeevSkW0PjGzaMYGOKuoRiqy/ORn0qZcA1AMto1ZWmROms3KyXOIIyY/I55Dcj27/pWirA1z+tNeW2qxvY799wgX5Bzlf/ANdVF2YkbllLqKLex3ERRIWLQKhAMmMnA9QcD8attLHf2KzJzHKgZc9vb+dZ+o3smmT2M7qhknIWTPQkBQQPTqee2K0DPuLqedrfKwxgg89q1ktCTzHxPpJtLozoMKx5FM1fQGfwVZakqEzx5d+OfLY/04P4mup8SW/2spAo5kYL+ZxXQSW0ccKwKoMQURhSMjGMVCGzwPuK6YxRpaXLmNm3nylVuSGzxWLq0EVtq1zHACIRMwjHoAxFd9c6I0t4ZI2HlSKAyEkfMCCDTBbF/QbZ7XTIUkzuA6Z6Ct6EnHWqSIFRcce1W4y1ZFl6Mjj0rO0ya6GpzWAhzAgZTMwzjqR7enFXkPSsHV9SOlap5qAN5yA4Y8Bhx/L+VVF2ZJtWOprdLdJ5Xz2MhbzXXcTjOceh4/Ks3Xdce58uPTjuRlDb+mMis9dQu9Sn/fXEVujnJ3NsT8fU1palHDpdm4s1N1fDjzZosRp/uJ3Pu3HtWjSa1IvrocbdaTdXSlpbhYECByVbLYPTPp61m/8ACPwQlSLjJZwd+7oPTH9aluJroPLG7uXlbL5PLGupm8Dwm0QxXcyXIAJ3/MmfpWd09jfmS+IzNTuDZ+HngViwOFBJ9TWZokTXdvebPvoFK/XmoPE0V9YzxWVw6OCBIPLyRjJAz+VWvB8EsepTrIAB5eRg5zVLaxMnd3RF5LSWsVpGqhriTbLn+Fl5xiu7063FraxxcZA5PvVCPR4UvnuExl2WQgqDgrnoe2c81sbdu3HXHNTISLcbECrCN0x0qmjGrCNUiZRtb63tdQewnB/fSlQqoMEHGN3r97FW1itBB/ZwYwSWxE8ccLfMCDnPPXr+VUbp47TWorl0j+aLIkcZ2Fev5jH5VaCWa6imqxOZHmjxu3YT0z9eOlbQd0DRtvMqp5h+VcbuewrnNZ8QQtpbJC+WeQJx6Z5qPXvM03RriJLgyCSUugxyiNyRnvz/ADrzySVum7ABz1rOWjKpxT3OuDOUQEnGcVkeKrEebb3hYkFdm3PQjn9adb67ELKLcQW/wqPXb9LnSY/+ugI+mKcdzWdnE6pFDQpnuoq0mFG0dCM1WtcG1hbvsH8qc84jA5HTmkzJl1QFA/Op0k7d6xxehsGrlvIGxzUiYviCN5NGkkibbJCQ6sO3b+tOSC5tvCgy5kuYzuAjbLBS3Kg/SrNwhmsJowNxeMgD1OOKfpsMlrDEsr5KRqoHYcVcHYT2L9hJNLa28su5XMIEgZcEtjGasM+FLdgM1W88BetIZN42A5Jpt3JIyC6bvXmuH8WlTrdmHwUihJI7ZZv8BXeMvlr04ry63tv+En8c3en6hfT2av5pjVU3MWVCyp6AYGc+3vQyoNJ3Zp2U1vJfxiHBIibdj6itcELiuI8IuP7TdvMLb4ujHpXTz6hHztbkdql6Fyd3cum6CYBP4CnJcbu+O9YRvMnrVq3myRzxU3FY34nz361T1YO0ti0ed6zYyPQjmnwPxn8TUok7n8KETsOKJdQL9siR9pyisM7ae8oAA7e1VXmx34qOWX5c5q27kk8MYudTicjIjy/49v51o3bCCGSZjhY1L/kM/wBKj0WDdatOw5kbAPsP/r5rM8c3Elr4WunhcqzFYzjuGOCKfQOp5VLC13GZD98ncM9c9TXqa8YIHQCuM1nSdNtvDtvqmm6nezq119lJuYFjW4IQFniHXapwp3eo56gdpuwmfakWiRSA3J4zUvnAGsu4udrEAjJ71HHcknO6oYG5HMTnBrK1Wx81oJ5kDjzVTaRnIJx0/KrVtKWI5zWjsSbaJFDBGDY9x0oQFcaTZX8EfmRsqxPuRgdpJ6VozwRyQlcdBikDYGOgpS3Ht1rRu5HU5c6Etxq0MjJwrhjx1xzXV7crz1otUDSFsdBipn5GB3oSsDZ5V4tcS+KJzuyIURAo5wduc4+pqXwsCNSdf+mfH0qPT4tM1/4g3VpqV7PbQXNyyRzxzRxrHg4yxk4xgdByTgVNoUMlj4t1KxlFwrQPJHtuABIuGP3tvGcdcHFIpPodemV57E05ZAuMmoJphEBk1mPdksdp79aTKNxZgWNWYpMk81gW9wWfr+dasEgx05qRNFfxJCJ9MVt23Y4Bb0B4P9KlltlTwx9ktCZ5VKuoIxvJbcfw7/SnahGbuxmgQjdIu0Z7U2IraZG8s3QZPCjpVwdrkvYx9eku/wCzrO3UOkkcYRxuznFcZfRTIcFGycDj1r0MqLiUu/61JBpEF1exFlB2uH/Lmh6ji7HmN9omo6dcCG5iZCx+QjkGq9xdy+SlsQSUPNeveMG8jRHnXiSORSGxyPWvP9e8J6h4d0HSNTvDKlzqBkM0TRkeRgIyBm/vsHzjt06g09g5js7BydLt27mMVRupXzjNFFSyhkLscc1sWhJAooqQZrpwQPaps80UVSJZAzE81LYEmdiT0FFFUiehfl6V4lqOsXek+N9Q1K2KfaIrqULvXK8hk6fQ0UUMER+Ffl1IgdDER+lTS3Eh1J0zgDiiiplsaRLKSMWAJrYtOgoorNDZrxMSnXvipWYjoaKKpEMrysc9agnc7Tz2ooq0LqdnbRrFZwoowqoMflXGfEqVo9BgRfuvcru98KSKKKqQkcbrfiuTxDbwRTaRplq1tGscUlqkilEUHCAFyoXkk4HJ5rtppWCKo6bAaKKhlRMW4ldnOTUlu7YHNFFQWbdiTwfateJiFFFFNEskY4HFKScD3ooqyepdswNn1JpbhisDuOqgkflRRVdBdTw/TfEEmltMr6dp1/HcMJGS9g8wBlzggggjqcjOD3BrZ8OX9zqnim5v7yUy3NzullcjGWPsOn0oopDW5s311KwOSO/T2JFZ3mNxzRRWRoadkSSK2rZiRz7miihCZMGJLHPeqVwSJuD3ooqkSTRf6oHua1dGALyueoAA/E//AFqKKpC6GZ4+Yr4UumBwdy8/jXmN14k1bVtMt9Lvb2aa2tpHlQSSMxLNt6kk5xt49Mn1oopiR//Z", 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", "info": {"video_id": "17947", "label": "pretending to spread air onto ingredient bag", "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": "17947", "label": "pretending to spread air onto ingredient bag", "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": "718a146ff04f34deaa84728ce4e09bb06205e509bd6ecd06e8c8be222b9ad461"} +{"episode": 62354, "episode_seed": 2625711646, "split": "train", "timestamp": "2025-10-13T03:30:36.904610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2625711646, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'wiping dirt off of 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "207539", "label": "wiping dirt off of glasses", "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": "207539", "label": "wiping dirt off of glasses", "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": "207539", "label": "wiping dirt off of glasses", "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": "1697ee71f367b7e9a303f8204b959880bf4d75af0bf1c33fe3d0aff4b907b9cd"} +{"episode": 62355, "episode_seed": 563506508, "split": "train", "timestamp": "2025-10-13T03:30:37.741665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 563506508, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'laying shot glass on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "160295", "label": "laying shot glass on the table on its side, not upright", "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": "160295", "label": "laying shot glass on the table on its side, not upright", "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": "160295", "label": "laying shot glass on the table on its side, not upright", "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": "160295", "label": "laying shot glass on the table on its side, not upright", "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": "39eab034e52652285ceeedef4363357aee734741505b548605825c44081bd7a5"} +{"episode": 62356, "episode_seed": 1921272033, "split": "train", "timestamp": "2025-10-13T03:30:40.205843", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1921272033, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing remote 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', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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lpdQQwAJuWKJ9xA3Ac8AZ47V1OiWEN9bK6h0fA4JrzqXV7jVtaiu7uRJSGVAUXAKg+n516vpGpwmNSkYU+lc9a11c1hexbj0UqQG3Y7U6TTlC7XViv0rSXVEKZPYVFPfxRqOeSM4pRSWxEpN7nO3GnBx8yD8a1LNA8nPIHSkluRLkhRj1NLHIihI0IBHU1bJRtLZJNtDxjJ6YqxHo6w4dG3A9j1FVrC78nhmyp7HtV8ukw/dsyMT0B4NXHlaEm0cx40nWSSz0mOzN3lWup4VYAFV4QHPXLHp3215Lp+tto97JKLcC4AZIVSHeeTksOwPb6V2OqX3nXWua0uptCYnNtAFKkOsfA4Pq5bpXnrXu23iMepMLxcxLFGmNiHrlu5OTWiGdL4ftJorS41291IWeUkW2jXbvJP3jyMZJ44qLQfPup77yQ5jMwwF9lAqSTVdFtfCwtLaLzNQkhEbTmI8H+Ibj079Km8Fadcu7XaSYjMhyoPvWVW7jYuGjOktdPcYLxSZ9xWiumIVzJAM9iRXR2yxtAN+N1OkijbjqKxjC2txznfQ46405VyDGvPI4qHT7FYbmTgAPjOK6W5t4gc7vzrOYrDIFx97uK2gveMmXorVHUAoCBV2DR4yN6ggg9OtVrG4hibK7ueCCa3YZkkGR8v0NdkVEzvqYev6oND0SR1IWeRhDDnnDtwD+HJ/CvLr4XF/dQ2umrNcW1kmJDLIsIy3B+Y9Mj8etdN4v1Oz1XxDJa3Mtk9lpybClxKyhpm5Y4Xk4GB+dYNt5Vloss9tbCKW5bKKlgWVWbhV3v/T1p7bDIfD11eaa89xBZzTzqMAJC0yRAH+FiQoH41Y15DeeJtPgnkBlW3MsjN/E8jE/yUVqNBJBFaWTwSjkJGJbzcQR6RJwBn19axwsWqeM725EoWKCUQx89VQbB/LP41VR/um+4ofGdTZaT5CrlEJPfFbIttqDIHSp9OktxGFYhiB1NX9sbA4YYFcsEkayZgTW5Bzkc1Qns92flJNdLILYccE+1VXhz91Tj3rRIzbH2uowIOflHsKvDV7YDjJrilmzgA1PE7Hn0Peq9pIm2p2Q1K3lH3sCq0jWbybs7jXPefs5JoN+QBtrNybNEdGsNiTlhVyK5tYFAQgCuNF3csMBu/HFSedOeDISfpUqVirHYf2nD/fGKa+qwKgYtnccACuUUnG5mJP8qRrld5JwFQYAqlNktHTtfJIuQwUepqtLf26cNIWPsK5trtmU8gCqT3JEh3NkmrUyGrl3W5LaW5tio6bjz+FSW1wAQBWRu89mPXbU1pMd+D2rmqazbLWxv+d8hYnAHJ+lec2sunajLqGo6xo91dQ3M7NHPGpIRRxjj8K6bxDqf2Lw5dzJw7R7E+rcVzzxavo/hJBBqlu1vKgj8gJ8wL9gfXmiC6jbK2kvoFtp0jS3Op27O7uscDsF25+XJA54703SE0U6ek8/h691O9JZ2dkYoBk45PB+taGqyeJNJ8LPBLFp62YjEOUYl8Hjj35puojxNpfhdi9/YwWsMCr5MYJYjAGMnjNOwJnF2siT6wuxBHG0hYIo4UcnFd7p9yyKoQGuG8N2/wBo1SRu0cf8ziu1tlMbYPasKvxG0XZHR28rNjzHOPap2dSTI/foKy45cpSuXOD6U0jORbubk7flzgDiqmjahPLI3mkHIBz3zUUspAbIzxRYyCAbdm0jvTd7ko6yCYBR+fNQ6zrraVol5eIcPFESh/2jwP1Iqnbzsy1zvje8iMWn6fJ5hjnnDzLECWMadcY9z+lNK7GmctceHtYt7a1jm0uE+fKoSdZQXYnnBGeO/wBK1dV0l5biysItFsdKklLOs7yhyQo53Y7c1WludEOqW4iutXW1RGd1LOXV+iheMjjPNJE2m3evSG20vVNVt44QPJl3M28nq2cYGPwrULlLXbdbaa3V9eXU5x8sixKFjhHGAB+daXhS+lhtk2khSSR+dYPiS83aiy/2XHphgTZ9nQDjjIJx9a2NLt3gtoFyRhB/Ks63wo0p7tnoFtq+FHzHJq42py+V8vVzxn0rlrN9oHrV77UV5PUDA56VlHYUmarXDBCZDk+lZl1eNLcw7RwoYH9Kha43Lkk8+9U5Zdk3HQ9a3juZM3oLgkc8YpNR1o6bplxdMx/dplR6t0A/PFZlrLuGN1ZfjdJJvC05iPzQukrAd1B5/nWxCOdutVmtdANqNTSSS5LPLGkQySxyct1NZk+v6lelRdX80iqQVUtgKR0IArFW6hdAWmBI4+duarX1wYXZG3K4H3SpB5GRWkXbc6K84VGuSPKjrtP1+30Utd8yXIGUyckt2yT78/hU/h0OkKysxzIc59feuBskuNRvYoEBZ3YAAV67a2C28McYHCKF/KprVOeyM4LldzXtL6UABW/E1qi7kaLaZPmfrjsKxoEC1Z3FScE1lEbZofbBHkIxz04qnNqEjEgsw/GqxkZVOSapzSgv16daszZOrqF61IlwWJC1nwMZGJI4q9EQoGetAibDyNgsQKsRqq4AOc1AW4+tOQ4Gc8mkxosGY7tq9BTlZlwSarqT2NPy2RkipsWTCTkKBmoJNxB7Ugn2ngY96a82EyTmmiWyFsop74OKpSykykY57VZku0EbZ71ylm8+seLrjTn1W4tImEhi8tN2WVCwX2HB5Pp71aQtzo7WXa7qvJYDNTBHDDFcn4Rvbi589riZ5PuEbu2c12KsdoGOtYz3GYfjCcfZ7CxLgLI5dz7DgfzNc9rkGn2SwrZXbyuQCfm4zjnA9uK0PGryWt3YXRXMRVoycZAOc1x11drLKXwoJ4+UYqlC6TTOqlXpwpyhKF29n2JbjU724j2T3k8qZztdyRn1qCa+urpsXF1NKPR3JFVWkzzUEk6qB83J6CrtY50zvPA1t5kF5ckfecIPwGa6wRbRkisvwVZm38L27ONrTMZefQ9P0FbjgciuWUbyuVcarYwB608zAde9QuCPpWF4iu57bTHkt5GSQOoDLVRj0E2bVxPGTwanmwUEinrXJamot9Fh1Kw1rUJg1z9mzcRKizkJuZ4gOdqn5Tu9R7gdHA7SwhSeAKpxsI0La62gDdyTXMX99qc3jSWfTFjd7KLy8yfdXjLfzrfghCTAseMjFeerezpcX0iTyxyPM+/bgjOTwacISd+Xc1oOkqi9tfl8jSPi/VdP1W8ujHbtczbVfrhQo4A9uazP+Eu1eO7u7qGaOKW7ZWkITOMDAAz2rHmkOSWYsxOST1Jqo0nuKtLuRNxc3ybdC9JPPqV8hnkMs9xKNzHqea9L8gLgAcDivN/Ccf27xRaIPmSMmQ/gM16syDPSsaquwTsQwpg9cCrAAxnOahIwTTWlKr/WpUQbJpEyhINUpFyHOenSsXT7r7f4wfS73VLu1t5JNiSRTRxrH3JYvxjGeOpOBT9KNymr6pZ3ctyfs8xjCXGN64LD5scZ4HTit4x6kM1oLjYAo65rTMS3KMkoDIwwwPQg9qzREscgar8UmR8pGMVpYi555rvw2v4rpptIKzwFtyozhXT2561mReBPEl5cFriFUZj80kso/pmvYYnJTk00ttOM0ncpM5fw54OttBjaVnE92ww0mMBfZRXQeWAOlTFuaQ5qLBcaFVTTiw54xUbEFqhkchSelUkFyV3jKnJrLnkXf8vJrP8AEN3PBpbPbyPG+9RuXrjNUta0vXNB0TS726u7pZrwyeZEUwIMBSgY4+8Q2cdvrmqSFY6eNQnC9BSjlRRRTQix/CKATz9aKKTBDkc07ccUUUiiPcSCe9QSsdmaKKYMoysScHpXHXGoz6T4nmvrbZ50Ujbd4yPmUqePoxoopoSNHwgoU3CjoNg/nXaREkj6UUVk/iY3sUvElrFeeHrqOYZCrvUjqCOhFeNRXUjcMFOPaiiqgMZPOwPAAo0eBL7WrSCfJjllVWxxwTRRVPYEe+CNIoxHGoVEG1VHYDtUDd6KKwBkTHmsDxVIRozcD/WJ/Oiin1QzntY8SvrkNvFLpmn2xgVY43tkdSiLnCAFyAOcnA5PNdrbHA/CiiqnugL+STz6V5l4lhW28W3McOUSUCRgD/ERzRRRHcnoZDrlWJJyKyruRgdoPFFFaDR6B8MLSIw312VzMCsYPoOtd9IfloorJ7jK45JzUMozxRRUgcXc6udK1fUIzYWF7FLKGKXkO8BlHBBBBHU5GcHuDV3Qr641HUL+9upN9xO4kkfGMk5z9KKK1WwnsdKvLgH0qwnyniiitEZMtqfkpjElqKKTKQIcjmkZjRRSGQuxXketMPzkhuRRRTEzA8VsU0dguB+8T+dcteeINU1DToNOu7yaa3t5HkTzJGYktjOSTzjbx6ZPrRRTGj//2Q==", 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", 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", "info": {"video_id": "85920", "label": "pushing remote so that it almost falls off but doesn't", "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": "85920", "label": "pushing remote so that it almost falls off but doesn't", "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": "128a3519a6fba8211dce24d6404e8c1aec6e8a8b30dd79970feca97bec51f781"} +{"episode": 62357, "episode_seed": 3399046897, "split": "train", "timestamp": "2025-10-13T03:30:42.072048", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3399046897, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking book 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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Z3B1WtDp/BU+n2GjQ6PE5CJnBfGSSSc/Xmtm9sihMkY5H3gvp6ivO5Y2tz50JIHcDtWzY+KrhIRHI+50Hylv4h6VlVwjlfubU8SonVabcuVkEnMYOBWlFEs1sXV/mGSOe1cQni6zSPY8RjZ2J46c1lWWuzap4rn0yLXrqzhcSGBY13ZKoWC+w4PJ9PevN+o1JStsdE8TFK5T+ND710Mk54mz/AOOV5RjPGeldD4m1281pLNru8e48sMV3H7ucZ/lXOk/5FfT5fB08PGLff8zxcXJSrNocQBxUbjinEj8Kax9+K62zAhZcVGRVjioiKxZaI6ktzi4j/wB4Uw0KcOPrWcl0KTs7myBkA9way7tdt1J6E5H41qjO5x6Gql7AHQSr94cY9RXNTdmdtfWJb0KfyoLkZwWKgfrWjH4SuZQcXcYYDO0g1bvNC0Wy0C31PTdQvJlkuvsubmARLcsqbmeIZztUkKd394e4FwXrY8wZWaPIdTwQR1BrZycbuLORLmsjAPhq58tna6iAU4xtNRP4buQRm4iI9dprpLq7WUJt43kEiomuFMoQ9hzWDr1H1NY0la7Rzcnh+aIZM8ZHsDUkHhyW4VSJ4xnPUGtC4ufMZgOhbj3q6svkwxIPvdql1anc2jTppq6ORudOlt7n7Owy+7aCOhroruJIZI44/uooUfgKtT+QZHnliHnKvynHf1rPllMh3HGaOZz3N1SjTd49Ru3BPvSNbiTKNnnofQ1ISD83fHpUlvh3wT05qoBLQm0bUnsZlWVd0WfqVrrHnSWQGNUDMBkqOo7ZrlvDllp+qeKk07U7ye1hnbak0csUaxnuWMnGMZ4HJOB3rY0iN7fVtQsZftG+znaIR3AAkQKTjdjjPrgkelbNuMWjgm03zdSfUjtuFRfTJqr5pHyseDVifE15Izfw8VRmGAc9a5JaM1g9LCzttw2eKkgO+HA6mqTykx4Y5NWYZABGB2FT1SNlsWUcwvhqzfEFkFZbvy98L/ex2NbK7LnIJ5PQ1HKpe1ltZPuuMHPatoxIUmndHGSSGRsnqahZiDkcEd6s3ljcafKiXC8OMq3ZqpSnIbFNKzOhO6ujU8Oa5caJrMdzDJhQ3zqejDuDXr9v4w04Zl81l79O1eASMccHmux1zw7q3hrwzo95ey3CzXxk82ExkC3ACFFY/wB4q2cdunUGpqYanVabMniHT0NS4ATAHes5mKSHacc0UVDMELbMVmkx6CtKydjH16LmiipXxIt7EzqFlVhwWAJqXcZriLeSeQPwoorZEmww5x2J5rAuxsuAo4GaKK3q/CZw3KczEyAnmsJ9UudG8SPf2uzz4WYLvXI+ZCp4+jGiisaZczGnGxYwOg45qtu5xgUUV6NJ+6jjnuxOOeKRlAPeiiqewkRnhc5NNyaKKh7lidcVJaqHuolPQuAfzoorKew47msf9cw96jm4gB/2hxRRXMuh21XoaviDxS+v29rFLpOmWrW6pHFJapIpSNc4QAuVC5OTgcnmtXxOBBq0E0Y2tOv7wdjjHP60UVq9jlj8a+ZRRjI6buwNV2kYiViecUUVyHWVISWmiB6cVpBi+oBD90DgUUUpAizfqDZLJj5h3rHJ7e1FFVHcuGxLH0A7VJbcSfjRRVR3Zc9iOLXn0e5uYzp2nX8Mzq5jvYPMCsmcEEEEdTkZwe4NbXhvULrVL7V9QvJTJc3DrLI+MZY5PQdPpRRXTLY81lh3YOSDzmlmAMZJ60UVxPc2iZ8gHlg981PF1/Ciipe5v0L1u5TaV65p90T58Y7FhRRW9PYz6k+tW0V1pnlyrkAZB7givO3OFNFFaVPiKw791lOT7pPfNX7/AMT6vqek22mXt9NPbW0ryoJJGYlmCjkk8428emT60UVSM6vxH//Z", "info": {"video_id": "339", "label": "picking book up", "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": "339", "label": "picking book up", "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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g1pRxxxsuGAdhgA1UaHM7g6rWh0/gqfT7DRodHichEzgvjJJJOfrzWze2RQmSMcj7wX09RXncsbW586EkDuB2rZsfFVwkIjkfc6D5S38Q9Kyq4Ryv3NqeJUTqtNuXKyCTmMHArSiiWa2Lq/zDJHPauITxdZpHseIxs7E8dOayrLXZtU8Vz6ZFr11ZwuJDAsa7slULBfYcHk+nvXm/UakpW2OieJilc3fHEpYacM5J3j/0GuH1I7bhUX0yak0/W7vW3Vru6e58oBl3H7uev9KhnxNeSM38PFetRpuFFRl0POq1FKq2iv5pHyseDUU7bcNnikmGAc9arvKTHhjk0y4l2A74cDqalRzC+GqtDIAIwOwrQXZc5BPJ6GqgrhJmN4gsgrLd+Xvhf72OxrBkkMjZPU12cql7WW1k+64wc9q4+8sbjT5US4XhxlW7NWvLpcunO+jKzMQcjgjvWh4c1y40TWY7mGTChvnU9GHcGsuU5DYqnIxCk55qlFSVmVOTjqe/QeMNOw0nmsuR6dq8kXwlcylsXcYYZO0g1f1WysbTwvbahpeq306NdfZc3MKxrcEJuZ4h97apwp3f3h7gTi9YjzBlZo+HUjBBHUGpo0lh03B7nLWqOta/QwD4aufLZ2uogFOMbTUT+G7kEZuIiPXaa6S6u1lCbeN5BIqJrhTKEPYc0OvUfUmNJWu0c3J4fmiGTPGR7A1JB4cluFUieMZz1BrQuLnzGYDoW496urL5MMSD73apdWp3No06aaujkbnTpbe5+zsMvu2gjoa6K7iSGSOOP7qKFH4CrU/kGR55Yh5yr8px39az5ZTIdxxmjmc9zdUo03ePUbtwT70jW4kyjZ56H0NSEg/N3x6VJb4d8E9OaqAS0JtG1J7GZVlXdFn6lak8aSxzPZuiqMq2So6jjGaTw5ZafqnipNO1O8ntYZ22pNHLFGsZ7ljJxjGeByTgd6zNfSS21Caxla4DWk8sPl3IAkQA8bscZx1wSPSuuldOx51az16mTjPGelKQBxTSf8igkfhXVc5kNccVCy4qZj78U3is5PoUiuRSVIRTDWTLQ+3OLiP/AHhWsBkA9waxlOHH1raGdzj0Nc1Vao68M9GjKu123UnoTkfjWroc/k290M4J2j+dVL2AOglX7w4x6ium1LwZdeGdB0m+v/OSfUDJ5sBjIFvgIUVj/eYPnHbp1zi1ZxsYz92dzZuAEwB3rOZikh2nHNFFcjNULbMVmkx6CtKydjH16LmiipXxIt7EzqFlVhwWAJqXcZriLeSeQPwoorZEmww5x2J5rAuxsuAo4GaKK3q/CZw3KczEyAnmsJ9UudG8SPf2uzz4WYLvXI+ZCp4+jGiisaZczU8IrsivMdlQD8M1ad2Dkg85oop1TJbizAGMk9az5APLB75oorDodECeLr+FXrdym0r1zRRTp7ocx90T58Y7FhU+tW0V1pnlyrkAZB7giiiuqPwsylvE87c4U1Uk+6TjODRRUQOmpsbOveLZPEMFtDNpGmWpt1SOKS1SRSka5wgBcqByScDJPPrW74nAg1aCaMbWnX94Oxxjn9aKK16HDH418yijGR03dgartIxErE84oorkOsqQktNED04rSDF9QCH7oHAoopSBFm/UGyWTHzDvWOT29qKKqO5cNiWPoB2qS24k/Giiqjuy57EcWvPo9zcxnTtOv4ZnVzHeweYFZM4IIII6nIzg9wazdQ1C61TUZ7+8l825uZDLI5AGWPPTt9KKK7afxo8yezKe7nGBScc8UUV0GIjKAe9Rnhc5NFFTIpDcmk64oorNlElqoe6iU9C4B/OtY/65h70UVy1NzqofCxk3EIxx8wq1qXiPVdS0m20y8vZ57a2laVBJKzEs+M5JPONvHpk+tFFESZ/Ef//Z", 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", "info": {"video_id": "339", "label": "picking book up", "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": "339", "label": "picking book up", "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": "27dffa1b88aa89f4323ce1a0d9ecfe127431b415a621c4cc91688c9c816669e2"} +{"episode": 62358, "episode_seed": 2902712411, "split": "train", "timestamp": "2025-10-13T03:30:43.896181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2902712411, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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gMR1rZkjCRHtWNYaraRNFBLKqyucKhOCav3d6sq7Iz8w6/Su+hJQp3ZhKLlKxz+uJI8MihiVxwM1jvBK9mjMAAy5wa6pbYXrrC2VLdzWRd2E9rPJHgOgyDtOcGspNy942jFL3WeQeLfB8dwslzYR7JOSYgOG+n+FcHr2jnR9P05JBieUO8nseMD8K9x1qSCwhubi6+SKGNpGzxnHYe5rw/wAQ+Ijr8Vr5sAinhL7tv3SDjGPyropSnJa7Ey00IvD+nre3ivcKWtojlh/ePpXplsr3AHlxiJRwCaxvD1tFFp9rsT5dgOcdSeSa6jT5C1/HBt+8wA4rKrLmZUV1J7fSnmwJJGYflWnHYG0dQpAU9DitRLTyjjjg4q2bbzYtpFYu60KUrlBLYE88k1uaVp+whwOKoJE8M6RyjGRlT/eFdXYoqw+gxWlBXnqTU0RR1COIxkSkgEckVx1/Z6fqOmy6bNbK8KOSGf72fUHscV2F/KsrsnasCe1azleR4iVlxhsdq6atZ83ukU6emp4j4j8JXGlu0sWZbYnhwOR7GsD+ybj+x59RVCUVtg47fxN+HA/GveL22SRjGQrB+x6Vx0VzpOqWs9np0iAW5ZDFjGR6gdweeaFWbWxclbQ4HwrCDq1rM7bEWQZavqO009DbpJG2Qyj8a+YLTFuqqOi8/U19OfDe+XWPDdtLI372IbXXPQ1jVjzMq9tTU0mGSy86RVJY8bSK07e7lchpYCoxyRWltHpSMg24pKlJIXOnuhhkAiLqCR296onRYHvheszeZndj39a0GiDIq54U9qkropqUWQ7WDtSY9KWiqauSIQD1ryP4w6ZqF00E8K7rSJCSq/3j1JH5V67Wbe20chbzEDqwwQe9TKXI07Fx1Pmfwrc3sbXtjb8JOU3t3AGeB9c1634a0QxIgCYp0vhDT9O8QNd2QwlyMtGOiken512mm2qRIvFU2ua6EtS9ZWwhiHHOKt0zcFFRhpJOg2r6mm3YLXCRRLkfwjr702axguIwroOmPwqfZwADgCnUlfmuJu6sNjQRoEXoBgD0FOooqhBTDGpOcc0+ipcU1qFzzz4l60fD2hypEf8ASb1THER1QfxN+R/WuF0rSUuof3yHJxg+grv/AIkeHE8Q2amLP2uFDs9x1xXO6T80MYHHHNcs1G2gpt6DotDT7P5PzFSKtJoCQR78MAq9u9blpGOAcc1anljRBGTgN3rncVYqM2jBN29raNPPJJNKDiNSx5wM9KwLbU726nkwVXzQecZKirWt6jajU1igYsscRJz/AHm/+sP1rGsxIqfLxnr9K7aFBcqkzRMljtpTcLKrlXU58w9c11vh/TXgjkv3d3Eg2lnfJY1zxbdEIsYPWrNpql3ErW8Med5Bxn5QQOtbVad46BszswpmAliONpHFTy2/myeYSN+3k+uP61Q0E3YtXa7Qff8AlI4rXK7425HPPA6VxQ0dmOex4/8AGGyup9Gh+yAPCr7pcdfYfTqa8BwQ5B69Oa+qNetg03zcp0KnkGvCPiF4et9F1K3uLRsQ3e8+X/cK4yPpzXRSqKV4mVrWOt8ISxX3h23fA3xjy2A9V4/wrqbXRpkuFnKBl6r7GvPfhZqEcWqTabN92ceZHn+8Ov6fyr3S0hBXAxgVlOGrGpNM5uK21MTMxcsu7gH0rdsZ5JozmFVEQ+diSc1pskUMJLgYqCFLR7e4t1kBllGCuOgHX+dZNamnNdEel2v9oO0s2c5wvcAV0MVoUjKZOKj0iwEFugVcACtYrtB9K1pxsrsmbu9Dl57crK6kfNnApSktzaxxScGM7R9Pert1BK0pkABXNRx/N+FKGjLfw3OF+IVtc2vhqd7CP/SPuFkPKKfvH8v5186tNNZ3KyQs0cqHgjgivqbXrYscEnGfzrybxv4GFxC+paVGN6n97Ao5+oH9K6Kck24mMtNTjbUBto65r134P679j1uTT5WAS4HyjPGRXjulybyoz9a6fS5pbS/t7yB9skEgce/qKzv0NbH1mOlNkyRgdapaLqUeraPbX0TArKgNXgOc1UvejymWzEjQoMU+iitIx5VYG7hRRRVCCqly4A5q0ehryLVNZ1SfxxqOmnXbu0gV5PJWMBslU3BR6dDzWNRN2SKi7HatGr6kTnoK2YWCKPQV5D8LPE2oeIbvV5b+6kmWIQ+UJCDtzuz/ACFepRSGZhEvU0l7ujK3NaL5xuPTtTyeaRAEQKO1PAod56Im4DpS0UVslZWJCiiimAUUVy3xA1C80zwu9xY3DwTCaNQ6dcE8ikwNLVUUqz/7J/lXj3gLUm1Xw/aXDNmQAxS+zLx/LB/GrOs67qceipe2niLUpVaYwfvkVFmIXLNHjnaDwc+o+lee/CHWTBqd3pTt8s6+dEP9pfvD8Rz+Fcvs2k2OeqPeLYFgoB5zVXW7uOKIuDhY0O5u3vT4ZfKG4964bxtqrmRNKhOGkG6Qg9F9PxrCzk+VBCPUyred9R1Oa4GdsjfL9OldjY2OUxiuc0a227FA57mu7sYtqCvRg7KxtYoXFksYVsc5ra0LQxNMk7HcGGc44ArM11jDYTOpwVUkYrm/htd+IJPFKSW0Mx0+XIuRITsVecHnuD6Vck5R0M5ux6/dWiiBVj+VU7e1UPNaIZPY4rYuASMg9qyb5B9mb3FcEo2dwvpY5XWGSQvyOteI/FXi40wA8YkP/oNdu9/JeeOrnSrzVru0tXmKRvFLGix9CSxcYxjPHUnAry3x5Nd/2ubS7kuWNrNLGq3GN64IHzY4zwM44qqMGpcwmZmk30mk6lbahF96Bw34d/0zX1DpM8dzZw3ET7o5UDoR3BGa+U4GzgdRXuvwm1j7Zob6dLJmazbCg/8APM9Py6VpVWlwaPQb84t/LAyzEH8KrWOnvvQkkM7YJ9KtwgXE6ljkA7RmtmG22sePpXNbmdzT4UakEYjiRVHA4p7jOTjikjG2IA9aeo3AiupbGJUmjHlEYxWK0JjkO08V0UsR8sjGaypQELqPzqXHuWpHManOJCd3XGOa43XHaO3ZkkKnGODWh46up7PSZJ7WZonEqruXrgnmvPPGsWv6D4e0y7u7u786+aQSxsmBb4CFATj7zBs47fUGohBy1CVjg9OYrKuO9dZZfeWiiqqbmiPdPhTdSto9zbFsxRvlB6V6KKKKqPxmUhaKKK3JCiiigBD0NfLvjvXL3TfiVqt3bsnmW1y4jVlyvKbSSO/DGiip+0M0/gsSj60B0AgH/ode4aL80zE9QKKKxq/EUtjd70/tRRTo9SWFFFFbiCiiigArjfid/wAidJ/13i/nRRSewHj2t662qwRxyWFlAYkCI8CuCqDPygFiAOc9OteWeGbuay8S6bPC211ukAPsWwR+RNFFZ9xs+mZXKwqB615ZPcy3niTUppm3OspQewXgCiiuej8ZUNjr9AUHBx2zXaWw+UUUV1I1Ir0AzRggEbl4Iz3FaeoQpZ+PtPngyjXFo8Eij7pVckceuRRRWi2MKhvRSuUkyc7elZl0SLSTntRRXLUFHY8H1/WG0vxJqqGwsbyOWfcUu4d4DKOCCCCOvIzg9wa808S6ldaprM91eSeZNK5kdsYyzcmiirpbIbKlt2rufh5eTWni21WJ8LMrRuPUYzRRRPZlnvemkloSepeunjY+aR6UUVzx2HPcvIMrk0+P71FFdETIWRjtNYt1xIaKKqoEd2eNfFu9mtdCSOIhRNcAM3cYyeK8g1LxLq+p6Vb6Xe3s09tbSPKgkkZiWcDOSTzjbx6ZPrRRRR+EqR//2Q==", "info": {"video_id": "13199", "label": "taking key from table", "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": "13199", "label": "taking key from table", "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": "0cac6837b21ea6f82081115c1982833055eb274d60ea1a35774834b1c8af5d6d"} +{"episode": 62359, "episode_seed": 651556504, "split": "train", "timestamp": "2025-10-13T03:30:44.960851", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 651556504, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 vessel so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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KkjUZoooBGhAo4rptJjRdLkYKM9M4oorKtsb0dy5ENpIHSqWpWkNxbyrKgIAOPaiiuaO50PY86cYJ9jTDRRXYcLNLR9ebRlmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NNl1C51fUru/vZTLc3MhklfGMsTzwOg9qKKaAVQMVKijiiiqEW4o1A6VvaYiq8qgcbBRRWdX4TSl8RkzoojBA74rKuAN5/GiiggpPUWKKKYDG46Vq3/ibV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiimB/9k=", 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"info": {"video_id": "130037", "label": "pushing vessel so that it slightly moves", "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": "130037", "label": "pushing vessel so that it slightly moves", "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": "130037", "label": "pushing vessel so that it slightly moves", "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": "130037", "label": "pushing vessel so that it slightly moves", "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": "49a6fb4efecb74aaa419bf80555d6f6e2a910f1d6b96afff0dc5d520cf8b7f04"} +{"episode": 62360, "episode_seed": 1953557678, "split": "train", "timestamp": "2025-10-13T03:30:47.479570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1953557678, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging otg cable into external battery but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "193398", "label": "plugging otg cable into external battery but pulling it right out as you remove your hand", "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": "193398", "label": "plugging otg cable into external battery but pulling it right out as you remove your hand", "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": "415a6631511d7872746737af82d029733a96b6789e23995f21a5978fb16a0ab7"} +{"episode": 62361, "episode_seed": 2621966754, "split": "train", "timestamp": "2025-10-13T03:30:49.356376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2621966754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'tearing cardboard just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "83731", "label": "tearing cardboard just a little bit", "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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yc1s2nsaRdlYf4n1eOOSxAG0HfnPTtTtN8QXFsqmGdkU9s5U/hUc1ol0pjuocgdAw/lWXLoU9sxk0+Y+pifoaFYzluehWPi1Xwt1CD/txH+hroLTVLG6x5dymT/C3yn9a8eg1JIG8q+iltZR0ZRlD9R1H4ZrTt9SjOMSKy+oPFDJsetvbRTIwkjVgwwfcfWpGHOa87s9Yngx5Nw6+wPH5V0mm+JllIivQFz0lUcfiKm4uUTXYS0obttxXLXkeSo+prtL+e1uYZEhmSR16hTnFed+JbpobqGBGKnYWbHuf/rUo/EWtrEVxPbQ53yop9M0yxubL7SHQKzD+JRXPzx+YSTVnSlEcnFbPYUVY7j+0Fxwv51QtmdgMmqolyK049Pmj5Rg4/I0kl1GyxBDJIcK4/GrMqT2W0y/LnoVNJYb0mUSKVPoRWh4hjP2eFvQcGm4q1xFaHU50/wBXdSL9HNaEOv30RBM5cejjNciGINTJcyIMqxHtWOpXKdzJ4hhurMr9nbzu67gFx65P8q8Y1u4lhleI8+TIwAz2zXWz3xMJ3xIT6jIrldfgEkAuV+8Bhx/Wokm9WbUHyu3c568JZAQ2VPIrNYkDrUpZ+VUnFVJfPHTFVGJ1SkDSMTyeK7PwDFHcjUBJGrgeX1Gf71cJtmJ+ZwPwr0L4aRgnUgTn/Vf+zVXKc1R3izqG0phk2d9d2jeiSbl/75bIqs83iuxOYmsNRQfwuhhf9DiujFuSeKUxMoyVOPpRqcxzS+O5rNgmraFdWx/vIwZf1xWtZ+OdBucA3hgPpNGV/XpWgYUkQqVDKeoIyKyr3wjpN9ktaLE5/jhOw/4VLaGdLa6lY3iZtryCUf7EgNYniV4yscbgEj5xmuVuvAEsOXsL0H/ZlG0/mKzfsmr6YsyX0cu042MW3r+BqZL3dDWjbnVzSeePzGJOM8H3pnmQRjIx1rnZLx8nmoJL2TA571jyM77JbHTXIjdSQaxZpfLYhTVdNRdsgmmKSxZiepqeVoGz1RDWhZvtcVmK1W4Hwa7kzyjV1F96p6YrNHBqaecugX0qrvOame4ywDxTs1AsgJxnmnluKyAiuEWRCrqGU9VYZB/CsKbRrBblZltlDL0AJ2j3C9BW5I3FUJ2yaaArS9jUi3ACDnFROcmoHJqguTSSCZuO1MC1FB95vwqytWhPVkcttFcR7Jo1dfRhmsmfw0mS9lM0Tf3W5Fbop60hI5M/b9NP+kRMF/vrytXbbWFYdc4roTjaQ2MH1rH1Hw/BdKZLZvIm6/L90/h2pXKuaNj4jSFVjMMZweqjBI9Ca5bUrh7rUpJZGyxxmqc8Wo6a3+lphTkBwev5URl51MuCR3NNaAOkxinWL7WJqByeamtVbsKtMDVWUniuyTgCuOtrZ2ZSQcV2S0mxPUtwTtGQcBh6Grd81vqNssZDRsPSs9elSqTRzOwjLm0S4U5hkSQeh4NUZoZ7c4midfcjiupVsU4urgqQCO4rNlKRxMzgx4zWfcEFNp5Hoa7K+0W0uAWQGJ8fwnj8q4CeYQ3nlTv5ahtrE9qVykzJ1ewS2i+1QKSg++g7D1FYjyqyq3QHpW7qOqRWUzwTncMducg1x908Mcxe2mLQ9lbqvtWkYXNFVa0ZebBGRXdfDM/Nqn/bL/2avNo7kMMg16L8Mn3f2n/2y/8AZqpxaHOScWelxHmti22vCwZQeO4rDjbmtCC4Ma5GKEzmIJECSEAcUq0yRyWJpokwOSBWMiiRlzXC+Mbu5iu4ogzJABuGO5713AbIrkfG8lsumhZf9cW/d4/WpGtziNas5LFVuIz5lvJ8yuO3tXPSakNwB6VdbU7u3VlwXtn4MbjKkVz90Q0jFV2gngZ6VvCC6lupJG9DcK8eVNBunVRzWBaXht2IbJVq1RKsqBlORUzp2ZtCrzI9qU1YjbHeqqmpVahHIWS1NzUeeKAaTGTJxT2aoVNKWqbAI54qlKeasueDVdxmiwFVqibpU8grmbQ3GpeLrjTJNVuLSM+Z5QjTdllQsF9hweT6e9XGPMJuyNyE/M34VZXrXLeE765vRctczPJgIV3HpnNdOp5qrW0Fe5MKeKjBpwNJgiWlpgNOzxU2GQXVvFdQmKaMOjdQaqpYW0EJiiiCo3UVdY8VExpoDMk0q3zkKfpmporWKIAKoFTyHisbxBdT2ulNLbyNHIHUBlPNUhNmyAAeK3V6V5/qcht9Eg1HT9b1CZWufs2biJUWchNzPEBztU4U7vUe4HfIflH0onGwKVywvSpAagU1KDUgTA5pQaiBxTt3FIYrMa888d2PllLuMcPw49679jWJr1gNQ0yaL+LGV+tIaZ427ROzC4RnUjGQ2CvuKx7mDazBGLDscYzW1dQGOVlYYINUJUrpgxSVzKRmhfPP0r1D4VSrKNVx28rP/j1cb4W0zS9Y8Sxabq9zNbQznasyTRxrGe5YycYxnjqTgd67X4c2R0zWvEtkY54/s86RBLgASKAXGGAJGfXBIq6tnC5EZO9j0dDz1qwr4FVFNShuK5blkhbJozmoiacpFSxk4Py1z3iTSRq1kUBxKnKH39K3d2BVWU1IHjT3t1YxS2MkSMofJWRclT7ViXQWSQsECD0Feuat4bsdSmM0ilZD1Ze9YE/gWEsSlywHoRWsZpDvc81eHrgUlvcNbvjqD2rrde8Iy6dZGeK4DjcAQRg81V8ReBtS8PaDpN/dCXz70yGaHyzi3A2FAx/vMGzjt9c10RkpIzcuV6HroqRaKK5SySiiigB6mg0UUgI2qJulFFAELdK8/vtQn0rxVcX1tt86KVtu8ZHzLtPH0Y0UVpT3InsXfBoC/bFHQBB/OusFFFOW4R2JVp1FFSMcKU9KKKAI2NRMaKKAIXPNYfif/kDN/wBdE/nRRVR3B7GHq/iR9bit4pdM0+2MCrHG9sjqUReiAFyAOc8Dk816on3R9KKKqr0IgTLUooorI0HUUUUAMaq8v3TRRSA8s8TW0cWqTBBgZzXMyKMmiirhsMhtNdbRpbiM6bp1/FM6uY76DzArJnBBBBHU5GcHuDXdfDXULnVdQ17ULyUy3Ny8csrkYyx3E8DoPaiitp/wzFfEeiL1qQUUVzGotKvWiikArH5arvRRSGV3qFxRRQBz3isY0R/+uqfzrkb3XdSv9Og066u5pre3keVBJIzElsZzk8428emT60UVvT+Eznuf/9k=", 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", 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", "info": {"video_id": "83731", "label": "tearing cardboard just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "83731", "label": "tearing cardboard just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1b1eb6efebca44ce8174c37e465fb18a8e34ab10f2441acecf17622e4ee27b19"} +{"episode": 62362, "episode_seed": 913046623, "split": "train", "timestamp": "2025-10-13T03:30:51.391284", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 913046623, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take a keyboard out of the drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "97128", "label": "pretending to take a keyboard out of the drawer", "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": "97128", "label": "pretending to take a keyboard out of the drawer", "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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NWjt/LLJcyBQMf6tuc/h0pSnaPMjWnFSaTOZm09/KilkykLz+SwA+bPBJH0yPxNeoMxSxtINqrHBclY8jna4PGfqf0pnirQJbm0ufLhdgU3kqOhB3Z/MVgajrdxAttZwESCTa0dw6EMACOcdG/TNYxqe1V0VWpSpuzNm0i+2397OATBZqA/8AtMOij/gRyfoK6DQfCV/qwQpGq26/xtkRr9P75/Suh8B+HrSbTCbiHzYNwcBz98g4BPr0J/GvRFVUUKqhVAwABgCtqeiMU7GHo3hTTtIKyhPPuh/y2kHI+g7Vu0UVYgooqrfXDwxjyx8x5HpxQB5/8U9cjtbZLBZB57J5mwdcZwD+Z/SvF5b+U+XEjbY0Ux5X+L/6/wDWur+IuoTXPiSdJBGskIGPm3F0H3c46HljjtXBtvWQqFZZVGGVu7H2ocE0rm1CvUpX9m7X/wCHJtSk+03puNgiikOYs9NiDaBj8BVvw5bRTeJrBLmImJDvlUkEHPAOPTleKoqQPMdPuk7Gjc/MR1/DpjNbfhMr/a14FXavkiQA8kAOOP1NNuyM2attaQJZCONfuXgiUsBuCqw9PZa1rzTIZ47BLhWbJa48lRy5PC/gB/OqlpC93r0dihO1r6eRsehH/wBdj+Fes2Pg+GS8a9viCrY2QpwAoHAY9T9BWUFeV2JPW5xtj4futV2RRW4ZEP3Af3Sf7x7n/OK9E8PaB/YkUxeczTTbS/GFGM8D8614oo4Y1jiRUReAqjAFPrZyuDdwoooqRGVrmoiz0q6eNl85UIQN03Y+XPtnFfLupwXNrcNbX+C2/wAwTj+LPcH0J/LvX0jr+kRX1q9rc7yj4YOrFSCDkMCO4NeHeN9Pu7XUxp/2O5lWGJJReykvuDOAfLHQckAg8n8qUZO9hLc4+RMTnO1ZFXD5OfMz1b2rqdC8EjXdO+0TzARSYAKH5kYPyPrgY9s1l6XpSz60mmXc6whvmVwMggjKkeqkgfTpXeeH7KTRZ7KHzyio4NwmPllJON369fQVjiK3IrJ6nbh6PPq1oNa0TSNRTzcRQmNYUZyAMANj2Hap9Jjjn128uj8yWiLu9MqMgfm4/Ku01mxgntQWjR2UEgHoeO/tVT4dafbwXl+rbRMJTIIyckJgAfXkn9Kww9b2j5XuLE0OX347EHh/wVe37C8vt1urktlx8+D/AHV/h+p5r0LTtKs9Li2WsIUn7znlm+pq7RXe22crdwooopCAgEEEZBrD1fTopreWGeIS20ylHVuhBGCDW5TJVV4mVhkEYNTKN0B88eJPBC+HmQ2MCS2SQS8SMcyLuDEO2ONoPGP7mevFc94ea/FvJfqsJNsQkbuCxZm6HrjhdxyewJr6A1XS4L+zuNPvEL286FXAOMj1B7EcV4tfadc/D7UktpGWeznkE0EjAjcY8gAkcAlWIPuKzUnaxa7Mp6w0Vre28t3dbpDKZHRyGwqvknA4654Ge3rVi0vf+Ep1RJ4LdYZBOLaME5Y5OQx9xmuO1G5S51eW5VALbPyqAVULnOF9v8a7z4Paa154imuCAyqfMzno2No4/En/AIDTa0K5fdue/wCmW6WemoqLhQMge3b9AKqpcW97K6TQ+RKpwrA5BrWKgRFRwAMDHasUxBSZdwkjJ5YDBB9xXLjJSgkkk11LoJO/cuaajpJOrgZGMEd+taFUtPACMR3xV2tsJb2Kt/WpFZ3mw61g6ppoQNIi7oT95cfd/wDrVvUhAIIPSuiUbqxkfPPiTwTBpE0t9p8YMEtykreY5LROxK4B5+XLg5OfQ1yXhoXB8Rh98EUNpL9oKoDgbWAZV9Fyf8K+gtTtEDuhQPC+RtIyMHsRXkOs+GYvCmoSX9vCZNOuZAgAGRCHOGVvbOCp+o64rBt8rRrSaU1zHoGrpHcW2XHypgqcfxeteZ6hp00mrK7FWEirHESOVP3ef0/KvVbqEGJo+oUgfkMVy2pWPmuRt25GQV4wa86lP2bPVr01UVj1rw5ZrZaLBGnTaMfQDA/l+ta1ef8Ag/xgiCPSNVcRyqQkMp4Vx2Hsa9A6168JKUbxPHnCUHaQUUUVRIUyWNZYyjjINPooA+YfEqyr4m1JNTR45hcOScYZeu0j2xjB9K51lDfNcMQpyyyAZbPYH/Pavpnxl4PsPFNiPNAhvYgRDchckf7Leq+35V8+63oWoaFezWV3CUYcleoZf7ynuP1FNyKRjbXUASKN553ZyTnmr8epx6SJpGaNpFhMKovO/cTuB9MZz+A9a0oPD8c+gWGpQzOZJ7p4nQjIRAQN2fX61j+KPC1zoAlkV/tNvKNyzDqueu4fkM1n7WDfLc29jNq9ju/hFYTaj4lvLqV3kgtkSNGfqWYc/koP/fVe/V5z8G9HXT/BdrOU2yXIMzZ6nPA/8dUfnXo1Wc4UUUUAFFFFADJoknjKOOD+lcd4i0CHU7Oawuh15jkA5U9mFdpWffxrNhTww6H0qZK4WufNk2mvovxIjju4Xg8qffDO7cSZBKuSexPH6da9HsrWPV5EdGIjkb5kzzGQPmU/n+tbnibw3beItLns5gqS7CkcxXJjbg/lkD+deVabqmteA/FEK6rbxyx3jiCWKBwWLAcSAccnI9iOO1c1en7RX6o68LX5Hyvqew3kf7oxr/Cu0VxMy3WmXi31rMyXMZJVh/np7V1Wl67Y63HK9pMrsjYeM8Oh7gr1FMu7FZNysvFeY24Suela6szovDPiq21+3Eb7Yb5BmSHPX/aX1H8q6GvGrzS3tJFnt3eOReUdDgqfXNdLoXj9oytrrq7WB2rdIvB/3h2+or0qGLjPSW551bCuOsdj0Ciiiuw4wpkpxGTT6rXj7YsUnsNbmfL+8RucEHIPpWJrOjWeuae9lqFuske7cu4Z2sOjDP8Ansa2W/1BPqQKk8oS2yg4DAcGudvU0cbo+Ytd0o+HPE+rW97brbAxB7Py490cgPGRk8Dr9DxXrvwR0YWvhldQZMPdsZcnuBlV/wDZjWp4t8J2nirSpLC6/dyploJwMtE+OvuD3Heup8LafHpmhW9rGoVYUWID2UY/pn8a0i7sJT/dqJskZBHrWX5BikfJx6+hrVPSvJtS1bVbrxvqOmDXLu0gV5PJWNQ3ITcF6cDg8mssVh/axut0KnPl0PTbDAVwD0xVyvN/hRrGo6sNUN/eS3GzySnmHO3O7OPyFekVeGg4UlFiqO8mFMlbZC7egp9Vb+TZbMO54rZ7Eowp2EkjKRkEYIrKuIEnjeKaNZInXawYZDDuDV9W3SOfTNFsoaFgwyDXPLc0aujng0sN2LN0YxNGWjn3ZyRxtI9cY57/AFqRoFcbZB1HBqzq1sY4TKOTEfMU+uOv6ZqWBVkiRs5GOMd68/ER5dj0sLUc1726Oa1DRRJnIGcVd0TxVqegFLW7D3tmOAGPzxj2Pf6Gtx4g6dAfSuW8ZpNY+H3uLaRo5fNQBl68k8VlRrzjJKLNatOEovmPT9L17TtYTNncqzgfNE3yuv1FaVfN2qJJbaZb6pp2t6i7/afIDyoIxMQu5nixyFU/Kc+o9wPpBfujPXFe1Tm5LXc8epFRegtFFFaGZXu22x1zeu6LZ67YiG7jBIBKOOGU+x7VuahJghaoyffiHrWc2aRWh5vpWnS+H7yXSr5I2tZpd1rKP43JAKsuPl7fjmtLXtFivbaeOaBfLmjKOFHYirmow3I1lG2eYiNkq3Zs/eB/LiukeKOW2LEAg9Pxryas3ztrc9aNoQit7mh4cto7Tw/YxRNuUQoA3qAoA/lWpXOaBfC3lfTpyiDdm3AGBjuv1710Z6V61KoqkVJHk1abpycWGaK8qvNd1CTx5e6ZLrV5a2pn2RmKSNFj4B5LjpjPvmp/DXjaPS9U1Kz8SarcIRIEg+1ryu0sCG2jAP3fatDM9OorPs9d0nUADaalaT56COZSfyzWhQAVmTMWm+laErhImNZCyBpmbPAqWyokZh89jt4K5x781x/jbwfH4ls4yjfZ9StG8y0uBwVYc7T7E/l1rs7Vs7z60s8Pnfd+9/Os0U11R5R8KfC19AurXt7BJFqPnNEwk6kJy31BJHPtXoCoJck9xWvp26G+KFMM4w2eoxzVS+t/suoMoGI5fmT+o/OuTGU7xU0deFrNycX1MuWzUhg3Oe1Y17pUbA5UY5NTeNru5sPDzz2k7wyiVBvTrgnmuP1h/EukaRp13daneCW6L74iuBDjaVBOPvENnH/164KdCc1zRZ1SxEYuzKOm/FDxVZBYjfJcIO1xGGP58H9a9S8I+MdR13YLuK2XOOY1YfzY0UV9EzxkdxWXqLtuI7cCiisp7FR3KshPkJ+Jqwh/cp9BRRXP1NhksSvC8h+8g4I71NpH/Lfr1H9aKK0h8SMZ7mmeleEeJbyXT/Hep3UG3zI52xuGRym0/oTRRW5JgaV4x1XwhMV0zyNtzgSLNHuzt6dxjqa9V8LeOdU1oqLmG0XPeNGH82NFFTT+BFT3PQAcpn2rH1ORtiDPGKKKJbCjuYkTHyJD3xU1qTscejUUVg9zZbFmKGO4lWKVdyOcEVkWsQgWSBSSsUjIpJ5wDgUUVzYv+H8zpwnx/Itr1Fc34/A/4RZjj/lvH/OiivNp/wARHVV+FnnWr662rxQxyadYwGFFSN4FdSqDooBYgDnPTrzS6d448S6VEottXuCijhJSJF/Js0UV9BR3Z5VTZHongr4ia1rdylvepaMCcF1jKt/PH6V6r2oorVmRiXblpxn3qGRj9rQfSiisJGq2ItTjUMkoGHOVJ+gyKbAojtIUXO0HHWiivPxK95nfS/hr1M7V0Aj3jIYcgjqDXT6Fdy3uiW1xOQZGU7iB1wSM/pRRTy56yROM/hxZ494l1M2Hi/WUNpaXUclxuKXMW4AqBgjkEdenQ964zXrue8vFup33zTMzu2OpOKKK9ZbnmmUpO8Hv61ft9a1WxObTUryDH/POdh/WiirA1Y/iH4rt02/2zNKvpKqv/MV7To1zJd6Lb3MpBllgR2I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", "info": {"video_id": "97128", "label": "pretending to take a keyboard out of the drawer", "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": "1dbc1e853df0b27e4f9c4c1d76bf8cc5306d1adf171a43cb7876e589447d8729"} +{"episode": 62363, "episode_seed": 3261111491, "split": "train", "timestamp": "2025-10-13T03:30:53.588489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3261111491, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'sprinkling water onto wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "121418", "label": "sprinkling water onto wall", "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": "121418", "label": "sprinkling water onto wall", "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": "121418", "label": "sprinkling water onto wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "121418", "label": "sprinkling water onto wall", "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": "0ae3d7d4747ffe9248d187ad111384915d39d6e6683cf8d58792f282aac25b4c"} +{"episode": 62364, "episode_seed": 3848830258, "split": "train", "timestamp": "2025-10-13T03:30:54.478171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3848830258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 label without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144951", "label": "lifting up one end of label without letting it drop down", "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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p94qEhiPKYjI6Hj6mqUyzK+ZlkDdP3gIP61sLqalrcbEAzVvToRqWrR28jsseCzleuB6ViRy4HBH51YsdRewv47lV3YyGX1B60R3FK9tDsdf8P2llpZv7MSgKVDRu+4AE43dPoMe9c/aWslxKqgpGWTepkOAwzjjA+v5Ve1vxVHqGmC0t9/7wDzCy4wBzj35AqEXxs9aAuImH2bMRCjDEZJGR+Na8xlFS5ddx7teWEwT7RIpIDAxynBHtXrPh+9fUPD9pNKxaUptcnqSOK8t1S+g1C4gltlkTZHtO8Ac7iRj869B8I332yzuzs2f6Qzhc5wG5/nmne5nUXu3N+T7pPtUvwjtDY6G7cF5bhmP0AAqJ63fClqdJ02G3ZlLDLMR6nmsp7E0tzyPxh4A8YN4q1LVTp5uUuLp5le2cNhc/Lx14GK5m7utT06OdLkXdvJNnzfMDIXz1z619T3Fygt3dugXLfSvP9R1SG+Lq6RyRkkFXAYfkahXZ0OolueEafcbIz9amlud3evQLzQdHuXfOmxR5PDQExn9OP0rCuvBcDkm1vpYj2WePcPzXB/StY6MXtYsueFZv+JcgiOPnIk56nPf8MVn69ZhfEE0FoqhPLV8AYCfLyOPf+dU4dI13R5ma1aOTPB8pwd3/AAFsH9Ki/wBNDXtzdmWK52q+6RCpb5gCB+B/Stk9bkRi+a/Qtw2T/Y0vLe6UPsLlQGVhgZOD0PA9q6HwZr95casbG6unmieIlBIckMOeD16Zrk7HUzaoI2jLoMjhscEEY/WrHhvUVsNVtVZM7riP5/7o5U/nu/Sm3cTi2nc9dfkmue8Ya7HYeGbnRzFK8+plAjLjaoRgWJ9+Rit9jXLeJrJ77U9LRELlfMOAM/3axMU7anpnw4g+yeENOhYYYw78EdCSTWxqLFwQcjjoaqaEPsmnwW/I2Rqpz9OlWrxgYiFx6msHubp6HH6rYW99E0F1BHPEeqSLkfh6V5/q/wAP7dg02lzmBuvkzEsh+jdR+Oa9JvDyR+GaxrtsDHatItrYjmaPILqxv9JmUXcDxHPyt1Vvow4NdXbeILa4sS88qhtpEkZPJ4wcDvmugugrwsjBWQ/eVhkH6iuYvfD1lIS1uzWzegG5Py6j8PyrfmUtw5lLcyoIUmFuskjKJW2kgZK8cfyp8upat4UuI1huVlgcb1Q5KMM46HlT9Kr6hZ3mnrBOsZZYl+aWP5kyCcZ9OMdcVl6vrDahb2yvGA8O75geGBxxj8P1pylc05bvyPZrK7W/023u0GFniVwPTI6UOKxPBt7Dd+HUEGfLileNQRghc5A/I1tOecVkcslZtHFXFkZZfM6letYnijTr2906C3s4DKfM3OAQMAA46n3rsWQRwsDyzcVHHEOMioi7o2cuV3PMYvC2smJQbQLjsZU/xqVfB2tSdIIvxlFezWxRbFBgZ57UwuAeKOUr277Hk0Pw91+c4VLcfWQ/4VZj+GGus3zTWae5dj/SvW7Y5QmpS3PTFFkJ15HmVp8NNSht7qF9QtALhFQ4Rjtwwb+lKnwpl/j1Zf8AgMH+LV6RJcwR/fmjX6uBUDalZjrdQ/g2f5UOyBVKj2OJi+FsCH59UmP0iUV3lpALWzhtwxYRIEDHqcDFVf7Stj913f8A3I2P9Kd9ubGUtLph/wBcwP5mo9tTW8l943Srz+y/uJ7i7e1CmPIZjWJqZkn/AHjsS2OtXy0tzIPMt3hCjjewOfyqpqBAjZe5qlKMtY6olxlD3ZKzMNIpvLbbK4J9HIqRUuREE852Of4jn+dTxIcc1MgCyA9hWqSMXJ33MaaxkcnzEt3/AN+BD/Sqx0GymP7ywsyfVYtv8iK3ZE3SE9iatWdupOSKeg+efc5n/hEdMZCfsQGR/BM4/qaZP4aiubl5mgn3uckrMP5Fa75LRSOg/GphbRgfdzU2RSqT7nn0PhNiQEFwv12n/Cuu8OaNLpPnF5CVlC4UjBBGfc+ta4CRjgAfpUb3tvH9+4hX6uKV7Dc5SVi3W3Z3G0Ac81yravZAcThj/sKzfyFaJvGUgKccZNQ2nsyoJx1aNbW9SH2U26H5nA3YriHQROfTNakspkkLsfzrKum3OcVUFYzqO7JYwrRFj61DIyAnBqJZCkZXPWoHYk1ZmMuYllUg8/hVdbORE+SVwOu3PB/DpVxU3EA1oRxoyBSOabBXRzVzpkU5y1nAxPdU2H81xVaPwq88itCs0LBgQSQ4B/HBrtktgTwuB9KtIEhHJA9ycVPMaRnJFgZ2jPXHNLBGv9owynqisP5f4CqjajaR/fuYR/wMUlvqME10vkybwAQcA45+oqXJDUXvY7C1uBtGSCe9WpJT5ZGT+NYlrN8wH61dabPBJrM1KlywbnrnpWDdrmU+lad5cfvMA1lTyjzOaozZWliUpWfLEOeauzS9qpSyZUitEZspSK275GKn1XisHUdEtbvezxbJP+ekOFJ+o6H9PrXSRISrE0RQqW5ANJjjJx2K/gfT59MtryB3DwtIrxtgg9MHI/L1rqyMmq8CiOMBRj8Kc9xGgy8iKP8AaYCgUm5O5hymWSTlEGOxf/61SLHKVHMS/maj5b6mpAu0Ak818+8dX6M+oWXYfqvxZZWG78kYnjVfaPJ/U0RwMx/eXMp/3cD+lSIXaJVA7VPBGitljz6VjLGV3vI0hgsOtoosw6VBLF/rrk/WU4/Som0u3ifBjWT/AHiT/Or0bPswo2LRtGfl+Y+tckq9VvWT+864UKUdor7istnbIwxbRD6IKsiOPoqKPoKUKFyWPNHnAH5RWV2y2kth4iUdqjdwPlHNNfzHBJO0e9clBNdX3jG60xtXubWP955QjQNllTcF9hweT/WuqhSdR2Rz1qigrs6S5lSLbvJJOcbVJ/lWHdSGSQ4ST/vg1n+HdXvLyK5N3cSS4CFdx6ZzmtNy7MMGvQhi6lBezSWhwzwNOvL2jb1IQHA4hc/XA/rTSJmOPLVfdm/wFWdxQcmpolL4IFDzGs+yEsrw63u/mQw6fNJgiWEf8BJ/rV2LT7xOTcDaO6Rj+tWIUSL7zZPoKuKXcf3Vrmnj8Q/tHRDAYdfZKgtGdTvu7n8GC/yFOTS7ZhlzM/P8UrH+tWwM8L+JqQKqjk/hXPLE1pbyf3nUsNRjtBfcUhpFlnPkIf8AeGf51YWzt4BlYYx9FAqQzKowtYPim8u7XRXmglaJxIgDKcHk9KUXKckmwkowV0jZJBJ2gVQW8hYErIGz/dBP8hXO6ndy2+iQ6hYa7qMoa5+z5njVFnIXLPHjnapwp3eo9wOoMm1eCRxXoRqTwmlr3OGpRhjOrVinPc8HbHKf+2ZrPkaQkkQyfjgf1q/PPIc88VUeYkY71azKr0SMXlVFbtldElkbhUX/AHm/wFPltbkHIeH8AT/WnIjMck4FTq/I2fMaiWPrvqaxy7Dr7P5lNIpg+HkYf7qgVowWW8jdPP8A994/lT44MnL/AJVpW8PGTxiuepjKz+0zeGDoLaCIf7KtiMN5jf70rH+tSR6PZLz9njP1Gf51b3Ih5OTTGmc/cHFYe1qS3bN1ShH4UkN8mCJdqxIv0AqrdSbJYy2B1rn7a8kuvGs2mXuq3dpA8uxHiljRY+hJYuMYxnjqTgUyxE11quoWupefObSYxxrdhd6ckcgcZ4GccV20oSo2rPVHJWarp0VozrIL+KJMvNGPq4pz6zbgcToT7c/yqvFFBbQ/u4Ih9EFSCchfugDHYVpLNLbR/E5o5QnvP8ClcairElRKx9kP9aoSS3EjZWB/+BMBVy5n3k+tUgSGyWwKX9pVZbJI1WU0Y7tshmN6Bzbqo9TJn+Qqv++YffjU+yk/1rQkuSybU596qHg+pNR9ervqWsuw6+yMigmcMDcsPYIKsQae7Nk3E34Nj+VPgiP0zWlCUjUdzWcsVWf2maLCUFtBDE0m325lEkn+9IT/AFo+wWKN8trFn3QGqHiW+urbRWltpGicSINy9cE1lazbeINB0XTL26v7tZrwv5kRTAhxtKgnH3iGzjt+dOnTq1VzcwSnTpPl5S8TtxinqAeTzzRRXOzpLgYsQmcD2rQt40Q8D86KKykUi0CXGT2pHcqABxRRWBqIo3E5ycUu7a2AAKKKaEyNiTyTXnepX82leLrq9ttvmxStt3jI5XaePoxoor0MF8bOLFfCSeF1ANwvb5R/Oujf5TgUUU6/xsqj8CERQxyeanjdiyrnA9qKKxZqalvGqrnGT6mp4vn5YnrRRWEty4jncrwMAUxBvPJNFFJF9CRgEGFArm/GLH+wWzz+9T+dFFb0PjRhV+BnKat4hfWYreKTTbC3MKrHG9ujqVQZwoBYgDnPA5PNd4/3M+1FFduO3ic2C2ZmSOWJBPFDAImQOaKK5VsdDGwfvT85PXpV5QE4UAUUVMhovRoFTPf3qVHYjGfyoorFlxJo0UjJ5xSOxx6cdqKKaA861HWG03XtSRrGxvI5ZgxS7h3gMo4IIII6nIzg9wa0fC93PqOo6heXUhknndZJGxjLHPb+lFFepV/3dfI8+n/HOsb7maqzSMzYzxRRXk9T00VLhjGpK4qnGPNOXJNFFbR2IkO3EnHQe1KAF6etFFMkniOcZq/EiiPOMn3oopMDH8XO3/CPsc/8tU/nXH3eu6lfafBp91dzTQQO0i+ZIzElsZzk84xx6ZPrRRXfhf4bOHEfGf/Z", "info": {"video_id": "144951", "label": "lifting up one end of label without letting it drop down", "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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p94qEhiPKYjI6Hj6mqUyzK+ZlkDdP3gIP61sLqalrcbEAzVvToRqWrR28jsseCzleuB6ViRy4HBH51YsdRewv47lV3YyGX1B60R3FK9tDsdf8P2llpZv7MSgKVDRu+4AE43dPoMe9c/aWslxKqgpGWTepkOAwzjjA+v5Ve1vxVHqGmC0t9/7wDzCy4wBzj35AqEXxs9aAuImH2bMRCjDEZJGR+Na8xlFS5ddx7teWEwT7RIpIDAxynBHtXrPh+9fUPD9pNKxaUptcnqSOK8t1S+g1C4gltlkTZHtO8Ac7iRj869B8I332yzuzs2f6Qzhc5wG5/nmne5nUXu3N+T7pPtUvwjtDY6G7cF5bhmP0AAqJ63fClqdJ02G3ZlLDLMR6nmsp7E0tzyPxh4A8YN4q1LVTp5uUuLp5le2cNhc/Lx14GK5m7utT06OdLkXdvJNnzfMDIXz1z619T3Fygt3dugXLfSvP9R1SG+Lq6RyRkkFXAYfkahXZ0OolueEafcbIz9amlud3evQLzQdHuXfOmxR5PDQExn9OP0rCuvBcDkm1vpYj2WePcPzXB/StY6MXtYsueFZv+JcgiOPnIk56nPf8MVn69ZhfEE0FoqhPLV8AYCfLyOPf+dU4dI13R5ma1aOTPB8pwd3/AAFsH9Ki/wBNDXtzdmWK52q+6RCpb5gCB+B/Stk9bkRi+a/Qtw2T/Y0vLe6UPsLlQGVhgZOD0PA9q6HwZr95casbG6unmieIlBIckMOeD16Zrk7HUzaoI2jLoMjhscEEY/WrHhvUVsNVtVZM7riP5/7o5U/nu/Sm3cTi2nc9dfkmue8Ya7HYeGbnRzFK8+plAjLjaoRgWJ9+Rit9jXLeJrJ77U9LRELlfMOAM/3axMU7anpnw4g+yeENOhYYYw78EdCSTWxqLFwQcjjoaqaEPsmnwW/I2Rqpz9OlWrxgYiFx6msHubp6HH6rYW99E0F1BHPEeqSLkfh6V5/q/wAP7dg02lzmBuvkzEsh+jdR+Oa9JvDyR+GaxrtsDHatItrYjmaPILqxv9JmUXcDxHPyt1Vvow4NdXbeILa4sS88qhtpEkZPJ4wcDvmugugrwsjBWQ/eVhkH6iuYvfD1lIS1uzWzegG5Py6j8PyrfmUtw5lLcyoIUmFuskjKJW2kgZK8cfyp8upat4UuI1huVlgcb1Q5KMM46HlT9Kr6hZ3mnrBOsZZYl+aWP5kyCcZ9OMdcVl6vrDahb2yvGA8O75geGBxxj8P1pylc05bvyPZrK7W/023u0GFniVwPTI6UOKxPBt7Dd+HUEGfLileNQRghc5A/I1tOecVkcslZtHFXFkZZfM6letYnijTr2906C3s4DKfM3OAQMAA46n3rsWQRwsDyzcVHHEOMioi7o2cuV3PMYvC2smJQbQLjsZU/xqVfB2tSdIIvxlFezWxRbFBgZ57UwuAeKOUr277Hk0Pw91+c4VLcfWQ/4VZj+GGus3zTWae5dj/SvW7Y5QmpS3PTFFkJ15HmVp8NNSht7qF9QtALhFQ4Rjtwwb+lKnwpl/j1Zf8AgMH+LV6RJcwR/fmjX6uBUDalZjrdQ/g2f5UOyBVKj2OJi+FsCH59UmP0iUV3lpALWzhtwxYRIEDHqcDFVf7Stj913f8A3I2P9Kd9ubGUtLph/wBcwP5mo9tTW8l943Srz+y/uJ7i7e1CmPIZjWJqZkn/AHjsS2OtXy0tzIPMt3hCjjewOfyqpqBAjZe5qlKMtY6olxlD3ZKzMNIpvLbbK4J9HIqRUuREE852Of4jn+dTxIcc1MgCyA9hWqSMXJ33MaaxkcnzEt3/AN+BD/Sqx0GymP7ywsyfVYtv8iK3ZE3SE9iatWdupOSKeg+efc5n/hEdMZCfsQGR/BM4/qaZP4aiubl5mgn3uckrMP5Fa75LRSOg/GphbRgfdzU2RSqT7nn0PhNiQEFwv12n/Cuu8OaNLpPnF5CVlC4UjBBGfc+ta4CRjgAfpUb3tvH9+4hX6uKV7Dc5SVi3W3Z3G0Ac81yravZAcThj/sKzfyFaJvGUgKccZNQ2nsyoJx1aNbW9SH2U26H5nA3YriHQROfTNakspkkLsfzrKum3OcVUFYzqO7JYwrRFj61DIyAnBqJZCkZXPWoHYk1ZmMuYllUg8/hVdbORE+SVwOu3PB/DpVxU3EA1oRxoyBSOabBXRzVzpkU5y1nAxPdU2H81xVaPwq88itCs0LBgQSQ4B/HBrtktgTwuB9KtIEhHJA9ycVPMaRnJFgZ2jPXHNLBGv9owynqisP5f4CqjajaR/fuYR/wMUlvqME10vkybwAQcA45+oqXJDUXvY7C1uBtGSCe9WpJT5ZGT+NYlrN8wH61dabPBJrM1KlywbnrnpWDdrmU+lad5cfvMA1lTyjzOaozZWliUpWfLEOeauzS9qpSyZUitEZspSK275GKn1XisHUdEtbvezxbJP+ekOFJ+o6H9PrXSRISrE0RQqW5ANJjjJx2K/gfT59MtryB3DwtIrxtgg9MHI/L1rqyMmq8CiOMBRj8Kc9xGgy8iKP8AaYCgUm5O5hymWSTlEGOxf/61SLHKVHMS/maj5b6mpAu0Ak818+8dX6M+oWXYfqvxZZWG78kYnjVfaPJ/U0RwMx/eXMp/3cD+lSIXaJVA7VPBGitljz6VjLGV3vI0hgsOtoosw6VBLF/rrk/WU4/Som0u3ifBjWT/AHiT/Or0bPswo2LRtGfl+Y+tckq9VvWT+864UKUdor7istnbIwxbRD6IKsiOPoqKPoKUKFyWPNHnAH5RWV2y2kth4iUdqjdwPlHNNfzHBJO0e9clBNdX3jG60xtXubWP955QjQNllTcF9hweT/WuqhSdR2Rz1qigrs6S5lSLbvJJOcbVJ/lWHdSGSQ4ST/vg1n+HdXvLyK5N3cSS4CFdx6ZzmtNy7MMGvQhi6lBezSWhwzwNOvL2jb1IQHA4hc/XA/rTSJmOPLVfdm/wFWdxQcmpolL4IFDzGs+yEsrw63u/mQw6fNJgiWEf8BJ/rV2LT7xOTcDaO6Rj+tWIUSL7zZPoKuKXcf3Vrmnj8Q/tHRDAYdfZKgtGdTvu7n8GC/yFOTS7ZhlzM/P8UrH+tWwM8L+JqQKqjk/hXPLE1pbyf3nUsNRjtBfcUhpFlnPkIf8AeGf51YWzt4BlYYx9FAqQzKowtYPim8u7XRXmglaJxIgDKcHk9KUXKckmwkowV0jZJBJ2gVQW8hYErIGz/dBP8hXO6ndy2+iQ6hYa7qMoa5+z5njVFnIXLPHjnapwp3eo9wOoMm1eCRxXoRqTwmlr3OGpRhjOrVinPc8HbHKf+2ZrPkaQkkQyfjgf1q/PPIc88VUeYkY71azKr0SMXlVFbtldElkbhUX/AHm/wFPltbkHIeH8AT/WnIjMck4FTq/I2fMaiWPrvqaxy7Dr7P5lNIpg+HkYf7qgVowWW8jdPP8A994/lT44MnL/AJVpW8PGTxiuepjKz+0zeGDoLaCIf7KtiMN5jf70rH+tSR6PZLz9njP1Gf51b3Ih5OTTGmc/cHFYe1qS3bN1ShH4UkN8mCJdqxIv0AqrdSbJYy2B1rn7a8kuvGs2mXuq3dpA8uxHiljRY+hJYuMYxnjqTgUyxE11quoWupefObSYxxrdhd6ckcgcZ4GccV20oSo2rPVHJWarp0VozrIL+KJMvNGPq4pz6zbgcToT7c/yqvFFBbQ/u4Ih9EFSCchfugDHYVpLNLbR/E5o5QnvP8ClcairElRKx9kP9aoSS3EjZWB/+BMBVy5n3k+tUgSGyWwKX9pVZbJI1WU0Y7tshmN6Bzbqo9TJn+Qqv++YffjU+yk/1rQkuSybU596qHg+pNR9ervqWsuw6+yMigmcMDcsPYIKsQae7Nk3E34Nj+VPgiP0zWlCUjUdzWcsVWf2maLCUFtBDE0m325lEkn+9IT/AFo+wWKN8trFn3QGqHiW+urbRWltpGicSINy9cE1lazbeINB0XTL26v7tZrwv5kRTAhxtKgnH3iGzjt+dOnTq1VzcwSnTpPl5S8TtxinqAeTzzRRXOzpLgYsQmcD2rQt40Q8D86KKykUi0CXGT2pHcqABxRRWBqIo3E5ycUu7a2AAKKKaEyNiTyTXnepX82leLrq9ttvmxStt3jI5XaePoxoor0MF8bOLFfCSeF1ANwvb5R/Oujf5TgUUU6/xsqj8CERQxyeanjdiyrnA9qKKxZqalvGqrnGT6mp4vn5YnrRRWEty4jncrwMAUxBvPJNFFJF9CRgEGFArm/GLH+wWzz+9T+dFFb0PjRhV+BnKat4hfWYreKTTbC3MKrHG9ujqVQZwoBYgDnPA5PNd4/3M+1FFduO3ic2C2ZmSOWJBPFDAImQOaKK5VsdDGwfvT85PXpV5QE4UAUUVMhovRoFTPf3qVHYjGfyoorFlxJo0UjJ5xSOxx6cdqKKaA861HWG03XtSRrGxvI5ZgxS7h3gMo4IIII6nIzg9wa0fC93PqOo6heXUhknndZJGxjLHPb+lFFepV/3dfI8+n/HOsb7maqzSMzYzxRRXk9T00VLhjGpK4qnGPNOXJNFFbR2IkO3EnHQe1KAF6etFFMkniOcZq/EiiPOMn3oopMDH8XO3/CPsc/8tU/nXH3eu6lfafBp91dzTQQO0i+ZIzElsZzk84xx6ZPrRRXfhf4bOHEfGf/Z", "info": {"video_id": "144951", "label": "lifting up one end of label without letting it drop down", "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": "7466021f674d4e0098ea7ae29da3967e17cf750a31a132bbd28e2ca179542478"} +{"episode": 62365, "episode_seed": 535059228, "split": "train", "timestamp": "2025-10-13T03:30:55.063362", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 535059228, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing nutmeg juice bottle behind chair'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "14874", "label": "showing nutmeg juice bottle behind chair", "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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IAMj96hXsOMj6isPxXo97davphS3MsaxGPdHOqcnoQSfx6dqzpxcb3NHNOMVfucccyIGltopMKR89v/7Mh/WtHwXJbP4qsUFk8Eyl2UiVsAhDzjGa1vBXh6G+dL64cyxRzeWkUkS7ZWOSDu6lQMMfpiuvs9M02xe3nhSKNRtZpGUglWLLn6szE/7oHpWluonK2hrvY29+5EsEUhHO4nkfRlwwP1rz/XLaKPXvDkMYl/f6g8rrI24jawUHJ/Gu7h1K3lnt8hozcST+VvTeNsXO7I5AwD+VZ2q3Ucl618hjkEenRTrg5XmcEEZ78U21a5MYq+2ppX7LJdXCt/zyGP1yPyNaOjKUgiDdVgXP1PNZ5Vbi+uFxnLA9OCPY9+M81r2YAklx0GFH5VaE9rEE+n2lzcuIXWO4Qguq8dSDnHv61lzBrvxFboBtKzTy8+y4B/UVRvp5k8SzzROysr4BHtgVsWJbUb7+04ZEEiQmIRFeCxbJbPoQAPaoveVi50uWKl3MydtMSAxBQ9w/CyIvU+gxgkVHp/hyC8t5Jr9SIpGLKgOSevzc9OvpWT4elvLW5QqY2klfYzFMELnt+FdJPqXmaoLPBwVzu9+oH5Uct3dmPNy6Ioy+EfDhu4j9qvILh1KIfODbsADuOwrM1bQbzRSskd55kDMCku3HKqeDg8Hriti28oSkyX5nYEAb1VQp9sAfzNarql9ZzafO2BKhAIxkeh/A1Mqd1poy/aSe7uefzTmSJlgiGBDHEwHysSBycHrnNWJtSuDJPuScbpIWZShP3Pujp2outLuVaaS4tJwGZSJF+YKo65K5A79apF4CxH25gu5eNyj+uMfpx1rktNHRGaNKw1RzKsDSA+ffNM/y4bcQevr0/Wu5tDmePnO1Cf1rzq3LvqejKswlja5yDt5wAx6/j6mvRrLmV29EArqoNtamVVpvQxvEMyHU4kY9EA/PJqraSLaXtzcxv+8SNQwzwDkY/SrmqwR3Goneobtz7YqlcxiKxuJAuPNkVVPqFFN7s6I29mkXfEHk+IrOx+zttkRmJU9QSBxWaRf6HEsZJaXH8MgAbJJ49OtVv7SfSrdZRgeYRGD3yegB7ZrY0+3h1BEuLm8FwyEMYQMqvtk9ead5NabnLVioTa6GHf6VrmqXUl3BYRSpJA8cRESKy5XAJY46E9s9PpVewi1vw9pCW8uky26RiU79gILMMbyQeuK7O61QxqrokkgJ2jyULk4+nSnafeXKowuZGkSQ5AkQAqp/hIocXumCqe7y2Ryqaw9w7woDbeWPMBweAkW1V/Ek/nUEeoII3KkB4tMNrG0bbSu5gSfrkVc8U6YLSVprdZBbPG7oFbhWJGV+nf6GsV4X3TF7eKQ7Rlo/lx19MfyrllUmpWZrDlaNa+1JZprl4vNEks9oQQQSPLGCeevXNb2mXcVxeXLwDEPnbV/Icn8gfxrijB+9BazlRQVGVc7h/n6Vv+EXDJft83yXBUFuv3RnP5VdGo5SsxzUeXQ7K1bZZ7z/ALTVxkce8SFWwzA8jscV1x40oj1jP61yS2XlQ3B8xtrKVK+/TiuifQeH6nQaHfRJawWd4yZki/iHyk5PGKxJNFGlWzSJMGJwGUjJXGcd/f8AWob4GK6iiz/q41GffFLoktrfyhb1ZmnkyVUZVVXGcnHU49TUq7XKZ1oKNp9xo0LUtdsona98iNSSOWVJOe6jmkj8EazbXF7PbanZym6bzHT5kLNuz37f4V0Mt9v82G2wXhUfIDj6DNV7Vbn7R9qmURzAbQqSlgV9+BzT5NNTNVZJWWxzF3NrFlJLBdDY2ZC5ZhwHwC30wOtMmvVhuGESyi1N2sik/MuF6c+oxXX63bLqmlFtq+fb4cEgnKAgsvHXpmuFiTEo2zNHMZWOzGPlwcYHX9O9c1RTUrGlOS6l5dd2zRyF4yyXU0+SP43Ugn8qt6Hfgrp1iCgSKFzlP4iSMk+/I/KsrE7c/alHzP0Q84zmrOjFh4ntE2xcW0jExgc/dHOO/FKnKfMrmknG2x6BaEmV2PXYoP1rmtTnR9dmQkA7toz7AV0llz5p/wBoCsK4ijkvpZGUHktk/WuyexOHtztsrWt4LBJrm3GCbjkEdSBzmtTULm212G3GzBXd5gY429O/pWRqETRWduhGGdmkP4nj9BVDUJGhsN0R/fBl2AnAPPOfwqE2noXVhGVNy6l69tbO0iWPT5nZmySqsN2SeoyKmHg+K5eK7vLySG6Vcb0UFgMY5zwDTvD06bJI3tVMiKHad/mZjnjmrLX7X9vJJbzJGUfbulBxj16j+dVya3ZyKbj8Jm2/gYWsJj0vW9/luSsUqAbeMYyD1rKLXWn3iQ6iR5UTIskTMQfkU7R+vUV1divlAzLJHJK/LyRrgP8Aqf51F4itGv7aO8t0ZriMGMqibiwI4P4HP51lUg1G8S1Ubd5HKW17PbtC2yQBIHCsvzD5up9s5ps+ptJZPCWKhrNLbcU6IrZx+dMMC2oBZ5rZli2sJMj5h1HOP0z1oUkugF9lsJhT0PPHGen4Guf30joUovWx0ukai19qM7ZX5BGihB8oAHGPyP511Nn92RvWQ1xPhQsdU1UttwpiX5RgHgn0FdnbHbZbv95q7aTbjdnPUtfQ5Pz0n1OXn5mctz35qbTr5dNt457cZR5mbaeNw9Kf5EaySSlAWXkH3xVbUYmgjtbcjDKu5h7kk1Gp22TtEpaHKGlt2z1etGbjVd/cSr/QVg+HZMra/wDXQfyFbk5/4mLD/poP6V0I8x7mk3mMXTfDMM48o+noeTz+FVYmK6+rg4SKPy8Z7YzVx4yz/NDGy7gRg4I96y0f/SrmTPOX/wAKkpFdPPRRsuZR/wACzUgkuByZVY4x88YPHpSZ4pC4A61VkUjIiuSPGlnb+RbhS7OzqmGJEefX1Nd9prhEAc/M+FH1C5rzaxk3/EOHvhJQPyA/pXpUMIms2OPmEm9DjoR0qIlS6GWZvNurhupV2IH48VU1KZYymn9RAqkMf4i2TUl4UtNbs9RJBtbsCNx2DZ/xqTXrEXNy2w7WChSR2xyP51hFuzT3R1RabXYwtQ25tUPQtu/l/jWrYKIdKvGj+VmOMj6f/XrmtTaeG/sI5ichZBns3K810Vm2dNux7iuiGqOXEK1RklgxSweMztGEf72ATg9uc1ejlK7m85JY1TLAjDDjPb1+lVNOJAnIdU4X5m6DrU14WFnK7eW2VCh16nJGR/k0NamSIZL0XWiW73NnHcHzSCjjIHB5rKmt7KbgW91AOhEcmc/99ZI/CtAkCziTtvZqi4zT5U9y0zOmtbaGBplubxGjG4lolI4HoMHp2BFXfCssTWV28EhdZLpwzMu0lgoyfzqDUnC6fce6Y/Pim+BcSaBI/drqU/m1RypPQrVxO1vJBDpZPoqr/KsqOPcydCu7e4PdRya0Lu1eVJ4MkrKA8fswHI/Ss7w+/wBrs5RccTQgxyJ7ev41EpP2ii9jWm0qbZm3Lx3V406HKP8AMv0xS6Dt89CB/wAsjj9KpPFPYyrtQtCo2tjtjjNTaBJumh94jVU3uGKVoxtsWbIAalIef3ocNg9e9Xo40QKFingO7gg559+TwfeqVof9Pj/3z/WtKNlEi4mlBJPEg+97citGciK0N3Ob7Utr4QRER+xAxmqM1zd3ERiuDFMjfeWRMg0+3f8Aczv3ZcfmaYTxQkWQfZoOd2nWLbuv7uqGj3AbxPcW6WyxiG2kIZZGY/e2jGeg46VqlulYPhaXzPGV83X9wP1fP9amSSLWqZ6RaSqkZU/eYs498Vi2rC5jZW5LHY34/wD1q1lQCwimA+eIGRTjJ75rIVU03xNFIvzWmoAbTjhWxxWdVuLT6GlFrVdSpqV0Wv5IZFwIn8uMnuoAIrJ1qdYprSLcA0gfA9cYNdDq1jHeXMpYEZPY9xxXHeI0mtr3TFlIYDzArdzwOtNXUjWpZ0fuOr0tgILvH9wf1o01P9dGEVtyBgrdCQag0psxXX/XIH+dWNOw0sg27sx/d9eRWzPPLgTy3WWSBVZFJ3xnj6HpxWfBJP8A2PMplZXNwGBzzzyauXAEVnORE0Z8rGAfl/8A11Szi1VfVyf0pI0RGZbtgA84cKcgOgbBqKYAW0ge3tGUKzYMIHbJ6VKSM1Xv5NtjcH/pm38qbSKTIvCFy1xHqEnkxxFblExHnoEyep9Sa7OSYR6XKoPzpDk/iOK4bwG+bDUj63b/AMgK7u4SOEJOwG3aIpOM5Unv/nvWaV46DekjKtkS6SNW+67YbHbH/wBfFZlzem7u2Mq7ZA7JgjsrED9MVoaSv9ma/c6dMSyy5lhYjp6jNVdR05bmd5FZlYsWBX19axg24679Tsi05+Ry3haQsbQH/nov8hXQzMDrRT1nUfqK5fwc++9s48f8tF/lXULDLL4tEKI2fP3dOwGc11I8x7m80GJQzWxXL53xtz9T04/Oudjly12ewJ/Vq6z7F5W1gjod24kE/N9fWuJjfEN63pME/Un+lJDTLJYY61GZBUDS/LUMk22NmB5AyKopMzdEbzfGLzYyI3VQf94vXpIuvs1vpyh1X7RcCM7u/DHA9zgV5l4RYebqd03ISeIjPoFb/Gu7ulkuD4eeBwYxcK7jrlSOD/n1rNFy2L99Ak8FzblfukTxn1I+8P0qEuZW3NySBmrQI+24UgqW3AjkFJBg4P8AvAGuKsZrrUPF91pb6tcWkYMvlCNN2WVSwX2HB5Pp71nJJTv3NKctPQTxeRHf6UenEv8A7LWrp750u+PpiuAu9Su765tDdXDzFQxUMemR/wDWruNMbOhag3+7/KtomNV3lc0dK3SC42hCQF4fp3qXUl8uzkZolQl0+ZTw1V9BHmw3X7pZcso2scDofY1NroEWmuRG0eZUzzkHryP8ih7kIptJmOH/AHSf1qJn5qJ5Avkg9olP581E8vNUVci1aXGnTEnjjP5ip/AIK6JHH/emDg+zAGsTxHdeVpUnGSf6A10fhKIW9tZxjjdHC2P+ACofxGifunWzyC4edY8iW1ZXB9yucflWaYktdZku4T+6vYAeOmabY3Msmra+q7w0bxlVPTITt9QKz/FdzJaeHJJrSRonjnQxsp/gcZwP5VFRXV+wU5Wdu5fZFfOcVz/hqQNdQAH+FxVbUriSDQ4dR0/XNRmVrg2+biNUWchNzPGBztU/Kd3qPcBfCD+ZfQj0R6qIV5XSNWxbdqka/wC238jWwrAj5blXBDEgrgn6fSsHSXLa4oHYyH9DXTSrN5JMhjk+Vsnbgg44x1qmYo5mCX/Q3+qj+dKzcVSgkxpwb1lA/Jf/AK9OebIqkVcmMgHOelYfhFs69cz47GLPqNgarl1OUtpGBwQpqh4QkWPT7m7kOB9rcZPpsA/kKiRcWel/avJudLtg6qJ0kO09W2qDgfnmq91GssEkYUbreTzoiP7pPP6k1XuVk/t3Rp1cCCOKTzM9vkzn26CrcYxOyL9z5lU9mRxuXH0IP51M480WmEW4yTK+7zCW9a5Dxwdl1pB/2pP/AGWpdLvGvPF8ml3mqXdpbvJsjeKWNFj7ksXGMYzx1JwK5vxFc3n9tPaXcty32S4eNVuMb15744zwM44qab5kmbVHZOJ2ehvutro+luKt6OfMlm+VmxF0U8nms3w43madfOB0t1/ka0fDMb3DXTLvC7VUshwRyT1rbocfUuajiPT5+JV+VflfkdR0P/16zDJmGH33H9a1tdRodIuCXcrheH5xyO/WueeQpHaj1i3fmTSRSZO71S1OYLp82e4A/UU55STWR4guTHpj4OCab2Ki9TT8CfLpzEjHn7JCPXJIz+ld39pWTVrqzd12R2yOU74ZnBP04FcV4XKW1jpSEgGaGJR7kFuK6OCNh4p1GWaRfssltGoz6k4x/n1qVsVLVks65W1uNu2a2byX+nY/iB+tMHzVmeJbq5s/D88kUrxTEojEddyNgn8VIrG1W18Q6Homl3t1f3azXZfzISuBCAFKBjj7xDZx2+uaz5bTfmbQn7q8it8M4kuNXBkGfKhLr9en9a9ZKrvBwMgYzRRWqOCe47cQK831GBbS0nEZY770klv93P8AU0UUxwM3exHWoLl2FvJ/umiimWU/Dfy6NrLDqJAfyFegeG4kutD0gzDeY4gy59VOAaKKzW5v/wAu36/5hozsNNjj3Eqk0ka5/ughgPwNcFreoT6L8Qry5s9oeKZyocZHzLtP6MaKKzqbIt/HIwJhtnhx6kfkK9H8PRibwzfhieT1H+6KKK1Rz1DovCFnC2kGRgS7zNk59OBUHjONYdHcpniRev1oopszRzd78t5tHQRoB/3yKquxooqkUYPididPx25/lXVabK8Wo6EinCuqIw9R5bf4Ciioe5tTNl72a11Ofy9uXntVckfeDEgg/nVPxmix+GZkUfKroAPYPx/M0UUp7MFsjkNS8SPrdvFFLpmn25gRY4ntkdSqAHCAFiAOc8Dk81sfD8B9Rye0TkfmKKKVPYmrsd9Z6JZ2F/Jcwq291xh2yBk5OK0Z4Y3t5CUAOw9PpRRVs51ueXxkjRbU92nkz+AWmO5xRRTRoU79j9hm5/gNU9IJXwbfkcHz5P5MKKKmRrT3R6TpsSXdjZSzqHcWysCexK7SfyqHRGI0+yQkkR5jGfRSpH5ZNFFLsXLaXr/mcFrusHQ/Gep26WFhdwTXGTFeQ7wpUZBUggj7xyM4PcGsjVrue/1D7ZcyGS4nlMkjkYyxIooqKZM9j034eW8baXcSMuWLqhz6Bf8A65rrYIIbbcsESRBm3MEGMn1oorY5Z7mX4uP/ABTF43cAc/8AAhXFagSlxCi9Ft4sf98iiikio7FVnPFY3iQk6cf+Bf8AoJoopvYuO5rb2hstAZDgq8ZH4M1drqtpDJp2oSFcSbdm4HkAMGH60UVC6nQtoev+RkeJ5Gn8PI8hyX8hz9SDn+VcFN4i1S+WLSrq8lmtrd3lTzJGYktt6knnGOPTJ9aKKie6Et2f/9k=", "info": {"video_id": "14874", "label": "showing nutmeg juice bottle behind chair", "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": "14874", "label": "showing nutmeg juice bottle behind chair", "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": "14874", "label": "showing nutmeg juice bottle behind chair", "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": "b45caa110ca8c0c8d44c497b6c2cccdba9a17742a3dcb23b81cf846d60d36f2c"} +{"episode": 62366, "episode_seed": 1371989824, "split": "train", "timestamp": "2025-10-13T03:30:55.846782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1371989824, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tampon so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90674", "label": "pushing tampon so that it falls off the table", "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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RvZ6jcx8pNeNtPYgKOn4k1yvjZvM0tFz8ruN2D2H/AOuuu8DWwtvCFkB/y0Lyfmxx+mK1jHqZSfQ8r+KUOzxcxAw0iqyn3rkrotZaeYXBMsvLcd+1ehfFVVh8RWExXIZRn3wa5HxDp86XTSyQ+XEi+ZGezjtiu/E60KbHg/4kkcsN9nMrKRvxgjrWhFdpKuSCrdx1FUrYGdyWj3M/c9q3tP0aFyPtMrR54OwA4rhkzu0RPpEpMzgc5A/rXWWH3AxPHesiXRLfR/s8kN204lJJUrtK4/n1rTswArdSM8VjLchu+p0Nlb+c3HIxnmtqCJYECAZJOaztLkAtHnGNiYDFj0q9LPHAvnO2IwM5z0qomMixJsXJIHHtWJqs9td6jp+nrIrTm6izGOoG7/DNXVvYbtWWJuBwQev1rkvDMH2r4ipK2SyytL+AU/1rSKUtTNto9fY9T6mk7UuKRuBWhkQuctULVIaiakUiCToa4GydmK8Yz2/Gu9k6GvP7IDAGSCH9fWuev0Oil1OltwDtBPPXFbtrZgBHbA71g2BUXAXklsAe9dTuwWiO1XTHAPaoh3HMkXaykkcds1DPcW9rFJJKyRogyzHAAqCXU7W2PlyPh1HTsB6muZ8aTLc6PEUfKSOCxB6gf/rrVWkzF3R1XhBUlsdTniOVmu22sOhAUdPxJrnPFkn9nQXE/wBnQyuhjMhHIrqfA9sLbwhZAD/Wb5PzY/0xTPF2hnV9Jkii2rL1BNaOOlkKElzJs+fLmRxp7NjmSTJ56joKg0+Ce6uFt7QOzk4XB61oa3Y/Z7pLfdlEBBx61o+H7dtOQTr8sjfoKy6HoTlZXL8PgXXLmHdH9nk45XzgCPzp83hq78Nrbm7MZluSx2o27aFx3/Guj03Vy7DDGOYenQ1B4vvvth00sMNGX3YPXO2pl8JzqpJuxUsOVDE8dSa3rG385uOR15rnbMAI3JIzwM11mluBaPOAPLXAZmPSso6jkaEMSwoEHJJzT5BGuSVHHtUMs6QDzZGwgB5z0qEXsF2jLE2RyDnr9a1utjF33Ob8dPb32mnTonVrlmUiNeo75x+FeUwSeXaTvEWUEbiK9E8P2Y1D4gF5PmIeRzn+6EP9TXFSadEmt31tcOyRWzMGUfxYbAH05r0KKvQnD5mUZWrRbM1oyqxKzZypY/7Pc1JZWt1e3Wy1V2Y9VBqzNbSJeSMseUkOEyO1bFhai0iUL9/qW71wnozlyoZa+EdbvpFiW1wf7zuABXfWfw50qPSkivDI92V+eZHxg+w6VmaZqZfajtiVeh9a6yw1hZAIrg4bs3rQc0qkmeV2jtvG1yc9BjOK2tK1QtqsETkZeUKM96u/ZbCwt2SGMI7Y5br7gmuLFxLPr6Np7qrRSloy3Tg8fWpUVuzVe9c9E1O/mg8R3AhIOYwoX1I5z+ArAvNVtrVybi6VZpiW+duTUkyT/wBsKmoShrplBfZgZLew6DArgfFlzZy3a27RyGSMbQyn+frzXMuarWcHsJ2hG50l/wCIPtjjTQ6zKBuBLcZI+7n9a9t0K2+x6Bp1t/zzt0U/XAr5b0qMzXNvbJw7yKi49yBX1miBEVB0UYH4V3xhyKxySld3PKfi/FmfTJfcim6v4autZ0qzu7WQExw7TEf4ue1XPi0F8qw3dS/FdN4d+bRYD/s12VNcPG/czpycajaPJT4Yu7CTzJrUjdyNozj8qbsKHBGK9gvbcD51H1rza4sP7Z8ZXWny6jNaqPM8ry4w24qhYL7Dg8n+tcfLdnS6jerMe5uGdIY2fGzOD+VTxXclvCpySGI6jrVbwgqaj9plvsymMIU3dATnNXvE15ax24MW3JYBFHYY54qeXXU0g72R0mn33n+Eb6VSM7tg+uKpTX0k1lCs8n7lVBJzjcV6k+3FYegrqK6Fcnz4/sK/vnQ45PbJ/pS6hNBaaMJyC6jdHz/Fxnj9a5q8mpRjHqWopNtiyeJ7aBJLi1u0doxwqtyx7Cug+Gbf2n4hn1I7dy2zA4POWYda8YLQmfzYEZR6Mc17P8FYM2+rXfOC0cQ/AEn+YrshSUFocs58x6vUch4qSoZDk1ZmRk1C54qRq53xje3Nj4fee0meGYSoAynnBPIpDNaQ/KfpXmdo7eYNrk56DGcVe1TULqHRor+x17UZVa4+z5njVFmIXLPH32qflO71HuBtC1sLG3ZIY1R3x8zdcdwTWVWOxtTluUdJ1Qtq1vC5GXlCjPet3Ur+aDxHcCEggxBQvqw5z+ArzlbmW48RIdOdFaGUtGWPGQeD711cyTf2wqX8oa7ZQX2cZLew6DArlxE3Tptw3N3BOSuVtV1O1hjlS4u1Se4BPzuASen5VymleI57yyOkXB80o7FCzdfQZ9O9Z/jK6sZ7xLZ45TLGCoZD+hz15rF0aFn1G2t0yDK6oCPUkCunCxvTd+upz1n72nQ+sNDtvsegafbf887ZFP12irkigjnpT0QIioOijA/Ckk4WtjA4PWvBWn3kjyLH5bs27eOax5PBlxHb70njcjtjFeiXCb4yKzQTGSp+6eoqGkaKTPKpI5LaYqwKOp59qr6veG4S2DNtddwJ9elXr6OPUPH9zp97qN1a2zzeWkkUscax9Dli/GMZ46k4FZ+iWQk1fVbbURcObKby40ucBl5YYYDjdwOnHpUzptRuaQmriRXklvCpySCR2611Vjfef4OvZVK5LFB9cVzPii7tYbcGLaMviMDsNvpUWgjU18P3OZYvsC/vnU4zntk/0rFpRVza3NG5vXGoS3FnCs8mIQoYtnG4jufbisWTxPbWySXVtdo/ljOFYEsfSmanPbWeiiZ9zoA0fseMnH615hm3Nz5tujquTw5z+VYYaLrXlJ7MVSSgrI9u+G3/ABM/ENzqe0cWxBIP8TMO3bGKzNSs7e0+LU0FxGr292RuUjg71/xFaXwSgJtNXuskqzxxr+AJP8xUPxJtJrXxlp1/GDiVECkD+JW/+vXs4SN58ndM4KrsrnS3fhTTPN85oSWZAgAOAoHAwPXFUrzwnZtbFrUur44ycjNdjLGJbdfXAIrNOUyvTPUVytGykzy6WN7eUqwKuhwfY1q2V+J02ucSD9aX4g2r22nm/t2KPvVXK1y+t6Prfh3RdJ1C5urlLi8MhkiKYEGAhQMcfeIbOO3TqDSUG9SuZGL4k1e8OqfZ/N/dlSSMdav+GIEFy0vJZIvlz2ycUUVnU0p6HRA6K3Uf8JDfyHJcOignsNorNsdIstUvtW+1QhzHA5Qj+Elzkj34oorCH8aXoE9onMeEIlk8Z6PGwypvY/0avqUdKKK72cbOA+I9lDeyaes24hSeAcdSK6DSIUh0+KNBhQuBRRW02/ZRXqRH4mWZFDKQRkYryzUpG0zxdeX0GDNFM23eMjldp4+hNFFYx3NHsc1K/wDZen3TWiiM7QSR3xnFczZzy3ziSdyzY60UUn1NqfQ7ieJI/DLwqMIEiGPXJBNJrYC6VCgA2iQ4Hp8poorhl8UPU2l8LMnxlpNnY6dpM9tEImaBUYL0ICg5+tekfBlFXwjcOB8z3j5/BVAoorvWxyT3PRqgPeiiggjauY8cKG8OOD086P8AmaKKa3GcLrOuf2rDAj6bYwGFVSN4FdSqDooBYgDnPTrzWJ4o1q+GrLaiX90UyRjrRRSq7o0pGl4Vt0F00pyWSL5c9snB/SuktlH/AAkeoy8lw8agnsNooorzsR8EjsW5l2OjWOr3ur/a4A5it38sjgqS5yR78VyngyFJPGujRsMr9tj4+jUUV10PgXojjqbfefVY6VHL0oorYxKr1nXihTkDrRRSZSPK9YvEsfEWqo9lZ3kcs4YpdRbwCo4IxgjryM4PcGsC/wBSuUj1PUAw+1XDebK+PvNz2oopz+AqHxHIWlzNqEnmXDlnA613k8Sx+FmgTITEQxnrkgmiiuar8SOyOyG6+AmkRKFG1XbAPb5DXPeNdGstJ/sw2cXliS2UMAepAHP15oorLB/D82ZVd36HqXwWjVfBk7gfM94+4/RVFdjrOmWt89tPcR7ntn3xHPQmiiu5Oz0OUkh5iBNVbxF4bHNFFQykcp4zhWbw66tnHmx9PrXC393cXmmwaddTzXFvbyPIgmmdyWbGc5POMcemT60UVpDYGf/Z", 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", 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", "info": {"video_id": "90674", "label": "pushing tampon so that it falls off the table", "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": "90674", "label": "pushing tampon so that it falls off the table", "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": "5e1a0adcd997ab3576cbc192cf6b5e989df27b87394ba148aedb7a5f5a632070"} +{"episode": 62367, "episode_seed": 3144312239, "split": "train", "timestamp": "2025-10-13T03:30:57.662763", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3144312239, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mug 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171209", "label": "pushing mug so that it almost falls off but doesn't", "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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RwBudt3XoP8msoQtK5vUqc0ErmjM6+bkdGUMfrTGuNseRULt5Q2NyU+Xmq8k9bnOatnfSphl7MO9egn4xa3b6allEls0yoEFw6lnHuecE15akhWMDOOKu6ZCtxdqjYC8kn2FIZn3MIhnQgYSUEfRu1JBNtZcH6irWrRO8USxqWkVs4FUxDIMnY6k9sYxSEJdxPLdM8QBBAzzjmqs8ciYDgA9euaviNhgZyxNa+seG0tLGa4iuzOytHCV2YG9lJIB74/rSbWxUYtptdDlISNwz61YDGPecZxyPemtZTJ1WtK20HUbixN4Y82kZDOwIJAzjcR2GRjNO9gSvsU7VJxG4CnDrj8etOa2uAoYr8p6E9K2tPKufKx+8BI9MYNeiQajouqeHTba1GUuANjJHHyxHR17D/HND0JueOruibDd6sRfMa3brSIiGjSKRlVjtfHzOp6ZGcAjpxVRdEmjcSQbnUdVkG0g/1FFxlSUjUGkAyVRQsfsAKoo/CsevRvqK1rWxmszIZcYYcGsjyJfMk/dsIy+VbFMRcMnm2UiMee2fXtVB4pUX5gBn3zVmNHI5zj0NdMdD03+xhcytMJo7VpXbcApYnCqB9alySLhByvbocSyuqqzDAJ4P0qVSRHkHvzUstrM+MrgAcVCIZY+2KZJZjtLq9ZfLhkMQbDSBSVz9anntrgyhEy+FAXHf8K7LwFf2sRht55FyqPsi7An7zn+Q9hVvw/qEWm6uztErWEzlGKgEpz8rD29fb6VKk3dFzhypO+55y8MwzuA46inJJur0bxVa6Hd3q3emI8kuf3ybNscnuOQc/wCFclLoau7bfOjbs2zIP1qkyLlFZ/ItnAOHkGwfTvVO4jEU4x92Qcex7VpT6Nd+WibVBXJ65zVHUUd2RUUl17ChiuFrOVZefqKbfAm4Mi4wwGee9RxxvngOCe3TFShcz7Tzgc0ICKOGV4zsXJHXkCqyHJH1q+kcpjYRjPUZqqbSZP4DQMezlB9OlbdtoN2mhz36sj7o1lZFPzIjHAJ+vX2rCaKaQYbArsdJ1e6+wXFn9niUToqZVuQFUDv7Ck79Co8tnzHKtbXAUMV+U9D2qNd0LEN3r2KDUtF1Tw6bbWoilwBsZI4+WI6OvYf45rgrrSYiGjSKRlRjtfHzOp6ZGcAjpxRfuTcwovmbipLhxeu4H3UUKnsAKvDRZY3EkG51A5WQbSD/AFFU/sU1kSZSMN0IqhXKUUuNrd+h+orQMnn6fIjcnqM+vaspYpN7ZRgpbIOKvQKxX5s49DSAqtBNGhZ1AUd9wpQwjVA3G4n8sVNdsMBB3Oar3ituQDJCrQA0IGcoem7B+lTMdrrFGCSzAEDrjPQVBC25nyrEntitnw87WmqS3bjY8MLeUcc72+UED2yT+FD0Vyoq7sVbi3uZLpwoLEtxjkn8KqvBMCdwHHUV6dpmuQxa79sNsy2tyFW4BUZV8Y3jHvyfqfSovFdtod5eLd6ajyS5/fLs2xye45Bz/hSu+wno7HnCSbqtrP5FtJg4eQbB9O9XpdDV3YL50Z7NsyD9arz6Nd+WiYUFcnrnNNMCrLeyGaRgcZY4+lN+2yKPvVXJBPUdAf0pjDNIVi5bTSSXKsFDbSCR61u6pfy3IX5SsY+bZ6MRyf0Fc5aSeU2R1B71Yurvz1KqSp9DQkr3K5mlyrYhmaecsEPygfMSeBXd2+pWekeG7uyaQefNaFbkZ5Usn7tB9Bt/Ems3whp+lXj2/wDaKPJbxt5kiq/yuwPKuOoGMYx1BPvTfijbxr45u7qAAQ3kcN1GFXaMMgBwO3INJrmNIzUFpuzmLWVkdW3/ADA5JzXUXYWXS47pNwlVgHI9D0z+NchG2xumTjiugt5y2jOrMSvmonHfAJqkzFjkmfH3jU8TsWyTVXem0AK/5VZ8PWSa34kbTpr+a0Ro5DFsjDFmVCwX0A4JyfT3ouKxX1ify4IljP3myaxzdyE8tSzXEs8SGZyRt3DJ6dKr8eooGkSG5cEd66OW/e+sIItu1Y+dvYmuV6MD2zWlFeCKIqRx2I7UrK5Sk0ml1G3cjofQfWqixXUyGVI2ZAcE44z6UXDs53bsjpnvXf8AhjR9O8Rx2cV/POkIlVUWFlQkEAFOR1ByM9abY4KN/ePPklZGJB2noeTXRaFciRzDP80RHI6VjawsI13Ufs67LcXMoiXrhQxA/Sn6bOyXCbeM4XHqSaNiWa8we2vJodzYRiBnrjtSrI7cbqS6lRtQuWO5j5jDIHviql3OY7Zmi3h8jBp3JNaNgV+Y81y0tw/myEcZY11eqWFnbeH4NT0vVL6YNcm1zcwrGtwQm53iHXapwp3eo9wOPbBbJI5ANJjSJYpZGdVBOWOBXZJ4Xt/7NSYSH7RLE8jEdgucn9K5TSvL/tGIyYwM4+tdLe64LSI2yEFzZ+WD/vPn+VZybukjopxjytyMvyfLjVUXgCsy6kkMoij3FmOAAckn0qaW980bUJVsdDUvh+bZq20nDsQo46jPzD8Rn8q1bMEtdTMkS4t22zRlTnvU1tdSRyAqw4PvXXeLdB0nSvCdvc2ck813c321nlkBCqqElQB05IzmuIjbY3TJxxxSKly393Y6+7CzaZHdpuEqkB8HjB6Z/GqaTPj7xpltcFtGdHYlfMReO/BNJvQLgB/yp3M7FuJ2LZJqlrkgWGHYerE1d8OQ2Oq+KE07Ub25tYJm2JLHLFGsfcljJxjGeByTgd6yddimtNTurKbz1+zTPGEuABIuGx823jOMZxxSbHYz/tDk8mlN02cdfaoSfTFNTiQE0gLCgvLlu3Bq5J8ke4r29Kgtfulvxpl5PJIACfl6A56/hVdAGj7VMhljiYxqdu4DjPpTEuJQ33iD9cV3vhnSNO8RCzgvridIPMUIkLqhIIAKcjrnPPWuK1dIRruofZ1224uZBEvXChiB+lSW1FJW3NXRbsyyG3mJMb/7VT3SNZ3ssCys6qflY9wRmsKwnEUyMO2Sa3r6YPd5feWWNF4HT5R/jVXIaGrK7cbqtRsCAGPNZN1OY7dmjLq2RzitjW/Dmq+HtC0i/upLhJ70yebCyYFuBsKBjj7zK2cdunUGi4rHGOPu/wC6KbgUUVJRPYRrLfwxtnazAH6Vttp9suSI+fqaKK560mmrHTRimncNLJs9ZtZrclHaUKcE4IPHSut8UWVtqGsIlxECLW3jgjwSPlxu59TljRRUTlJU73KUY+0tYwzoFgXx5bjnHDmsqFQtlEg6eY5/XH9KKKvDybvdkYiKVrIlUAmq1tqU+j6z/aFrs8+Fm271yPmUqePoxoorpOYzpBhAvYIQKrkCiikMaeK3NMsoJ9OEsiFm3sM5PQUUVlWbUdDWik5akkllb7dvljH1NdN4DiVL9IVyE+1xNjrzz6/Siis6Mm5K7NasUouyKM+hWBd2MTZZyT8571nz6bb2V9ZNCGG6U5BOegyKKKzozk5pNl1YxUHZEKDIz3J5qK9AFpnH8QooruOAuaz4ofXYbeKXSdNtjAixxSWqSKUjUHCAFyoXnJwOTzXNOPu/7ooopFDVJRwynBHSrNqTd6pCJiW3uA3PaiilLZlR3sbZ0+1Q5EXP1NVmtYUuElRNriQEEE9ciiiuOMpX3Oxxj2O51mwgvtFs/tClv9KmbAOMHCDtXOHQLAtjy3HOOHNFFOtOSnZMVKMXDVGXAoWxiUdDK5P8qlUAkUUV29Dge5Hba2dInuYzp2n30UzhzHeweYAyfdIIII6nIzg9waoapfXOqXs19eSeZc3DNJI+MZY89B0+lFFJjM7FJ3oooGaumxrKuxxlSORVyextgigRDH1NFFYVpNSVjooxTTujoPAcYXUliXIT7TG3rzz/AIVn3Oj2e522NlnJPzHvRRU1JSUY2fcqEU5O6Mm6sYbe4t0jDbXk2kE9qtSHdNIx5JY5NFFb0neOpz1VaehBeAC0yOu4U+68RarqGm2+m3d7NPb20jyoJJGYlnxnJJ5xt49Mn1ooqyEf/9k=", "info": {"video_id": "171209", "label": "pushing mug so that it almost falls off but doesn't", "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": "171209", "label": "pushing mug so that it almost falls off but doesn't", "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": "5211ddfe54adc796d53b57a43a6313fc203d94f1a1f6c7f0180e59f384fc43a9"} +{"episode": 62368, "episode_seed": 2168418353, "split": "train", "timestamp": "2025-10-13T03:30:59.122872", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2168418353, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 steel ring towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "132419", "label": "moving steel ring towards the camera", "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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kM2Dj1Armqb2N6e1zWguDYkRsf3bnjd0U/Sul+H1z/wAVbcxqCySWjZA7kMpz+przzW7qU2YKsVYEDIrbOm694Ps9I1aa5uIru/jmWSIx4FuAEKBjj7zBskdunUGijG8rhVlZWPazUZJzRRXYzmGnrUqAGiikBMI1HQdetMZBk0UUwOE+J1lCml2WpoCtytwtuSDw0bAkg+uCMj6mvKFPzTJ/Cp4oorlq/GdNP4R2mX9xpesW91attkDhSD0ZSQCD7V1er6ncaZ4sur+32edFM23cMjldp4+hNFFXDYznudN8MlCy6tj/AKZD8t1egmiitjIF5NWkQGiigCYRJjpTSijtRRQBieLY1Ph6d8fNGyOp9DuA/qa8b1rK3m5WI3rkjtnNFFcdf4zqofCYdw7RusiMVdWDKw6gjkEV6L4mv59Q+Htld3BBll8p3wMAnvRRWlLYirucRq/i6411oIZtN063NsUSKS2R1ZUBxsGXIA5zwOvNe93lw1tamRQpIHRulFFbrYx6nGXXjbUYL7yFt7Qrnur5/wDQq7vTZDdWUM7gBnQMQvSiimDL6wp6U5o1HaiigRGcA9BXJeNQGhtTgZ+cfhgUUVlW+BmlL40eNSu32qWMnKq5AzUCzSWmu6bcwttkjuY2U/8AAhRRXJT+JHTP4WdJ4m12XRfE+sBbKxvI5Z9xS8h3gFRwQQQR15GcHuDXQ/CbUbvVbzXr69mMtzcNFJI5AGSd/YcAe1FFd0dzjZ6WaVaKKokeozTxEjYJGSOntRRTAeI1pfKX3oooGeQ/GW0im1LS1bI/cMcg8/ernLCGKOxSJY12DjH+e9FFcNX4mddP4Uc5q/FvKMnhxj86h/4SXVtQt7XTLu9mnt7Z5JUEkjMSzgdSTzjbx6ZPrRRWlHczq7H/2Q==", "info": {"video_id": "132419", "label": "moving steel ring towards the camera", "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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"info": {"video_id": "132419", "label": "moving steel ring towards the camera", "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": "8c5aeb2f4bacf2c3d66423a21e6925cb9fd4edde44621341d21551b1ed9997b0"} +{"episode": 62369, "episode_seed": 1806726759, "split": "train", "timestamp": "2025-10-13T03:31:01.052967", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1806726759, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "17563", "label": "turning the camera right while filming bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17563", "label": "turning the camera right while filming bag", "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": "17563", "label": "turning the camera right while filming bag", "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": "b3e1f56e4b1bbd8d95702512f6248132c682d1415939c592652312e9f798535f"} +{"episode": 62370, "episode_seed": 1084841759, "split": "train", "timestamp": "2025-10-13T03:31:03.615914", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1084841759, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 plastic cup over vicks vaporub 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', (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": "160166", "label": "holding plastic cup over vicks vaporub bottle", "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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P86472Vz0LXMk7bG38yOPdcNjcH6pn19qjiMs0oUPkkZZj/OommP2/A+fzgRIc9R1z+Bpu+W1UTKw888YHRB7+9EZNCauSazMv2KSCPLYT5yOO3GfWuWt7UwwnkFjycV0s7RGzkdB8s67sHse4/A1hEHlugA5reD0MKqsyHacc1KkanBxzQp8xCWOBjir2j24luC7pujj5K5xn0FNu2pmld2PQfh2ZLG7+zzAIlxGVG7qzdRx+ddbe2cVst1JGPmYZJx6D9a4CwuZTLa3CqHuIZjtKjGACCPw7VteJ/EsywzW1vCY942tI/PB67f8a+VzDK8TiMT7WitH8Xlbv8vyOipXo0Zxpydm9vP+rnOpqjR3QY7HUMC7HqR3qnPK63O+QnknAXuPWq9lEPMVn+YE8LW1bWheU5XIIwSw4Udq+kSS0Re5zV3uinYp2PI9BUUU00ZLoWbjODzxW5qf2RAkQhRwjYZ/X2qG2jj+zLI4wkeQgPRx2z7Zq1KxEoXKkyzPbq4B8tuRk1kPBslbaRhgGwOx5FdGjs8LR7syscj0PtWPewi3nVd26QglwOg9BWnNcylGyKYPzlT0FKkZknVV/iOBT9qliy5wR3rU0S2je4Msn3VBA+pH9KmTsrkxjzOxtWBWBktVUeV5bBhjO444JrotK+1x2bbHaONuFjz39TWBpKrFexhzkMrL83sM/wBKuSancaZDNCsUkjCUrHtXJLen15FThaFKvV5KqurXMc4qYmlhL4X4rpHPzxTS6jIjuXdXbc30Nb6AQWqQQxBWAw7YyWNYelySMrrJgkgM3cliTmugysYjeRskLu2jual2i7I7oX5U5bjZ2jt4t86q28cRnnn1rBgkSSRo0UhpB87DsR0NXbq4NwvmAFn+6Rjv2qnKxt4GjgCrcKAZe+M96V7FbkiARXG0EBQMO3dj/wDWrN1WBxbzTsQqxrlccbzx0qe2TzrhYyxxtyRnk0zVpTc2cyRLiONcH1J6ce1aJ62M2tCzolrFd3DtLIFCqRtB+bnqRXRebBbReRZQnfjLOwPy/U9z+lcRLEschMTsCPukHFatlr80OI7pDJFjG4ckCpqQ5hUp8uh0UMcs/wC6iXL5BJJ7epNX7yeO2K+UV+0yDazsOVAUcqO2fWqtlqBuLLyLJonbnths+p9ar+Q7agFVWklOCS3JJxzmseR82ux0c6aL9vldOXyVZmSbJGMn5h/iKs23lq06Svlyu5kXnGB0z61OkaaPbCZ5VZ5Bhhnr7L9PWs2zlhjaOQZ2k4OfQ8UdGFtSVW23JaRl2SjYRkcZ6frXK3mYL4CQgojAqR/drb1CJrOMrIBJL1jHUDtk1lXewvE0gUq0QK46nrkfgaTet0Mh1kG3RI937tstGyDGGzyfryD+NbWj+Pozp7xX6lLlVOGA+WTHcelZQ83UNC8idSGj5QkfeCn/AAOPwrKjkiuHmtZIgEkjJQ/7QHb8P5Vx4rC0sTHlqK9hWvqYi3NxqGpXl9NyZDkZ9Oa2NGsRdGSZnMSLxvAzj14rNsk3o+M9BSgzWspaCdlPHIPBr1lFRjyx2OJfFdnZM9vbxm3slLNj95LnOPx7n9BT7SKWZ08r5RG252PQf4msC01/I8q8QqDx5i10cN7JeWiRWbRYUdU4b3OPWsJU2lodcaqe46/niEj20GAj5aZe7Nu6E9h7U1kkktYHgACxKySknAQdQT+ZqC3tGkvnjj+RcnLN0A9TWnqpg0yB7SBxI0i4deu73P8AhUtNJJDumULa8jFtcLEpO0Z3v1PPJx/IVUF1Fbz4AdxKrBwBnjGQfz/nUtuAXQCP5JAVbH908Zqhf2skJazic7doZnPVh6fSlfoyuhl3MbWt5viUkKQ4z6dal1iHFtFe2zL5b4DIPf7p9u4NPvW8udGUHM6Ar356ED8efxpyRLaWdxZyP5pjiMjoozs5z+n9aL7MTXQggQmxZdqyTxZfGfvZFY6OJF+chSe+KuRSNZzR3DyHawCP9D6fSs9ew3ZHrW1G+phXtoOCEAeldDaWYisIyrMspfc2PccCsuygNzMg/hGWbPoK34bdjFbCPHzB97k8DkHJ/OnVeyChHeRft8rpG+M4khk5/P8A+uKz9d1aa+aO38mREjfM25cANg4Un1q/blI7KfyMspIUs3fJwTj8qrXrDVdSg2RzCJZVDmQYUkdgf4ifp0rbCzjGlVTepzYzCxrV6NVxvy3+X9WIdJg3Sxyu4JZef9kYq/NeR2sXGWZmO8joR3ApnzW8m6JV8lX49xntRe2x8+SQEbGw2P5/rXMndnc1bYoSgvJyoMEfzOW4GO1U7iZppElD5gIyi9Oehz9Kv6o0jWkM279y3UY/irEt1kuEljJO3eGAUcjPBx9aE9bit0L9pJHDavc/fKnGAelZt+XZ4pXPMgJAHQe1PM/l3CSx48sDHl+q9CD9aW+Ba5QBSUVSV+h6VcXdmdRe6VofmcqPSujsbQRK8Yw0gt3/AO+sZrH0y0e7uT5eAFHU9M9s104ih05MI3m3TqSSOwPf2FKs9LBQj1HW8SRzwiT5piRnHRP/AK9TXV2xjmhMMrzvKceUOm3jn06daghWSZ1WIfPu3MT0x6mrOoXEccjQwkBpstN6k8cewpUqrpVFKO5pVpKpBxkVLS08nT7YhUM7Bmcg5HX19O1W3VrmxQcCSN9vHcf5xTFR5rKPycKYGbfk4AUjOf0NMtL5THPHCvG0kOerHufyqb31Kt0CNWEFxHGV81RuBx+Ga5wzH7dHsI+YkN7g9RW2t4qSLJEm4c7znA245z+lYV7CTdb4QFLfPgdj1ofxB0CRRBHtVj5ucsx4IHYCpJJvPtQyj55QVfH97/6/WnaiE1DSlvIs+eg+cDp1wR+B/nTLKSMwtZrJh9heNu+ehpc1lcLXK7EnHGSetMDgHrUsLbQwZQSe/pUV6qpbvIOM8Cuk4ilFdypqLSWzsg6j8K6vQ/HDTRMup2zzRI2zzY+JF+h7/jXGwDBkYfwoTV7RFSLRTK5xlmdj7f5FJxTLUrHpsVvbaopuNNujfKoGYukqDr93uPcZqOBIoLSSaZwApJxjJQf4n0ry3S7m8bUHubWZoGVtwKnGPQV2Q8WvcDy9ctfO7fbIhh/q3Zvx596icNDSFQv3N6bqRJS3G0gA9h7+9VIrZb2BZJtwWCU4I/jUjp+YFZ95qVoL0LFOJ7bOSYxhh7EUmoeJUa2FvbRBSy4yP4F/xrKUHsjZTTLkE0t/cXCTnYJozFEgOAnpWfc2d0t/HZqnl3MDAylui461hnUZ2I8pm3bvlq3o0cuu+JbjTrnVZ7Tz45DmNN5kdYyQvsODk+3vUxptuwnOyMuzuXaWdRjap42/jVljnnHJrI0N2kafJ5O0/wA62oiF3blyegPpXY9ziIwwBxVWC8mivpHtnZAORz3q1dKqwvIOO1ZkYAWY5xhKTVyk7HYaP40lmtgdRtPtMIbaXVtsi49CP65rpLVLDVsvpFytxMSS1tOdsv4Z4b8Dn2rzrTCkGiJI3+059+aq6d5007ziRkOScqe9LlK5z0qZk06yaJ0Y3CnBjcFSW9x2UfrWLPcAN5jH5yvOe5qtF4n1JIxDfBdRtl4Al5dB7N1/pWZdazbS34ezLALz5cx6H61n7M2VW50EcTW9l5k4AdCZEyPuBhisK1v4bS5LSOX8wkSEn7wPX86pXmp3V0wjLuEHzHJ+81ZFx5jISODnOamMH1Kc10OnuG01dQlIldrGEZjDjl88gfrWZEqtFlgRk1Z1/SdNtvDNtqWm6nezo119lH2mERrcEJud4hnO1SQp3eo9wB4WMSqF/Adq2jGxz1JXsa+j6ZPcQqy4WN+rdx6ADue9ackkKKLaH5okJ3MOdxJ7Hv8AWsK2110RYrmEeWFxuQ7cj04rZsrizuPKMZV4lOGj3BWI9qzlBylc2pzUVY0LJPMWYTZFs+FDA4zgjp+VVjdebdRykLthfEYXooB/r61JfzyTxvGqNFCqH5em72+lR6VYm6Ybzttw3bgv/sis0mrtmradkia7QW8kkkwP2d3JiUHmTocewGaLi6WW1hZwoU5BA/vf/qqtql8jXEdujLKsbYVh0HbA9qjt0W6DwShljDBwwOMEcY/I0OVlqCWo2aXzIJLdo/3Tt8pY98c/hnFYlu5s7gTOf3OdjkHoD3/DrVx5ZPtSzPtKwNsCdsDr+dVTamW+ezY7YU+bf2EfUH8qegraBqtpEl/HMmRBKSW9NwP6DoaeZ0vIVKtmRCUb39DSaHHYa1rw0u/vrm2sZZQkUizRRiP/AGmMnGMA8DknA71RMUmnaxqVmwnQ28xi2TgCRQGIAbHGfXHHpVwg9GzGc1ytIniubrT3PkyDDD5lPQ1rWmtwOdk6CN2GN4HFYbtu5PWoyR0xmtWrmMZNHfQ3bPY+VaIjPzudT1PqaqJbvJqLInJJ+8305Jrhob+4gvSbeZ1A7Z710ej+NXkjdb+zFxGrbS6na4+h/wAaz5EtTdVGzp7x4NMtBHDJvlkX5h/e9z/QVkW8jhoZFj6dfp3/AK1rWkOk6zIW0jUUa6PJtLs7H/4C33TUM0LaTDNFdW8iXGSWjkXGT6D271EqdkaRqJsyNQtkhZbW3fEbjceck4PT6VRut2y3kjXJYeS+Ou4dPzH8qlnuFUrJNw5zu+tPt5UtbWSWWQZfEgB/hx/U81LVlqVe+w22ijgmezhbfMY2aQZ+Xdj7tYpPkRxXEf8ArQQQPU9xVW81R7Yu9szI2/O8da2PE2i6roGj6RrF606XF75hkgMeBbkBCgY4+8wbOO31Bq1Te5m6iWg6DmDJ61n6qxCxLnjk4oorY5UZ5YrbzkdduKnkkaPw7CinAYKD/Oiin0Bl3R41SyRlHL8mrjna5A6GiijqIwtVgS1H2mDMchODtPBpttO8sPmNjd0zjrRRSkaxL1ki7ZJcfMo49qyhq1zouvf2habPPhLbd65HzKVOR9GNFFZw/iM0n8BBohxJMB/s/wBa6CL5kJNFFavc5ilqLERxgdCcmqLEiCYj+7RRQhomlcro0CA/KQM/lV+xjWO2jCjGVBNFFMCWThziqd1aQzZLL8wHDDg0UUhGLHcyhvL3ZX3qzcSMkJUYIYgnNFFJmpd1/wAVv4ht4IZtI0y1NuqRxSWqSKUjXOEALlQOcnA5PNaPmN5a/wA6KKozZUPPWmklEdkJVgM5FFFSCZq6Prt95IV2SVM42SLkV22oWcaafbyxs8fmxBiqHgEjnFFFQtU7m70ehz88SLafKoBJAz6c1a1FRDbjZxh1jB9Aep+tFFZT3RtDYwbgCNJwvAD7fwqzIN2ix5Jy0IDHuQDx/OiiiXQOphWGutpN9PbnTtOvoJ3VmjvYPMAZc4IIII68jOD3Bpkd/c6nqV/f3cnmXNxKZJHxjJOe3aiiuhbHLLqW4QGY57DNMnUAEjriiimiDLi4lJ/2TVvRQPsEhxyZWz+lFFA+hUjdm1JzuI+c9Diun0/xNqvmxWE9x9ptchRHcDft+h6iiil1Gh3imNLbUIvKXaCN23tmsC6nklEas3DHJ96KKmXxGkXoZlzzH1P3hzVrUvEerajpMGl3l7NPbW0jyoJJGYlnxnJJ5xt49Mn1ooqkTI//2Q==", 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", "info": {"video_id": "160166", "label": "holding plastic cup over vicks vaporub bottle", "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": "160166", "label": "holding plastic cup over vicks vaporub bottle", "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": "9cddaa372335fc837fcd477dda5b778419b4440d06940407cd5dfbf6030c472f"} +{"episode": 62371, "episode_seed": 2129709899, "split": "train", "timestamp": "2025-10-13T03:31:06.126619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2129709899, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 spectacles cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "46466", "label": "holding spectacles cover", "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": "46466", "label": "holding spectacles cover", "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": "46466", "label": "holding spectacles cover", "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": "7653582ff7bd03cc725d7b44af7a56a2df9a12f7832e8e4f78ffd1d0e5ed6e4c"} +{"episode": 62372, "episode_seed": 880454149, "split": "train", "timestamp": "2025-10-13T03:31:06.725712", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 880454149, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wrench upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "67761", "label": "putting wrench upright on the table, so it falls on its side", "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": "67761", "label": "putting wrench upright on the table, so it falls on its side", "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": "d4e613ddaeb4bd5c12dba87e163d5221fc75bcddf1872867fe179943ec086b51"} +{"episode": 62373, "episode_seed": 2591954540, "split": "train", "timestamp": "2025-10-13T03:31:07.377391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2591954540, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing a plastic box cap that is not tearable'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "218108", "label": "pretending to be tearing a plastic box cap that is not tearable", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "218108", "label": "pretending to be tearing a plastic box cap that is not tearable", "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": "d27b083bb5e664ef0880a2ff72b5705f0b03f284e10d37a9f88ada130a8bf0c5"} +{"episode": 62374, "episode_seed": 2973547921, "split": "train", "timestamp": "2025-10-13T03:31:08.673826", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2973547921, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy from a bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "154651", "label": "taking a toy from a bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "154651", "label": "taking a toy from a bag", "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": "12d708512dd023b61b8b8417b632d33d6a47b5ebefc018acbfd2d16e941895bf"} +{"episode": 62375, "episode_seed": 974310589, "split": "train", "timestamp": "2025-10-13T03:31:09.531300", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 974310589, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a cup onto a paper bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "55852", "label": "dropping a cup onto a paper bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "55852", "label": "dropping a cup onto a paper bag", "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": "42bd692547d35e544ed21d74790e90783cd72a35b48ebda8107fc021efbe8c82"} +{"episode": 62376, "episode_seed": 1302337492, "split": "train", "timestamp": "2025-10-13T03:31:11.805079", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1302337492, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flyer, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "53394", "label": "lifting up one end of flyer, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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OnxwTNH5SzpvACkAHuASecGqgvlZwWlDDHQ8VP4j1ZdU8qJA2y2Tyo1HQ88t+JrBS1ZVJYHPpWsdVqc+r3NlLtOdrovrya6PRW84JGDG2R1ByfWuBitpQfuDn1Ndf4B02SbxEpIUssUjDJ4HylefzolZILHpWjQ2upaRLHJECVkYZ7j0I/CqMEsuiXjWdyQYJDuWQfof05Fa2jaPcaY7FrmN0cDcgU9R0Oat6jp0WoRLHKWVVbd8mMmuZolXav1Of8Noz3d1IACvAPtkkj+VaMmGG04qez0iLTrkyW7PtZMEM+cn3rLa7UnOaqPU3orSzKup6RHfCNWGU3gsPar2iaJJbWUVqkkZRS+Nz88sGGOPak+2RrGfWrOnXojIJYYpuzVmaTTaEmuYLEPpar9rkckiNTtEZOScHsO+O1Zlh4vsorto4oWdirM8kOZG2gZY8gDAAycelZep3z2WsXU5UtvDlT9QcGuPs797abeilXCkB1O0jt1+lCpxe5yq9zv7nxhPMVXSbS/lgcEnMIBPJ6c/X8qNT8Y3OjwQtLoUqiTIVprlSSRzyFzjrmuFOqzlY/nber7t+7GT2+n/16Y+oybSpCsuTtDHOz6UKnFbor0O007Wf7RuLS+KeXG0gMkG8lVYHBxn8D+NdHrWki5H2q1Gy4j5+Uffx/WuR8K2RvoWkaTahfDYXODjrXosMbRQqjSeYw/iIxmk0k9DO26ZxOo6i17ZRK4ImVz5gxjPGAa6pHFrawLK6g7QoycZ6VHLoNjNLLI6O0khLZZzjJ9hUv2E+RDCLh40QbNsZwW57E5I/CpUbuxUE07snFxG4wpZh6ohNZWuWN3qT6bLaQuTBexzN0HyjIJ5PvVqXSYYIy/8AaN1C4+YFpd3PX7uOeTTLTU5Laz3XNttkBA3DC7x646j8qtQsymJ/ZUqbbqQRQSI28ykgkEFj+IOec9hUU19BeSNLbWtzIij960bAKSOeM1b1SR7/AMMyyWyA7n5VOcgNyR+WaydH1S3tLDy2VzOrNhAud+amUEiJSs7HmdlJH/wkT3N6PMtHknDKzLIwDBlBCseSCQfwq/ZXml6bHa7LKK7i8zyvMmjAMxBOcMoOG+ZO+Bj3rnJLiSx1WeVQN6zSAqQPXpyKijnaS2WHbnZL5mSSeT7fhXRyp2NEzoNf1H/hIIobqWFYVs1MMnkoAM5HTPQZ6D3OK7P4czW9/oFxZzRiQwPsw/J2dq8okuJXkmAwolOXVR1rs/hlcuniSW183yxPAW2kZ3Fecexxk/hSqK8SWdjLHLoF6eslnOcE9wP8R+tN0gm48QzzIdy4Y5x1BIHFdPfWkd7btBKWCMQSVPPHNUbfRLazuYp7fepX725yTXMSou/kc7rF4I49gbB71yz3iszNM5EK9QOre1T6xcvLcsFBwvGa5+fzC33sJnjPH861SOubOjuPEd0bee1gCQwtEsO1FzwBnr/wKuckJLgY4zirkdvL9kXglj8zcdzVG7cWg3TBgC2AB16ULVkaIGHzZ7Gql7J5NqzKcMeB9a0VhLRhl5BGQR3rL1pGjiiU/wATE1UdXYh7Gx4ds21a8tIV/wCWjDcR2HevX77UbLSIIWuZPLTlVULknHpivM/hxfadp8dxc39wqSK2yNcZYgjJIFX/ABfqkN7rtkbWZZoDDgEHo245BHY9KTjeVjKctND0aFxcxx3MVyXgf5gMDBH86nYYxjp3NYXhTcukvCxDBZDtXPPbPFbY69sVm9GOD5lczdVBzEepwRWLdSBR8x59K19Ru7czNEsqvJEA0iqc7QemffiuI1TUC07bW6nA9qpHVB+6WEzd3iWynIJ3P7KOTW54m1wab4ftbGFitzJAqnjBVcDJ/pXHx6y1mkqW+PtDx7XlIzkngAfTNUNSvLi+naW4kZ3wFBY54HSmzNq7uZ7hSCQMc1XaP2qwBlSCckknNIR607iZAqDOPSvRfh1YbI7y+K9cRqcfif6V5jp0vnX8q5++SR+H/wBavadP8rw54RWSdeVj3uo4JZjwP5U5aaEN6HRbwqg5GM85OMU7IPY1z+ga2mu+ZHc2saTIMr3BX8a3hgptAIx6Vk0KLTV0MmlSGPce/AAGcmvNpLsrk5r0s9ffrxXkMPn6jP5ECZJPU9B9auJrB2Jn1VwcA1ah1jAALdvWnarpem6PpbeZOLi8cfw8Y+g7D3rmdO0691K8WK2QkZAJPQU7I05rl/Wb6WS4AyfLZc1hzSYckCui8S2q6dcQ2WdxROTnua52Rd3zDvTizOVnsVzOQOcAU9ZWYciqeoHbGqj+I1ZgIaJH9RV20uZnpvw5cTWV5G/AR1II+ldujRuxAdGK9kbOK8h8Ka/caVeTxW8cbq20ybhyR6D869eglilgiuIkG2RQwwOgNYyRPMrtE3HAPX3rC1q8ljnhMEcjEbgOdozxz6mtw4OT69arXCQSbDMyp1xupR3KRzDHUZuDN5YPOIkx+p5pTYuMbjI7swGXYmumSKzXJEiMeuAaiuWt1uIhn5Y1aYntgDgfpVjJdMKx6XbxdCSzYxjPzHpU0SRi4Z1UBs8nHNMSN4rWGNgQY4wvUYzjk4otlw7h2DEtjPtgVEnqTY8KvbBrrV9RYPwt3KD8hY/eNUgEtblI/PeIM/lySBVO1c4J29fzq9qNhPPr2qJHKwC3koIH+8eeoFVbPTIru21J1kdntY/NUjGGHfNdMIOTsU5cquVNQjjt7+eG3u/tMKt8kwXaHHrjtVvw3qP9leIrC9yAscy7snqp4P6E1BCdOESmUSF8cgZPP6V1kF74fh8NrZva2lvc3FsQ8rITJznDZwcZwDwaqMebTYlux7ACG5HI9RzkU2R1jQseg44HrWP4R1Iar4WsZ8Df5XlyY/vLwf8AH8a2Dxj8q42rOwzyGYkRjdjc53GrNzqT3NtBaiGJFiGAUXBP1NVro4uNv9wYqbSLJr/UoYF3YZgCB6dzVPc6Gdz4d0mK20WN5UUyXB8xgw7dq4n4iRxLd2CKigEylsDvuA/kK9TkjEaqmMqFAAPJx0rzb4iWqmx065X/AJ6zRk9uTkfyoh8aOeWqLvgH7HqOjvaXFvG89nJtBI5KN0/qKofEvTLaA6cYYEjDCTO0dfu1X+HNx5PiiWBm+W5tieT3BBH9a2fiYN8WmkqRh5E/RTWlrVCG9DhdEjWN0kCnZgozbeM5PH5V0zaXZXWrWscTl1dxyp+ZfWp/hh5clxqlnMivEyhirjIODXoEOi6Za3C3EFlAkq52uF5X6UVJWkzL2bk7o8os1mhvp5496L5rBQXJIwTj8ava54r1S98rTLdmi2oPPlT70menPYYx9au+Irm00bxK4VN6yqW2j5syHrwO/Tj3rI0TSJNX8UXFre3s9k0qyFRGm5iyoWCeg6cn2x3oiuZ3GrptGhY27aboLXZK/wCkk7QBydvGT+JrEmtbm4lWJY3eR+gTrV2zuLm4tbe2mmd4olGxT0UYzgU6G/ntLw3MD7ZOQDj1qZaHZBe4kY9vYTJdqZVYYPRhjnsKs3Om3KscwyDkdVNdP4UsjqWtCab5khzI3uc8frXZajs8v7nLE4BHsahvqJu2h4fYzm8u3gWPB5KYHUDrVya0lWCR/LfAUnO0+lU9LvDpuoW16oG6CUMw9R3H5Zr26/toZdGvSsabWt5CuF6gocVpNcr0M1M+f9FnS01a2nkjMiI4LIDjcPSvSNf8S3Gq6FNaPZLGXKshjfPQ5wRXEadZ/aNTgtUKI1x8isw4BOMZrv20fV7ez+xSaVJI6nIeLBH4GrqWTTMJylpYqeGtZs9Knge583e8Z+4ue/f8K9ATUrOWyN99oQW6cs7nbs+vpXCa9o81ve2JuAdgtURcdFfPIOO5zXP+J/tUFslkkzhS++WMHgkdM/maztzNBCXK7HZ33id9cdNO0RZFEjYe4J25X0XuPqax73U7SxgMNtDCJug2KQPr1psNpb6Toceq6Pq1+xa4NqHnhWMT4QM7xDqFBwp3c8j3AxFjCkHlmPJY9acko6HTTTerH2Wk3OsaikbLJtY7pG3gkD8cc16npWiW2laVGiqPNUEsRzgnr+nFee2NvdqBNA2w5wOeuK24vFxhtDb3BJk5yazctCpLscT4x1Jzrly6YJMm0Z9ABWekizQo69GGaqa3IZbkSHPzM55+tJpblkeLrtO4fQ1qo+5ci+tiDVP9bGP9mmQXckcaxoq8Z5NS6quJ4/8Ac/rUdpZzTx+bEA2DgjvWity6kvc1fD0hbVpJGRipUkhRnoK9X8O+KLC6tLe1CywkAKGfG0n+ma4LwdpF5PPqAwYS9q6KQepI6VpWtkILWRyPLEBCyKeobHSs52ehhN8suY7TWfFthos5tNv2i87wxkDb/vHt9OtZWnx3+os2o3o3vctiKJWOEUf3cfWuK8LWNvqvihbXVby7hF1JxOksabCTks7ScYxnpyTgV6H4fW9l1PUdOuLi4SKzfylWZV8xFBI28cDgDOMj60OHKjZO7LC2GXEUYkaQ8lYpN2PrkAfrTrTSrma8UyJMsAcBjImPlB579yMfjXRW8MdtGRGmxQcnnk/U96sAnJBI64Az1qbFlK+XiQhjyprmLPxbFN4ul0dokWMOY45c8tIByD9eQPpXTXsqgMcH7wHTryK8L1CaS3169mRts0V00in0Ic1MIqUmTJ2KfiZ3TxTrCq7KDeSZAOM/May4vOO5YhId3BCZ5/Kt2W+t7vWNTvJGSMTTmVdwGfm5Iqs99ECVWWZ+eNihQfzrqWiAzGtZ0iMjRMqjueK1tP8ADN3d6hZ2jywwm7BMb7t4GF3YOO+O1WLfStUv1ZbfRr6VX6MVbH8gK2bmx8VWMdjcz2otVs9nkudp2FFKgkZPUHn14qZPRqL1Gmk7vY6TwQjaJcaxoV1MjJalblZD8qlWAyeeg6VPqPjJdQ3WGhqzyu2wXOcD/gI6k+9cF4ii1pWN3qF/vuLpViYIcEp1AOABjgcVvHw5qvhPSdK1OW4uIrm68zdF5ePs+ApQE4+8VbOO31zWUYaXk7smUk37mxlOd00rHrvI/Cut8DwI15cSnO+MAAg+vWiipludL2O3vsxhyjEELkHr/OuF8aQA+C4JWZmYToQD0Gc5oopR+NGD2OQ8HZXxhpTAkEuwP02muq+JE7u9rAcBI23jHUkr3ooraX8RGT+EzPBb+RJPKgG8zMuT6BQf516TZSMmmz3GclVeQK3Izgn64oorKr8ZcNjzrwio1aaW7vf3s8dw0quezOvJ/QVFcX82m+OLq6t9vmW5ZkDDIyylTn8CaKK6VszJfGQ2hwJh/diBH61WJPT3NFFc89zth8J6H4It4k0mR1UBnfBPt/k1sy/6+AYB/e9/o1FFZvYzlueDXcapdXqKPlDuB+DGvatPkeTwbZuzcvYgN7/u6KK3q/CjGO545ZMU1TTXXgiVf5ivoMgE8gUUUq3QIHGfEaVrfQY5o+HSdSP5VxyQJd+FTqM+XuJJVBJ6AZ6CiinS2IqfET6p4jfWrGBZNN0+3aCMJG1ujqVRc4QAsQB3OByeazlAznvxRRSqbnVT2Z0+j3Dm1fcFbahxkdK5rUVDXsme+TRRWRS3MHW7dFs4XGc+aw/CpPCVpFda00UoJQwk8H3FFFbr4DOXxF7xbpltaXlmsSsAyPnJ9Grf+GemWl3Y3rTxBysgxn6Giipf8In7R6Rb6da2q+ZDEqMBkEfSvLIM6h4yuLKZmFs7GVo04BJAOPpk0UVNHdmdTYsT6kuja5e26afYXUEkm4x3UO8KyD5SCCCOpyM4PcGuo8F3txf32s3ly/mTzeXK74xliWz07e1FFbTKp7I7RfkOwfd+UYP409UUR7gBk5YnHU+tFFYssz7z5VI9GXr/ALwrxjxPGqeK9VVRgGZj+YzRRRR+Jkz2O18FeHtGuvDFpfT6ZbS3LuwaSRNxOHI78dK851BFiu5QihQtywAAxgBjRRV02+dilsj3+xYyadasxyTCh5/3RWD44Yp4WuyvBC7gfQjkfyoorFfEh/ZPN7dPt/h2W/uWLzrOsa9go9qsPrmo6hp0Wn3V3NLBBK7pvkZiS2OpJ5xt49Mn1oorrasjOnuf/9k=", "info": {"video_id": "53394", "label": "lifting up one end of flyer, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f757c1a126b2b033bf26dc037e220ea3c5805f14e4df31d0b11cfe5a7f1d2609"} +{"episode": 62377, "episode_seed": 2391375131, "split": "train", "timestamp": "2025-10-13T03:31:13.258052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2391375131, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 stick onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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EEhMiRKqltuM5AIBoukVFNmKX2IuQAQSCcYNX3udEtWG2+ml3Djy41QZ9+KzLtJPMHlE/LyDiubFy0rcMC+7Az2qZvTQyqO1juLbUtPa5JgaYPnGXk46cdqsSa7bGFURY2fzDy7E5GD6e9edy6k298sS7Nj6mlS5Yq7SseDjb3JrNKXcFNnqFprmkW8aLNbwzNtUMwjOATnPU/Srtp4u0lVXZbxwZYMQ0YIOOMD35/nXjMuqOFjxkr3IONvPI9z1pv9sv5XmMCNr9+3SlJTa+ItTa6Ht/9s6fLcMEvC0bAsNqjAJxtH15p41JY/MxdRMqbQe29c849O1eJPqU6xr5PPUjn/OaZNrFzAQxkJDjIO7j/PNYuFW3xlKor7Hq+pvqCIZ1vF2EnYqBcsckDr9K5yeXVdRhuIVuZGXlGLOABniuVOu3qsoaRjE6bck8bew/SiTXLqZmMGB5aDO1Ryfcj1q4zrJau5LkjRgWfTrRoI/MkALEKjEc9+lcd41eSb7C0sbI2HOG/DvWoNavVcSKfmboucgZ9R2xWVrklxqyWzTyZZNxxnpnH+FWpzbsxwd5I5yGMAg1tWm0YrLe2eA45NSxSsrY5FW0dkTp4WUKOauwHca5uG7yAN1aNrf7ZApPBqDZJHTW5AcDFWb25ubBReWrlHHBZTyD61lxTbiGBrXgkS5gaFuQRgii19yKlPmjoZsXja+tpQEnO85Izzzjk1Yi8e3RRIsjAYsBj17CsPUdEmtLlgTkZ3xt6is46a3mGQ8YwcDvxzWcqVPqjym2t2dnc+MINQQq0SqAwKgDllxjn3FVv7W061Z43VJyTneVIx3x71y93CVcPCp3v94kUsdtiCQM3mFwOemKSioqyM+a+p1Gv2Jtrxxj5CciufkTacV6Brxtbm3675gRjb2rjru2IJ46Vs0ezQrJqxiOCsma29LujGVwazZYsjJHNOtWKMMGlax2KV1qd7BMk0LHAyR3qvICMlSUJ6kGqdlIwiH1q41wq4O3OetNJM83EyXPYVWYAS+Y4OThSMg+9QrNcq8irJHImDtxlWPtUjzgkFf04/yKVWKykqASOhHUU3CLOWyeg6HUgCRcQ+Rs6FssHPTj3qT7VDOAQ8aPg42kEN9KrM/mE7+T0PHFPEdtKwMkIYjuBWToK+hLoxb0NXSHB8zIJZACx+ua14nBGFTJ96xNIijjMqxBigAwDk461vQSpFhzGrgfwtz+Jropx5YJE8nL7oEYK4OCTz6U1wrMCOufWmu2TjsKVXwAGHXkE+taFJB8ySoBnJGV496SeRpJSZcZBwSBjp9KUEAEb+f72aWSMdVZcdAc9qT3LW1h7qwAbACHkbRxVZkAbk5GP4T1qYSs4VSxwmcY7f8A66gdCi7uvfAPT2pANWZ7aRZFGGRgRkZ5ByKRbo+az8Yfkgdz3/XJpgLtk47fzppUIV2jHOeB0pNFRlYq3KFkOF59M157axzxhlydhzkEHAr0MuwDZzjOePSuTkuI1LgR4PTcM4FZVW4pJGNWVjKgsroNIv3N2WVvc9DUkemTMp3vGvTHOT2rRFz5rglAD/ewMYHbFTfKTgLy3OAOKxdWWxlzMzhpMaxMGuASQCFUYAbvj86amkxKkaSTqQSTtwQR9a1/KbaQAg7lQPzpXhkA3AqUIz68VPtH3KTkZX2GJCBI4LqTz2x1xTTZwZwRuAbpjPUdP0FaMyRxsE8yJtwySpziq8qxB2jB4JIUgDn8qFK4aopyIr27Q7m4PcAE02GNY4NmEU46gcn61Y3bRkkcdPWmEqrDc3J7DOBTuK5AUQvl1G7GDjpisPxHcCFLQRqFOGztGM9K3fMXBGc9umMVTutLXVJYAcLGgbJHbOMfyqofEaU5WkmzmVnaRQSM1YtXhabbKvBpbvTZ7GRkZTx0PYiqy8DJHIPWtzvg1I7aHQbC5hR4nVZccA9Grm7y3exvWjIOFY4q3puqbAsbHgd6tas8d2AVHJXrjv702k9i/g97oV7TUArDJ/Cuh066QuGU/WuJYGI4x+lW7C+aGXBNTsbJpo9D1Pbe6aNuN8XI+lcsyHb6r0xWnYakky7WPas642rcuoJK5zx6VFRdTzMdTtaSIGjQD1A4pAvpwMfnTyvyli2T396ictnIOe1ZXPOVztzGoyNoGe1Qz2ySqFxj3qaToWztXrmqnmk5wOOnNdljenJxehUl0cPkq4+lNj0ZI9rlgTjJGOnNXEZhmrAZSuGyeO1S0dP1mexEAirtXgUMD5W4L3wR600gNNEysQAee+almcHJBwxA5qXozJyb1ZCuc4YZxyQKhUsszOSdy8jJ6j0p5EjMAmd3qKqyCYzFCDlc8Y6immNMt+cg3koPWkW5GS4wu0Z69aayxMEW1PJ4YZzWTpls+p+LZ9Mm1Ka0QrKYvLTduZULBfYcE5Pp7007lxdzrtJukzMytnIXNbMcqg9eoP51wvgSSfUFvGlkZ9ojwCemd2a9AhsjFAY8DzT1z2FarYHG7G7t/wA/TPPHJNSBgV2nnj86UWsgiDjlQBmmyQyIwBHXJOPSgfKxVKhcgKMdaY7FmB3Ej0zSbwDIGLhu2OnXnNOV1jxkHBAI7fjTEPWQRYOOmCc064McvlL5ZGF+cZ6nnn24xUDkMBn7w70oaNvLyAoRQp2jkgfWoYxjD5GKnqeg5OMZzUT4dcjK4GOaFJWM7sZbnJ9fQCsfxNeTW+hNJBIYpBKvC9ec0DNQ4xnergjkEdK85kuLgOcouQeQK3NVmaDRItTsNb1GYNc/Z83Eaos5C7meMDnapwp3eo9wMa7jIuXVc7m5qZRUtyJxva4sV+VIzCWbofnpi3RUglHUDuvb3pgjxncwzSBQeCfyNQ6KBQRYbUuQAckHBfPXFSnUE25MhzngDkH2qkYwUPzZ9qiYKoxjBU8Y7VLol+zRfa5aQjcvOMAZHpwKjaT94Su05HTGcVQwDlckgjsaYyAKNksoIPGDSdMn2Pma6yKd3CMFGDtTAJ7dajki8sHKjA9Dgn3qkftKgSJOwjJ5VhkEelAnuCzOkIDE8BXOD7H1rN0pJ6EujImI3KzrzsGTu4zVzTSrCXnOcZHas7QY7bV/FI07Vru5sobhwqyRyxRrGe5YycYAB4HJOB3qbTUls9X1WxlFwn2acxKlwAJFALDDAcZ+nHpWsKbTuxODSNW4giuLcLKoIHGfSuP1TTTbTlUwytyPpXVXN2lvD8x6nGKwLqczybueBgZraw4VXAyba2kEg7CtlCgTDdR0qmCe3WhmIIoSNpVXND7qFZl3IeRWa0UiHOOavqSHBAOKkZ0DcjihoqNZojs7h0xwQameaV5nIZWBHAIqPcinK9acGIfIxjtiocRVKntNGSpeSIcTRhVA4Zecn0oF5CwUSsBn04/CqV/NIIWYNhgwGRWnr/hnUvD2gaRf3zTLPfGTzYGiwLcAIUDHH3iGzjt06g1Pskzn9knsdk37xCW7imxqNo47UUVsYIWM7ZSB0NOCAuwyRw3T2FFFJlFcDJpsjHYvbK80UVDLK73Uqom0gcAdKW4dvP3bmyYxk59RRRUdQKUcjRz/ACHGT1FYH9r3Wl+IH1G3KG4idtu9cj5lKnj6MaKK0juaROj+HUjQz3YQ8ZjHPtmvQpbqZ5zIXO8tjNFFaI0OnsYY200BkB3AZzWNNIwlncYBVsD8qKKSLKzr+7zk5C1VueCijo+FP0ooqzNhCxYYPoOadL8i8dyBzRRSEIMBcY53da5/xgc6Fzg4kT+ZoopAtzmtW8RNrcFvHLpmn25hRY43tkdSqDOEALEAc54HJ5puqMUdGU4LDBoopdQn0MoE8nJzTmchsCiigYxpGD8Eip42LKu7nNFFIrqPZFHOOc0yVinA6A9DRRSKYu4kqueD2pVJUMQaKKRXUz01+TS7u6R9P06+imdXaO9g8wBlHBBBBHU5GcHuDSwareX15qF/czb7m5kEsr4xljnsOn0ooqzKr8LJDI8oDOxJ5qGQ46UUUHMiPPIp8ygBG7kUUUGkRpY+tI3KiiigoWogx8zdnkcUUUCQ29J+zse+4Ul94j1bUtKt9MvL2ee2tpHlQSSMxLPjOSTzjbx6ZPrRRQWj/9k=", 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", 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ujOGyRnA4+lch4I1Ce8jvWuH3NhOM5x97/CutBzkep/St4NuKbJuIuScAjB6k00rkggkDv2p6tvzg45yBSSEqoGAT2+tUMbFAbi+tYySVlmVcdwNwp9yUnup5O7uz/mTT7SQR38U78CMlgT67Tj9cVXcfu4zySRjNIpbDWRSqhDk45A/lVdwC+HxjvVoLzlcc1XcEvg46daAKd2iM7Oi4HIOB0B7VD5W23LMxU9Y/lyG5557VdZMdVDdhj1qWC0W4gkJkSJVUttxnIBANF0iopsxGfZGvAyMjOME151LFsbpXoV2knmDyifl5BxXG30BVzx0rOp0sdOG6mUU+bNaOncSrjiq235TS28vlyj61idyR3Wl3PkS7D0bpW/bt9p4wCcn6n0rkLGXzogVPzDpW5a3ZtwS7bc9aKq5o2ObEwUqbNb7NJ53yRuZD0HJ61AbeRSyBuV+9x6Uh1QM/yOXbrgZBH/1qhExJyjPluO5zkVzpOx4riIRIqAksVzyRULR+Ym0uGUfxd6lSUYeM7tzKOQuQOaSRXMRdtrDPKkYFO9iXFrcgCAKVVAVx0Oa4L4jx7RpoOdv7zH/jtd68j4PI2Edq4nx1btdfYR0K7849eP8ACrpP30aUP4iOFhjAINbVptGKy3tngOOTUsUrK2ORXU0erE6eFlCjmrsB3Gubhu8gDdWja3+2QKTwag2SR01uQHAxVm9ubmwUXlq5RxwWU8g+tZcU24hga14JEuYGhbkEYIotfcipT5o6GbF42vraUBJzvOSM8845NWIvHt0USLIwGLAY9ewrD1HRJrS5YE5Gd8beorOOmt5hkPGMHA78c1nKlT6o8ptrdnZ3PjCDUEKtEqgMCoA5ZcY59xVb+1tOtWeN1Sck53lSMd8e9cvdwlXDwqd7/eJFLHbYgkDN5hcDnpikoqKsjPmvqXbSOeJWTJ2H7wIOBT4LK6DSL9zdllb3PQ1qvcRrvAjwcY3DOBQLnzXBKAH+9gYwO2KftJbhztmdHpkzKd7xr0xzk9qmGkxrEwa4BJAIVRgBu+PzrR+UnAXlucAcVJ5TbSAEHcqB+dS6khqTZkJpMSpGkk6kEk7cEEfWn/YYkIEjgupPPbHXFarwyAbgVKEZ9eKhmSONgnmRNuGSVOcUudst8xnGzgzgjcA3TGeo6foKZIivbtDubg9wATVyVYg7Rg8EkKQBz+VQ7toySOOnrT5hXZXhjWODZhFOOoHJ+tNKIXy6jdjBx0xU5Kqw3NyewzgVD5i4Iznt0xii4rnUeDigF1tUDYEzgY9a62JwRhUyfeuQ8H4Iu8KP4OB+NdlBKkWHMauB/C3P4muun8CLSAjBXBwSefSmuFZgR1z6012ycdhSq+AAw68gn1rQpIPmSVAM5IyvHvSTyNJKTLjIOCQMdPpSggAjfz/ezSyRjqrLjoDntSe5a2sPdWADYAQ8jaOKrMgDcnIx/CetTCVnCqWOEzjHb/8AXUDoUXd174B6e1IBqzPbSLIowyMCMjPIORSLdHzWfjD8kDue/wCuTTAXbJx2/nTSoQrtGOc8DpSaKjKxVuELL93nPTNcvr9iba7cY+QnIrqt7DdnOM549Kq68bW5t+u+YEY29qmSLpVOSWp5/Im04qm4KyZrbu7YgnjpWbLFkZI5rOx6UJ31RpaXdGMrg11sEyTQscDJHeuCtWKMMGupspGEQ+tAq8kotsuSAjJUlCepBpVZgBL5jg5OFIyD70jXCrg7c560jzgkFf04/wAiq5UeS2iNZrlXkVZI5EwduMqx9qnh1IAkXEPkbOhbLBz0496arFZSVAJHQjqKYz+YTv5PQ8cVMqUWTKEWrln7VDOAQ8aPg42kEN9K4nx7dGNdPAzv+csef9muwEdtKwMkIYjuBXPeI9Hiv7iyRCywRq/X+HOKmNLldwhTUJKRwqztIoJGasWrwtNtlXg0t3ps9jIyMp46HsRVZeBkjkHrWp2wakdtDoNhcwo8TqsuOAejVzd5bvY3rRkHCscVb03VNgWNjwO9WtWeO7AKjkr1x396bSexfwe90K9pqAVhk/hXQ6ddIXDKfrXEsDEcY/SrdhfNDLgmp2Nk00eh6ntvdNG3G+LkfSuWZDt9V6YrTsNSSZdrHtWdcbVuXUElc549Kioup5mOp2tJEDRoB6gcUgX04GPzp5X5SxbJ7+9ROWzkHPasrnnK5akuLgOcouQeQOKkivypGYSzdD89F5GVunVc7jzUIjxncwzXT7KLOyMEPW6KkEo6gd17e9SNqXIAOSDgvnriq4UHgn8jQYwUPzZ9ql0UaKCLp1BNuTIc54A5B9qY1y0hG5ecYAyPTgVQYKoxjBU8Y7VHgHK5JBHY1PsrA6XmX2k/eErtOR0xnFSrIp3cIwUYO1MAnt1rIZAFGyWUEHjBqY/aVAkSdhGTyrDII9KmVJ9CXRfRl2SLywcqMD0OCfeoCNys687Bk7uM1CJ7gszpCAxPAVzg+x9aTRLVtd8SyaddXs1ksiSNGI4w251QsF9hwefb3pRpyJVJnVeEZljF4Q3J2fTv+ddbHKoPXqD+dee/Dlpb5b4uzMF8rAPYHdXpENkYoDHgeaeuewrrgrRSK5Bu7f8AP0zzxyTUgYFdp54/OlFrIIg45UAZpskMiMAR1yTj0qiuViqVC5AUY60x2LMDuJHpmk3gGQMXDdsdOvOacrrHjIOCAR2/GmIesgiwcdME5p1wY5fKXyyML84z1PPPtxioHIYDP3h3pQ0beXkBQihTtHJA+tQxjGHyMVPU9BycYzmonw65GVwMc0KSsZ3Yy3OT6+gFY/ia8mt9CaSCQxSCVeF685oGahxjO9XBHII6VjGNQSNoGe1Z2qzNBokOp2Gt6jMGufs+biNUWchdzPEBztU4U7vUe4GjIflLbsDqTQ0Y1lsQz2ySqFxj3rPl0cPkq4+lW/NJzgcdOaRGYZqWkVCtKK0KcejJHtcsCcZIx05q+AirtXgVKGUrhsnjtUBAaaJlYgA8980rDlWlPccwPlbgvfBHrTFznDDOOSBU0zg5IOGIHNViJGYBM7vUVKZFxillmZyTuXkZPUelSecg3koPWqkgmMxQg5XPGOoqwyxMEW1PJ4YZzTuUmOW5GS4wu0Z69aSeVJcbWyMcisrSUgvvGLaXqF/cWkEsmxJYpYo1j7ksZOMYzwOScCm23n22ralZztcD7NMYglwAHXBI+bHGcAZxxVpFT+Eu3EEVxbhZVBA4z6Vx+qaabacqmGVuR9K6q5u0t4fmPU4xWBdTmeTdzwMDNFiYVXAyba2kEg7CtlCgTDdR0qmCe3WhmIIoSNpVXND7qFZl3IeRWa0UiHOOavqSHBAOKkZ0DcjihoqNZojs7h0xwQameaV5nIZWBHAIqPcinK9acGIfIxjtiocRVKntNGSpeSIcTRhVA4Zecn0oF5CwUSsBn04/CqV/NIIWYNhgwGRWnr/hnUvD2gaRf3zTLPfGTzYGiwLcAIUDHH3iGzjt06g1Pskzn9knsaGqsUkVlOC3BxWUCeTk5oorZFRHM5DYFMaRg/BIoooNFsTxsWVd3OaeyKOcc5ooqWVHYZKxTgdAehpdxJVc8HtRRQxx2FUlQxBrKTVrrSddOoWxTz4mbbvXI+ZSp4+jGiihDOm+GkrQ3F6qHgeWP/Qq9HlupnnMhc7y2M0UVZD3OnsYY200BkB3AZzWNNIwlncYBVsD8qKKSKKzr+7zk5C1VueCijo+FP0ooqzNhCxYYPoOadL8i8dyBzRRSEIMBcY53da5/wAYHOhc4OJE/maKKQLc5rVfETa3Bbxy6Zp9uYUWON7ZHUqgzhACxAHOeByea6A/PGS3daKKRnX6DY1G0cdqWM7ZSB0NFFBkhwQF2GSOG6ewquBk0UVBSGyMdi9srzVd7qVUTaQOAOlFFQyhbh28/dubJjGTn1FUo5Gjn+Q4yeooooWwIxf+Egk02/vFew0++jmkV2jvYN4DKOCCCCOpyM4PcGmpql5e3V7f3Epe5uZPMlfGMsc9h0+lFFaoufwiGR5QGdiTzUMhx0oopmSI88inzKAEbuRRRQaRGlj60jcqKKKChaiDHzN2eRxRRQJDb0n7Ox77hSX3iPVtS0q30y8vZ57a2keVBJIzEs+M5JPONvHpk+tFFBaP/9k=", "info": {"video_id": "199885", "label": "throwing stick onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199885", "label": "throwing stick onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199885", "label": "throwing stick onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8807e14c3c7b7fd9795b6b6daf2fd537cb652836f17af42e8f6ef4182ca183bb"} +{"episode": 62378, "episode_seed": 4162822924, "split": "train", "timestamp": "2025-10-13T03:31:15.626680", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 4162822924, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of rubber so that it gets stretched'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27920", "label": "pulling two ends of rubber so that it gets stretched", "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": "27920", "label": "pulling two ends of rubber so that it gets stretched", "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": "27920", "label": "pulling two ends of rubber so that it gets stretched", "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": "27920", "label": "pulling two ends of rubber so that it gets stretched", "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": "a12cc1b3ccba7b5a3bb68b27b0b625f2d4ac412f2dc8e943d3f528be58694937"} +{"episode": 62379, "episode_seed": 2373509065, "split": "train", "timestamp": "2025-10-13T03:31:17.923859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2373509065, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 card, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "179820", "label": "lifting up one end of card, then letting it drop down", "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": "179820", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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wTko0fZw5GYlnpRSS4SVSQowrgfKwz/n8qrXuntGxwMpIu0/UH/P5V2dtALi0J8wEMxKgdgeq/nmsa6z9nYsPmA3gY7j/ACfzrlqYmVao5Pf/ACN6FOMI8hzBs/Lgjba3kyBgC3Y9awb+03ESIDkHkCvTrXTorzTB5PKsSWQ9AevFcjq2kT2EpLKxiP8AFjp7Gub2jc23udNKUOX2b6HJXNsdu+PIJGSpqrFMQRzhhXdJZRXthExUZUYyvByK57U9CeNzJGM+4rqoV+V2ZyTXR9C/4aIma4l6EbSy9ieea3N3mO3OWT+Vc74XVkN4rDBygP61riRobgbfXn36VaxE4YhSi/h29C/q0Z0GusjUsU33IYjOzHf1OBWu9ut1ZbHXJBKg9xz1/wDHqyYCi7SgY5BcMQRxjIH4ba3YD8rKefmB/MEf4V1YjE+2qe0g/Q5KFHkp8supj6fZvFd3EcvDIpGRyDz2NT3EAJKnGJEMZz3I6f59q6C2tnltmPygFspjup5P45JrHuCPs7PgEgbwPcf/AKj+dclbEuvUcnuv0OjD04whyGLLprW8SPGrmCRiMsOVP1/CsqQZBHTBr0jSY4bjTDGfnidiSp7H2/nXN614ea1lLjJhblZAP0NcM6spTbnud2GnCK9l2MbUPD8d3ZpcWq/OygsmevHUe9co0DxsVwQV4IPBFelWkMiafCTjj5cj2qhqmkQaj+8/1Vx2kUdfqO9dOFxHspa7HFXXNeL6HDZMh3D/AFo4I/vj/GuzN1NJp0MBJ8pWJHv6f1rmriweK5Mcg2SD06H3Fb7uFZEJ+U8HHYetelXqxoum1qm7r5b2+85YUXWjLWzSFxx1rQ+xyPpqy7yWiAIQ85Bz0/KqMceZ1jc4+bax9B610Fm3Q8AFATjoMEV147E8rg4Pz/r11OXC0Ofm5vQ467m2XkRAbjn5TjNadjfOYmw8hIJ3ZA4q/Powkvo5EQshO6UIMbOT+nBp0+nrEsnls645OMHIB57fWubEYyEmmuv4FUsJOV12MDVpruRTLHdbzu/jwNg9hXNxCS8uUiBAds9ePeuyk8OS3pnkhcS7FDhSOTmsObToo5SFwGB7rgg1lHMKUYuHU66WCqN662Mq7s5rOIM5UgsM4PSoIp9hDdQeCp6EeldTDoaahp4Mk0gIYjGeK5vUtJutLlIlXMRPyyL0NYUcSpPkk73NKtJJvl0sOExhdCjHHWNu/wBPqK9Ki+IFz4ktNKs9RUm6tA8bz5/1obbtJ9/lIPrXlCSAAo/KN+h9RWtpG9Wlyc4xtYd+tdns1Xj7GfyZxzfIuZHpV1MLa2lmP8K8fWszRLwz7reZyZMllJ7+1U7/AFQ3Wn20Q+8RmT6jis9HeJxJGSrqcgjsawwmVqeFkp6Sb08rEVMTy1E1saniKQ/abeEH7g3/AIms271WeaeIPbpPsi2MrruDc9T6GrOoCd7gXEy/60Agjpx1FVrC5hjluEkMe4kAbx+fPavQwtGlTw0HLVr83uY1akvaMq2dhdalftFaQeWWO7AJCoKjWR9P1IPIEmeCTkE70bH8xXfQzC2tmFjHbLOw4LDj6n1ritW8y0lMTWUcaq+1ZQuN2PTnoa6IVXUk4RRMZdWwk1Rbg7Gs7dFbjciYYZPUH2zWrbsJ4hCWCknchP8AC3v7Hoay9N0fUtTRJLaAFGyFYnAOKtqZI5ZIZozHMjlWQ9jmhqg70Yz978U/6/yNJU6vxuOhZG8gOm5Joz06FWBr3rwtrEPiHQoL4MPPxsnQfwyDr/j+NeFb/Mj84f6xFxKO7KP4vqO/tXQeD/EZ8O6qZm3SWVwAJ0Xk8dHA9R+orGrS9tFu3vrf+vPoZp2duhx80Js3a3Jz5eFz+JNQJAbvUorZersAfpgZrY1+EB0nVT8/DH3A4qPwzAJNSnuWXIiACH3I5r5SEuWLZ9NKrzU1I6y7sIruzSAjHlEGM+hAx/KsSyaRdkDjDlNhB6ggZxXQeZ8vFZmpWrsy3Vt99TuZQM7iOhqqFXk0exxJmhZ7fssZXGGG7gYznvUeoWZuF82EgSqOV/vcVPE2UXK4OOnpS7vmOOMVlzPm5kCbTuihotubS0KhjhnLBT/D7VemjjnXZKiuvowzWNqerNp2rKgXMboGYZ/lWrbXMV3EJInDD2rWdGpGCqyWkiPaKUmupg6jp9vppjMPyQyscg/wtVGS0Z4hKih0Pdea6PXbUXOizgD5owJF/DrXFW91LbMGjcgnr713YPCLE0m4v3kY1KzhLUc0McBZkUBpCAePTP8AjUCxNc36QJ953C/rTvti3XBGJFbLCtTwxbCbVJrtjxDlQPc1y1FKlKSluj0Y1F7FSR0uo6Us9jCsJ2tbA7QO42kEVn2Mu+MD+Ixg/lzXQeZgetYl5C1jeJcRpmEku3t0BX8s0Yery+6zlTNmyQR2sYUYBy2M561DqVkXXz4FG4Alkx147VahVFRFQYVRgD0p2/5+K5+Z83Mhp2d0UNBge1siC+5Wcsox0HpWs22RCjqGUjkEZBrBu9YSw1c27D92ygnA+6TWxFKsqB0IKnoQaupSmkpyVk9iHUUpO25kawbfTIo1RdsMrE+uD3rJWaOZA8bBgfStzxLbifQ5HA+aFg4/ka85knmsbgSRPgNyR2Nd+FwSr0XKD95MxqVnGdpGxrVn9ptfMQfvYuRjqR3FZ8+Qqtn5iP8ACtOx1KO8j25xJj5l/wAKx7lsBT656fWsZ88Wqc+l/wATuwtmpSXkaVtuks3nEbsUXYzkfKBjI/HjFbloRuwO5dOPxxVvRtORPDwtJh/r0Jf15qhGrWN1JE/Ijk6nuMDn9amjW524t7behDtzOxr2SrNcOzPgBcMg98EH+dQXkZgnbIJUYKkj72Rz/L9ataeoUTZwWVthPfjt/n1q5cQJdQeWx2n+Fh1FYTq8tV9hxlysyvDzr508TL+9j+XP+zn/APV+dJrvhiPUD9ptsR3H8Q7P/wDXqbTbE217PLJkSkbOvBGeD/KtgMSKyqSXNdFSm4z5onEaZaXEEU0EsTgo2Tx0zTrmFJozHIoZDwVIyDXTaxdPZ2YvI1BZHAb3U8c1Sgu9M1cbWQRTnsDg1rCnUcHUS0RlUrRlPs2eZ6xoaWkgeLIhc4H+yfSo9KheIyrkHJGMV32uaEfskiqd0ZHBPVT2NcVpyFZZEcYeM4I9817GDxkVSc5bxOaVFzkoLqaLAYWNeoGR7+tOgG+ZQeg+Y/QVTnkKSrID0xj2q9DtJWQNjzCAAO3OCP1oweOcKUoTer1Xq/6ua4vBr2kZR22ZtyxLc2jxSZyrHaR/CeDmsW30ctcXMUu0On3gc881t2r70JP8W0/nx/WtCG3aW1Y7VHJI/wBpSM/zJrB4mVKDj0f4BOhGclJmOr3NtEIUKEBPlPOeP8j86oXuk3MvlyXkhIZNyHccEf41pTyBYUlwDghvwPB/n+ldBb28F3pEcD5aJk+UnqKxlja9KzhI0eFoRabictpCXdldQwW108SM/TqAT14q9q+h3kW+/jlN1IXLzHbgjjsB1HFRyWs2l30fnE7AwKyDowFdcCQSwbg9K5njKrnzvfvY6K8IwUeTY8/hmIImjbof1qU3kcZ81RthJ+dBz5Z/w/lW5rOjJKj3dmgWbGZIx0cfT1rjZ0bHmwkkd/pX0uGxH1mmqtP41v5+v6djw6tNQk10OvuolvLKSHODjKn3pdGg+x6dFGwHmYy5Hc1lalqH2KyY9Xf5VGf1p2g6h59mEZhuTivl/Yz9n7S3unpKp9g6gPmqmq3X2bTJpAOThRz60iy55zWT4ouSlrbwf3zvP4VeFpe1rRh3ZNSXLBsv6Hq32hRBMQJAODnrWy3XNebwzvC4dGw6nINdxpt8LyzRywL4wwrvzTArDy9pD4X+DMcPW51yy3MXxSuNRibs0Q5qhp+oyWE4ZWOz+JfWr3irH223bPJjwRn3rn85r2MvhGrgowmrp3/M5qzcaraPRrO5iv7fKndHICpBrgLhPs9xNFgjY7Lg/WtDQ9VNhdgSZMLfeH8jVb+zhqvj+802fUntlcSPEYU37nCFgvsOCcn0964sPTeAxMovWLWnyNZS9tFdypBblob6dFyybD+B3f8A1q7DRbZbSwQH78n7x/qa4Xw9qzQWt7JM+5mWMKG59a7iyuxPbpIvcCvNzDmlXlO2j/yR1Up/u1T7GxuB71U1S8WzsDIeSSFXjPNKsvesTxRdD/R7YH5hl2/pWGDoqvXjTez3Jqy5INnQ6XfpfQB1OGA+Yehq6eDXn+n6jJZTrIDx0YV3UU4niRxjDDNb5hg3hall8L2JoVVUj5nJ+Jf+Q2/UYRefWl0jWGsZRG7EwnqPSm+KMrrDEkkGMEVihgRn0r6HCUYV8FCE1pY4qknGq2j0zMd7ZSp9+OSM4x3rzC+j/wBHK4OUNdV4Z1bZMLSU8NxHnsx7fSuY8VxzWE17H9xxL2OeDzXDgacsJXqUZ7WuvNI1qSVRRkjGimaKQOjFWB4IrcsrcXup21uxOwjc2PQHJrP1nStPtfD1vqumanezhro2ubmERrcEJud4h12qcKd3qPcDpvDto0bzTyriQMY1+lcmaVoy5XHfU7cLeEZfI6xHAXjtVPUrU3UPmJgSrwf93Iz+PFTI2VFE0629vJKeiKWrxI3Uly7lXtqP0+RpbSJpF2uR83v2z+lW3PzYFc/oer/anMMuQ+cqSc5reY1rWpVKU3GorMUZqaujI1/UZLCWzePqc59/atDTtSiv4g6MNw+8vpWD4tP7yz6Y2tzWHZ3sllOssZxjqOx9q9nD5bHE4JThpPX56nJOu4VWnseg6jELjSbuI94iRx6c15zG7LgqcEd69C0u+jvoVkU9flKk9K4G9Xyb24jGBtkYYH1q8kbjUqUZrUnFapSRrR62ZNPNvctyMYc9Tz3rBvIFi1KSVTxIFJ+uaboUdpqvij+y9Tvri1tp22LLHLFGsfqWMnGMZ4HJOBUKQ3MV7qlnP9pAsbnyVW4AEiDLABscZ4HQkVjmFCEHKVLRdV8+h14GT54839aEVw33e4rqLLSfM8PR7FAuSRKD68g4/IVzMcTXNzb26/xHH4Z5r0KPEcaqvAUADFeZUna1jsxEtbGFZP8ALt/jCso/A/8A1q3bEbLZAMjqcE9OayL6L7HdJcxoTGz7yAOmMlvzrZt1RIY1jPyKvy/SqrVFOCsYFLVbPCPLGoMRXDqByM/0q7pcb22nwRO+5lXBP41IjZbBwQeKzbbV4xqE1m/G1yFbp+FZxjUqRair21+QpVUopM23VJ08uVA6Hsaz49ZhS8kspzseNyobsRV5CePSuP8AE8Rh1lpBwJUDfj0rfA4eGIq+zlpdaepjWqShG6OyVwMEEEHpXDataCx1aWIKRFJ88fPY9qrS69d2WnlEmdRuXDDqKs+MNH1nTPD+kalf3NyZ7gyb4nTHkD5SoJx94hs47fXNehhqVXAYm0tn/SMZNVoaGPrcjNqGwn5VQYH1qTQpGW7wDwaKK3aX9n/IX/L07GI9PrWD4mkY6miE/KsYxRRXDlP+9r5muJ/hmOpO4V0HhuZxdPFn5Su78RRRXv5ov9kn6HDR/iIf4tJ860PfaRXPRE7jRRWeU/7rH5/mXX/iMkHD5HWq099LoupRapaBPtUbuAXG4HchU5H0Y0UVWYbQ9f0YUN2Y1mNrOo6ALXa+HZpGtihbIBwKKK8/MF/sq9Ten/EOkhOStcxr7l9XkLfw4Aoorlyb/evkysV8BnhjXY+HJGayAY5AYgfTFFFetna/2a/mjlwv8QyPFZxrHHeNSaxojnrRRXTlv+6w9Ca3xsliYrMCpIOas+O7OG0srSWIHfNEskhY53NnrRRWeNdqkP8At78gpbnN634qk8QQ20M2k6ZamBUjiktUkUpGucIAXKhecnA5PNd5plxJPEzORneRwKKK+ex+0fn+h6MOpqqx4qrrzsmiTEH7xUH86KK4sP8Axoeq/Mc/gZyNtO8bq6nDKcivQLKd57VGc84oor2c8S5oP1OXB9TD8WjEloeeUauZBOD7UUV6eUf7pH5/mYYj+Izf8LXEianHGG+SQHcPXA4qhrXGr3R6ncDn8BRRWaSWaO38n6h/y6+ZzseuNpN5dxHTtPvoZXDGO9g8wBkB2kEEEdTkZwe4NX9CvrnVpdcvb2Tzbi6IllcjGWO49O30oorhzH4J/wBdTsobxLWiRq2roSPuKxH6V2CH5cUUV4VTc7a/xjZsNaSBgGG0nBqW3YtEpOORRRWa3M0SJxJj3rh9Qyuq3JBOTKTRRXt5H/vEvT9UcmL+FHU6FdzXFjmRslTgGqfi5Rizkx85ypPtRRWVBcuY2XdhLWhqcbqZP2I8/wAS1Hc+I9V1HSE0u8vJp7a3LzJ5kjMxZsdSTzjbx6ZPrRRXs4/cyobH/9k=", 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", 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", "info": {"video_id": "179820", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "47dfc96e4eb626a7f2fb9e2c1303f7572af08fe5a4f2b2608ee1b0cc43422485"} +{"episode": 62380, "episode_seed": 1709960738, "split": "train", "timestamp": "2025-10-13T03:31:21.102649", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1709960738, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'opening 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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", 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", 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", "info": {"video_id": "220686", "label": "opening 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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", 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", 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", "info": {"video_id": "220686", "label": "opening 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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TJcu8iqjDcMlcfKxqvLbXTxISoC9t7cqfb8auSajhY3XCOPlDfwt25H1qjcXM8gkRFYZGTHjCknuKG4vrc0V+iPNfFumSPqUcc0sZIk3BehI+lU7SYLcLGDhEBdj9BWrqdtObwTmFti5ADdRXJlpjZ3zQH9422NT6ZPP6VlVeySKT1d+hUgsYlu5Llk3SyOWJPOM9hUXxGu/Li0rTQceXEZmH+9wv6A/nW1p0ZOo28apuZ2wM/TrXEeNb46h4qvJQcxxsIU/3U+X+hpR+KwU78nNff9P+HMJGqYNUAFG4g4q2rnRCbitTc0fWZ9IuN8Z3RsfnTPB/+vXewy2us2ouLVwJDyV9fb615SHNdb4GhuGvpbsMRbwxtuHZjjgfrUW5dScRGFSPN1Rd1yP/AEAkdQOtcVkY+td/rEWdOk9MV592PtVs4IbGhpd69lexODjLqD9M167pji/CEcrbkEkc5J//AFV4gWOQR1r134X6wbyzvIJyqpbBAnHOTnJPucCrVrWZpF6k/jvw/qWr6891p8aXMIjVVWNxvAAH8J/pXnF1bT2VyqXMEkTqclZFKn9a9O169uLE/wBqWkm6JG2TIecHsfbNV7HxfaajF5V/DHLH0IlUSL+vSuacY8x7FHMZU6ag43SPPLiRZbh5FBAb1poJHNeiv4Y8O6oC0AktGKk7oH3Ln3Vv6Vk3fw/1BULWFzb3a7d23d5b/keD+dZOnI9CGYUKju3Z+ZbsdRXw74OMOR9tuyXVQeQGGAfyrobJNvhrREPUWQb83c/1rz3WUvUu7aO8tZYPIhEY8xcZ/HvXpqQ+XpumR4+5Yw/quf6120ZXlbokcWdSj7FKO1/0KTR5bms+7gJU8VsumDUM0W5CK6j5k4LVIDg1jeHYN/iqDOT5Yd/yXH9a67V7fajEDtWL4Vg36/cyf884CPzYf4UR3FLYxfFGrXV74hvtPjP7n7RhQBycAKAT6cV6h4U0iLS9JiifCgqZJnJ29u59K4Ow0yJ/G11dXbYj80MgAyXZgCAB+Nd5fLc6jIun2cbMi4eZmGI09M+v0+lcbV3c2k9LGpDqVvcTw2mnR/6NE6kORtjf5t2RnsNuST1rbWe2ttRSRGW5+1nc3mIxChnwVVepIYE5I6AcV4t4u8UXGl6gdK0yV4vs6GK4c4IlY85Hp1NR6P8AFLWNOTy7iKK5wTtkOVkRWI3KD6HH6n1qndq5vSlGCtY9sS28sSx6krm6XMwhXJLMFbO9vRwOg5wB60reff2kV3JKqQW+QHWMKSmVKmNe/I25+lcXo3xI0C78i4uJZLa+AVBFMCYgy5AkLDrxgY9ea66O7trwnU5JIjpk0YAeHBLKUwY1A+7tIJ9sD1qPL+vn6HTzpu99v60v6O2vm77mJ4jnRSkltE1tGS7GNWzmYMQQ2OvBUgdADXCpbCK5d8/M3Jrc1PVob/VZI7VdtrbgImfvMe7N6say5DmYkdM0pO+5zSd5XLkJYkY4FW2/1dUoJBxzU7yfKSDxiktxPYfppAv5rkkYggduT3xxVfTGSC3vblseZFBuXPrnpVJ3lOn6rHECWktXQAdzjpXMJrNxZ28NpehlEqfMT1AB4zRPbQla2MzTrua08RJcXIPm+YWfd3JpdccS63dSAY3Pn9BW1dWEV+sHIEmAUkH+eRWDrEckOrTrKuDu49x61EZKU7+R6tKtfDcj/mv+DK3aq5wCeMqfvD+tTFvlqEhiSw7frW0TnxCutBdzDA6kDg+orr/AnjGbwvqm5w0unzYW5gB7f3l9xXGhhj/ZPQ/3TU1sryToqcPniqaOOL1PrrS77StQ01bi0lR7aYbonHI57EdiDSX2oGOAmJQjKMZHKt+FeQeCrq60RDsfdFIP3kTfcPuPQ10t7rZ2yFHIjbnaahVJWstCmurYzU7gyXTsHwCPujpnvxXI6ejLo7sw5kmBrUt7r7VcEnkVB5BjsnU9FcGlK7aJT91hYslml9qUv3LS2ZlP+3jP+H515lqEB+zw3J6ydT6k813Xim6ay8DGI8Nf3OP+Aj5j/Ja4mac3OhRr/wA8WANQ7ppnoZfGMqVRS3tdfIy84pg5NBOKcg4NbmO7sPjQySBV6mvUfD1mLDwwoAw08mSf8/hXA6ZalmEhHJIC16nIggtbW3GMJED+f/6hWDlzTt2NcVT9lh03vJ/gjE1cZ0yb/dNeb55r1DV4T/Zs2OykmvLeprXqeZHYRsDjvXR+FNbg0k3gkk2eaF2+5Gf8a5pjhveuz+H9rBeHUUngjlUeXw6g4+961SV9C1Ll1NU6zHP4e1AeYp8yI/LnOTXCWVxNHKoVvlJx9K9F1PwLaXUbNp0hs5GHKcmNvw6j8KZB8NIRbxg6jJ5o++RGMH6VLpy2NVWg9yCDfHtKykOBg4Na9rrV3b8OfMG3b83UfjU8vhqaNcxMHA45qibO5hfbJHx9KycJxIc4s6Sy1uO6jMEgBVxt8uVQ6mtm9dJJiY1UKqKiheAAqgcflWBo+nLH/pDrjso/rWyegx2rqpRsrsyqVG9CBgfT3pCoParBTev0qEqV3bsYzxWxic9rNuTAxA61Q8H6RMJZrxlxHczrAh9cHn8Of0NdJfwh7VyRkgVd8EwrPZWkHZHE68e5P+frVwV2ZVpcsTi4I7a1UazdTJEI7fYMjPzdj78dq5rxF8Sb2+RrTTAbS2IwWHDN6/T+dWXvotS0c2buB5sfy5/vDkGvOnGHII6HBrhp2eh2ySWo55GkYs7FmJySxzmkz2puaWtibk0RIkUAkE8Yr0KxkOmaQlsJPmC+ZKR03egrz21fy7hHxnYd2D7VrnWGeycM3zNkVlUT6FJ6G3ot8XW4dm5Lk1o/awQRmvP7a9lgZtrEA1b/ALXkHIJqXTfQakju47kcHdjFTy3iJF97/wCtXnh1qYdGNavhWE+JNd/s+71Ka1V4ZGj8tN5d1QsF9AOOp9KI05ClJHTaVdibUDEDxJnJ/OuS8W5i1x42IJjVV4+mf60/wrfFdT/fOT0xmmeMsPrTzqRhwM/WhaVOVj+zzFfS9Xa0ISQloe3qv0rV1by7weZkMGAKuPeuUQ8Zq3a3rwfKTuiJ5X/ClUpa80dy4VLDXVlcp1OanaILBjp607CSS+YpyCeKZcycbR60XbaR30uX2bnIpk4Jzz6j196s2EwhnVuozUTwOsCTEfIzFVPuOtMUjbx2rR6o816M9Q0u+VoV54xTtR1JUiI3Vxumat5MIUnpUWrao0sZ2Oc57Viou9gbOz0TUYmY5YVbsdUS/upYP4SuOfWuW1KwsNP8PW2raTqt9KHuja5uYRGtwQm53iGc7VJCnd/eHuAyxhutGu45JSXgkYbnHUDIzRVTjbUcJKzRa+Jd2f7SstMQ/JaQbmx/ec5/ltrkIrjZZSQ5OXYEj6V2vizw5f3Wq3WsKBNbXLmRGTnanRR+AArkJrBwDgc01OLVmehRo1FHnp66WM9jk4q9ZwGZ1QDOap+U4mCkd67nwjpqG7W4mC+TECxLdMinWnyx0Nsuw0q1V82yNGz0ZbUafFIMTyP5jKeyr/8AXrs7nQdaMm8aXdleApEROQBx0rB0m7/tfxBPeDmOMBIwfQf44JroN8kSAmQ8Z6Gueg0m2yM9qL2sYR6Iy9U0fVk0q7Z9LvlxEScwNjp9K8aboT617TfSzzWtwiySElCF+Y9xXj17Zy2cjRyKeO9dKnGT0PHh5lII0kgVeSa9M+HenLBFeEzxq77N28n39Aa5DwZY6ZqviSGw1S7ntYpztSeOWKNYz3LGTjGM8dScDvXZeCIJLTXte0+VbhDbziMJcACRcFxhgMjPAzg49K11jqEndWO6+zup27omA7gn+oqeKKU4IRcHp83WnwRGQnLEjHGKscw4VQTgAVfOuxjZ9yART7ivk5/4GP8AGnGwupODbFvbKn+tSRBgxY9iasNgxl+OMAgDoaXtF2HaXcjXSNRZR5djJjGcDH+NSHRdUIyNOuM/7tOQEIQmD6Z9aniSQOr+YfTFCqJg01uUhpWpLkNp937/ALo1FcaffD71jdAD/pi1XZZ5AgAkfIGSAaak0m3azuATgfMeKrnQtbGMbS8OEazuAGOOYm/wq/4TtntLqRdrRmGHZgggjnH9KyvFl7d2OjGe3upYpDImGRz0zzWbex+JdC0ixv5tSvEuL3cJYiMeUFClATj7xDZx2/OtISVzGpGUonhEMkjTx5duuOvapL6MR3kqLnAPeiisPtHatirSiiiqJQ5ThqaScYoopFMAKUjFFFMQ2ruk6rc6Jqkd/abPPiDBd67h8ylTx9CaKKCWP09MW09wCRJE8YUg+pOaj1K6luLphIcheAKKKyt+8LXwEK/cpvSiirGTROykYPWiQktzRRUdTeDfKdHf20a+C9PkAO4ksfruNcuSRyKKKVPZ+pi9x4YjkHFNdzjJ59jRRVolm5r3i6XxDBbQzaRplqbdUjiktUkUpGucIAXKgcknAyTz616FYRpKiK6hl44NFFYYnp8xRNq3neB1iQDy5DtZSOMVzvizSbS2cTQx7Gf7wHSiiuKeyPTymT9va5xjWsRlBK81sSSvFoBWNioLkHHfIoook72PqqMUlJo6LwaoWCYjrn+g/wAa6edjuTpyTRRWlPY+Qzf/AHqXyKMrYdxxgAVg6pYW06y74geaKK1jueejjbfUY9Bu7m3XTNPvoJXDGO+g8wKyZ2kEEEdTkZwe4NdX4Hu7jUNY1rUbqVpLm4dJJWPdiWzx0H07UUV1P4QPToeEU9yetRs7YkOeSxFFFJCJFJWPg8bc4q2x/cJwOSM0UUR2BjbM7lcEDCt/StBPlQf1+lFFERyM+Rj9nLcZ5/nUbOc4wODxRRVdSOhg+OgB4bAAxiZcYrhpdb1G/wBOhsLq6llggdpF3yMxJbHUk84xx6ZPrRRVIXQ//9k=", 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", "info": {"video_id": "220686", "label": "opening 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": "16049c8792878eb54de50dcf393c76d22f3fc78a6837f4729bb51844dcc09824"} +{"episode": 62381, "episode_seed": 323197027, "split": "train", "timestamp": "2025-10-13T03:31:21.439980", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 323197027, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that electricbox is inside room'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "113171", "label": "showing that electricbox is inside room", "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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j+7gEdKtbCe52mhc6/boDj5H/AJV1zxgbhnjsa5DQQT4igz3Vx+hrsrj/AFpPbGPpxUlPcfbqUjYLk/Lz7VwutXM9hrt48Tk7tw2ZwQD3rvYCwtWGTxjms+4mRjPDJojyRyYDyJagmUZ5+bryO/qM0SSa1JPKoTO8nlblbAYBWGVLZ6fjmte0l8m3aRolTzFaJdnIPXv69quaRpC25aHU9IvHtmZvMCwuTg8KVIHUcU3UdKQRyfY01YIqZiD2zgLj+E5H6j1rO1ymXJUzbzEdMda5e7KrJuP94V19yqx20wHTbxXIXMfmSqCeMgfrWgkR3NksziXeQMDIx1qPTrcx6tAWYsfs5c5HTOK07oBLfYv3j0qJUEOsQqR9612j8DS6D6nXeEji6vuOiof1NdJj94O/OeK5rwkQbi/A67U/rXR5IYNjgkCmhPcukF2giVgpZgobGcHPXHetV9E1IghNRspP+ulkB/6C1ZedskbgZ2nI/OtuK/8AM9QQeQabBFD+yNVjJ3Q6XN6bHmjJ/wDHqja1vwf3mjykjvBqZ4+gYVtLeHOCRTzcgnt+NTZFHjvxHjZbnSN9te27bpOLp1bPK/dK/wBfapLpM28xHTPWrfxdkD3mggIpO6XBPbmOor0BLWcDpt4pknIXG1Z1JP8AHVe8siWknD44J2474qxNH5lzGD03CrV4o2LEv3mOKOodClpVv5OqXQZixWJATjHJya9A8JnGmT/9dyP0FcVAAms3qkY3RxsPpjFdl4UIOmXO3tOf5ChbjexuKv73p7Gr0UclzfQQxSrE7cLIyBwvB/hPBqihxKuRwTV6JvJvI5Qu4jpg0+gjQk0XVSPlvdNk9ntCv/oLVXGlatHu3WmmTcceXPNGT+taUd8JACCR7EYqZbwk89ulS9RmBNa3wVvM0ackD70Gpk9u24V4t4bx/baZcE7X49ODX0RJcAq3A6HrXz34VG7xI6lQoHmnpz0prQGdHqi4t489wRXPR7GneP1Suj1g/uIh7msGyhBu3Zjzto6CRQOmlZFQTNzkk7R0xV7SlC+H4uOSrMPoSasKvnXzbBlVQjj1IwP61BprD+wYQeNqFT9RQNHp9tzp1sP+mSH/AMdFTWvyvnGPrVe35sLYgdYVH6CrNqcsykcimSXdPtbu7ac21zbwlSNwlg8wNnPuMVPLo+sAZDaVN9UljP6NUWnXAtXkyrYbkkDIHJrYS86kNmkykY5sdSiQF9Lgc9/s+oOv/oWa82+JsckZ015LO6s/9YSZpxKG+70IH869mF1lee/pXl/xhYy2Wn7VzgTc/wDfNJWTB6nO+FADpbbTkecefwFM1YBbh93ZuaseEsto0jtjcZyemMcDiq+rjfdSjplqa3JZmC3W8skU5GCelUnslEkDbmO66VACeOMGtm28uDT1bIyQfzqrcIYrOznYYC3auc+hyKEUdLofPiK2wOqv/wCgmuxm+ZjxyeK43Q2A8RW3HZ//AEE12Lhsnp8tC2E9ydWxbnnHetS10i5uLKGVNWeIOgYRtbxuq+2SM1mJ89uMjsMitSzvtsCRMCuBgHqDTYIjk0DUgcreabMP+mtgFOPqpqGbTNSRsf2dpcy54Mc0sR/nWuLsjGD+dSG6yKkZ5TeJm0lP+wT9a4+7JUhgu/BHy5xnmuxu5F+xPz96PgZ9q5MnMw9MiqRKJraB2PnTfe6gelN1SKQrBcQ/62FuB6g9RVzhIgDSzDdCR6jikM0fBd6lxNelY5EZVQMrKRg5P511m48HnHvXJeE5D9pvcH5iiY/M10fmEMOc84poGbBO63DZBPB4+tNWOKIDaHXknI5P51B5gNvGF7MOvrmrKy7l+npSkESxHdKR8rnPvUouG7EfyrOcbgeM1yEN1e3njG60z+2Lm0iBk8kRLuyypuC+w4PJ/rUooT4lZuL7RADnaZTn8UqW/T/RJjnjZn61x76pe6reWpvbqSYIrFd5Hy5xn+VdhqEi/YpBnlo+BVIlnH3DFHV1TedwwoOKu21u3+umOZO3tVYHM49PWtEkIig02CKGprLDdQ3kKFyF2Oo6sOtdX4Ou4rjTblow4Xz8EMpBHyisK5GYTjkjkVseFJGFldoDz5w/9BoQdDplkIdT6cjNXpOUQ56nnBrGWUlhk9f0rQaXPkFOQGwPypiJkWOEKAzrt7+v1PeraXII+V+ffmqwk3J0/SsDxXcz2ehvPbSNFKJEAdTg4JrOxZ1TXDbG5HT19q8Z8JQt/bkkj5yS4+9nqua6HUr24tdEh1Cw17UpQbg2+biNUWYhMs8ffapwp3eo9wMbwmNl+zMckuRk/wC7VIRta2mI4vdjXNosrXLRxqMMBl/QZ6V0WuSq0cajkqxyax7IbpOfrVW0JRct4RAAB1PJPqaxpJH0ye4R43e2clwUGShPtW4CDLgelU77oWHdSD+FSUjv7GTdp9rgHmJCOP8AZFXLZz5u04+brmsu1lY6dakHgQoPx2irNtKBLljwO9Mll+VA8hUlsDDfKetTRSrExxKdp/hPFVlkIuJMjI461K7Bh/iKmW5S2LouOBtcYrz74ou89pYLxj94ck+wp0F7Jc+NZ9MudVvLO2ebZG0Uscax9CSxcYxjPHUnArl/EU+oTXl1aXk904tZXRVucb0wcYOOM8DOOKEDNzwrB5ejunfzMn8QKo6qo+2zL/tVp6A6x6U2OgIPA68CsrVHL3shAxlhxVIllaytnmVWn2hR0QdCPerd3bi6sZYT/EOD6EcinWmPIyBnsalRv3eeaCiDwvdT/wBu2cFxA28B8Sr91htP616AzFsnBHrXCaM3l+IbX0DOP/HTXYu7AkFsnrxQJmrbNvjILdOMUxI4ypdlO5lwSOen8qhtZR5LDncRk1NbS4hVSP4emc0nsEdyxFcRxgJvbj17VN57f3ga5nxZeT2eiPNbStFIJUG5euCa5/WIfEWhaPpt7cajeJNdl/Mi24EONpUE4+8Q2cdvzqUhsfcj/Q1buYq5sDLHP94CiitUQaJOFA7Ujng+woopAXPCn/H1df7i/wAzXRJ9/r3oooB7mnFj7KOPeh2KYKnrzRRSYok0bFic15xq19NpfjC7vrbb50cz7dwyOV2nj6E0UVJZgW423kIHYMP0rtb4f6ErdzHRRVITObXlhn+8BWgxwAOxNFFUIbMco30rU8KHNrdHvvH/AKDRRSG9jbi5IzWmABAhwOMUUUyeohYofl9elY3jFifDsmf+e0fH4miioLOQ1jxA2sRQRSabYW5hVY43t1dSqD+EAsQBznp15pPCvN9/wP8A9loopoTNTXRsIUdAxxWfageb/wABFFFX0EiyGO8+wqpek7B78fpRRUsaOytuNMtsf880/wDQRVu25dc880UUEsvSAbm4HIzTlY5IJzxnmiipe5UdjzzVdWOm+INURrGxvI5Z9xS7h3gMo4IIII68jOD3BrCv7yfUJbm9uX8yed/MkbGMk0UUIZ1egoDpDk/3VP6Vl3o/08/WiirRLH25IthinhiVXJ6miikMTSufEUA9yf8Ax0118v8ArOvYUUUCZeswMMKkA4z0wccUUUPYUTB8XuW8Nt/12Tp9TXF3et6jfadBYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFQWf//Z", "info": {"video_id": "113171", "label": "showing that electricbox is inside room", "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": "04d4652ee625b93e8fb803a5619baeac7c0a3b1ee7df9b215fef7af54af3214c"} +{"episode": 62382, "episode_seed": 113813733, "split": "train", "timestamp": "2025-10-13T03:31:25.670089", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 113813733, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stainless steel plate 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "30644", "label": "spinning stainless steel plate so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "30644", "label": "spinning stainless steel plate so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "66b374b02209f27095427976c68c7bc2867012cc32e91c28827b0238da8bf7db"} +{"episode": 62383, "episode_seed": 1741723711, "split": "train", "timestamp": "2025-10-13T03:31:25.991343", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1741723711, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 or failing to wipe dirt off of heart'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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Doci1y1xKZmJ7nmlEjBF56k02NAygfpVhIlUDviodkfRQpysTQcbST26V3vgyLcwb1NefoSWHqTXqXg+28mxMzDgDA+teXmc+WiYYqp9hHTTOWYKOprnfEMguHtrfaDHk8f3hjFa00pVC/Td8oPt3/wAKxblo5bhXf/lmOPTnrXFllG79o+h5ld2XKc3rMfki3bb5auGCj6YrGuQLmzlhJ5Zfl+o6Vp+KL4XD2oCgbCw4/CseKU8c8160ou/Ma4Z2gjAjz0qUEKC+OakvIfIvXA+6TuH0NM6V2XTVz3aWsLoWNgSpB6ck0/zWCE/7VMRBtIHGetTpEAMds5xSbRdp20Hw5Kgk9zXZ+EE33Jb3rjQfmOOg4FeheB7Y48wjhRuJ/lXn5hPlotnHi6vLHkR3Er7UCjr0rH16X/Q1hBBXzFB9zmtB5DlpB24H1P8Ah1rKupFYgsNyKc89j2ry8ro80ud7I8ep7qsVJbVjD5j444GB2rzxZgGKk8V30mpyeayAkx+leYedkn617ji5LUVDRs0Zh9otZYSM7lOPr2rAjHGDW5atvcKKo3luLa+degJ3D6GnRfK3E9XCO8rE2lWZvb+C2QczOAf617Xb2cVlBHDGAEiTAFeZ+Abbz/EBkI+WCIt+J4FenTSYU59MVjXl7wsbJ86gjj/H14IdFWFD808gXj0HNcBEdrbie2cV6H4iksxFm72/6thFuGeTXnEWWdR3Na0X7g6ElTg5M9K8GRYjVvxrrJX3uFzgdSfQVheFofI0vzSMZ+UVoTzFIi39/wDkP8TXzVW9XEtI4Zu7cmY2uuLvUIY2jBVUPyHp1/8ArVz+sobdoXI2mQE49BW/M0ZuDOwyyjAz0/zmuZ8Sah9pa2+ULt3Zx36V9DGny01TWyOOk71Uyss+7BFZeuR/v4p8feXaceo/+tUscuCOamvYvP05+PmT5x+FTT/d1Ez1KcveRiL1FLvw/I+lIv3fcGnLy1egz07aKw8HDIoPSnRlmk5zjJpyRAkH3zTyNoAHFZ3Q3F7svaeoeeNfevXNFXy7FT7YryvQYTLfJgZwa9ZjX7Paxwj72OfrXz2cTu1A8zF1PaPlWxLv+ZnyOOBn1rnJ91xqVy4QM2Qoz9K2Z5Ng254HH19TWTJOlqHkVNsrHLZHOa1y2jyw9o92edUfQ+e8sejcjpUTXLD5G4qIylOR0qKeYOvv2NfZqJ5PMWoLmSG5SSJyrq2VIPINbk1zJcsskrl2wBkmszw7pzarqUcQ4B7+9XirRtJG4wyMQR6GuWs48/L1R6+WL3Wy7bnOKsMCRgVQgkwKvQvlSfyrjmrM9v2iUCexgMt4oAJwcV7BZwi00+C0X7wAzj1PWuF8J6b5lz9ocZSL5vqe1dqkvyO7HGQVHt614GZz9pNQXQ8vmbbkxLudSvy5xjA+g/xNYupOFtBJESUH8XvUtzcgtxxuOFHp6VyME02qeLp9Fk1ee2t8S+UI03bnVCwX2HBOT6e9exg8K1BQiebXqpPmZU1qYsYMt/e/pVS3fnmsiK7nudpmlaTgEZPTNaNu+a2q0+XQ68PO9NMm1OLfGko6j5T9KzmPyg1vwWxvx9nQZaTgfXtXPurI0kbghlOCD2qKMrrl7Ht4SpeDiSxHJq3gY4rOifBq7DIGbnoK0kjp9olAljiLSqo+pr1fw5ALPRUJGHl+b8O1cFoFgb++RccMcn2FekRHbIMDCRjgfyrw80qc1qaPFnPnk5MfPKEGw9uM+/f+grMuJFltpQo2sh+bPf0xS3t0FLN2X9f8muU8X6pPZ6Ti0laOXzFYke/avRwWH5KUY9WefWnq2PM53nk5HauBEmG610mq7YdCi1TTtZ1Cbfcm2LXESxrcEJuZ4h12qcKd3qPcDkFk9a9J0XDcnD1VK9jas5tkgOa0pNPm17Uba2sypmf5fmOAB1zXJtf+UpAPNJaatdwXiXEEzxSqcq6nkVmsNJy5kdMcYqUrrc928P8Ag648JxSyXZV5JsYdRxgdqk1W/SGJsnHFL4F8dHxfodxo+pY/tO2i3JL2mA6H2bjmuE8Y62slytvC3AHzYNceIoNVUk9zXDV5V25VNzN17UW1K7AB/dxjAqppVu1xfIqjJLBRVaNtyk9zwK7Dwlp2JTdMPljHH1pV5qjSZvXltBHcxIsFrDapwFUAn+Zqnd3CsCRkcZHsO36c04ShYHd/4hj8Kybi43vtJwz5A9jXlZbQvN1H0OKvOysQas4S3SSInyjwretchq0m/wAnnOM/0qzbXsep+M30e+1O6trKSTy4njlijSLHJLGTjGM8DknArAvDcW2rXllO1x/o0zRhbgAOuCR82OM9M44r6N0JKHMcdGqnVUS3C24j2rVt33JhhweDWJC+GBFbFo2cYGQa4KysepFmLLEYLiSI9jgVGh5xW94n0t7JLG+H3LhSD/vD/wCsRXPE4kNdNGoqsFJHrwqc0EzQiIwKkMeRuqnHLzWrZr58ioB0qZ+7qTiK9oaHS+DLAm785x8sfzH69q7oyZYyd84X6+tZemWX2DTo4wuJJPmarVzMsUQXuBjP86+Zq3xWJsjyZWSuMmuIg6787M4H9K5/WHaK5w3BPNVvFGozW2kST28zRSRSp8y9ee1c34htNf0nRdLvdQvbvzr0yGSJkwIANpQMcfeIbOP6g19RRwrcPd2R51SsoyszyosSMGopBRRXurc807zwBEguoCBy3U1L4rgjt/E98ka4UkNj3IBNFFeDJv69L0/U+gwHwIx16Vdg/wBZEO3Wiiuiex0Vn7jPV/D8SR6HGVGC5JJq5fjZDtXgYAoor5mlride5yT+E5xnZrtgT9xdw+tef3Gp3Gk+J5tQttnnxSPt3rkfMpU8fRjRRX1GF+I8yvsZ1pxhR0HFa1v95RRRSxO7O3CfwkdZ4ZjVtXhBHRqxvGVvHbeLb9IhtViHI9yAT+pooryaDf1tr+7+qPVwfxv0OeBwaniYhD7nFFFepLY1qv3X6HpXgmJBBPLj5gAoPtXUuNttkdTkmiivmquuL17o8z7Jy947fao0z8ueR61zHiti2myM3J81aKK+kp/Gjgn8LMbVvEr63FBFJpenWxgRY43tkdSsag4QAuVA5zwOTzXNSOyqcGiivQqfEY4f4ZFRXO/PepoiSSDRRVErc6fwBf3Fp450owtjzJhG2e6n/wDUKg1CRm1K63HOJXA/BjRRXJWXvnpYHqS2vM8SnpXq+jwpHosAUY3/ADH3NFFeFmnwx9Tpn/EZPqQ2xEDgAgVzW9nmmJP+rX5fxoorXAr9yjiq/EcLPrbaVql8jafp99FNKHMd5B5gDKOCCCCOpyM4PcGqr39zqd5Pf3cnmXNxIZJHxjJPsOn0oor3Z/wkcNH+MXLckA1v6aMhM+tFFePidj2YHYeK7aKb4fCR1+aF0ZD6HOP5GvK3+8D7CiisMof7mX+Jnfh/4b9R8P38+ldT4QiWfUoRIMgtk0UV1Yz+FL0Ma/T5nqKAF2Y9QOKxtVdl3EHBAoorxMrS9o/Q5apxfip2/wCEbXnlpVJPqc1x97r2p3+nQaddXk01vbyPKnmSMxLNjOSTzjbx6ZPrRRX1mG+BnkV/iP/Z", "info": {"video_id": "215453", "label": "pretending or failing to wipe dirt off of heart", "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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Doci1y1xKZmJ7nmlEjBF56k02NAygfpVhIlUDviodkfRQpysTQcbST26V3vgyLcwb1NefoSWHqTXqXg+28mxMzDgDA+teXmc+WiYYqp9hHTTOWYKOprnfEMguHtrfaDHk8f3hjFa00pVC/Td8oPt3/wAKxblo5bhXf/lmOPTnrXFllG79o+h5ld2XKc3rMfki3bb5auGCj6YrGuQLmzlhJ5Zfl+o6Vp+KL4XD2oCgbCw4/CseKU8c8160ou/Ma4Z2gjAjz0qUEKC+OakvIfIvXA+6TuH0NM6V2XTVz3aWsLoWNgSpB6ck0/zWCE/7VMRBtIHGetTpEAMds5xSbRdp20Hw5Kgk9zXZ+EE33Jb3rjQfmOOg4FeheB7Y48wjhRuJ/lXn5hPlotnHi6vLHkR3Er7UCjr0rH16X/Q1hBBXzFB9zmtB5DlpB24H1P8Ah1rKupFYgsNyKc89j2ry8ro80ud7I8ep7qsVJbVjD5j444GB2rzxZgGKk8V30mpyeayAkx+leYedkn617ji5LUVDRs0Zh9otZYSM7lOPr2rAjHGDW5atvcKKo3luLa+degJ3D6GnRfK3E9XCO8rE2lWZvb+C2QczOAf617Xb2cVlBHDGAEiTAFeZ+Abbz/EBkI+WCIt+J4FenTSYU59MVjXl7wsbJ86gjj/H14IdFWFD808gXj0HNcBEdrbie2cV6H4iksxFm72/6thFuGeTXnEWWdR3Na0X7g6ElTg5M9K8GRYjVvxrrJX3uFzgdSfQVheFofI0vzSMZ+UVoTzFIi39/wDkP8TXzVW9XEtI4Zu7cmY2uuLvUIY2jBVUPyHp1/8ArVz+sobdoXI2mQE49BW/M0ZuDOwyyjAz0/zmuZ8Sah9pa2+ULt3Zx36V9DGny01TWyOOk71Uyss+7BFZeuR/v4p8feXaceo/+tUscuCOamvYvP05+PmT5x+FTT/d1Ez1KcveRiL1FLvw/I+lIv3fcGnLy1egz07aKw8HDIoPSnRlmk5zjJpyRAkH3zTyNoAHFZ3Q3F7svaeoeeNfevXNFXy7FT7YryvQYTLfJgZwa9ZjX7Paxwj72OfrXz2cTu1A8zF1PaPlWxLv+ZnyOOBn1rnJ91xqVy4QM2Qoz9K2Z5Ng254HH19TWTJOlqHkVNsrHLZHOa1y2jyw9o92edUfQ+e8sejcjpUTXLD5G4qIylOR0qKeYOvv2NfZqJ5PMWoLmSG5SSJyrq2VIPINbk1zJcsskrl2wBkmszw7pzarqUcQ4B7+9XirRtJG4wyMQR6GuWs48/L1R6+WL3Wy7bnOKsMCRgVQgkwKvQvlSfyrjmrM9v2iUCexgMt4oAJwcV7BZwi00+C0X7wAzj1PWuF8J6b5lz9ocZSL5vqe1dqkvyO7HGQVHt614GZz9pNQXQ8vmbbkxLudSvy5xjA+g/xNYupOFtBJESUH8XvUtzcgtxxuOFHp6VyME02qeLp9Fk1ee2t8S+UI03bnVCwX2HBOT6e9exg8K1BQiebXqpPmZU1qYsYMt/e/pVS3fnmsiK7nudpmlaTgEZPTNaNu+a2q0+XQ68PO9NMm1OLfGko6j5T9KzmPyg1vwWxvx9nQZaTgfXtXPurI0kbghlOCD2qKMrrl7Ht4SpeDiSxHJq3gY4rOifBq7DIGbnoK0kjp9olAljiLSqo+pr1fw5ALPRUJGHl+b8O1cFoFgb++RccMcn2FekRHbIMDCRjgfyrw80qc1qaPFnPnk5MfPKEGw9uM+/f+grMuJFltpQo2sh+bPf0xS3t0FLN2X9f8muU8X6pPZ6Ti0laOXzFYke/avRwWH5KUY9WefWnq2PM53nk5HauBEmG610mq7YdCi1TTtZ1Cbfcm2LXESxrcEJuZ4h12qcKd3qPcDkFk9a9J0XDcnD1VK9jas5tkgOa0pNPm17Uba2sypmf5fmOAB1zXJtf+UpAPNJaatdwXiXEEzxSqcq6nkVmsNJy5kdMcYqUrrc928P8Ag648JxSyXZV5JsYdRxgdqk1W/SGJsnHFL4F8dHxfodxo+pY/tO2i3JL2mA6H2bjmuE8Y62slytvC3AHzYNceIoNVUk9zXDV5V25VNzN17UW1K7AB/dxjAqppVu1xfIqjJLBRVaNtyk9zwK7Dwlp2JTdMPljHH1pV5qjSZvXltBHcxIsFrDapwFUAn+Zqnd3CsCRkcZHsO36c04ShYHd/4hj8Kybi43vtJwz5A9jXlZbQvN1H0OKvOysQas4S3SSInyjwretchq0m/wAnnOM/0qzbXsep+M30e+1O6trKSTy4njlijSLHJLGTjGM8DknArAvDcW2rXllO1x/o0zRhbgAOuCR82OM9M44r6N0JKHMcdGqnVUS3C24j2rVt33JhhweDWJC+GBFbFo2cYGQa4KysepFmLLEYLiSI9jgVGh5xW94n0t7JLG+H3LhSD/vD/wCsRXPE4kNdNGoqsFJHrwqc0EzQiIwKkMeRuqnHLzWrZr58ioB0qZ+7qTiK9oaHS+DLAm785x8sfzH69q7oyZYyd84X6+tZemWX2DTo4wuJJPmarVzMsUQXuBjP86+Zq3xWJsjyZWSuMmuIg6787M4H9K5/WHaK5w3BPNVvFGozW2kST28zRSRSp8y9ee1c34htNf0nRdLvdQvbvzr0yGSJkwIANpQMcfeIbOP6g19RRwrcPd2R51SsoyszyosSMGopBRRXurc807zwBEguoCBy3U1L4rgjt/E98ka4UkNj3IBNFFeDJv69L0/U+gwHwIx16Vdg/wBZEO3Wiiuiex0Vn7jPV/D8SR6HGVGC5JJq5fjZDtXgYAoor5mlride5yT+E5xnZrtgT9xdw+tef3Gp3Gk+J5tQttnnxSPt3rkfMpU8fRjRRX1GF+I8yvsZ1pxhR0HFa1v95RRRSxO7O3CfwkdZ4ZjVtXhBHRqxvGVvHbeLb9IhtViHI9yAT+pooryaDf1tr+7+qPVwfxv0OeBwaniYhD7nFFFepLY1qv3X6HpXgmJBBPLj5gAoPtXUuNttkdTkmiivmquuL17o8z7Jy947fao0z8ueR61zHiti2myM3J81aKK+kp/Gjgn8LMbVvEr63FBFJpenWxgRY43tkdSsag4QAuVA5zwOTzXNSOyqcGiivQqfEY4f4ZFRXO/PepoiSSDRRVErc6fwBf3Fp450owtjzJhG2e6n/wDUKg1CRm1K63HOJXA/BjRRXJWXvnpYHqS2vM8SnpXq+jwpHosAUY3/ADH3NFFeFmnwx9Tpn/EZPqQ2xEDgAgVzW9nmmJP+rX5fxoorXAr9yjiq/EcLPrbaVql8jafp99FNKHMd5B5gDKOCCCCOpyM4PcGqr39zqd5Pf3cnmXNxIZJHxjJPsOn0oor3Z/wkcNH+MXLckA1v6aMhM+tFFePidj2YHYeK7aKb4fCR1+aF0ZD6HOP5GvK3+8D7CiisMof7mX+Jnfh/4b9R8P38+ldT4QiWfUoRIMgtk0UV1Yz+FL0Ma/T5nqKAF2Y9QOKxtVdl3EHBAoorxMrS9o/Q5apxfip2/wCEbXnlpVJPqc1x97r2p3+nQaddXk01vbyPKnmSMxLNjOSTzjbx6ZPrRRX1mG+BnkV/iP/Z", 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", "info": {"video_id": "215453", "label": "pretending or failing to wipe dirt off of heart", "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": "215453", "label": "pretending or failing to wipe dirt off of heart", "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": "2c95b0de44a060d2bdecc15184ec311b0735b0c8d2ecffb02b199ac06f4e9b9f"} +{"episode": 62384, "episode_seed": 1331406480, "split": "train", "timestamp": "2025-10-13T03:31:26.349489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1331406480, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering marker with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "144840", "label": "covering marker with paper", "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": "144840", "label": "covering marker with paper", "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": "144840", "label": "covering marker with paper", "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": "923701af0731f9864db196a3f74ff4ebbd938bd810b872d4f6db0cb197c4d925"} +{"episode": 62385, "episode_seed": 3894804031, "split": "train", "timestamp": "2025-10-13T03:31:27.414304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3894804031, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'folding 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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", 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", 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", "info": {"video_id": "98977", "label": "folding paper", "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": "98977", "label": "folding paper", "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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xrNE8bjKsMGvPobq0/wCEgvdJncG4teq5+8h6Ef54rrpRijhdZyj73QuLcAyQIi5V1q94YUw3+qJ23Iw/HNUYoVimUr0Vsj6dKv6G4OpagQe0f/s1Y45L2TfYvCy9+3c6TdVa2vre9jMlvIHUMUOOxHWnb8EfWvIr7UNT0yfUwt28Vq0zbIoz97Jxk14sVKcuWJ6kYR5JSk7WO813xHb28kVlBPmaV9jNGf8AVjqefXjFZV5OFa2mjwCJOCfTFedS6gPtEchyViYOQOuB6fhVe+8YSeIppba0f7PZJ0P8Rx7161GgqEObqcEqjqy5Nkem3cMcvkyhgGVwdvvSR6AmtXolMjI1u/nIAudxHavNNPkmttTglm1S7uFUYSJiSvPB578dK970VYJNMtbiMAs0KqWHfHX9a2hVVToZVI+yWjOK1JZnt2hUMkhRo9393mkt4JI7RreQHy5EJHsSOPyNY/xT1ebSfFulS2k5iMcReWPBKS5OAGA+nWnWvj3SLuw8yeR4mRcFNhJz7Y61rHlRM5SnG6RvXjGG0s7tFLSR4YjPXsRVfWHWbT4Z4QSjsGOe3PSmvdC+skMIJSVd6HsQRkGsd9Wl08tZXIBt7pDtJ6pJj+Rx+dcWOw7qRVWG6/I6cHW5JezlszPvNWt7Cze5nkCog6DqT6D3rl9L1uTXbi7+0AIuR5ajoF9P8+tcfc3JnKxRqVhU/Kvcn+8ferNvI+lxw3UbH/WgSDsVII5/GuXC0lGabPSrq1Js7R1MUBs2bDR/NC3sO34VkaxfmOzEw2gS/Kyn1FUNV14pLDFbsryEg567RWNrF8L2XfnknPFelUkvh7nlQVtRDes7Mmc8FlJrYs38y0zGQHDZx2I7iuZi2sQrDPar1nfNaMpdcqR2P4Vk6dnoWpGub6904XFxbXctu7LsBhcrx1xWFd6tqGoNi8vbm4AOcSysw/ImpL/UftICgbUBzz1NZw7n1rdXtYysr3NzRtXlidbORswSNxn+E112qMz2AWHaZFAYbhkZHrXmq5B3enTFdxpty15pqyPIPNjO189DSik20xydldHV/CXUZZk1WW4ODmMZPH97itLxv41a0R9K0tybthtllT/lnn+Ef7R/SvNrC7GnvdoqZmWTMTfwpnknHc+lS6dD9ovklmJKhixz/ERzmvHqYde2d9j2cOlKmpmrPEtvpcOnqcSbQ0jd9x5J/Os37SoXDnDjhh/ntUtxO0k32gZbcAGH8jWZqN1iPaqsGzgkrjIr26S5KdjxKjc53Yt7fSfaWQPuTopPp6VZ0m8xcwLMx+WTB9xxg1ggkleeckVcidigCnDbx1+lZeyXKXztSOuuxKY2iUJgnasmedp/rXKa0yrdlVHAAHHoK0l8Q/6Kq7CXHfjBrAuJBPISWyxO4kVcY6ESd2aug+IbrRJD5Z3Qyf62I9D9PevUotShvNER433RsmR9DXipyxGCAPWu18FX4VWsZT8r7igPp3/XmtFpImSvG5FqOqXVlq0enwoogZhtKr8zgnoT/npX0Deava6dYNdXEoWNAOAcknsAPWvBddEcOq28/ljKMeM+netO0Zr8fuUKWyHESE5JJ4LN6k/oOBXj46hyzXKrXPVwX76F5PYn8U6ne+I5kuZVKxBj5UQ5CD0+vrXN4j85symOYcLuOMV1lzAIdqj+BeTXPW8Ru5bqWXiANg56GsIJpWPai4UdWxtmqW8b6jcAGbOIkI4GOrf4VXbUmed0Z+JMkE+uM/0pNduY3ZUhOFThcelZtnIhlUOAcjGDXo0KK5OZnzuKxDqVHJnZ6NOZNOZx88isCyg4yMc4/nSfbG0/UE1CNXVbRlddx5Zs5/lx+Nc9pmpPprozjchGAFODxxTdV1r7Wvl52R53HOATW9KnZs5qk7pI+g9X8baPpOnWd/LNvt7vBQx8nBGc4rw/WfFMg8Z3uq6fMHSRyEyMh0wOCK5jz3MYRncqOVQk4GfQdqjUHcTnnO1fb3rdxXJaxhTjyy5rnrGl+LYNQv0td5EkqbhgYVT/AHc9zXY6C6xT3Upf74UHJx0z/jXgENw9ortbjEsSh1b3BzXX6n4jgu9Osbu3UNcMhKEniMnGSR3I7fnXHXg1hZRbu/8Ago7KMFPELl0v/kd34o8X4vP7F06T9+QTczKf9Uv90f7R6e2a4PVL0XTS2iHaiHYSPYDFZWnSvHbXc3JllwoY9Tjk/maa0nziZPmVhhgO/ofrWeAoKPvs1x0uV+zXQck6iLzJGClfv+xHWsR5YobmRbaNY0c5IXuak1K5SUgRKPm4dsYP0rPVt3l88kV6E3d2OCKsrm9pF1tuIVmY7VlHPqvH8q9T0fxedD0K5svJd7kSE2zYyjBu5+npXjkUjGIKpCtvA5981sJ4kItFUoS69+CD/hWShaZUnzQsw8ea/Prmt/aJ0QMqKmIwccVzayssaKeMDpS3U32mUsWyxO44qNsOQM/KT+Y61typ7ii7aI7Xwl4me322N3IWhkkVY2ZuUzwB9M1r+MWTyElB5Z1H415woDxFSdpl+63oe1agu9RvIom1GT5o+iA5yfU0U1ZcqQqivLmOSSUCTA+83AFbN2qLI9o3zKFUEHvxz+tYEIU3sJZj8rr/ADrXuH3uzOSCSWDVxUopSueliakpQUehlzQJaPuR2Zj0z2FVi3XJqe6bLZDbvf1qGOMSSKD0rWVlqcsE5aDoyMqehqwWUxhZFyMnkVWYBWIHY07zCQAe3pT0ZNrAQASF5/Cm56mlL8YpmeM1Qh0R4z6Vs6RqS2kjxTNtSZAc9sj/ACKwom+ZhjrW34Y0i28Q6/8A2bd3slsrRSPEUj3FnVCwX2HHJPp70k7O47X0FjuRNJcSZ+VmAz9BWhZXwaQBTztIAz7VztnITA43EAAHA96mihEbqyTuuDkcc1zzS53Jnq4Vy9i4RW6/zOjkl8tg68xt1Hp71l30rOdzYGTgfSpDfoUAbkgYz3qu80DAZQk5zk1r9YVjmeX1L7orDd52QCVzmrMLbsEcEMP51KzhrZTjGT8o9aqRTASZUgkHODVUqnMmc1ekqc+VO5POkJJYIUbPPGQahfI4Ixn1qTzyDnbznPI4qCRy7c55PWtoqxgxGb94AOmMVeiv30+aC7QH9y/zD/Zasq4fBGOxqxJcOtt5icMSMj1qXLUtR0OjvtWXVroTRA+WiYJPdjXe6PafZ7SFSMEJuavP9asrK28O2+p6Zqt9Or3X2X/SYVjW4ITc7xAc7VOFO71HPUD1SCDNnkdWwornxEVPlOvCTdJSt5fqZN4jtCzD+LjNcnf6gttE1pHjHc+tdxrMYhtQi9FWvK7xmeWQk8hiRWEKabLrVpSWpC85KvlvmHTNSWzKWjye/wCVR20Qkv0ycjrtp8pjE7bSD8x6V1QqLm5UctSk4wUn1L7qptiJU3r5hwR1FUtigt5YyB1yMED3qQ3LlAjAkA5yKjaclNig4znnvW0V1MGNLAMSTzUMEn7zBPRjj8aXeArM3WqMbkXUzBSf6U6k0kXSp80rG0rFd5XGd3fvxS+TDaRYiZtj/Ngn7vsKZ4XSx1nxImnanfXFrDO21ZY5Yo1jPcsZOMYzwOScDvVa8Saz1LULGb7ShtZmiCzgCRQCQA2MjOOuOPSsKrUoNHRh4uFZX8/yNe11GIqiM4UA8ZPHTH+FLLcNAH24AY5GTiudFrHnHnvs9MVpR3FvFEkYXIUcZ5rGFX2asj0q+DeJm5t8rI8tJMSoLDJPFRJFNGys6EAZAzVv7dEo4GPoKe8gkt1fuTlQe9NYhuS00OetgIUqTk5XZFE25RjhgwI/OnXUUW9m2bXzzgZU1VhnUTcZDA5wwxU/2ht+8rznPqK692eVaxE6sMhl29OPaq8smHjI6A9allkZ2Oe56nvVO9bMeB0z1qm7IFG7NCFtyRkduP0q3G7tEETBIPc9KwZbl4YF2llbjmug13w5qvhzQdI1K7luEnvvM82ExkCAAIUDHH3irZx2+oNRCojWpRcTj3JEgxWqzng+qkmiiuaPQ6q2xnTEkn86Lc/6w9wvFFFEyKWzIioKKT1xSKTkjsKKKuOxlLcd2po55NFFUR1Gx8SGrenarc6LqseoWmzz4twXeu4fMpU8fRjRRU9S+gWKgRzfQD+dSKSaKKiXxM9HC/Ah2TTCxxRRWZ0yL8/y3Fsg+6FJx+FV5hiXjr60UVpQ2PIrdBqOXXJpn35dp6AZ4ooroRgyG64VQOnNSOf9CU9elFFRLc0jsbGteKX8QW9rFNpOm2pgRI4pLVJFKRrnCAFyoXnJwOTzXtcJwlqvbZmiipn0Lp7MyfEbkRSc15beHExx3H9aKKiOw+vzG6d96Z/4gnFVlRXtY2ZQSQTn8aKKij8R0Yzd/IckjBymeB09aSaRkTI6+9FFdaPPYqxqAGxlj3NU7Rj9uk59aKKipsVT3JdO1s6ReXEJ03Tr6GaQOY72DzArJnaQQQR1ORnB7g1M97cane39/eSGS5uG8yRyMZY5J4HT6UUVjP4Tso/xF/XQrqxIpSTRRWbPWjsIScVo3B23Fsg+6sbED8KKKXVHHitkQS/60iokmckg4OKKK7UeQNU+dIQ/QdqgvThFAwBRRVMEMu+dPiOeQRirtx4i1XU9FttNvb2ae3t5HlTzJGYlmx1JPONvHpk+tFFcz2OqKu9T/9k=", 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", 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", "info": {"video_id": "98977", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "98977", "label": "folding paper", "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": "a8b6946ab22e5bbf151803ad264d10686db2144f9d242bc9fcc4600fd3b8f3bc"} +{"episode": 62386, "episode_seed": 1507293466, "split": "train", "timestamp": "2025-10-13T03:31:28.981511", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1507293466, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a piece of paper to the wall 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', (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": "161251", "label": "attaching a piece of paper to the wall fan", "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": "161251", "label": "attaching a piece of paper to the wall fan", "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": "f9c26b148dbcab159f39543899f38bedab98b1fa47bcdfc8b9aeed9c87652885"} +{"episode": 62387, "episode_seed": 234872047, "split": "train", "timestamp": "2025-10-13T03:31:31.098401", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 234872047, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle 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', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "183497", "label": "turning a water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "183497", "label": "turning a water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c5b541cef5448512cad84f3d13814015ab4a64e59bb68a2ea916ec7660a5c111"} +{"episode": 62388, "episode_seed": 947669647, "split": "train", "timestamp": "2025-10-13T03:31:33.357210", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 947669647, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 jar against bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "62983", "label": "throwing jar against bed", "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": "62983", "label": "throwing jar against bed", "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": "62983", "label": "throwing jar against bed", "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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AHyelWEYG+vlTGJY0nXjvj/6wrNSRWUO53Pvz68elY4SfMpet/vOrM6XJOLet1+RoWyK4IClHAzuzwKuW3lyKU24OM7s8iqsQV4d0LHzADvx6VbiVHXyo154w5/hrsR5ow6dp+pFUvrGKVVBKtyrZ9mHNY+p+FRc3aXFje3EUart2TbXxjsWUAn8c10UJQgQ7c56n0+lSLI0ZaMD5M7ST6ZrWNecUlfRd9Qt2OD0zw/rUmpLcalz9nQRxuTncoyBXToklvMo5AIrYb5JMJ9zO4DNR3KpKN6cd64K7alfod+HkpRsOtJdsQJYgg9ah1bUtK0+yka/MK2d25jmgc45YfMVHoep9DzSRcxEnjHUUy4ZNiS+RazTwEvALlNyB8cEilRqcstdmZV6d15o4Ww0+PwvrkytI01pN5ctpKF5liO7B+o6H3rslkEmozjI2TQxyqR34wT+grlL5vE+pf2hNrgRjZSIyNFGAn7wdFIGNuEz9frW5pTvcLYTKpKojwOfY8j+VGNpSivaR7/1+R62XwpTwyb31X33GsxaVjHkpI2OemauRsUiZX3EMMoG6Gs1maKZoFIG2Q4x1z2rTtyZbVvMx8vCYGMetdMXdXR4MouLcX0NTSUK39sZThTKBndjBHNWvFf2K10iS/vkbZDtZpICQ3JHoR14HesOS9awMV3JD5yLKm5ScDaTg89utP1549X0TUNPtXlaGC1eZ1bHzMAdq7un3l/IV52Mpy9vCre0er+Z00UnTavqc78P7i6mvbtzdznbDGFDyEqS2Sc/lXoRv4vJw/wAsgGCDXDfD+0H2a5dX+bzEQsOxC9P1rrZrEzGRJhhh028Zx6V6mJpJ1GonNTqOyuVJ3SaTAbDHoB3qpeNerbeTbTBWLDbvHA561Ujljhv2tJZlMvVDnk81LdztvRCeQK4qUGqtjprSj7Mwbm6tLTXpLvVrZb3UiP8AR7a/uD9mL/3lPpj+Fu/elu7y60/XtnmhgjYypzu9s9xVrWdJg8RWIhkOyePPkyeh9D7VY19Ybjw/aXHlrHcwnMrggeYeAPckZP8AkV2zUZyUZq+50ZPUVNy87fqXA4jbUVj55Eyj2Zf/AK1VIwvnKS3zMN341ZsPJ+zW0jMTLcWzKc9PlOAPc4yazLbLytHtwy8YHc5rhwy5HKF7/wBW/Q0zSN5RmvT7v+HNnYVZYSwMYOQ3rx0q0ACq7CfKB5JHQ/4VWj+aKOEK2UzlfT1q08b28KK2CrnI56V2Hkk+1WTehO1MZU9z7UoAlzwFZAMcfepqZiVipGM8r6VbjhilhEu7blfvA96XOr2L5PduilNJuCmUDYAQOOleReLmz4ouipzt2AEH/ZFez3EItrdzKuGUZ6ZyP8/zrxPxG4m16/kAwplOB6DArZGDOovtQ1mxjtfPuriWQgSG4dtyyNjGF7bR09zkntVnw3LaS/bFgsVhkcA3BQ5UhsjjPI78e9cjo3imfS4jY3kK32lucvbSH7p/vIf4Wro7DyhdH/hG7tbk6koRFnOw2oTljMegUbhg963oySmm9iLGr4cv4rfw+tlLbeZcWN4Yo5BKy7MNjJHQnB4/GpLm1h0rxVAbNzJDIFIz1yeo/DOPwqvpkUek2Wqb2kukR3Et6FJSSTn5gew4GPY0t3OlxrtpNDepLbxqpBXgB8AkY7Hjr7CuGU3Jzcl7qVv6+9n0mCqezSTlur/p+D/O5qzxyWdnbB9vmRF4zz0wT/hT7B/NXyCvDAfN6YqpeTCYXNuX4SYOo9A3P9TVy0jxArox8xeNvHK+tc2DleGn9dTkzODjWu+q/wCB+hagbGIcLhhgn1+lTIVQmLaG3cZPTr1p0FuhizI3VcqenPpTorY7yspYENg8dPeus80Qv9nd41UMMdWHrTj+4YGLkN0yM8+nvSpATKwdiSQdpzwwqxLaKrAod0YxvAbO01SRLMO7KR2ksqnayKzNg+gzXC+A7vzJb2zkbmQCZc+vQ/0rsvFbxWmkXpyBL5TBSO+eOfzryfTr6TStQgu4+sZ5HqvQinOHNFodOfLJM9a00wrBYzu5MssUkfsAvQe5OKxhlL14SBhZCMgdqke9hTQkeDn7K6ybc9B3qKS6jN20q5ZZFByK86jO9aXnf8P+HPezCHNRU/O/3m5bAwIyMhG/ke4rQitX8t5AQGTgr61DaFbnTzLJw64Cgdv85rRsmklukGBtU5I6D2Nd9jwb7kNrAZAuWCk5IIHQ1NbQ7pDv+9wfmPBFNmJaV1T5UZjhR061bkAMkakrlVwdv+falyjuSfZEDNMg3Q5weOnqRXJ6xrsWmarFBJkJLkFyehGOtdxGY1smAy2Tyew/zxXj/wAQHI10L/dUsB+VXKmpRswhUcJXR20cwKo6nKNjkd6qzyfvuDnB4rm/CWrtNp89nMxLwYMZ/wBk8foasaYkmreKpdNl1Se1jYSGLy03bmVCwX0A4PJ9PesKNHlk2+hderzK0ept6ldSf2DOQhlRAMg52gngZ/XFZmlTy2/h4P8AdMUqzgH0xg5/CsrTpdT1DRb25W9nJiaEGPgqwbP3vXp+tUrTVp4rhrS4UiKZShz0G7vVYpTlFRj1PSy2tBU+WTslv+Njo5wG1EyKeGUMMd+1bMcKNGJYcmMYD88Zrh7O7MkCRyPlospn6cV29hIq6YiKxIbBJ7D/ADxUYeNoJPpocuOsqza2ev3mpCkFwv2QhTG5JORxj0965nUvDc4lnj0nUprWC4jMNzC58xCCTnbnkf55ro7GZYpmyBuxkEnpUZlZW3pglW/P3roTaVraeepx31F0bR4tAtha2kjvv/eSSMMFmPf2rfaEfYU37Q2c++KzYJfPuAcs2RzV5/MQeSyjK8n+dVq22yXseNeLZnj8R7oiRJHwv13GupZ3KqZDl8AMffFcxru1vGaGQ5UyRsxI9TmtfW5pbbT2eF2WQOBkU2le5LbtY0kbbtPfNZ+tTxPp4t7m2u7SXz3YGWMhCOwHv1/Om6nDDb6HBqenaxfzK119mzcRLGtwQoZniA52qcKd3qPcDsvHttZ3UMUW8bolbuT8xAwB+WTRyXTfY2w2IdCfrY5D+1IF0qGWHH+jSLlfRTwakivES7LIu7c24EHA5rl7q2OlzsoJMNyjqB15xnFT6XqB2wsQDyMivPpUuWSmne9z18XVVWk4W+Gx6MNqrFMOZJFJYEYH+f8ACku53EILDhgdvoAPSoBdK5jO7dkYOB0FUtSnkS8sI2BKuHx6Hkf/AF67lFt2R4t9B0WoNskI54Bxmtbw/eC6jmiPVOcelcm4kim3ovXgitXwlKy6ld5GA6/rxXPVjbVHTRenKzqdTkEljLjlhEeSfSvB9RkL3ty/9+Rgfzr266+aKRD0YYIrxPVIjDdzhhj94xH51tSnzowqQ5WZDnaeK9M+DumW1/LrMs0KO0YiC7xkAEsTwfoK4/wlpula14ji07V7ma2hnO1ZkmjjWM9yxk4xjPHUnArtvhhqNt4a8cazoF6klvHPI0aNd7VeNoi2A+DtBK56HGRWsVdmMtj16K1iZPL2KsYHQADArx/xhpJ/ti4ubFlCuxKBMAEAAZAA6dcfSui1L4kaZqd1Np2lSkoG2h2G0T/Tvt9u9YhZ5ZWkkYsxOSTWGLqwhDl3bOzARquqprRI52DUnklgeRyXkh2P7lTj+tdl4fkWOCSUPk4wBXl9ze7NQdgq8SO2V75Nd34eklj08yBvldiD7HH/AOuphTUJaKyNcTX9vFXd2ro6u0UG4QFtuDnNS3j+ZcO27jp+FVLSORlLbgrxruUZ59akRTcOd7ACQ4JJ9K1tocXU0GCmKGPerbR1Aq/bKiW8uZOoxtx7Vk2wkMwjPSI8/hWlMrwYCuCJBnjpVx3Iex598QpFitWjU/fUDPr81eYy4KgAYIPJ9a9A+JTsFjBYgiQIAB6Ak/zrnvEfg6/8OeHtH1G985Z78yebC0ZAt8BCgY/3mVs47dOucNqwC6XI/wBrmgLExtG4IPtVvTpnNvFk9hRRXI0koW8/yPcqybhUu+35nf2bk2UScBQAcD6Ves3YXRUHAK5/SiiuhbnjDZ+fO5Iw+BjtU9rIWmj6DHTAoooA0nGzCgnBwfzryXx2B/bwPcxkn/vo/wCFFFWiWJ4OjX7JdyY+bzFXPsBn+tRSajPpHiWW+ttnnQu+3eMj5lKnj6MaKKRLNXwlI0Gm6lswQnlMARnkbgD+prO8QRomlGdRiSN12n0ycUUVliG1Kl8/zOnBL3avy/IxYGMd1cICSPMPWu50uVzp8aFjtA6UUUQ3ZriNo+h0FrEr2EshzuUjBqxZgLJCcA78g5+uKKKtbHKyzpqgSOo/zzWjcsfsYuuPMOfpRRVxJkeD+IJXk1q4kdiXJHNaz3Ml14VSWY7n3qCfXBoooe5I/VvEja7DbRS6Xp1sYFWOJ7ZHUoi5wgBcqBzk4HJ5revZnnuSZDnaSAPSiiubFNqi7d/8zpwaTrK/Z/ocp4vJEdsB/tVm6IxNxGCcgMOKKKVD+BH+uptUb9vL0PS4EVbpkx8o6Z+lO1gb00h2OWWUYP1IFFFdlL40cvUkvLeMO2F7mk0SNUnnZRg5oorjrdTsh8Jqz/0ry3xZBGkxIXnJNFFZ4b4jKvsYGl682jefGdN02/imZXMd9b+YFZc4IIII6nIzg9waq3moXOrahdX97J5tzcyGSVyMZYnJ47D2oortRyGz4Rgjk1VndcmKMsvsema7OZyllO69VjYj8qKK83FfxV8j1MJ/CfzPMZiTMfrXpPhH99FJE/MY52+5xzRRXpS+M8+H8N/L9TpLGR/PSLcQpIU47jNT3ErW91IsWFGc9OhxRRTZHUv/AOqEMin5mX5ie/8AnNaCnfp7SP8AM4OQTRRVIl7HjfxAuZp75TI5OHOB6cCud1DxLq+qaVb6Xe3009tbSvKgkkZiWcLnJJ5xt49Mn1oopS3BbH//2Q==", 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", 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", "info": {"video_id": "62983", "label": "throwing jar against bed", "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": "ebb13ba8dc9b90f94e3cab1c62eb33e43f17789ffbebcc9c541951e10ccd7bb6"} +{"episode": 62389, "episode_seed": 1005219962, "split": "train", "timestamp": "2025-10-13T03:31:34.309515", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1005219962, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'rolling highlighter 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "41162", "label": "rolling highlighter on a flat surface", "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": "41162", "label": "rolling highlighter on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "41162", "label": "rolling highlighter on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "79d8f8ddee7bc0dbb5377223e42e3d2287fa024a71ea7e44b3e1452b496798df"} +{"episode": 62390, "episode_seed": 2879308186, "split": "train", "timestamp": "2025-10-13T03:31:36.537507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2879308186, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging yellow plug into yellow socket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "160046", "label": "plugging yellow plug into yellow socket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "160046", "label": "plugging yellow plug into yellow socket", "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": "160046", "label": "plugging yellow plug into yellow socket", "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": "6b180d8cd1e79e105917123c1ea7dd0bdbbc0bffa992f10ad197d8ab3e3e8070"} +{"episode": 62391, "episode_seed": 495542470, "split": "train", "timestamp": "2025-10-13T03:31:38.763913", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 495542470, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'bending a plastic straw so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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8x9HH+NU47f5yjIUccFSMHPuK5Zc0dzqg4vYz47F8BlXH4dq0rW2c4UqG5xmrIiZUOXVT0J61aVljTkE56881F7mmwz7JEgO0KeOgPWsu+sVmjcrCm4j5c8jNbEVuZZM+YEDdd9Up4nSTduLIP4R6VcIXe5nOpZHHz2exyktupAGGA4wf8Kx7nS4HclU2A9jXoYs0uWLRwSsxAOQp/KqF74fvOJI7dlK5Jz6eldHNY5m0zxLzyHwSQRSNdTIQQxFRXjI8u9BjPUUkcqyReW5wR0Nd5zXGyXEjHmqzE5z3qy2NuG6+tRw+X5w83OwdSKYJ3Y+/1NpY4oSxKxqFAq14ZsZNa1eG1E6QKWBLt1xnt71jECW4OOAzcZq7CbjSrqKdCykHKt0zUyWlkbR0dz6g0+2igtooF+YKAoJGSfc1498X9Nmt/FEEkcZcXkK7Aozll+Uj69Pzr1TwfM17oEF02d7qK6M29tOySSW8UjxNlGZQWQ+oJ71w0/dlc3lI8I+IXhr+wbLw+6KRusVt5G24/eIMnPv836V5pdQ4k3Gvq3xJ4fs/EOkNY3+4xB96Mhw0beoP9OleReI/hLd21sG0u6F24fBSQCNtvrnODW9OolozGSuea2JwJPwqwXwa0dZ8N3/htolvY4184HYUkDBsYz0+tZG7JroTTV0c8lZ2JN2SaaTSZpVXILtkIOpqhJXAZPPaoyxzRJKW+VRtUdqRRnrTNUrE8LhXBOKfNG8cYcg7SSF98VseE/Cd94r1Rba0UCKMqZ5SeEXPX6+gr2Px34Bt7zwUsOkWoFzpwL26KPmlXHzj3Jxn6j3rOdVRdikup88OzMOOKrEHcc1Od3mbcHOelJMm0DlSfY5q0zNoiUsjjB717DcJdI5WVTxg15Ag3OufUV9M6np8c1uXVRkL/Ksau6HA4yymaJmQk4ODj9KLzUjY7VY/Kw+U5rP1u8Wylikj6ZKkfyrntV1b7bbCPIBjPH0oSG2bV74olRNqMSSvBrDbxPetHs8zGGyvsaxzcNIuGbpVZ2rVIls6hfGN2LGaLewdjxWj4e8TX0um6qJZCU8pVUnqCT/gDXEPDNH5YaJg0oygI+9npiu81XwxL4c0KZdzKZRFI+7g5K9PwJrCtKNrdzopKzuzjryWSaZggLZNOs7FYWE10QR120zzViIAqO4vcrgGrWwpyvqXNS1h7krFnbHGMKo6CtDwkZJ2uxFM6EbCdh5PWuNmny3Xmum8Fu7C+I3ADZllHI+9RLYyUtT1rw4873CzQXsgxwwPzA47FT/SrniudLrTrqQfJJCN7qDwrrg5HsRg/ia5HR5bu0uy7SuIwQRIv3efUDpXfpp9hrNjdRXcQDXcRWSeJsMRjGfTP4Vg73NoNJ3Z5PH4r1Bb55YJ2BwqnB6kAc12Xh3xTceIbmS0uPmnVR5Tj7zYHKk/yq5pPwj0bTbxri/vJ76JzlElXYq/7208/wAq6XURpWh+F79dNtoIGgXcBbqFLAc84/GicFJWZqqsU9EUIDIzeTsw2OAR0+tbNrHAv+tIIzgqDxXB+GPFtx4hF0k3/LMjaR1wa7SyQThUbBPc57VwSptS5SpXfU2I1s2+ZbcNz3qwGiiYbLaNW7YUZqvGFXgjIzxu6VKyngqSpFaxi11OeSRBc6pMoKrGvHGCelc9d61epKY50RI2HysM9fSti4B3sWO5sjkisa8CMSGVSMHduxg1LSvrqHsoPofNTHrTKcTUbHFesctxWcnjNK0Upti6o7A8EgcAVLYWM+pX0Vrbrl5Dj2A7k+1et2mkW1rpUen7VMSqAzFec9zWVWsoaGtKm5anlGg6Hda5fCC3KKF5d3bAUV7Jb+DtJubaC3vYvOKYLEfLn3qnpWlaXoskptIwpkbLOSSSPQeldLa3SsQU25AHBz8vc/pXNOq5PQ6YxUUdLpSQ29okNtGFiVfkCdMVsIihflI3HrisS0m3NsKjkckdBWxGVWMrhiD3+tVBMxnIhlIVjk7sjAXFc9fTIrFmAOMnAPSti+lWJcozE89ecEeteWXF7eaj42vdLbWLq1izJ5IjUNkhNwUeg4PJqnC7JU7GL8UZkm/soruJAlzuGD/DXneK1tU1C6vxCbq4kmCjKbznGcZrLNdFNWjYzm7yuIq7nCk8V6h4L8P2M/h4S3llFMZZSVLjooFec6bYTajfxW8K5d2x7D3Ne4WVstjYQ2UPCQptzjqfX8TmsMVOySRvh463MO5+H2iXjt5YeF8cCI8Cs1/hSGkYRakFQf3kya7cPsBJcAlvujgEVbt7qPn5hk9Dk4HpXNGrNdTolGL6E3gvw3ZeFdO+zWx3zzHdNKw+aUj09AOwrtYgHwW4GM81z9nPweE244xW5bsGAcjB644rSN27swm7aIo674c03W9JurOe2gUzIwEoiXcjEcMDjrmvmfxF4E13w+zveWLtCGIWeIb0b3BHT8a+rJShHJI7Vw3jzU7mx8OSy2s7xSiWMZXAJBJyPp0rdNrYxueO/Dvwt9v1SPVNQhYWVudyKy8SuOn4DrXf3niVUDIW9c1g6xezw6LFf2Gu6jIpuPs6+cixrNhdzNGBztUkKd3qPcVy+qXbCVhu9s07Nyux3SWhW1bUjcTuAcqGyKx2c+tI7kk5qFnrZIzbH78Vd0WxfVNYtbVV3CSRVPsM8n8s1QijkuZo4Yhl5GCgV7J4R0K30GyTzNjXDHczkcge1Z16qhHzNKUHJnSxeHdMkmt2a3VhAAEyv3QOmKxPi9EX8OWF+nSOcxkjoQy5/mtdTb3ALArtyAODnj1/SmeK9KfxB4S1DTo41adow8XpvU5GP5fjXBTb5k2dMnY+d7bTbrUNJ1DUIQWjsPLMuOyuSAfwIH51mHLD5j0r6J+G/gRtH8NanBq0as+p4SWPqAmCAP1rz7UPgxrMF7MtvdxSW4Y+W56ke/oa74zRzM8vdMNzXb/Dssn9oFHKt+75zx/F1rI0bw/bv4xOgeIprmx3SeV5iyxRrGRyWZpOMYzjHJOB3q1okdxpGra3Zqk6fZ5/K2XBCuACww4BIz9DjNU9UTHc76eK8imW8svLWVSfMQtgMvcFT0+oqSHWFsJi8F0lvvyxhnPAJ67W5GPauMm169RfLYMq9t3OKxL69kuV+dVVu+3ofw7VCiXzWPal8W+doUzSXUbSQjoh4xXCL4o1XVrm6t7OIykxnI9VHXiuWsWuH0XU4oHAdIhM4IySgIBx+efwqfwPciHxFEZHI3grkn1FTLRO3Q0jrY3fh1qMsGrzWKx/uZ1y/HK7eQf6fjXsthLt2gkbj0HqB6VylkljbSySQQwxyycs6Lgn0ycV0VnPwcKm0DgDr6VxSfPK5vN6HTwESYL8KBnmpJRhD82PwqnasGUORg9ccVZnZDnOV7VtGOhyylqZt+6+WOgHqe+K5uaeJH2YYAjnAyKZ441K5stAkltppIZFlj+ZeGwTgj+VcJ4hh8QaRo+m313qF4s13v3xEYEIG0qGOPvENnHb86PZNjVSx5oaiaiiu45j0PwZZwWulJeomZ5iVZm5wAcYFdPdAMirjAJ5x9aKK82t/EZ30vgRJbogUnaD8p4JP1q1E7wxJsYgMMkduuKKKI7jlsdLpyht3GOCeK27eR/IL7jyuMdqKK3RzyK18xaASMcnfj6CvDtb1GfTPGV5fQbfOilbbvGRyu08fQmiiriQzj7lQu0D6fyqHAIooreGxm9z0f4e6fbrptxe7Mzlim49h7V2MUhfIYAgHj8s0UV5tf8AiM76PwEMSBpXLckt69K0EVS6AAKQucjrxRRUItmhp8zSu3mYbGCM9q6a3G0RqCRuXmiiumJzTLTu29Uz1xk9zXnvxJYjw1Ko6faE/GiitFuZHl+t6+2swwRSabYW5hVEje3R1KoOiAFiAOc8Dk81gXTs43E85ooraO5DKD9KrufmoorRCR1ngKxgudVlllUs0Cgp6ZPGa9YgRACdo+6eDmiivNxT/eHbR+Anjd4kXa2A3zEduuK6GwUNnjHBPFFFTAmZrwOxty5PVenaoLp2MO88ndj8KKK1RieF+JtRS18S6sk+nWF/FJcbyl5DvCso4IIII68jOD3BrnrKWS71K7vLlzLcXsjSTu38RPsOAOegoorpjsiepJCguI7iF87FUsoHYjuKxWAmT5gMjuKKKpB1Oj8EWUNyurtKCT5Pldf4TnP8hXMaISmr2m0kfvkGfxoorFfFI6F8KPaQo81QBtIUnI68dK0NPlaSQ7/mwQRmiiuOJpM6e2+UooJAdeT3q9JIxdI88EDJ7kUUVsjmPP8A4isV8OyKOB56V5df63qN/p8GnXV3NNbwSNKokkZiS2M5JPOMcemT60UVrDYmW5//2Q==", 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8x9HH+NU47f5yjIUccFSMHPuK5Zc0dzqg4vYz47F8BlXH4dq0rW2c4UqG5xmrIiZUOXVT0J61aVljTkE56881F7mmwz7JEgO0KeOgPWsu+sVmjcrCm4j5c8jNbEVuZZM+YEDdd9Up4nSTduLIP4R6VcIXe5nOpZHHz2exyktupAGGA4wf8Kx7nS4HclU2A9jXoYs0uWLRwSsxAOQp/KqF74fvOJI7dlK5Jz6eldHNY5m0zxLzyHwSQRSNdTIQQxFRXjI8u9BjPUUkcqyReW5wR0Nd5zXGyXEjHmqzE5z3qy2NuG6+tRw+X5w83OwdSKYJ3Y+/1NpY4oSxKxqFAq14ZsZNa1eG1E6QKWBLt1xnt71jECW4OOAzcZq7CbjSrqKdCykHKt0zUyWlkbR0dz6g0+2igtooF+YKAoJGSfc1498X9Nmt/FEEkcZcXkK7Aozll+Uj69Pzr1TwfM17oEF02d7qK6M29tOySSW8UjxNlGZQWQ+oJ71w0/dlc3lI8I+IXhr+wbLw+6KRusVt5G24/eIMnPv836V5pdQ4k3Gvq3xJ4fs/EOkNY3+4xB96Mhw0beoP9OleReI/hLd21sG0u6F24fBSQCNtvrnODW9OolozGSuea2JwJPwqwXwa0dZ8N3/htolvY4184HYUkDBsYz0+tZG7JroTTV0c8lZ2JN2SaaTSZpVXILtkIOpqhJXAZPPaoyxzRJKW+VRtUdqRRnrTNUrE8LhXBOKfNG8cYcg7SSF98VseE/Cd94r1Rba0UCKMqZ5SeEXPX6+gr2Px34Bt7zwUsOkWoFzpwL26KPmlXHzj3Jxn6j3rOdVRdikup88OzMOOKrEHcc1Od3mbcHOelJMm0DlSfY5q0zNoiUsjjB717DcJdI5WVTxg15Ag3OufUV9M6np8c1uXVRkL/Ksau6HA4yymaJmQk4ODj9KLzUjY7VY/Kw+U5rP1u8Wylikj6ZKkfyrntV1b7bbCPIBjPH0oSG2bV74olRNqMSSvBrDbxPetHs8zGGyvsaxzcNIuGbpVZ2rVIls6hfGN2LGaLewdjxWj4e8TX0um6qJZCU8pVUnqCT/gDXEPDNH5YaJg0oygI+9npiu81XwxL4c0KZdzKZRFI+7g5K9PwJrCtKNrdzopKzuzjryWSaZggLZNOs7FYWE10QR120zzViIAqO4vcrgGrWwpyvqXNS1h7krFnbHGMKo6CtDwkZJ2uxFM6EbCdh5PWuNmny3Xmum8Fu7C+I3ADZllHI+9RLYyUtT1rw4873CzQXsgxwwPzA47FT/SrniudLrTrqQfJJCN7qDwrrg5HsRg/ia5HR5bu0uy7SuIwQRIv3efUDpXfpp9hrNjdRXcQDXcRWSeJsMRjGfTP4Vg73NoNJ3Z5PH4r1Bb55YJ2BwqnB6kAc12Xh3xTceIbmS0uPmnVR5Tj7zYHKk/yq5pPwj0bTbxri/vJ76JzlElXYq/7208/wAq6XURpWh+F79dNtoIGgXcBbqFLAc84/GicFJWZqqsU9EUIDIzeTsw2OAR0+tbNrHAv+tIIzgqDxXB+GPFtx4hF0k3/LMjaR1wa7SyQThUbBPc57VwSptS5SpXfU2I1s2+ZbcNz3qwGiiYbLaNW7YUZqvGFXgjIzxu6VKyngqSpFaxi11OeSRBc6pMoKrGvHGCelc9d61epKY50RI2HysM9fSti4B3sWO5sjkisa8CMSGVSMHduxg1LSvrqHsoPofNTHrTKcTUbHFesctxWcnjNK0Upti6o7A8EgcAVLYWM+pX0Vrbrl5Dj2A7k+1et2mkW1rpUen7VMSqAzFec9zWVWsoaGtKm5anlGg6Hda5fCC3KKF5d3bAUV7Jb+DtJubaC3vYvOKYLEfLn3qnpWlaXoskptIwpkbLOSSSPQeldLa3SsQU25AHBz8vc/pXNOq5PQ6YxUUdLpSQ29okNtGFiVfkCdMVsIihflI3HrisS0m3NsKjkckdBWxGVWMrhiD3+tVBMxnIhlIVjk7sjAXFc9fTIrFmAOMnAPSti+lWJcozE89ecEeteWXF7eaj42vdLbWLq1izJ5IjUNkhNwUeg4PJqnC7JU7GL8UZkm/soruJAlzuGD/DXneK1tU1C6vxCbq4kmCjKbznGcZrLNdFNWjYzm7yuIq7nCk8V6h4L8P2M/h4S3llFMZZSVLjooFec6bYTajfxW8K5d2x7D3Ne4WVstjYQ2UPCQptzjqfX8TmsMVOySRvh463MO5+H2iXjt5YeF8cCI8Cs1/hSGkYRakFQf3kya7cPsBJcAlvujgEVbt7qPn5hk9Dk4HpXNGrNdTolGL6E3gvw3ZeFdO+zWx3zzHdNKw+aUj09AOwrtYgHwW4GM81z9nPweE244xW5bsGAcjB644rSN27swm7aIo674c03W9JurOe2gUzIwEoiXcjEcMDjrmvmfxF4E13w+zveWLtCGIWeIb0b3BHT8a+rJShHJI7Vw3jzU7mx8OSy2s7xSiWMZXAJBJyPp0rdNrYxueO/Dvwt9v1SPVNQhYWVudyKy8SuOn4DrXf3niVUDIW9c1g6xezw6LFf2Gu6jIpuPs6+cixrNhdzNGBztUkKd3qPcVy+qXbCVhu9s07Nyux3SWhW1bUjcTuAcqGyKx2c+tI7kk5qFnrZIzbH78Vd0WxfVNYtbVV3CSRVPsM8n8s1QijkuZo4Yhl5GCgV7J4R0K30GyTzNjXDHczkcge1Z16qhHzNKUHJnSxeHdMkmt2a3VhAAEyv3QOmKxPi9EX8OWF+nSOcxkjoQy5/mtdTb3ALArtyAODnj1/SmeK9KfxB4S1DTo41adow8XpvU5GP5fjXBTb5k2dMnY+d7bTbrUNJ1DUIQWjsPLMuOyuSAfwIH51mHLD5j0r6J+G/gRtH8NanBq0as+p4SWPqAmCAP1rz7UPgxrMF7MtvdxSW4Y+W56ke/oa74zRzM8vdMNzXb/Dssn9oFHKt+75zx/F1rI0bw/bv4xOgeIprmx3SeV5iyxRrGRyWZpOMYzjHJOB3q1okdxpGra3Zqk6fZ5/K2XBCuACww4BIz9DjNU9UTHc76eK8imW8svLWVSfMQtgMvcFT0+oqSHWFsJi8F0lvvyxhnPAJ67W5GPauMm169RfLYMq9t3OKxL69kuV+dVVu+3ofw7VCiXzWPal8W+doUzSXUbSQjoh4xXCL4o1XVrm6t7OIykxnI9VHXiuWsWuH0XU4oHAdIhM4IySgIBx+efwqfwPciHxFEZHI3grkn1FTLRO3Q0jrY3fh1qMsGrzWKx/uZ1y/HK7eQf6fjXsthLt2gkbj0HqB6VylkljbSySQQwxyycs6Lgn0ycV0VnPwcKm0DgDr6VxSfPK5vN6HTwESYL8KBnmpJRhD82PwqnasGUORg9ccVZnZDnOV7VtGOhyylqZt+6+WOgHqe+K5uaeJH2YYAjnAyKZ441K5stAkltppIZFlj+ZeGwTgj+VcJ4hh8QaRo+m313qF4s13v3xEYEIG0qGOPvENnHb86PZNjVSx5oaiaiiu45j0PwZZwWulJeomZ5iVZm5wAcYFdPdAMirjAJ5x9aKK82t/EZ30vgRJbogUnaD8p4JP1q1E7wxJsYgMMkduuKKKI7jlsdLpyht3GOCeK27eR/IL7jyuMdqKK3RzyK18xaASMcnfj6CvDtb1GfTPGV5fQbfOilbbvGRyu08fQmiiriQzj7lQu0D6fyqHAIooreGxm9z0f4e6fbrptxe7Mzlim49h7V2MUhfIYAgHj8s0UV5tf8AiM76PwEMSBpXLckt69K0EVS6AAKQucjrxRRUItmhp8zSu3mYbGCM9q6a3G0RqCRuXmiiumJzTLTu29Uz1xk9zXnvxJYjw1Ko6faE/GiitFuZHl+t6+2swwRSabYW5hVEje3R1KoOiAFiAOc8Dk81gXTs43E85ooraO5DKD9KrufmoorRCR1ngKxgudVlllUs0Cgp6ZPGa9YgRACdo+6eDmiivNxT/eHbR+Anjd4kXa2A3zEduuK6GwUNnjHBPFFFTAmZrwOxty5PVenaoLp2MO88ndj8KKK1RieF+JtRS18S6sk+nWF/FJcbyl5DvCso4IIII68jOD3BrnrKWS71K7vLlzLcXsjSTu38RPsOAOegoorpjsiepJCguI7iF87FUsoHYjuKxWAmT5gMjuKKKpB1Oj8EWUNyurtKCT5Pldf4TnP8hXMaISmr2m0kfvkGfxoorFfFI6F8KPaQo81QBtIUnI68dK0NPlaSQ7/mwQRmiiuOJpM6e2+UooJAdeT3q9JIxdI88EDJ7kUUVsjmPP8A4isV8OyKOB56V5df63qN/p8GnXV3NNbwSNKokkZiS2M5JPOMcemT60UVrDYmW5//2Q==", 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", "info": {"video_id": "91827", "label": "bending a plastic straw so that it deforms", "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": "c69a494aae97e2e9f35b91bca556a925c2044657a6909eb58f5280adb9f34c5a"} +{"episode": 62392, "episode_seed": 2454751199, "split": "train", "timestamp": "2025-10-13T03:31:41.132761", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2454751199, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that washing machine is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124811", "label": "showing that washing machine is empty", "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": "124811", "label": "showing that washing machine is empty", "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": "6527006bcda937fdee570fbe884cdb0c9f371874802d13e7b2260f798e47afca"} +{"episode": 62393, "episode_seed": 238952303, "split": "train", "timestamp": "2025-10-13T03:31:42.949966", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 238952303, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 highlighter with staple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "182192", "label": "pushing highlighter with staple", "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": "182192", "label": "pushing highlighter with staple", "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": "182192", "label": "pushing highlighter with staple", "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": "4eb4067b398c2f6f37b14a17c9a09565f31e0ffaca6f70d322837323c2f88078"} +{"episode": 62394, "episode_seed": 285616438, "split": "train", "timestamp": "2025-10-13T03:31:43.598846", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 285616438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 biscuit over book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41132", "label": "holding biscuit over book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41132", "label": "holding biscuit over book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "41132", "label": "holding biscuit over book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "968259db3da13825f8fd1f9151cf289c2b1c87ee12e6810b4c0e58dd3202d2f2"} +{"episode": 62395, "episode_seed": 3231688720, "split": "train", "timestamp": "2025-10-13T03:31:44.677974", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 3231688720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'pen falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "188769", "label": "pen falling like a rock", "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": "188769", "label": "pen falling like a rock", "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": "188769", "label": "pen falling like a rock", "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": "188769", "label": "pen falling like a rock", "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": "0973040da981164808bb6fa4185eff1f5b94b58dcb004222dfb14cde20ba35a5"} +{"episode": 62396, "episode_seed": 910365150, "split": "train", "timestamp": "2025-10-13T03:31:45.532766", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 910365150, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'closing door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "69839", "label": "closing door", "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": "69839", "label": "closing door", "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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"info": {"video_id": "69839", "label": "closing door", "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": "c8541db49f317668aceb6d89ff45a459fc2d63e63e1c6b176736136e82d31f3f"} +{"episode": 62397, "episode_seed": 2867850364, "split": "train", "timestamp": "2025-10-13T03:31:46.852669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2867850364, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball 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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"info": {"video_id": "184783", "label": "moving ball down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "184783", "label": "moving ball down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6b4358c82eefbd4265a91c8fcefddb0cf656edc5a5d4e9dfa12b4fea69f05e38"} +{"episode": 62398, "episode_seed": 1709329467, "split": "train", "timestamp": "2025-10-13T03:31:49.445725", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 1709329467, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking tissue 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', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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PprDFT7MgDoaiYYJ7HpUkjBT2kcxLGWYxqSyrngE9TigAHGRjvkUvls2AvOTjikBNpkLzahGsYJcZIx6gV3Y8F3F7ZC+tgGUrvaEjDKfTBrnfB8AbXm3/AChImbke4r1OGV4VVomwuPmya5K87SNIHmtkklpcGKRSjA4wa6OC8ZYsE9KzdT1E6rqChVCoHYBwvXb15qezsbu4wI8NXPNc2rOylU5NDpPD0I1O+Xz/AJol/h7Ma9gs4ooIEVVUDHGBXlfhG3mTVvsroyMFJGR1r1KB8wJnqBToqzZOIlzNHk/x5w7eHwPujzyf/HK8bCblz/Ee3rXsfxnnWQWC7seXHN+JJQV5CBgjPYZzXbSmpQujiqLlZWbhiMZUdv0pUgD8Iw3E4APtUjBWTcxwxYnPbA/+vU0cDAAkZVVGSOxPNaN2J6FKRCuQRgitHw9aG51+2jIyASxH0FQvkoiH5tzDgj1Nanhm5SHxRbSJEQHLrgHPUHH8hUSfuscT2DQIbW206Owuk82AklS4GUz2HtWR4q8OaTa2sl0soTaCdhHJ9hWnpbi5tkkdQCDj6Y6/hXHXc1xqurXIkD+X9o2KuBgIP73cEkflXFq3odCt1MiXwdcTafHexRFVdc5HQH0rnmsrkF18vf5ZwwPUV7d4O1i1uRLpzlCAxCfUcEVq6j4S0+7Dt5IR2HJA61cKrsEoWZ84NgEggo3oRUBFb3iiwS18U6jaROHWBwmR6hRmsTbng9a7YO6uYSISMUg5qQjBPY9KUKpIDLjjORVCN/w9Z/a7RlHDBjtPvXY+Fy1vqBguSVfOF9vcVj+AoBI5BwQHr1tNGspSlw8C+ZHyrAV51aPM2jqo1ORXNrTC8cbRP1X9auu4UFuwqnG2Occ4pLm42W7t7VMnyxb7ErVlK71NY1d3fb2Va8A8XTm58T3shcsdwHP0r1DWNbiNw1tFkzdCSOBXL6p4Hu5TJcuiyGZt+VGOtYYGEov21S95L+vka1nHl5I9Dzl1wtRdOfSrM8TRzyRY+4xXH0OKhZcGvZicbPW/DU2+0hOesYrqInzg1xXhKTfpsBz0TFdfA1efPRm62NOM8UXIMlu6g9qjjao9Sl8rTpmzj5cVHKpaML21PL9QuAdSmlJyqyfoDWr410zfpEc1uCWmmEhK/wC4MVRGk/a7+a2jDZ8pn2nrmteHVFgvLtbk77a3hjiCt0DAYJruruKUVHojGF23fqeYSRzIcSLu96iwvY4Poa7u2t7fXfEBXYsVsRtG31PejW/AN1C++3QMueR7VMay6luNjgiCO1Rt1rW1TSZtOXc6soBAwRWVgntXRCSkrollkjqT0qNsFUXHOOvuTTvmCkdc00NhwSCACP0pEWJhECHKt045pmzbKikEEc/THNPQgxgcZJ5waHdtznhgF2889eKnqT1NPwmkkmupgtsETeYQfuqRzXpvlvbWqxOQVKZWRT97PcfhivPPBjqmuEcL5kTr+WMfyNdst1L9iihEvEbEBh/d9P51yYhXkbQ2OYXShZySgMGljQ5x0XPI/HHNdp4Stg7K7Doetclp4llWa4k6zSMzHOeM4H6V6D4ZgEcQC92GKzk29y1bodxDFFGisqru7nHNSNNgE9KgQ8VwVxf6je+Mr/S/7burOEGTyhEoblU3BfYcHmtFG+iE2cj4/v5NR1jeZU+zwJKmGbG7pkD3zj8q8+RmC4PzAirNzevdrKk0rscJs3H1JJ/pUSxEL/jXTThGnFRjsiJe87shyCFX2A59zzV2OQqJHViGJOKgMY/iH50vlMB8rED07VTZLiyWRozOm75NgLHA44HH61q+D7OOfxDAspDAI20g9G25z+tYphlbPzA5GK0tCuZdN1OG68ot5ZYsueoPBx+FRK3K0EYtHslpc2sulxXTFY7lXMM2F/i65A9+DWO91ay39xbW8YWJG+ZsYLynlj/Sq6apbWtqJbiREWUmUDPJHb5euf8AGq+ktFc6bLeD5C7tNjOcHPeuNrqbow9HQWMaSQbt7SMWZHBZW6gbc+m4f8BJruz45aw0hmnYNOsTOvmptJA9q5R9Ni1O9+16cyQu4HnBZNrBvXHcYNcj4rkFjLPai6+1XLkB5AT8ig5259z1+laRjGpPmvqJuUY8pnfa5bq+nup23Szu0jk9yTk1UPf0ra1rR9Ms/Ddvqul6lezK10bXNzAI1uCE3O8Qzu2qcKd394e4GJztrtRgwY5VVx2/nT9oyxU9OOajBwwJGACKXIKgD9KGI7nwD8nmA8ENXsVnPm1C9iK8a8ENgM3+0Qa9Zs2PkoPauGp8bN4/Ca6vmq+oOVspD7U5G4qjrkj/ANlypHv3yjy12DJ59KzlHnXK+o07O5wGjpHqWuXUkpwoVn59Miu/u9e0200R7xmwkce5UI5OBxXmn2U6fp1xcl2Jkc22wfK+AQT9Olc/resTz2MkW50hlKxpGxJYherHPvxXVUheaUdloZxbtd7mIknnmaWT77sXJ9ycmqjkM2a1PCtnpureI49M1W8ntYJzsWaOaKNYz3LGTjGM8DknA71nX9q+n6xf2TJPGbed4glwAJFwSAGxkZ9cHFdEdyT0TwUPM0tAOw/rXYQnD4PB9K868C6m8Inttudvz8dcd69CjvIrhRwM9iK4aqtJm0djSjapwFkQqwBB6g1SjbI4qzGx5rMZwPiC8vbfxK8lnIqNCnlnIHKnrxWRLYXVzYgqWfzrgF8dWxzn6ZrrdX8NyX2rNcpOqxyY3DHIPtVDxDOulWsdpaAbmURq/cbjz+lb865UluDjFapnNTTSaQ8A5eWWYnKL/KvT9B1221W1SOZ1W5UbSD/FXm2oF9kFz5TSLAxDheoyBz/T8abbapDYIZ1uCzICFRk+cntz/nrUODaTjuJSWzN/4py2kGmWtsgQzzTbjjqFA/xNeYyKFTIq34k1Ka/vi8hIaMBCB2PerfiPwlqPh3w7o+oXrTLPfGTzYGjIFvgIUDH+8ytnHbp1zjrpR5YpGbdzNxgCnbRmiimwQ0opHShoU4OD+dFFJhYktXeGdXjkZWQjawPIrpta1S4tbGDyNiGVBuYDnnqR+dFFY1N0VHYW2uHi8KNKuNyRjFdh8PdUubh44JCpRfmHHPSiisJbs0XwnpucgHGM+leSa/fzaZ4y1C8t9vmxzPjeMjlNp4+hNFFaQ3M2eUNIzTSMfXoPbgVZjkZVGD+Boorr6EdS3gccU/y1wSOMelFFZsoSL5hkirCE7KKKzkaImWR3QF2LEDaMnOAOgro9JXzfCmoxMzBQr42nB6ZooqOo5bGDeJ9js0MBZGWJcEHB54PNchKf3ZJ55zz3oorph1MGa2veLJPENvbQzaRplqbdFjiktUkUpGoOEALlQvOTgZJ5qrtAWiirQgwPSkKKe1FFAHV+ByRdXCfwjawHvzXsFp/qk+gooriq/Gax2NBac5xE5HUKTRRWfUZ5RbRqt+1yRukLM53cjOT2rgdTvZr7UpZZyC24gY6AUUV2x+L5ES+EjsdebR3uIzpunX8UzK5jvoPMCsucEEEEdTkZwe4NQz6hc6rf3OoXsplubmQyyvjGWPJ4HQe1FFaLcgdBPLazLNBI0ciHKspwRXqejXUl94ftdRkCrPIxVwgwpx3x60UVjiVomaQOmtGJQZ9KssxVCR6UUVxs0M2W5lYkbsD2riNXuZJ9UtEfG1pSCAPTpRRThuJliVit5bxDhJhsceoqHVbC2stHlmjiDSLyrPztwO1FFVHcHsedzMTGWJO4nOatX/iXV9U0q20u9vZp7a2keVBJIzEs+M5JPONvHpk+tFFegzA//9k=", 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", 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U+zIA6GomGCex6VJIwU9pHMSxlmMaksq54BPU4oABxkY75FL5bNgLzk44pATaZC82oRrGCXGSMeoFd2PBdxe2QvrYBlK72hIwyn0wa53wfAG15t/yhImbke4r1OGV4VVomwuPmya5K87SNIHmtkklpcGKRSjA4wa6OC8ZYsE9KzdT1E6rqChVCoHYBwvXb15qezsbu4wI8NXPNc2rOylU5NDpPD0I1O+Xz/miX+Hsxr2CziiggRVVQMcYFeV+EbeZNW+yujIwUkZHWvUoHzAmeoFOirNk4iXM0eSfH0g/8I+F/wCnj/2SvFiufavYPjjMJZ9GTHCedn8dleRFflyO9d9GSlC6/rU4pKzsQmp7MZvYf94UwdemQPWrFki/bICMg7xkGqlsI677DLa7LiLPlEjd3xXqPhiQPZpNE3yoQGHp71T8N2EMtgFljVww6EV02n2FtpyvDbxhUPJHvXmuN2mdntLQcTbDggVUvbryVCjgnv6CnLJgYrB1/U4rSN2mJCAAcdayxU5KFobtpE00nLU5b4kamsnh2WBJTgsqnHfmvGiuT6/SvVbyyn8VxukG0RowcqRya4jxH4em0XY8kRXe+0HseM104On7GPs3uKtJSd1sc2wwxqVVOFDA8nJ/pTSp5Jq9dYFzwwbbGufyzXfc5nsU3XYC3bsaj2BmVW+U8Ake9WcAmNCflYjd9O9Mjj3MWQ9icH34FAkMMDBN4wynoRULKSTitHY0TKOVIGTUJKbGLxA5fqpx0H5d6m4kzv8AwHp/lWllegssis0g2/xAnGD7cV6Hd6XpOs2peSJYpP4iBxmuG8F3pfRtPhCEfejJ9wf8K2fFN1LZ6RHHa/K88wUt2Udznp9PeuKd3KyOiNjltQ8N29zrh06zInYIWLD9B9etc9qvh+60l8MGUE4wfX3rsdMuhpNwl5JlXkn2p5gw2B0H1xzXp/2XT9esEmMSSI4yeOhpQqNOxUoq1z5ruIJYP9dCV/2h0qpJjIIOcV658RvDNppfhye9ibaS6Rqp7ksP6ZrySWIx4z3rtpS5lqZS0PWfDU2+0hOesYrqInzg1xXhKTfpsBz0TFdfA1cU9GarY04zxRcgyW7qD2qONqj1KXytOmbOPlxUcqlowvbU8v1C4B1KaUnKrJ+gNavjXTN+kRzW4JaaYSEr/uDFURpP2u/mtow2fKZ9p65rXh1RYLy7W5O+2t4Y4grdAwGCa7q7ilFR6Ixhdt36nmEkcyHEi7veosL2OD6Gu7tre313xAV2LFbEbRt9T3o1vwDdQvvt0DLnke1TGsupbjY4IgjtUbda1tU0mbTl3OrKAQMEVlYJ7V0QkpK6JZZI6k9KjbBVFxzjr7k075gpHXNNDYcEggAj9KRFiYRAhyrdOOaZs2yopBBHP0xzT0IMYHGSecGh3bc54YBdvPPXip6k9TT8JpJJrqYLbBE3mEH7qkc16b5b21qsTkFSmVkU/ez3H4YrzzwY6prhHC+ZE6/ljH8jXbLdS/YooRLxGxAYf3fT+dcmIV5G0NjmF0oWckoDBpY0OcdFzyPxxzXaeErYOyuw6HrXJaeJZVmuJOs0jMxznjOB+leg+GYBHEAvdhis5NvctW6HcQxRRorKq7u5xzUjTYBPSoEPFcFcX+o3vjK/0v8Atu6s4QZPKEShuVTcF9hwea0Ub6ITZw/xN1F9Q1WI78xxM6J9eM/59q4UNtfOOgJqe8vJrudfMkdwigjcfXk/0qsc85HWuunCNOCjHoZybbuxVAKnt0HFWbVSL6A8FQ45FVlYcA+pPNWbHH26HPQyAUS2J6nufhuXZFHj+6DXTiXcxPrXHeHmPlJ7LXUQtxXAjdl7dXBePLorsh5+ds/gBXcBuK4DxVaSalrUIy6oZBApKnbnvz61dGEZVIyk9tSZSai7dTb8MGz02CFXb95PCrA46DrXFfFfWLe7v7CwtmDLDulkI6bjwB+Waq6hqEttcyQW+9pdq26SBjsAUAZwPTnmuH1m9e7vZ7nzCzFsK3qBwK1hBubkxN6WFuSqgAd6feKyC3UujOIuSjZ47A+4FX9d0fTLfw5b6tpup3s4a5Nrm5gEa3BCbneIZ3bVJCnd/eHuBmyhZbqR4ySpIxnr0710IgiaTncQQQpH6U+Ig5HYsBx6AU4xn0yPakESk5Xg+1Fw5S0ZOGDfMgGB7fSqpRWjjCPyQSQeOScD9BS+XIQQH6+ooWKUSK23djGNvsOKhWQlBo9U8GC0s9O0xJVH2e5BWQ4+7Jk4bP1yPxrZ1i6srS2csomeCQLAhTgSdFP4c/lXHeF79pLCCxkQD7OTJuY4BXrjPY5q/e6paX2oWdojq7eaZXbPAIHr3PWuSSvI3RV8QQQXVzpjSnADtuLNtBPHGe3r+Fa/h3W7rTpQD5qR8+YhXcoI6jcOO1V9VjsmV7G62lZl3oznGx+gyewrG1DSZbPSJJbrUPJt+jIJC+4dwP1pJRmlFvYfvRu+4fEnxY2uGzsIXX7On79gvckYGf1rhrhtyR+oBrS8PQ6b4h8XC01W4msre5YLG8U0cawgf3jJxgKOnUnjvWXqNtJYaxf2TrOhtp3iCXAAkXBIwwGRn1wcV3U48tkYN3PQ/BQ8zS0A7D+tdhCcPg8H0rzrwLqbwie2252/Px1x3r0KO8iuFHAz2Irjqq0mbR2NKNqnAWRCrAEHqDVKNsjirMbHmsxnA+ILy9t/EryWcio0KeWcgcqevFZEthdXNiCpZ/OuAXx1bHOfpmut1fw3Jfas1yk6rHJjcMcg+1UPEM66Vax2loBuZRGr9xuPP6VvzrlSW4OMVqmc1NNJpDwDl5ZZicov8q9P0HXbbVbVI5nVblRtIP8AFXm2oF9kFz5TSLAxDheoyBz/AE/Gm22qQ2CGdbgsyAhUZPnJ7c/561Dg2k47iUlszf8AinLaQaZa2yBDPNNuOOoUD/E15jIoVMirfiTUpr++LyEhowEIHY96t+I/CWo+HfDuj6hetMs98ZPNgaMgW+AhQMf7zK2cdunXOOulHlikZt3M3GAKdtGaKKbBDSikdKGhTg4P50UUmFiS1d4Z1eORlZCNrA8ium1rVLi1sYPI2IZUG5gOeepH50UVjU3RUdhba4eLwo0q43JGMV2Hw91S5uHjgkKlF+Ycc9KKKwluzRfCem5yAcYz6V5Jr9/NpnjLULy32+bHM+N4yOU2nj6E0UVpDczZ5WpMk8rN6449uKfgZoorsWxmw2g9qRQEZXXhlIIoopMD2zw4cxA+qg11MPQ0UV5/U2LC9K4/x2gmFlCxOwlmIBxyBRRV0vjFLY4LxLeS2eiwWsG1UlJ3nHJ/GuInOIM47iiiuuGzJqbmnrviyTxDBbQzaRplqbdFjiktUkUpGucIAXKhecnAyTzVGJ23HmiirILsTlyQ3OKlVVIORRRWbLBl2uq9QfWpl4Ix6UUVmy4kyyOrkKxUMNrAHqPQ1csGK6nakdRIo/M4oorNl9DY8Q20Z1tpiWL/AGXIycgHJ6D8P1ridZd/tCwl2MaZ2qScD8KKK2p9DCXUr6drzaMZ4zpunX8UzK5jvoPMCsucEEEEdTkZwe4NRT6hc6rqF1qF7KZbm5cyyuRjLHk8DoPaiit1uSPgnltZlmgkaORDlWU4Ir1PRrqS+8P2uoyBVnkYq4QYU4749aKKwxK0TNIHTWjEoM+lWWYqhI9KKK42aGbLcysSN2B7VxGr3Mk+qWiPja0pBAHp0oopw3EyxKxW8t4hwkw2OPUVDqthbWWjyzRxBpF5Vn524HaiiqjuD2PO5mJjLEncTnNWr/xLq+qaVbaXe3s09tbSPKgkkZiWfGcknnG3j0yfWiivQZgf/9k=", "info": {"video_id": "177995", "label": "taking tissue roll", "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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U+zIA6GomGCex6VJIwU9pHMSxlmMaksq54BPU4oABxkY75FL5bNgLzk44pATaZC82oRrGCXGSMeoFd2PBdxe2QvrYBlK72hIwyn0wa53wfAG15t/yhImbke4r1OGV4VVomwuPmya5K87SNIHmtkklpcGKRSjA4wa6OC8ZYsE9KzdT1E6rqChVCoHYBwvXb15qezsbu4wI8NXPNc2rOylU5NDpPD0I1O+Xz/miX+Hsxr2CziiggRVVQMcYFeV+EbeZNW+yujIwUkZHWvUoHzAmeoFOirNk4iXM0eSfH0g/8I+F/wCnj/2SvFiufavYPjjMJZ9GTHCedn8dleRFflyO9d9GSlC6/rU4pKzsQmp7MZvYf94UwdemQPWrFki/bICMg7xkGqlsI677DLa7LiLPlEjd3xXqPhiQPZpNE3yoQGHp71T8N2EMtgFljVww6EV02n2FtpyvDbxhUPJHvXmuN2mdntLQcTbDggVUvbryVCjgnv6CnLJgYrB1/U4rSN2mJCAAcdayxU5KFobtpE00nLU5b4kamsnh2WBJTgsqnHfmvGiuT6/SvVbyyn8VxukG0RowcqRya4jxH4em0XY8kRXe+0HseM104On7GPs3uKtJSd1sc2wwxqVVOFDA8nJ/pTSp5Jq9dYFzwwbbGufyzXfc5nsU3XYC3bsaj2BmVW+U8Ake9WcAmNCflYjd9O9Mjj3MWQ9icH34FAkMMDBN4wynoRULKSTitHY0TKOVIGTUJKbGLxA5fqpx0H5d6m4kzv8AwHp/lWllegssis0g2/xAnGD7cV6Hd6XpOs2peSJYpP4iBxmuG8F3pfRtPhCEfejJ9wf8K2fFN1LZ6RHHa/K88wUt2Udznp9PeuKd3KyOiNjltQ8N29zrh06zInYIWLD9B9etc9qvh+60l8MGUE4wfX3rsdMuhpNwl5JlXkn2p5gw2B0H1xzXp/2XT9esEmMSSI4yeOhpQqNOxUoq1z5ruIJYP9dCV/2h0qpJjIIOcV658RvDNppfhye9ibaS6Rqp7ksP6ZrySWIx4z3rtpS5lqZS0PWfDU2+0hOesYrqInzg1xXhKTfpsBz0TFdfA1cU9GarY04zxRcgyW7qD2qONqj1KXytOmbOPlxUcqlowvbU8v1C4B1KaUnKrJ+gNavjXTN+kRzW4JaaYSEr/uDFURpP2u/mtow2fKZ9p65rXh1RYLy7W5O+2t4Y4grdAwGCa7q7ilFR6Ixhdt36nmEkcyHEi7veosL2OD6Gu7tre313xAV2LFbEbRt9T3o1vwDdQvvt0DLnke1TGsupbjY4IgjtUbda1tU0mbTl3OrKAQMEVlYJ7V0QkpK6JZZI6k9KjbBVFxzjr7k075gpHXNNDYcEggAj9KRFiYRAhyrdOOaZs2yopBBHP0xzT0IMYHGSecGh3bc54YBdvPPXip6k9TT8JpJJrqYLbBE3mEH7qkc16b5b21qsTkFSmVkU/ez3H4YrzzwY6prhHC+ZE6/ljH8jXbLdS/YooRLxGxAYf3fT+dcmIV5G0NjmF0oWckoDBpY0OcdFzyPxxzXaeErYOyuw6HrXJaeJZVmuJOs0jMxznjOB+leg+GYBHEAvdhis5NvctW6HcQxRRorKq7u5xzUjTYBPSoEPFcFcX+o3vjK/0v8Atu6s4QZPKEShuVTcF9hwea0Ub6ITZw/xN1F9Q1WI78xxM6J9eM/59q4UNtfOOgJqe8vJrudfMkdwigjcfXk/0qsc85HWuunCNOCjHoZybbuxVAKnt0HFWbVSL6A8FQ45FVlYcA+pPNWbHH26HPQyAUS2J6nufhuXZFHj+6DXTiXcxPrXHeHmPlJ7LXUQtxXAjdl7dXBePLorsh5+ds/gBXcBuK4DxVaSalrUIy6oZBApKnbnvz61dGEZVIyk9tSZSai7dTb8MGz02CFXb95PCrA46DrXFfFfWLe7v7CwtmDLDulkI6bjwB+Waq6hqEttcyQW+9pdq26SBjsAUAZwPTnmuH1m9e7vZ7nzCzFsK3qBwK1hBubkxN6WFuSqgAd6feKyC3UujOIuSjZ47A+4FX9d0fTLfw5b6tpup3s4a5Nrm5gEa3BCbneIZ3bVJCnd/eHuBmyhZbqR4ySpIxnr0710IgiaTncQQQpH6U+Ig5HYsBx6AU4xn0yPakESk5Xg+1Fw5S0ZOGDfMgGB7fSqpRWjjCPyQSQeOScD9BS+XIQQH6+ooWKUSK23djGNvsOKhWQlBo9U8GC0s9O0xJVH2e5BWQ4+7Jk4bP1yPxrZ1i6srS2csomeCQLAhTgSdFP4c/lXHeF79pLCCxkQD7OTJuY4BXrjPY5q/e6paX2oWdojq7eaZXbPAIHr3PWuSSvI3RV8QQQXVzpjSnADtuLNtBPHGe3r+Fa/h3W7rTpQD5qR8+YhXcoI6jcOO1V9VjsmV7G62lZl3oznGx+gyewrG1DSZbPSJJbrUPJt+jIJC+4dwP1pJRmlFvYfvRu+4fEnxY2uGzsIXX7On79gvckYGf1rhrhtyR+oBrS8PQ6b4h8XC01W4msre5YLG8U0cawgf3jJxgKOnUnjvWXqNtJYaxf2TrOhtp3iCXAAkXBIwwGRn1wcV3U48tkYN3PQ/BQ8zS0A7D+tdhCcPg8H0rzrwLqbwie2252/Px1x3r0KO8iuFHAz2Irjqq0mbR2NKNqnAWRCrAEHqDVKNsjirMbHmsxnA+ILy9t/EryWcio0KeWcgcqevFZEthdXNiCpZ/OuAXx1bHOfpmut1fw3Jfas1yk6rHJjcMcg+1UPEM66Vax2loBuZRGr9xuPP6VvzrlSW4OMVqmc1NNJpDwDl5ZZicov8q9P0HXbbVbVI5nVblRtIP8AFXm2oF9kFz5TSLAxDheoyBz/AE/Gm22qQ2CGdbgsyAhUZPnJ7c/561Dg2k47iUlszf8AinLaQaZa2yBDPNNuOOoUD/E15jIoVMirfiTUpr++LyEhowEIHY96t+I/CWo+HfDuj6hetMs98ZPNgaMgW+AhQMf7zK2cdunXOOulHlikZt3M3GAKdtGaKKbBDSikdKGhTg4P50UUmFiS1d4Z1eORlZCNrA8ium1rVLi1sYPI2IZUG5gOeepH50UVjU3RUdhba4eLwo0q43JGMV2Hw91S5uHjgkKlF+Ycc9KKKwluzRfCem5yAcYz6V5Jr9/NpnjLULy32+bHM+N4yOU2nj6E0UVpDczZ5WpMk8rN6449uKfgZoorsWxmw2g9qRQEZXXhlIIoopMD2zw4cxA+qg11MPQ0UV5/U2LC9K4/x2gmFlCxOwlmIBxyBRRV0vjFLY4LxLeS2eiwWsG1UlJ3nHJ/GuInOIM47iiiuuGzJqbmnrviyTxDBbQzaRplqbdFjiktUkUpGucIAXKhecnAyTzVGJ23HmiirILsTlyQ3OKlVVIORRRWbLBl2uq9QfWpl4Ix6UUVmy4kyyOrkKxUMNrAHqPQ1csGK6nakdRIo/M4oorNl9DY8Q20Z1tpiWL/AGXIycgHJ6D8P1ridZd/tCwl2MaZ2qScD8KKK2p9DCXUr6drzaMZ4zpunX8UzK5jvoPMCsucEEEEdTkZwe4NRT6hc6rqF1qF7KZbm5cyyuRjLHk8DoPaiit1uSPgnltZlmgkaORDlWU4Ir1PRrqS+8P2uoyBVnkYq4QYU4749aKKwxK0TNIHTWjEoM+lWWYqhI9KKK42aGbLcysSN2B7VxGr3Mk+qWiPja0pBAHp0oopw3EyxKxW8t4hwkw2OPUVDqthbWWjyzRxBpF5Vn524HaiiqjuD2PO5mJjLEncTnNWr/xLq+qaVbaXe3s09tbSPKgkkZiWfGcknnG3j0yfWiivQZgf/9k=", 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", "info": {"video_id": "177995", "label": "taking tissue roll", "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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FRkcGrJApjKOa6EzNojprDFT7MgDoaiYYJ7HpVEjBT2kcxLGWYxqSyrngE9TigAHGRjvkUvls2AvOTjikBNpkLzahGsYJcZIx6gV3Y8F3F7ZC+tgGUrvaEjDKfTBrnfB8AbXm3/KEiZuR7ivU4ZXhVWibC4+bJrkrztI0gea2SSWlwYpFKMDjBro4LxliwT0rN1PUTquoKFUKgdgHC9dvXmp7Oxu7jAjw1c81zas7KVTk0Ok8PQjU75fP+aJf4ezGvYLOKKCBFVVAxxgV5X4Rt5k1b7K6MjBSRkda9SgfMCZ6gU6Ks2TiJczR5J8fSD/wj4X/AKeP/ZK8WK59q9g+OMwln0ZMcJ52fx2V5EV+XI7130ZKULr+tTikrOxCansxm9h/3hTB16ZA9asWSL9sgIyDvGQaqWwjrvsMtrsuIs+USN3fFeo+GJA9mk0TfKhAYenvVPw3YQy2AWWNXDDoRXTafYW2nK8NvGFQ8ke9ea43aZ2e0tBxNsOCBVS9uvJUKOCe/oKcsmBisHX9TitI3aYkIABx1rLFTkoWhu2kTTSctTlviRqayeHZYElOCyqcd+a8aK5Pr9K9VvLKfxXG6QbRGjBypHJriPEfh6bRdjyRFd77Qex4zXTg6fsY+ze4q0lJ3WxzbDDGuh8HSbNSlXPBTNYJUnk1reGH2awo/vKRXbPWDMI7nsNpJ+6TnqK0YWzWPaN+6Ue1akLcV55uXlbiuQ8bOY7ZctzI3A9hXVoeK4zxgq3E7ZJ/cr2zgZ9a0owjKouboRKTUXYpeFoYb4XdrJ1Vo5fyb/GuH1qyuYtVunAO1pWOCOvNddHBLpGmTXsbMj3NuqIw7MW7flUviDVbVrP7OsKNd7QN2OhNbVZ2qOS6kU43jY83YYPzqVNNI9DkV6Ra+DE1LRkmjIMoG1wfWubuvCN7aeZ5sZ4PBX0qo1olWZzBpYRubp8o5NOnRop3ibkqcHNWLIAW10S2MIMD15xXRfS5LIwm5c/xHt61G3DEYyo7fpVkDBGewzmo2Csm5jhixOe2B/8AXqTNMjSAPwjDcTgA+1MkQrkEYIq7HAwAJGVVRkjsTzTXyURD825hwR6mpvqF9Sbw9aG51+2jIyASxH0Fe3aBDa22nR2F0nmwEkqXAymew9q8f8M3KQ+KLaRIiA5dcA56g4/kK9c0txc2ySOoBBx9MdfwrmrvU1hsZnirw5pNrayXSyhNoJ2Ecn2FcVL4OuJtPjvYoiquucjoD6Vr3c1xqurXIkD+X9o2KuBgIP73cEkflXbeDtYtbkS6c5QgMQn1HBFYqUoWv1NeVNaHiLWVyC6+Xv8ALOGB6iqbYBIIKN6NX0fqPhLT7sO3khHYckDrXg/iiwS18VahaROHWBwmR6hRmuqlNt2ZlJWRkkdSelRtgqi45x19yad8wUjrmmhsOCQQAR+lbmdiYRAhyrdOOaZs2yopBBHP0xzT0IMYHGSecGh3bc54YBdvPPXip6k9TT8JpJJrqYLbBE3mEH7qkc16b5b21qsTkFSmVkU/ez3H4YrzzwY6prhHC+ZE6/ljH8jXbLdS/YooRLxGxAYf3fT+dcmIV5G0NjmF0oWckoDBpY0OcdFzyPxxzXaeErYOyuw6HrXJaeJZVmuJOs0jMxznjOB+leg+GYBHEAvdhis5NvctW6HcQxRRorKq7u5xzUjTYBPSoEPFcFcX+o3vjK/0v+27qzhBk8oRKG5VNwX2HB5rRRvohNnD/E3UX1DVYjvzHEzon14z/n2rhQ21846Amp7y8mu518yR3CKCNx9eT/Sqxzzkda66cI04KMehnJtu7FUAqe3QcVZtVIvoDwVDjkVWVhwD6k81Zscfboc9DIBRLYnqe5+G5dkUeP7oNdOJdzE+tcd4eY+UnstdRC3FcCN2Xt1cF48uiuyHn52z+AFdwG4rgPFVpJqWtQjLqhkECkqdue/PrV0YRlUjKT21JlJqLt1NvwwbPTYIVdv3k8KsDjoOtcV8V9Yt7u/sLC2YMsO6WQjpuPAH5ZqrqGoS21zJBb72l2rbpIGOwBQBnA9Oea4fWb17u9nufMLMWwreoHArWEG5uTE3pYW5KrgDvVnw+Qusw575FWdd0fTLfw5b6tpup3s4a6Nrm5gEa3BCbneIZztU4U7v7w9wMe1uGtbuKcAHYwbFdFrxaIW57bAhSJWxwQK0IGBUYOax9O1UPBHvUYZQV9CK04pEY5QYBrz3udBoo1ZfiZvJ0S4lUDey7CcetXlJqDWLP+0dMltt4RmHyt6EURdmgSXU83ia/vEtbKeYPFEcRAD+frimf2bcNdzzTfdNwScjlsdMe1dXYaENLhlurl1eVUO0DpXP/b5LnUJmOBFGwhQDoMdT+dbTnd+6S4paIs+EPFH2a5kEqsLZ3KnI/UV6M7WNza+d5kbQ4yWJHArxqFxav9mn3wPGxBYjKMDzn9P1NTaj4hePTZrWB98YTaZANo3E9vwqPZPm93YHNNa7nPalNFe6zfTxgCN5mKAemeKZZL+8nO5AiRNvDNjcD2HvnFT+ErLTdV8SRadqt3Pawznas0c0UaxnuWMnGMZ46k4Heq91bfYNQ1bT5FuI3huPKVLgAOArHhsZG7GOhxXd0sZEKMwXB+YEU3IIVfYDn3PNTLEQv+NBjH8Q/Ok2LlJ45CokdWIYk4pJGjM6bvk2AscDjgcfrUXlMB8rED07UGGVs/MDkYqNL3FyO5teD7OOfxDAspDAI20g9G25z+teuWlzay6XFdMVjuVcwzYX+LrkD34NeN6Fcy6bqcN15RbyyxZc9QeDj8K9ETVLa1tRLcSIiykygZ5I7fL1z/jXPW1ZrBOxYe6tZb+4treMLEjfM2MF5Tyx/pXJ6OgsY0kg3b2kYsyOCyt1A259Nw/4CTW5pLRXOmy3g+Qu7TYznBz3qm+mxane/a9OZIXcDzgsm1g3rjuMGs01rB9TSz0kuh1Z8ctYaQzTsGnWJnXzU2kge1eK/a5bq+nup23Szu0jk9yTmtHxXILKWa1F19puXIDyjPyIDnb75PX6UzxD4T1Hw34e0jULxplnvzJ5sBjIFuAEKKx/vMrZx26dQcdVKmorcxlJtmZjAFO2jNFFaMENKKR0oaFODg/nRRSYWJLV3hnV45GVkI2sDyK6bWtUuLWxg8jYhlQbmA556kfnRRWNTdFR2Ftrh4vCjSrjckYxXYfD3VLm4eOCQqUX5hxz0oorCW7NF8J6bnIBxjPpXkmv382meMtQvLfb5scz43jI5TaePoTRRWkNzNnlakyTys3rjj24p+BmiiuxbGbDaD2pFARldeGUgiiikwPbPDhzED6qDXUw9DRRXn9TYsL0rj/HaCYWULE7CWYgHHIFFFXS+MUtjgvEt5LZ6LBawbVSUneccn8a4ic4gzjuKKK64bMmpuaeu+LJPEMFtDNpGmWpt0WOKS1SRSka5wgBcqF5JOBknms+iitIkI6nwXqNydXh0t232sxPyt1Q+qntXoloxWd48khTgZoorirq0zaOxsJ90VBdXDxnC4oorBlGFq91KsKjdnecHPpiuY0Y+dYSyOAWdnJNFFXH4WT1Ldnax6lDHNc5Z1JTg4yAe9cn4n2xaqbeJFjiX5tqjHPrRRW1H4wqGZp+vNozTxnTdOv4pmVzHfQeYFZc4IIII6nIzg9wahn1G61S/utQvJTLc3MhllfGMseeg6fSiiuoxLEcjKowfwNW8DjiiipZSH+WuCRxj0pIvmGSKKKyZaLCE7KmWR3QF2LEDaMnOAOgoorNmiOj0lfN8KajEzMFCvjacHpmsG8T7HZoYCyMsS4IODzweaKKqG3zM5bnISk7CcnOetXb/wAS6vqmlW+l3t7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorpMT/2Q==", "info": {"video_id": "177995", "label": "taking tissue roll", "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": "6a6ac615e7590e152dc5ba8bc774662ffd75cf774b470089f3b10b00a5cb98f9"} +{"episode": 62399, "episode_seed": 2903759412, "split": "train", "timestamp": "2025-10-13T03:31:51.891586", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 665, "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": 2903759412, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cool drinks bottle up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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EjJQbTI2c9TV43EUAklCYUcjHb1zVM5TP1iQve+UG/dwje3H8R6fp/OsaK0F4kk7ZOcqF9h3qxM7yqxf/AFtw5Jx2z/gP5VpwRKkLRBApjOAK1fuxsQtXcreHdEmOoFwSUidX3EEcemfXiuuitFtxcgQrH5spckNneT3Pp6Y9quWdm2laDFDjfMF3N7sT0/XH4VHdO20jdjAA3Ad6pIdzzbx/ApudOZeWXzMf+O5/lXMojPNCFDKMcMO3c10njnzA8DgkjLAbuoHFZehWyTB5r27C20MYeVuwHesZayOinpG52vhK1jtrC6v51GWZVRyP4R3/ADNTajqNzdxzwwP5cTIVHHJ9zXDXnii71jUo4rWc2enxnFvGONwHQt9cdK7GIh1GM9O9aJ6GE97mPDO2xllX9+h2LjvW5p2luLUTPF8p/OpLLRvPv/tDY8rd82ex6V0yXKQSx2nlcMxUBe1NEnLzo8kgRuVU4AXqau31rHpll5UY/eSgFj6CtK3skillu502hc7QR1OawtVuDJIzMcnPrVpXIPF/iBIW8SMOywoMfnXKM3t2rofGknmeJbon+EKB/wB8iucNa2ECn5147ivtESfIv0FfFqnDr9RX2KsoKD6CokVE8z+IEom8YQqDkxwxj6ZYmun0JlXTxKp+tcX4rl8/xvdHH3Ni/ktdfoQP9lgevOK8rG6s9TCR90y/FdqLuCQH7kkbRt7Z6H8Dg1yMnxKD6UllFaSnVAgiB/h3jgt/Wu91STcpAUYxg1xc/hxrcyXttDEZclskdqWFrKCsycRR53co6dZjTNPaeYiS5ky8kp6sx9adql69zoLNIoBW2KehIGf8amY/aIYoXyCRuf6VQ1iQDTrkBcDyyAK7aacnzM5q0klyo87l9+BUTLU8/TJqPqOK6DlKzLzXqHwfYJ/bHOP9T/7PXmTDmvRfhU4jGrZP/PL/ANmpx3GjsvF94E02KDOTNKB+A5/wrN0JA12uBgDAFVPEdy11rqQjlLeMfm3/ANatfw5Ad6uR8v3q5cXLoehhI6XLPii6EFooYldki7j6DNYN94mkt5vs2mW0dyVG2R3fEYPp7mr3jBzJDJF2lHSuRtYGggNpsKSKw+b6kc/SsaC0DELXXY7i1mNxYRSMm1yil1PVD6VciCEyMwziofFGkw+H9T02W1YmO6UiQ5yGIwd345qQfKI3X7rDkepz1rWUbHDTqKauite7RaM8g2lhwD2NYN5lyiZGQOT/AHvSuq1G2We1J3BSBuJPauOnPkQyMHBLcKw6GrpLUqTKMMsn9qJLEm9o3BC+uK6vWrqTyJQ2NkpBQgd+M1zGj8apAHY7ZPQV1crm9vLWJo8oWwMfwr/nFaSEtjl43X7U0smTuAJJPNbFjOrMJOiIPzrFaMCSQk5ReBxjPr/hVi2kdbdoojl5GwmegHqazr09Lo6aFW2jJwftuotIwzGjAnPTPYf1rrIpw0ce5uV7VzNvbLaIsZ+bact/tH1rWtpUAVTgksMH14qFGyM6kuaVy5JcPJdgxg7UHzCpTeLLGkDfediXHt2pU5BB6ZzWekoEk9z/AA8hR7VcFdmUtEaVjD5+osQNwj+VeOpP/wBauk8PaMzSy3Oogrlw0UZPLD1NVvDOjXEqLM8jwBDuZgMMzHsPaug1KeSLDgDemFT1q/idwWiIr69WWctHLjyWKlMffPT+ZFZep6gsMXTe643hTxmpLm7W2tNwjLysASUA4Hqa87ae41Dxldac2r3NrAzSmIRqH3ME3BfYcHk+nqarcRP4xm+0RW+5drHOcdMcdK89e0uYo3Kyym2Zt7RhuD6cVpWOo3ep28gubh5QoUpuOcZH/wBarAIhicHGGGKwk2ps6oxUoIs+HNPS/wBQSSTiOAByvqe34V6HBC8vESMzH07Vh+GNJ+wwwOeGkgO8EY4bB5/SuxjuFgUJbgqP72OSOhzWiRzTlzMtJL9gsRGo3sgwzkfxGnaPZ3FxfrcOx2qPmY+lQWtlLPLsUMUL/KpPX3rpbhU02xFuh+Y8sfWrSIMrXLwOxjQYUdK4bUpvvDNb2pXPzk5zXKahLkH3rZRsiTyTxM/ma/eN/t4/ICsI1ra4xfWr3P8Az1NY0xwDg0nuMAfnH1FfXglG0ZPYV8za1oWk2nhy11bS9RvJg139lzcwCNbkhQzvEM52qcKd394e4H0VJcbIGfHCxk/kKiQ0eYXNyL3xHfT9Q0rFfpnA/QV6Po4CabFnivK9JPmTSyMecivTLCfNlEB0xgV5GKd5HsYdWgg1KINKQD15quqhLV1de1Xrogqje+DWJrFyYbf5W5rmjroaSOZ+41wQesh2/SsPV5CbKcZzlcfrWtdMUjGD7n8a5/U3zbSD1x/Ovcpq0UeLUleTOVuEx8xIquuQTVq8ALnH3RVQsQRjpVkDH4Ndz8N38pdVYnCgRlvp81c74WsNL1nxNFp2q3U1tBOdqTRzRxrGe5YycYxnjqTgd609H0K4bWNY04zz2tva3IjlimwJTgsACF4zgHODj61SQ1ub0jtcXdxdL8wllwCPQcV1mkyCOByOCqYFcrFDJamKB0ZUUHyyR94f5xXRWTbYj6kc1wVru7Z6mHa5dA1uLz4IpM552mst447kznkP5SxbvfOf6Vraswj0xHY4+fIHrWXDEIotpOZXId/8KmjexOItaxWa+uL6aG2keVmRwAZT9xBXV2m1ohG7525AJ/Q1lNBGG80xL5h4JxVyJztGTsx+tbN3OCMFFWiW9TmENjJu5UptxjqegrjruJ7po7ZQB5a5IHpmt/VbkP5MCnIT52+vas6yjVvNkcfPIcj6VrHRXE9WV9BsmfU0V0OFdSeOxrtLOyW2t2Vclw7Asy4PXp9KyL/7RpHhKTUYXaG6klVVkUfN5eTgVm69H4j0XRdNvbvUbxZrvf5kRXAhAClQTj7xDZx/9erSuFyPUz5um2Vw/wA0t6v2iU/7YdkOPQEKMj1Gap6cxF70B470UU6mxXU07hiQB2ziprT55IA3TcT+uKKKw6FM053aKxmK9QDg+lP0e2judY022kXMTyAsvrgE/wBKKK1pdTOfQ9RZihCqTgGqOqN+8bgHCFuR3Aoooew+pzOoSmJYo0VQJIy5OOe3H0rybV9SuNJ8XXt5bFfMhlJQONw+ZNp/RjRRRERR8PjCXC9lCgfrW3YxpNqVpFIoZGlAYHv1P9KKKxn8Z1w/hno0Kh7ay3cmWQKx9iela0kaC58oKAiqqgCiitUckjf8OqBbvJ/EPlHtVPU5naVgT3NFFaxIZx9+7Etk9656+6UUVq9hI8i1gk6reH/ps386yZThc4zzRRWQzZ13xbJ4ihtYZtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ59a96vbmT7BqIGB5UOVI/3TRRSkNHAaOM2YY/eY8mu/00n7LEO1FFePiPiZ7NH4S/df6gf7wrkNaZjeIpPGScUUVnQ+NBX+B+hg33CE5rnr4kxNmiivbR4rOem4DDtmoEUMcH0oooGSadrraK9xF/ZunX8UrqxjvoPMCsucEEEEdTkZwe4NdR4T1G61NvEeqXcvmXkwWZ5CMZYk546Ae1FFWgW50xdri0t3kYk7x9OlXPNdAiKcAsAaKK48R8J6GHE1uRvtNrBx5ZdeKgdiH696KKil8JNf4jUI529tmfxqvExZmBPGaKKs5ynqBKvMR14GatRRKuoW0Azs8vFFFafZRn1Nbx6vkeG0jQnaksQH6157f67qV9ptvYXN3LLBA7SqHkZiWbGc5POMcemT60UVstgZ//2Q==", 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", "info": {"video_id": "108252", "label": "pretending to pick cool drinks bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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3K3h3RJjqBcElInV9xBHHpn14rrorRbcXIEKx+bKXJDZ3k9z6emParlnZtpWgxQ43zBdze7E9P1x+FR3TttI3YwANwHeqSHcx59schwx5rlfF94E02KDOTNKB+A5/wrbu3KXDFmbaemetcP4juWutdSEcpbxj82/+tWjdoDirySLehIGu1wMAYArV8UXQgtFDErskXcfQZqt4cgO9XI+X71QeMHMkMkXaUdK8p61EerJWhoUb7xNJbzfZtMto7kqNsju+IwfT3NbFrMbiwikZNrlFLqeqH0rh7WBoIDabCkisPm+pHP0rvvFGkw+H9T02W1YmO6UiQ5yGIwd345rr5Lo8qpNQkk92TRBCZGYZxVS92i0Z5BtLDgHsasj5RG6/dYcj1OetP1G2We1J3BSBuJPapS1KOVvMuUTIyByf73pWVDLJ/aiSxJvaNwQvrir058iGRg4JbhWHQ1V0fjVIA7HbJ6CulK0TPdnUaxdSeU4bGyVlKEeuRmvY/M+UfSvH5HN7e2sTR5TfgY/hX/OK9U8wbfwpIbPMviBKJvGEKg5McMY+mWJrp9CZV08SqfrXF+K5fP8AG90cfc2L+S11+hA/2WB684rzsbqz0cJH3TL8V2ou4JAfuSRtG3tnofwODXIyfEoPpSWUVpKdUCCIH+HeOC39a73VJNykBRjGDXFz+HGtzJe20MRlyWyR2pYWsoKzJxFHndyjp1mNM09p5iJLmTLySnqzH1p2qXr3Ogs0igFbYp6EgZ/xqZj9ohihfIJG5/pVDWJANOuQFwPLIArtppyfMzmrSSXKjzuX34FRMtTz9Mmo+o4roOUrMvNb/hiLfJO4HzLtx+v+FYbDmug8L7livCuM5Qc++6oqO0WaUviR1SIzzQhQyjHDDt3Nei+ErWO2sLq/nUZZlVHI/hHf8zXFaFbJMHmvbsLbQxh5W7Ad6deeKLvWNSjitZzZ6fGcW8Y43AdC31x0rKGh0VNVY7nUdRubuOeGB/LiZCo45Pua5+GdtjLKv79DsXHetiIh1GM9O9WLLRvPv/tDY8rd82ex6VoctyPTtLcWomeL5T+dOnR5JAjcqpwAvU11CXKQSx2nlcMxUBe1VreySKWW7nTaFztBHU5poGZt9ax6ZZeVGP3koBY+grwz4gSFvEjDssKDH517RqtwZJGZjk59a8N8aSeZ4luif4QoH/fIrWKJOeZvbtUZPtTjTScVTEelxuv2ppZMncASSea2LGdWYSdEQfnWK0YEkhJyi8DjGfX/AAqxbSOtu0URy8jYTPQD1NclenpdHdQq20ZOD9t1FpGGY0YE56Z7D+tdZFOGjj3NyvauZt7ZbRFjPzbTlv8AaPrWtbSoAqnBJYYPrxUKNkZ1Jc0rlyS4eS7BjB2oPmFSm8WWNIG+87EuPbtSpyCD0zms9JQJJ7n+HkKPargrsylojSsYfP1FiBuEfyrx1J/+tXSeHtGZpZbnUQVy4aKMnlh6mq3hnRriVFmeR4Ah3MwGGZj2HtXQalPJFhwBvTCp61fxO4LREV9erLOWjlx5LFSmPvnp/MisvU9QWGLpvdcbwp4zUlzdrbWm4Rl5WAJKAcD1NedtPcah4yutObV7m1gZpTEI1D7mCbgvsODyfT1NVuI39TutypI4CEAlsHjGM1wUjtcXdxdL8wllwCPQcVSsjqPiOPy7jUnFtGys6FvmbI4A/Kr8UMlqYoHRlRQfLJH3h/nFTVvym1FrmOq0mQRwORwVTAqvrcXnwRSZzztNFk22I+pHNO1ZhHpiOxx8+QPWvPa989OT90yXjjuTOeQ/lLFu985/pUDX1xfTQ20jysyOADKfuIKswxCKLaTmVyHf/CrrQRhvNMS+YeCcV1Jux5VWMZT5matptaIRu+duQCf0NO1OYQ2Mm7lSm3GOp6CqkTnaMnZj9ag1W5D+TApyE+dvr2pxV2S9EYF3E900dsoA8tckD0zU2g2TPqaK6HCupPHY1Yso1bzZHHzyHI+lal/9o0jwlJqMLtDdySqquvB2ZOB+Nbb6Eo2LOyW2gZVyXDtlmXB69PpXYeaO5rybV72eDRYdQsde1GUNc/Z83Eaos5ChmePvtU4U7vUe4HpMtxthd8fdQt+lO1gvc8wubkXviO+n6hpWK/TOB+gr0fRwE02LPFeV6SfMmlkY85FemWE+bKIDpjArysU7yPWw6tBBqUQaUgHrzVdVCWrq69qvXRBVG98GsTWLkw2/ytzXNHXQ0kcz9xrgg9ZDt+lYeryE2U4znK4/Wta6YpGMH3P41z+pvm2kHrj+de5TVoo8WpK8mcrcJj5iRVdcgmrV4AXOPuiqhYgjHSrIGPwa6LwqAYb8Hodn/s1VPC1hpes+JotO1W6mtoJztSaOaONYz3LGTjGM8dScDvWrotk1jquuWLJPH9nn8oJcACRQCww2CRn1wSKmqvcZrR+NCPaXMUblZZTbM29ow3B9OK6Pw5p6X+oJJJxHAA5X1Pb8KrAiGJwcYYYrsPDGk/YYYHPDSQHeCMcNg8/pWUXzbm1T3NupuQQvLxEjMx9O1b6S/YLERqN7IMM5H8RqrHcLAoS3BUf3sckdDmpbWylnl2KGKF/lUnr71okcpPo9ncXF+tw7Hao+Zj6VZ1y8DsY0GFHStW4VNNsRbofmPLH1rj9SufnJzmtIxEzB1Kb7wzXi/iZ/M1+8b/bx+QFet6hLkH3rx3XGL61e5/56mtXoCRkmoyaWbIBwe9dB4i8G3/hvw7o+o3nnLPfmTzYWjIFvgIUDH+8ytnHbp1ziAPQNTPm6bZXD/NLer9olP+2HZDj0BCjI9RmqenMRe9AeO9FFRU2Nepp3DEgDtnFTWnzyQBum4n9cUUVh0KZpzu0VjMV6gHB9Kfo9tHc6xpttIuYnkBZfXAJ/pRRWtLqZz6HqLMUIVScA1R1Rv3jcA4QtyO4FFFD2H1OZ1CUxLFGiqBJGXJxz24+leTavqVxpPi69vLYr5kMpKBxuHzJtP6MaKKIiIfDJ8vTtUZfvRxLtPp1rcLtcWlu8jEnePp0ooqnsXDcuea6BEU4BYA0mtyN9ptYOPLLrxRRXnf8ALw9GXwMgdiH6961COdvbZn8aKK6WeeyvExZmBPGap6gSrzEdeBmiinDciWxaiiVdQtoBnZ5eK1vHqiDw2kaZ2pLEAD6c0UVpHcOhwut+In1mC2jk02wtzCqpG9ujqVQfwgFiAOc9OTzXpd7cyfYdRAwPKhypH+6aKKuRKOA0cZswx+8x5Nd/ppP2WIdqKK8jEfEz2KPwl+6/1A/3hXIa0zG8RSeMk4oorOh8aCv8D9DBvuEJzXPXxJibNFFe2jxWc9NwGHbNQIoY4PpRRQMk07XW0V7iL+zdOv4pXVjHfQeYFZc4IIII6nIzg9wa6DwzqFzq1/q+oXsplubh1lkcjGWO4ngdPpRRSq/AaUP4iOlsY0m1K0ikUMjSgMD36n+lejQqHtrLdyZZArH2J6UUVjT2Na25rSRoLnygoCKqqAK3/DqgW7yfxD5R7UUVsjmKepzO0rAnua4+/diWye9FFbx2JOevuleRawSdVvD/ANNm/nRRUz3GZMvC/jV6/wDE2r6ppNtpd7fTT21tK8qCSRmJZgvUk8428emT60UVKA//2Q==", 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", "info": {"video_id": "108252", "label": "pretending to pick cool drinks bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eb4bab2a4072fd454028ae5e8a27db1793d32cf3f5fa79c7433db45b1d8b6294"}